sub-18_ses-01_task-highspeed_rec-prenorm_run-01_rois.svg 850 KB

1234567
  1. <svg xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" version="1.1" viewBox="0 0 1108 469.55725190839695" preserveAspectRatio="xMidYMid meet">
  2. <g>
  3. <g transform="translate(0, 0) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-z-3489e8d7-db2d-464e-a3d3-e978a7e20490"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#pf6cf5d7aab)"> <image height="165.6" id="image1f694daad9" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAEg0AAAKyCAYAAAD4cin/AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3EERACEQwLDl/HsGC/yOziQKqqBrZvYAAAAAAAAAAAAAAAAAAAAAAADP+/4OAAAAAAAAAAAAAAAAAAAAAAAA7pgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAHHbugAQAAABA0P/X7Qh0iAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAABqG8wlAAAXVUlEQVQAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAgNi5AxIAAAAAQf9ftyPQITIhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAUDt3QAIAAAAg6P/rdgQ6RAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAATASPPBmNrhzo5AAAAAElFTkSuQmCC" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p99c02ce3b7)"> <image height="165.6" id="imageea5706c23c" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="8" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p99c02ce3b7)" d="M 102.824186 100.542857 L 104.300698 100.542857 L 105.038954 101.282143 L 104.300698 102.021429 L 102.824186 102.021429 L 102.08593 101.282143 L 102.824186 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 74.770465 103.5 L 76.246977 103.5 L 77.723488 103.5 L 79.2 103.5 L 80.676512 103.5 L 81.414767 104.239286 L 80.676512 104.978571 L 79.2 104.978571 L 77.723488 104.978571 L 76.246977 104.978571 L 74.770465 104.978571 L 74.032209 104.239286 L 74.770465 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 51.146279 104.978571 L 52.622791 104.978571 L 53.361046 105.717857 L 52.622791 106.457143 L 51.146279 106.457143 L 50.408023 105.717857 L 51.146279 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 82.153023 116.807143 L 82.891279 117.546429 L 82.153023 118.285714 L 81.414767 117.546429 L 82.153023 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"> <path clip-path="url(#p99c02ce3b7)" d="M 88.05907 94.628571 L 89.535581 94.628571 L 90.273837 95.367857 L 90.273837 96.846429 L 89.535581 97.585714 L 88.797326 98.325 L 89.535581 99.064286 L 90.273837 99.803571 L 89.535581 100.542857 L 88.797326 101.282143 L 88.05907 102.021429 L 86.582558 102.021429 L 85.844302 102.760714 L 85.844302 104.239286 L 86.582558 104.978571 L 87.320814 105.717857 L 87.320814 107.196429 L 87.320814 108.675 L 87.320814 110.153571 L 86.582558 110.892857 L 85.844302 111.632143 L 85.106047 112.371429 L 84.367791 111.632143 L 84.367791 110.153571 L 85.106047 109.414286 L 85.844302 108.675 L 85.844302 107.196429 L 85.106047 106.457143 L 83.629535 106.457143 L 82.891279 105.717857 L 82.153023 104.978571 L 81.414767 105.717857 L 80.676512 106.457143 L 79.938256 105.717857 L 79.938256 104.239286 L 80.676512 103.5 L 82.153023 103.5 L 82.891279 102.760714 L 83.629535 102.021429 L 84.367791 101.282143 L 84.367791 99.803571 L 85.106047 99.064286 L 85.844302 98.325 L 86.582558 97.585714 L 87.320814 96.846429 L 87.320814 95.367857 L 88.05907 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 65.911395 97.585714 L 67.387907 97.585714 L 68.126163 98.325 L 67.387907 99.064286 L 65.911395 99.064286 L 65.17314 98.325 L 65.911395 97.585714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 64.434884 99.064286 L 65.17314 99.803571 L 64.434884 100.542857 L 63.696628 99.803571 L 64.434884 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 68.864419 99.064286 L 69.602674 99.803571 L 69.602674 101.282143 L 70.34093 102.021429 L 71.079186 102.760714 L 70.34093 103.5 L 69.602674 104.239286 L 68.864419 104.978571 L 68.126163 104.239286 L 67.387907 103.5 L 66.649651 104.239286 L 65.911395 104.978571 L 65.17314 104.239286 L 65.17314 102.760714 L 65.911395 102.021429 L 66.649651 101.282143 L 67.387907 100.542857 L 68.126163 99.803571 L 68.864419 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 62.958372 103.5 L 63.696628 104.239286 L 62.958372 104.978571 L 62.220116 104.239286 L 62.958372 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 74.770465 103.5 L 75.508721 104.239286 L 74.770465 104.978571 L 74.032209 104.239286 L 74.770465 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 96.91814 103.5 L 97.656395 104.239286 L 96.91814 104.978571 L 96.179884 104.239286 L 96.91814 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 61.48186 104.978571 L 62.220116 105.717857 L 61.48186 106.457143 L 60.743605 105.717857 L 61.48186 104.978571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 76.246977 104.978571 L 76.985233 105.717857 L 76.985233 107.196429 L 76.246977 107.935714 L 75.508721 107.196429 L 75.508721 105.717857 L 76.246977 104.978571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 98.394651 104.978571 L 99.132907 105.717857 L 98.394651 106.457143 L 97.656395 105.717857 L 98.394651 104.978571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 70.34093 106.457143 L 71.079186 107.196429 L 71.079186 108.675 L 71.079186 110.153571 L 71.079186 111.632143 L 70.34093 112.371429 L 68.864419 112.371429 L 68.126163 111.632143 L 68.126163 110.153571 L 68.864419 109.414286 L 69.602674 108.675 L 69.602674 107.196429 L 70.34093 106.457143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 79.2 106.457143 L 79.938256 107.196429 L 79.2 107.935714 L 78.461744 107.196429 L 79.2 106.457143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 57.052326 107.935714 L 57.790581 108.675 L 57.052326 109.414286 L 56.31407 108.675 L 57.052326 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 57.052326 110.892857 L 57.790581 111.632143 L 57.790581 113.110714 L 57.052326 113.85 L 56.31407 113.110714 L 56.31407 111.632143 L 57.052326 110.892857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 68.864419 115.328571 L 69.602674 116.067857 L 68.864419 116.807143 L 68.126163 116.067857 L 68.864419 115.328571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 60.005349 118.285714 L 61.48186 118.285714 L 62.220116 119.025 L 62.220116 120.503571 L 61.48186 121.242857 L 60.005349 121.242857 L 59.267093 120.503571 L 59.267093 119.025 L 60.005349 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 91.012093 118.285714 L 91.750349 119.025 L 91.012093 119.764286 L 90.273837 119.025 L 91.012093 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 71.817442 119.764286 L 72.555698 120.503571 L 72.555698 121.982143 L 71.817442 122.721429 L 71.079186 121.982143 L 71.079186 120.503571 L 71.817442 119.764286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p99c02ce3b7)" d="M 73.293953 25.233077 L 76.246977 25.258001 L 85.106047 25.210629 L 86.06938 25.875 L 87.184077 27.353571 L 88.05907 29.114523 L 89.535581 29.970057 L 91.012093 29.768548 L 92.488605 29.797458 L 93.965116 29.697445 L 95.441628 29.90134 L 96.91814 28.67192 L 98.394651 28.231499 L 101.347674 28.540124 L 102.824186 28.287051 L 104.453195 28.832143 L 106.535878 30.310714 L 107.88612 31.789286 L 109.32545 33.267857 L 110.924221 34.746429 L 111.72667 37.703571 L 113.427998 39.182143 L 114.851828 40.660714 L 115.796045 42.139286 L 116.112791 43.74267 L 117.31465 45.096429 L 117.221549 53.967857 L 117.020065 55.446429 L 116.412828 56.925 L 116.861565 58.403571 L 117.07583 59.882143 L 117.589302 60.908819 L 117.946432 61.360714 L 119.298578 64.317857 L 120.169659 65.796429 L 119.966345 67.275 L 120.572088 68.753571 L 122.018837 70.621074 L 122.9303 71.710714 L 123.012946 73.189286 L 122.940039 74.667857 L 124.268934 76.146429 L 124.499354 77.625 L 125.678258 80.582143 L 125.923765 82.060714 L 126.002084 83.539286 L 125.743551 85.017857 L 126.448372 86.02807 L 126.95969 86.496429 L 127.492383 87.975 L 126.557819 89.453571 L 126.308164 90.932143 L 126.448372 91.072547 L 127.400698 92.410714 L 127.374955 93.889286 L 127.204499 95.367857 L 125.883657 96.846429 L 126.988484 98.325 L 127.378378 99.803571 L 125.770641 101.282143 L 125.844695 105.717857 L 124.422139 107.196429 L 124.359136 111.632143 L 124.36455 114.589286 L 123.104865 116.067857 L 122.58377 117.546429 L 122.018837 118.088707 L 121.280581 119.025 L 120.282733 120.503571 L 118.537842 121.982143 L 118.386343 123.460714 L 117.960679 124.939286 L 117.206152 126.417857 L 116.845885 127.896429 L 115.374535 129.375 L 115.472829 130.853571 L 113.159768 133.159503 L 112.509463 133.810714 L 111.510732 135.289286 L 110.963892 136.767857 L 110.206744 137.581207 L 109.242573 138.246429 L 107.253721 140.91027 L 105.777209 140.994112 L 105.568041 141.203571 L 104.300698 142.71689 L 102.824186 143.30219 L 101.347674 143.259447 L 99.871163 144.396834 L 98.394651 144.477944 L 96.91814 144.440641 L 95.441628 145.69624 L 91.012093 145.399883 L 88.05907 145.302179 L 86.582558 144.230974 L 83.629535 144.338488 L 80.676512 146.492982 L 79.2 146.470098 L 77.723488 147.586925 L 68.864419 147.386368 L 67.387907 147.591288 L 65.911395 149.000993 L 64.434884 148.830321 L 64.201317 148.596429 L 62.958372 147.530068 L 61.48186 147.489874 L 61.110362 147.117857 L 60.005349 146.188811 L 58.528837 146.300951 L 57.052326 145.863169 L 56.828754 145.639286 L 55.575814 144.067587 L 54.099302 143.803877 L 52.622791 143.836125 L 51.146279 142.515665 L 49.669767 141.445992 L 48.193256 140.891046 L 46.716744 139.228025 L 45.240232 139.174382 L 41.525297 135.289286 L 40.140349 133.810714 L 40.180419 132.332143 L 38.641401 129.375 L 38.651401 127.896429 L 37.857674 127.086812 L 36.770642 126.417857 L 36.381163 125.856677 L 35.911238 124.939286 L 35.748542 123.460714 L 34.319169 121.982143 L 34.231504 120.503571 L 34.278112 119.025 L 32.977894 117.546429 L 32.784009 116.067857 L 32.804893 114.589286 L 31.951628 113.098901 L 31.278176 111.632143 L 31.340744 110.153571 L 31.142513 108.675 L 30.425704 107.196429 L 29.913703 105.717857 L 29.787425 104.239286 L 29.902866 99.803571 L 29.442491 98.325 L 28.998605 97.840712 L 28.360909 96.846429 L 28.422426 95.367857 L 28.998605 93.697949 L 29.779293 92.410714 L 29.966358 90.932143 L 30.00721 82.060714 L 31.364763 79.103571 L 31.435616 77.625 L 31.374483 76.146429 L 32.833933 74.667857 L 32.997342 73.189286 L 34.35397 71.710714 L 34.904651 70.988796 L 35.623338 70.232143 L 35.834159 68.753571 L 38.705691 65.796429 L 39.334186 64.999287 L 40.0234 64.317857 L 40.363041 62.839286 L 40.313609 61.360714 L 41.971694 58.403571 L 41.899587 56.925 L 42.834887 53.967857 L 42.287209 53.456224 L 40.965447 52.489286 L 40.405333 51.010714 L 40.369846 49.532143 L 41.038417 48.053571 L 41.936313 46.575 L 41.789194 43.617857 L 43.354725 42.139286 L 43.42192 40.660714 L 46.716744 36.980978 L 49.669767 33.797246 L 51.146279 33.102637 L 52.622791 33.081489 L 54.099302 34.169998 L 55.575814 34.967715 L 57.151465 34.746429 L 60.005349 34.794806 L 62.958372 34.749956 L 64.434884 35.018908 L 64.864476 34.746429 L 65.911395 33.930834 L 67.41975 31.789286 L 67.904823 30.310714 L 69.278272 28.832143 L 70.509328 27.353571 L 72.167828 25.875 L 73.293953 25.233077 L 73.293953 25.233077 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p99c02ce3b7)" d="M 71.817442 59.150256 L 70.721337 59.882143 L 70.34093 60.30225 L 69.97438 61.360714 L 69.54915 62.839286 L 68.864419 63.941747 L 68.408622 64.317857 L 68.864419 65.03548 L 69.1269 65.796429 L 70.34093 67.16577 L 70.461558 67.275 L 71.36204 68.753571 L 71.480956 70.232143 L 71.817442 70.569099 L 73.293953 70.928844 L 74.770465 70.840337 L 76.246977 70.8481 L 77.723488 70.8428 L 79.2 70.85181 L 80.676512 70.8146 L 82.153023 70.931755 L 83.004017 70.232143 L 83.629535 69.589788 L 84.534161 68.753571 L 84.564423 67.275 L 85.106047 66.517406 L 85.673553 65.796429 L 85.899817 64.317857 L 85.106047 63.355045 L 84.852642 62.839286 L 84.50711 61.360714 L 84.006923 59.882143 L 83.629535 59.505006 L 82.153023 59.681875 L 80.676512 59.56774 L 79.2 59.538943 L 77.723488 59.48919 L 76.246977 59.451673 L 74.770465 59.397955 L 73.293953 59.404682 L 71.817442 59.150256 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 21.911349 19.89375 L 28.597599 19.89375 L 28.597599 8.28 L 21.911349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(21.911349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 128.150526 19.89375 L 136.488651 19.89375 L 136.488651 8.28 L 128.150526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(128.150526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 7.589186 165.6 L 39.212936 165.6 L 39.212936 153.98625 L 7.589186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=29 --> <defs> <path d="M 5.515625 54.6875 L 48.1875 54.6875 L 48.1875 46.484375 L 14.40625 7.171875 L 48.1875 7.171875 L 48.1875 0 L 4.296875 0 L 4.296875 8.203125 L 38.09375 47.515625 L 5.515625 47.515625 z" id="DejaVuSans-7a"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(7.589186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-32"/> <use x="199.902344" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p61968255e5)"> <image height="165.6" id="image9b9804490d" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="166" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p61968255e5)" d="M 252.365116 79.842857 L 253.103372 80.582143 L 253.841628 81.321429 L 254.579884 82.060714 L 253.841628 82.8 L 252.365116 82.8 L 251.62686 82.060714 L 251.62686 80.582143 L 252.365116 79.842857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 247.935581 84.278571 L 249.412093 84.278571 L 250.150349 85.017857 L 250.150349 86.496429 L 249.412093 87.235714 L 248.673837 86.496429 L 247.935581 85.757143 L 247.197326 85.017857 L 247.935581 84.278571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 225.787907 87.235714 L 226.526163 87.975 L 225.787907 88.714286 L 225.049651 87.975 L 225.787907 87.235714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 247.935581 87.235714 L 248.673837 87.975 L 248.673837 89.453571 L 247.935581 90.192857 L 246.45907 90.192857 L 245.720814 89.453571 L 246.45907 88.714286 L 247.197326 87.975 L 247.935581 87.235714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 250.888605 87.235714 L 251.62686 87.975 L 252.365116 88.714286 L 253.841628 88.714286 L 254.579884 89.453571 L 255.31814 90.192857 L 256.794651 90.192857 L 257.532907 90.932143 L 258.271163 91.671429 L 259.009419 90.932143 L 259.747674 90.192857 L 260.48593 90.932143 L 261.224186 91.671429 L 262.700698 91.671429 L 263.438954 92.410714 L 263.438954 93.889286 L 264.177209 94.628571 L 264.915465 95.367857 L 264.915465 96.846429 L 264.915465 98.325 L 264.915465 99.803571 L 264.915465 101.282143 L 264.177209 102.021429 L 262.700698 102.021429 L 261.962442 101.282143 L 261.962442 99.803571 L 261.962442 98.325 L 261.962442 96.846429 L 261.224186 96.107143 L 259.747674 96.107143 L 259.009419 95.367857 L 259.009419 93.889286 L 258.271163 93.15 L 257.532907 93.889286 L 256.794651 94.628571 L 256.056395 95.367857 L 255.31814 96.107143 L 253.841628 96.107143 L 252.365116 96.107143 L 250.888605 96.107143 L 250.150349 95.367857 L 249.412093 94.628571 L 248.673837 93.889286 L 248.673837 92.410714 L 249.412093 91.671429 L 250.150349 92.410714 L 250.888605 93.15 L 251.62686 92.410714 L 252.365116 91.671429 L 253.103372 90.932143 L 252.365116 90.192857 L 250.888605 90.192857 L 250.150349 89.453571 L 250.150349 87.975 L 250.888605 87.235714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 224.311395 90.192857 L 225.049651 90.932143 L 225.049651 92.410714 L 224.311395 93.15 L 223.57314 92.410714 L 223.57314 90.932143 L 224.311395 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 213.975814 91.671429 L 215.452326 91.671429 L 216.928837 91.671429 L 218.405349 91.671429 L 219.88186 91.671429 L 220.620116 92.410714 L 220.620116 93.889286 L 221.358372 94.628571 L 222.096628 95.367857 L 222.096628 96.846429 L 221.358372 97.585714 L 219.88186 97.585714 L 218.405349 97.585714 L 217.667093 96.846429 L 216.928837 96.107143 L 216.190581 95.367857 L 215.452326 94.628571 L 213.975814 94.628571 L 213.237558 95.367857 L 212.499302 96.107143 L 211.761046 96.846429 L 211.761046 98.325 L 211.022791 99.064286 L 210.284535 99.803571 L 210.284535 101.282143 L 210.284535 102.760714 L 210.284535 104.239286 L 210.284535 105.717857 L 211.022791 106.457143 L 211.761046 107.196429 L 211.761046 108.675 L 212.499302 109.414286 L 213.237558 110.153571 L 213.237558 111.632143 L 213.237558 113.110714 L 213.975814 113.85 L 214.71407 114.589286 L 214.71407 116.067857 L 214.71407 117.546429 L 214.71407 119.025 L 215.452326 119.764286 L 216.190581 120.503571 L 215.452326 121.242857 L 213.975814 121.242857 L 213.237558 120.503571 L 213.237558 119.025 L 212.499302 118.285714 L 211.761046 117.546429 L 211.761046 116.067857 L 211.022791 115.328571 L 210.284535 114.589286 L 211.022791 113.85 L 211.761046 113.110714 L 211.022791 112.371429 L 210.284535 111.632143 L 210.284535 110.153571 L 210.284535 108.675 L 209.546279 107.935714 L 208.808023 107.196429 L 208.808023 105.717857 L 208.808023 104.239286 L 208.808023 102.760714 L 208.808023 101.282143 L 208.808023 99.803571 L 208.808023 98.325 L 209.546279 97.585714 L 210.284535 96.846429 L 210.284535 95.367857 L 210.284535 93.889286 L 211.022791 93.15 L 212.499302 93.15 L 213.237558 92.410714 L 213.975814 91.671429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 222.834884 93.15 L 223.57314 93.889286 L 222.834884 94.628571 L 222.096628 93.889286 L 222.834884 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 230.217442 97.585714 L 230.955698 98.325 L 230.217442 99.064286 L 229.479186 98.325 L 230.217442 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 234.646977 97.585714 L 235.385233 98.325 L 236.123488 99.064286 L 237.6 99.064286 L 238.338256 98.325 L 239.076512 97.585714 L 239.814767 98.325 L 240.553023 99.064286 L 241.291279 99.803571 L 240.553023 100.542857 L 239.814767 101.282143 L 239.814767 102.760714 L 239.814767 104.239286 L 240.553023 104.978571 L 241.291279 105.717857 L 240.553023 106.457143 L 239.814767 107.196429 L 239.814767 108.675 L 239.814767 110.153571 L 239.814767 111.632143 L 239.814767 113.110714 L 239.076512 113.85 L 237.6 113.85 L 236.123488 113.85 L 234.646977 113.85 L 233.908721 113.110714 L 234.646977 112.371429 L 235.385233 111.632143 L 236.123488 110.892857 L 236.861744 110.153571 L 236.861744 108.675 L 236.123488 107.935714 L 235.385233 108.675 L 235.385233 110.153571 L 234.646977 110.892857 L 233.170465 110.892857 L 232.432209 110.153571 L 232.432209 108.675 L 231.693953 107.935714 L 230.955698 107.196429 L 230.955698 105.717857 L 231.693953 104.978571 L 233.170465 104.978571 L 233.908721 104.239286 L 233.170465 103.5 L 232.432209 102.760714 L 231.693953 102.021429 L 230.955698 101.282143 L 230.955698 99.803571 L 231.693953 99.064286 L 233.170465 99.064286 L 233.908721 98.325 L 234.646977 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 242.029535 97.585714 L 242.767791 98.325 L 242.029535 99.064286 L 241.291279 98.325 L 242.029535 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 249.412093 103.5 L 250.888605 103.5 L 251.62686 104.239286 L 251.62686 105.717857 L 250.888605 106.457143 L 250.150349 105.717857 L 249.412093 104.978571 L 248.673837 104.239286 L 249.412093 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 259.747674 109.414286 L 260.48593 110.153571 L 260.48593 111.632143 L 260.48593 113.110714 L 260.48593 114.589286 L 260.48593 116.067857 L 259.747674 116.807143 L 259.009419 117.546429 L 258.271163 118.285714 L 257.532907 117.546429 L 257.532907 116.067857 L 258.271163 115.328571 L 259.009419 114.589286 L 259.009419 113.110714 L 259.009419 111.632143 L 259.009419 110.153571 L 259.747674 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 255.31814 113.85 L 256.056395 114.589286 L 255.31814 115.328571 L 254.579884 114.589286 L 255.31814 113.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 218.405349 116.807143 L 219.143605 117.546429 L 218.405349 118.285714 L 217.667093 117.546429 L 218.405349 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 252.365116 118.285714 L 253.841628 118.285714 L 255.31814 118.285714 L 256.056395 119.025 L 255.31814 119.764286 L 254.579884 120.503571 L 253.841628 121.242857 L 252.365116 121.242857 L 251.62686 120.503571 L 251.62686 119.025 L 252.365116 118.285714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 240.553023 119.764286 L 242.029535 119.764286 L 242.767791 120.503571 L 242.029535 121.242857 L 240.553023 121.242857 L 239.814767 120.503571 L 240.553023 119.764286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 256.794651 119.764286 L 257.532907 120.503571 L 256.794651 121.242857 L 256.056395 120.503571 L 256.794651 119.764286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 219.88186 121.242857 L 220.620116 121.982143 L 221.358372 122.721429 L 222.834884 122.721429 L 223.57314 123.460714 L 224.311395 124.2 L 225.049651 124.939286 L 224.311395 125.678571 L 222.834884 125.678571 L 221.358372 125.678571 L 220.620116 124.939286 L 219.88186 124.2 L 219.143605 123.460714 L 219.143605 121.982143 L 219.88186 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 243.506047 121.242857 L 244.244302 121.982143 L 243.506047 122.721429 L 242.767791 121.982143 L 243.506047 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 244.982558 122.721429 L 245.720814 123.460714 L 245.720814 124.939286 L 244.982558 125.678571 L 244.244302 124.939286 L 244.244302 123.460714 L 244.982558 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 249.412093 122.721429 L 250.888605 122.721429 L 251.62686 123.460714 L 251.62686 124.939286 L 250.888605 125.678571 L 250.150349 126.417857 L 249.412093 127.157143 L 247.935581 127.157143 L 247.197326 126.417857 L 247.935581 125.678571 L 248.673837 124.939286 L 248.673837 123.460714 L 249.412093 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 231.693953 125.678571 L 232.432209 126.417857 L 231.693953 127.157143 L 230.955698 126.417857 L 231.693953 125.678571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p61968255e5)" d="M 227.264419 94.628571 L 228.002674 95.367857 L 228.002674 96.846429 L 228.74093 97.585714 L 229.479186 96.846429 L 230.217442 96.107143 L 230.955698 95.367857 L 231.693953 94.628571 L 233.170465 94.628571 L 234.646977 94.628571 L 236.123488 94.628571 L 237.6 94.628571 L 238.338256 95.367857 L 239.076512 96.107143 L 240.553023 96.107143 L 241.291279 95.367857 L 242.029535 94.628571 L 242.767791 95.367857 L 243.506047 96.107143 L 244.244302 96.846429 L 243.506047 97.585714 L 242.767791 98.325 L 243.506047 99.064286 L 244.982558 99.064286 L 245.720814 99.803571 L 244.982558 100.542857 L 244.244302 101.282143 L 244.982558 102.021429 L 245.720814 102.760714 L 245.720814 104.239286 L 244.982558 104.978571 L 244.244302 105.717857 L 243.506047 106.457143 L 242.029535 106.457143 L 240.553023 106.457143 L 239.076512 106.457143 L 238.338256 105.717857 L 239.076512 104.978571 L 239.814767 104.239286 L 239.814767 102.760714 L 239.076512 102.021429 L 237.6 102.021429 L 236.861744 102.760714 L 236.123488 103.5 L 234.646977 103.5 L 233.170465 103.5 L 232.432209 104.239286 L 233.170465 104.978571 L 233.908721 105.717857 L 233.908721 107.196429 L 233.170465 107.935714 L 231.693953 107.935714 L 230.955698 108.675 L 230.217442 109.414286 L 229.479186 110.153571 L 229.479186 111.632143 L 228.74093 112.371429 L 228.002674 111.632143 L 228.002674 110.153571 L 228.002674 108.675 L 228.002674 107.196429 L 228.002674 105.717857 L 228.002674 104.239286 L 228.002674 102.760714 L 228.002674 101.282143 L 227.264419 100.542857 L 225.787907 100.542857 L 225.049651 99.803571 L 225.049651 98.325 L 225.049651 96.846429 L 225.787907 96.107143 L 226.526163 95.367857 L 227.264419 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 215.452326 96.107143 L 216.928837 96.107143 L 217.667093 96.846429 L 217.667093 98.325 L 216.928837 99.064286 L 216.190581 98.325 L 215.452326 97.585714 L 214.71407 96.846429 L 215.452326 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 237.6 97.585714 L 236.861744 98.325 L 236.861744 99.803571 L 237.6 100.542857 L 238.338256 99.803571 L 238.338256 98.325 L 237.6 97.585714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 246.45907 97.585714 L 247.197326 98.325 L 246.45907 99.064286 L 245.720814 98.325 L 246.45907 97.585714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 237.6 107.935714 L 238.338256 108.675 L 238.338256 110.153571 L 237.6 110.892857 L 236.861744 110.153571 L 236.861744 108.675 L 237.6 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 242.029535 107.935714 L 243.506047 107.935714 L 244.982558 107.935714 L 246.45907 107.935714 L 247.935581 107.935714 L 248.673837 108.675 L 249.412093 109.414286 L 250.150349 110.153571 L 249.412093 110.892857 L 247.935581 110.892857 L 247.197326 110.153571 L 246.45907 109.414286 L 244.982558 109.414286 L 243.506047 109.414286 L 242.029535 109.414286 L 241.291279 108.675 L 242.029535 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 250.888605 107.935714 L 251.62686 108.675 L 250.888605 109.414286 L 250.150349 108.675 L 250.888605 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 250.888605 112.371429 L 251.62686 113.110714 L 250.888605 113.85 L 250.150349 113.110714 L 250.888605 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p61968255e5)" d="M 231.693953 115.328571 L 232.432209 116.067857 L 231.693953 116.807143 L 230.955698 116.067857 L 231.693953 115.328571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p61968255e5)" d="M 239.076512 24.157251 L 240.553023 23.539599 L 242.029535 23.584762 L 243.506047 23.46102 L 244.982558 24.069897 L 245.288493 24.396429 L 246.45907 25.102702 L 250.888605 24.989587 L 252.365116 25.088967 L 253.841628 23.904693 L 255.31814 23.473525 L 256.794651 23.554845 L 258.271163 24.474831 L 261.439154 25.875 L 264.177209 27.969126 L 265.674169 28.832143 L 267.012298 30.310714 L 267.480949 31.789286 L 268.245379 33.267857 L 271.149444 36.225 L 271.401196 37.703571 L 272.438042 39.182143 L 273.072121 40.660714 L 274.165139 42.139286 L 274.202133 43.617857 L 274.926098 45.096429 L 275.81603 46.575 L 276.241945 48.053571 L 277.158615 49.532143 L 277.317554 51.010714 L 278.727874 52.489286 L 278.687416 53.967857 L 279.721535 55.446429 L 279.017996 56.925 L 280.064095 58.403571 L 280.10242 59.882143 L 280.571587 61.360714 L 281.369268 62.839286 L 281.385892 64.317857 L 279.966934 67.275 L 280.971655 68.753571 L 281.596727 70.232143 L 281.510714 71.710714 L 281.549219 74.667857 L 281.446723 76.146429 L 281.719077 77.625 L 281.895349 77.801518 L 282.97031 79.103571 L 283.032183 80.582143 L 284.422582 82.060714 L 284.304497 83.539286 L 285.844149 85.017857 L 285.913447 87.975 L 285.72202 89.453571 L 286.324884 90.204538 L 287.061003 90.932143 L 287.287086 92.410714 L 287.357923 93.889286 L 287.304443 96.846429 L 287.383583 98.325 L 286.907878 99.803571 L 285.782281 101.282143 L 285.575583 102.760714 L 284.235943 104.239286 L 284.36776 105.717857 L 284.289633 108.675 L 282.725654 110.153571 L 282.811802 113.110714 L 282.826084 117.546429 L 281.571494 119.025 L 280.971498 120.503571 L 280.418837 121.08608 L 279.781755 121.982143 L 278.838919 123.460714 L 276.784567 126.417857 L 276.571763 127.896429 L 275.989302 128.452609 L 275.316 129.375 L 275.272304 130.853571 L 273.819033 132.332143 L 266.538991 139.725 L 265.117368 141.203571 L 264.177209 142.057868 L 262.700698 142.095901 L 262.115272 142.682143 L 260.802946 144.160714 L 259.747674 145.035569 L 258.271163 144.932031 L 256.794651 145.155607 L 255.31814 146.223864 L 253.841628 146.233232 L 252.365116 146.719767 L 250.888605 146.723649 L 249.412093 147.157323 L 246.45907 147.029647 L 244.982558 146.657223 L 243.506047 145.918171 L 242.029535 146.104831 L 240.553023 146.764674 L 238.961688 147.117857 L 237.6 148.240803 L 233.170465 148.208276 L 231.693953 148.225497 L 230.217442 148.40113 L 221.358372 148.350684 L 219.88186 148.009924 L 218.405349 146.62346 L 216.928837 146.660484 L 215.452326 145.363904 L 213.975814 145.103674 L 212.499302 144.502989 L 211.022791 144.4708 L 210.587157 144.160714 L 209.546279 143.586983 L 208.069767 141.987456 L 206.593256 140.515561 L 205.116744 139.57278 L 203.640232 139.488512 L 202.163721 138.617391 L 201.793275 138.246429 L 200.687209 137.402004 L 200.053945 136.767857 L 199.825651 135.289286 L 197.337224 132.332143 L 195.809309 130.853571 L 194.448037 129.375 L 194.105648 127.896429 L 193.010595 126.417857 L 192.591521 124.939286 L 192.694468 121.982143 L 191.624383 120.503571 L 191.126302 119.025 L 189.654946 117.546429 L 188.266573 114.589286 L 188.40237 105.717857 L 187.125036 104.239286 L 186.859227 102.760714 L 186.878603 99.803571 L 186.842364 96.846429 L 186.875568 95.367857 L 187.166415 93.889286 L 186.714602 92.410714 L 187.410134 90.932143 L 188.447862 89.453571 L 188.204847 85.017857 L 188.467443 83.539286 L 188.431743 82.060714 L 189.888577 80.582143 L 190.872841 79.103571 L 191.468937 77.625 L 191.58994 76.146429 L 191.828139 75.907897 L 192.863483 74.667857 L 192.934723 73.189286 L 192.803195 71.710714 L 193.920681 70.232143 L 194.533852 68.753571 L 194.303069 67.275 L 195.159967 65.796429 L 196.058482 64.317857 L 195.833118 62.839286 L 195.837002 61.360714 L 196.064961 59.882143 L 197.396372 58.403571 L 197.593342 56.925 L 197.477289 55.446429 L 197.523834 51.010714 L 197.384034 49.532143 L 198.75724 48.053571 L 198.903331 46.575 L 199.951065 45.096429 L 200.391292 43.617857 L 200.440168 42.139286 L 201.928202 39.182143 L 202.419265 37.703571 L 204.038774 36.225 L 208.242276 31.789286 L 209.546279 31.05 L 211.022791 31.189589 L 212.499302 31.05 L 213.975814 31.826161 L 215.452326 32.691704 L 216.928837 32.577741 L 221.358372 32.66621 L 222.54572 31.789286 L 222.901724 30.310714 L 224.311395 28.828489 L 228.74093 26.614286 L 230.217442 25.586036 L 231.693953 25.040015 L 237.6 25.128184 L 239.076512 24.157251 L 239.076512 24.157251 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 180.311349 19.89375 L 186.997599 19.89375 L 186.997599 8.28 L 180.311349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(180.311349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 286.550526 19.89375 L 294.888651 19.89375 L 294.888651 8.28 L 286.550526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(286.550526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 165.989186 165.6 L 197.612936 165.6 L 197.612936 153.98625 L 165.989186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=37 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(165.989186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-33"/> <use x="199.902344" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pa7fb91578e)"> <image height="165.6" id="image0f325b2344" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="324" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pa7fb91578e)" d="M 382.711395 72.45 L 383.449651 73.189286 L 383.449651 74.667857 L 383.449651 76.146429 L 384.187907 76.885714 L 384.926163 77.625 L 385.664419 78.364286 L 386.402674 79.103571 L 386.402674 80.582143 L 385.664419 81.321429 L 384.926163 82.060714 L 384.187907 82.8 L 383.449651 83.539286 L 383.449651 85.017857 L 382.711395 85.757143 L 381.97314 86.496429 L 381.97314 87.975 L 381.97314 89.453571 L 381.97314 90.932143 L 381.234884 91.671429 L 380.496628 92.410714 L 380.496628 93.889286 L 379.758372 94.628571 L 378.28186 94.628571 L 377.543605 95.367857 L 377.543605 96.846429 L 377.543605 98.325 L 376.805349 99.064286 L 375.328837 99.064286 L 374.590581 99.803571 L 373.852326 100.542857 L 373.11407 101.282143 L 373.11407 102.760714 L 373.11407 104.239286 L 373.11407 105.717857 L 373.11407 107.196429 L 372.375814 107.935714 L 371.637558 108.675 L 371.637558 110.153571 L 371.637558 111.632143 L 371.637558 113.110714 L 371.637558 114.589286 L 371.637558 116.067857 L 372.375814 116.807143 L 373.11407 117.546429 L 373.11407 119.025 L 373.11407 120.503571 L 372.375814 121.242857 L 370.899302 121.242857 L 370.161046 120.503571 L 370.161046 119.025 L 370.161046 117.546429 L 370.161046 116.067857 L 370.161046 114.589286 L 369.422791 113.85 L 368.684535 113.110714 L 369.422791 112.371429 L 370.161046 111.632143 L 370.161046 110.153571 L 370.161046 108.675 L 370.161046 107.196429 L 370.161046 105.717857 L 369.422791 104.978571 L 368.684535 104.239286 L 369.422791 103.5 L 370.161046 102.760714 L 370.899302 102.021429 L 371.637558 101.282143 L 370.899302 100.542857 L 370.161046 99.803571 L 370.899302 99.064286 L 371.637558 98.325 L 372.375814 97.585714 L 373.852326 97.585714 L 374.590581 96.846429 L 373.852326 96.107143 L 373.11407 95.367857 L 373.852326 94.628571 L 374.590581 93.889286 L 375.328837 93.15 L 376.067093 92.410714 L 376.067093 90.932143 L 376.805349 90.192857 L 377.543605 89.453571 L 377.543605 87.975 L 377.543605 86.496429 L 377.543605 85.017857 L 377.543605 83.539286 L 378.28186 82.8 L 379.020116 82.060714 L 379.020116 80.582143 L 379.020116 79.103571 L 379.020116 77.625 L 379.758372 76.885714 L 380.496628 76.146429 L 381.234884 75.407143 L 381.97314 74.667857 L 381.97314 73.189286 L 382.711395 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 407.812093 73.928571 L 408.550349 74.667857 L 408.550349 76.146429 L 408.550349 77.625 L 408.550349 79.103571 L 409.288605 79.842857 L 410.02686 80.582143 L 410.02686 82.060714 L 410.765116 82.8 L 411.503372 83.539286 L 411.503372 85.017857 L 411.503372 86.496429 L 411.503372 87.975 L 412.241628 88.714286 L 412.979884 89.453571 L 412.979884 90.932143 L 412.979884 92.410714 L 412.241628 93.15 L 411.503372 92.410714 L 411.503372 90.932143 L 410.765116 90.192857 L 410.02686 89.453571 L 409.288605 88.714286 L 407.812093 88.714286 L 407.073837 87.975 L 407.073837 86.496429 L 407.812093 85.757143 L 408.550349 85.017857 L 407.812093 84.278571 L 407.073837 83.539286 L 407.073837 82.060714 L 406.335581 81.321429 L 405.597326 80.582143 L 404.85907 79.842857 L 404.120814 79.103571 L 404.120814 77.625 L 404.85907 76.885714 L 405.597326 76.146429 L 406.335581 75.407143 L 407.073837 74.667857 L 407.812093 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 416.671163 73.928571 L 417.409419 74.667857 L 416.671163 75.407143 L 415.932907 74.667857 L 416.671163 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 413.71814 76.885714 L 414.456395 77.625 L 415.194651 78.364286 L 416.671163 78.364286 L 417.409419 79.103571 L 418.147674 79.842857 L 418.88593 80.582143 L 418.147674 81.321429 L 417.409419 82.060714 L 416.671163 82.8 L 415.932907 82.060714 L 415.932907 80.582143 L 415.194651 79.842857 L 413.71814 79.842857 L 412.979884 79.103571 L 412.979884 77.625 L 413.71814 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 394.523488 90.192857 L 396 90.192857 L 396.738256 90.932143 L 396.738256 92.410714 L 396 93.15 L 395.261744 93.889286 L 395.261744 95.367857 L 395.261744 96.846429 L 394.523488 97.585714 L 393.046977 97.585714 L 392.308721 96.846429 L 393.046977 96.107143 L 393.785233 95.367857 L 393.785233 93.889286 L 393.785233 92.410714 L 393.785233 90.932143 L 394.523488 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 415.194651 94.628571 L 416.671163 94.628571 L 418.147674 94.628571 L 418.88593 95.367857 L 418.88593 96.846429 L 419.624186 97.585714 L 421.100698 97.585714 L 421.838954 98.325 L 421.838954 99.803571 L 421.100698 100.542857 L 420.362442 101.282143 L 420.362442 102.760714 L 420.362442 104.239286 L 420.362442 105.717857 L 420.362442 107.196429 L 420.362442 108.675 L 420.362442 110.153571 L 420.362442 111.632143 L 419.624186 112.371429 L 418.88593 113.110714 L 418.147674 113.85 L 417.409419 113.110714 L 417.409419 111.632143 L 418.147674 110.892857 L 418.88593 110.153571 L 418.88593 108.675 L 418.147674 107.935714 L 417.409419 107.196429 L 417.409419 105.717857 L 418.147674 104.978571 L 418.88593 104.239286 L 418.147674 103.5 L 417.409419 102.760714 L 417.409419 101.282143 L 417.409419 99.803571 L 416.671163 99.064286 L 415.932907 98.325 L 415.194651 97.585714 L 414.456395 96.846429 L 414.456395 95.367857 L 415.194651 94.628571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 398.953023 99.064286 L 400.429535 99.064286 L 401.167791 99.803571 L 401.906047 100.542857 L 403.382558 100.542857 L 404.120814 101.282143 L 404.85907 102.021429 L 405.597326 102.760714 L 405.597326 104.239286 L 404.85907 104.978571 L 403.382558 104.978571 L 402.644302 104.239286 L 401.906047 103.5 L 400.429535 103.5 L 398.953023 103.5 L 397.476512 103.5 L 396 103.5 L 394.523488 103.5 L 393.046977 103.5 L 391.570465 103.5 L 390.093953 103.5 L 388.617442 103.5 L 387.879186 102.760714 L 388.617442 102.021429 L 390.093953 102.021429 L 390.832209 101.282143 L 391.570465 100.542857 L 393.046977 100.542857 L 394.523488 100.542857 L 396 100.542857 L 397.476512 100.542857 L 398.214767 99.803571 L 398.953023 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 409.288605 102.021429 L 410.02686 102.760714 L 409.288605 103.5 L 408.550349 102.760714 L 409.288605 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 412.241628 102.021429 L 412.979884 102.760714 L 413.71814 103.5 L 414.456395 104.239286 L 414.456395 105.717857 L 414.456395 107.196429 L 413.71814 107.935714 L 412.979884 107.196429 L 412.241628 106.457143 L 411.503372 105.717857 L 410.765116 104.978571 L 410.02686 104.239286 L 410.765116 103.5 L 411.503372 102.760714 L 412.241628 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 376.805349 103.5 L 378.28186 103.5 L 379.758372 103.5 L 380.496628 104.239286 L 381.234884 104.978571 L 381.97314 105.717857 L 381.234884 106.457143 L 380.496628 107.196429 L 380.496628 108.675 L 380.496628 110.153571 L 379.758372 110.892857 L 379.020116 111.632143 L 378.28186 112.371429 L 377.543605 113.110714 L 376.805349 113.85 L 376.067093 114.589286 L 375.328837 115.328571 L 374.590581 114.589286 L 374.590581 113.110714 L 375.328837 112.371429 L 376.067093 111.632143 L 376.067093 110.153571 L 375.328837 109.414286 L 374.590581 108.675 L 375.328837 107.935714 L 376.067093 107.196429 L 376.067093 105.717857 L 376.067093 104.239286 L 376.805349 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 385.664419 103.5 L 387.14093 103.5 L 387.879186 104.239286 L 387.14093 104.978571 L 386.402674 105.717857 L 385.664419 106.457143 L 384.926163 105.717857 L 384.926163 104.239286 L 385.664419 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 406.335581 104.978571 L 407.073837 105.717857 L 406.335581 106.457143 L 405.597326 105.717857 L 406.335581 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 407.812093 106.457143 L 409.288605 106.457143 L 410.02686 107.196429 L 409.288605 107.935714 L 407.812093 107.935714 L 407.073837 107.196429 L 407.812093 106.457143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 410.765116 107.935714 L 411.503372 108.675 L 410.765116 109.414286 L 410.02686 108.675 L 410.765116 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 415.194651 107.935714 L 415.932907 108.675 L 415.194651 109.414286 L 414.456395 108.675 L 415.194651 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 382.711395 109.414286 L 384.187907 109.414286 L 384.926163 110.153571 L 384.187907 110.892857 L 382.711395 110.892857 L 381.97314 110.153571 L 382.711395 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 412.241628 109.414286 L 412.979884 110.153571 L 412.241628 110.892857 L 411.503372 110.153571 L 412.241628 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 413.71814 110.892857 L 414.456395 111.632143 L 415.194651 112.371429 L 415.932907 113.110714 L 415.194651 113.85 L 414.456395 114.589286 L 414.456395 116.067857 L 413.71814 116.807143 L 412.979884 116.067857 L 412.979884 114.589286 L 412.979884 113.110714 L 412.979884 111.632143 L 413.71814 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 416.671163 115.328571 L 417.409419 116.067857 L 416.671163 116.807143 L 415.932907 116.067857 L 416.671163 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 415.194651 116.807143 L 415.932907 117.546429 L 415.194651 118.285714 L 414.456395 117.546429 L 415.194651 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 415.194651 119.764286 L 415.932907 120.503571 L 415.194651 121.242857 L 414.456395 120.503571 L 415.194651 119.764286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 376.805349 121.242857 L 377.543605 121.982143 L 376.805349 122.721429 L 376.067093 121.982143 L 376.805349 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 413.71814 121.242857 L 414.456395 121.982143 L 413.71814 122.721429 L 412.979884 121.982143 L 413.71814 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 375.328837 122.721429 L 376.067093 123.460714 L 375.328837 124.2 L 374.590581 123.460714 L 375.328837 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 410.765116 122.721429 L 411.503372 123.460714 L 410.765116 124.2 L 410.02686 123.460714 L 410.765116 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pa7fb91578e)" d="M 396 87.235714 L 396.738256 87.975 L 396.738256 89.453571 L 397.476512 90.192857 L 398.214767 90.932143 L 398.214767 92.410714 L 398.214767 93.889286 L 397.476512 94.628571 L 396.738256 95.367857 L 397.476512 96.107143 L 398.214767 95.367857 L 398.953023 94.628571 L 399.691279 95.367857 L 399.691279 96.846429 L 400.429535 97.585714 L 401.167791 98.325 L 400.429535 99.064286 L 398.953023 99.064286 L 397.476512 99.064286 L 396.738256 98.325 L 396 97.585714 L 395.261744 96.846429 L 394.523488 96.107143 L 393.785233 95.367857 L 393.046977 94.628571 L 392.308721 93.889286 L 391.570465 93.15 L 390.832209 92.410714 L 391.570465 91.671429 L 393.046977 91.671429 L 393.785233 90.932143 L 394.523488 90.192857 L 395.261744 89.453571 L 395.261744 87.975 L 396 87.235714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 419.624186 87.235714 L 420.362442 87.975 L 420.362442 89.453571 L 420.362442 90.932143 L 419.624186 91.671429 L 418.147674 91.671429 L 417.409419 90.932143 L 417.409419 89.453571 L 418.147674 88.714286 L 418.88593 87.975 L 419.624186 87.235714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 391.570465 96.107143 L 392.308721 96.846429 L 392.308721 98.325 L 391.570465 99.064286 L 390.832209 98.325 L 390.832209 96.846429 L 391.570465 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 401.906047 96.107143 L 402.644302 96.846429 L 401.906047 97.585714 L 401.167791 96.846429 L 401.906047 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 388.617442 99.064286 L 390.093953 99.064286 L 390.832209 99.803571 L 390.093953 100.542857 L 388.617442 100.542857 L 387.879186 99.803571 L 388.617442 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 403.382558 99.064286 L 404.85907 99.064286 L 405.597326 99.803571 L 404.85907 100.542857 L 403.382558 100.542857 L 402.644302 99.803571 L 403.382558 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 391.570465 104.978571 L 393.046977 104.978571 L 394.523488 104.978571 L 395.261744 105.717857 L 396 106.457143 L 396.738256 107.196429 L 396.738256 108.675 L 396.738256 110.153571 L 396 110.892857 L 395.261744 111.632143 L 395.261744 113.110714 L 394.523488 113.85 L 393.785233 113.110714 L 393.785233 111.632143 L 393.785233 110.153571 L 393.046977 109.414286 L 392.308721 108.675 L 391.570465 107.935714 L 390.832209 107.196429 L 390.832209 105.717857 L 391.570465 104.978571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 397.476512 112.371429 L 398.953023 112.371429 L 400.429535 112.371429 L 401.167791 113.110714 L 401.167791 114.589286 L 400.429535 115.328571 L 398.953023 115.328571 L 398.214767 114.589286 L 397.476512 113.85 L 396.738256 113.110714 L 397.476512 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 388.617442 119.764286 L 389.355698 120.503571 L 388.617442 121.242857 L 387.879186 120.503571 L 388.617442 119.764286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa7fb91578e)" d="M 400.429535 121.242857 L 401.167791 121.982143 L 400.429535 122.721429 L 399.691279 121.982143 L 400.429535 121.242857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pa7fb91578e)" d="M 398.953023 19.221429 L 403.382558 19.27294 L 409.288605 19.221429 L 410.765116 19.770568 L 410.954998 19.960714 L 413.71814 22.146887 L 416.671163 24.578261 L 418.436292 25.875 L 420.231414 27.353571 L 422.577209 29.401969 L 424.960249 30.310714 L 425.530233 30.587174 L 427.199026 31.789286 L 428.574219 33.267857 L 429.297949 34.746429 L 431.417146 37.703571 L 431.711676 39.182143 L 432.998982 40.660714 L 433.066154 42.139286 L 436.055957 45.096429 L 435.865814 46.605248 L 437.187798 48.053571 L 437.342326 49.548754 L 438.29133 51.010714 L 438.893852 52.489286 L 438.566206 53.967857 L 439.787731 55.446429 L 440.295349 57.098873 L 440.043684 59.882143 L 440.809626 61.360714 L 441.767528 62.839286 L 441.520688 65.796429 L 441.787928 67.275 L 442.40583 68.753571 L 441.710257 70.232143 L 441.584352 71.710714 L 442.595174 73.189286 L 443.09135 74.667857 L 442.994836 76.146429 L 443.115524 77.625 L 442.961888 79.103571 L 443.015876 80.582143 L 442.765269 82.060714 L 443.970784 83.539286 L 444.446841 85.017857 L 444.478135 86.496429 L 444.301956 87.975 L 444.382377 89.453571 L 444.276705 90.932143 L 444.383568 92.410714 L 444.319243 99.803571 L 444.324586 101.282143 L 442.924728 102.760714 L 442.77231 104.239286 L 442.875616 105.717857 L 441.687186 107.196429 L 441.255044 108.675 L 441.373488 113.110714 L 440.915762 114.589286 L 440.295349 115.279393 L 439.739505 116.067857 L 439.520884 117.546429 L 438.818837 118.152154 L 438.127677 119.025 L 438.138604 120.503571 L 436.730111 121.982143 L 436.855222 123.460714 L 436.810556 124.939286 L 435.322476 126.417857 L 435.324293 127.896429 L 425.530233 138.365679 L 424.053721 139.675865 L 422.577209 139.835138 L 421.100698 141.565546 L 418.147674 144.608688 L 416.671163 144.559658 L 415.194651 146.110827 L 413.71814 145.954669 L 412.241628 146.178957 L 410.765116 147.690445 L 409.288605 147.587524 L 404.85907 147.648734 L 403.382558 147.384196 L 403.11659 147.117857 L 401.906047 146.146199 L 400.282828 145.639286 L 398.953023 144.858885 L 396 147.688209 L 394.523488 147.615049 L 393.774066 148.596429 L 393.046977 149.324532 L 391.570465 149.229483 L 388.617442 149.270095 L 387.14093 149.163166 L 385.664419 148.065836 L 384.187907 148.165361 L 382.711395 148.003891 L 381.234884 147.583288 L 379.758372 147.729623 L 378.28186 147.4563 L 376.805349 145.992813 L 373.852326 146.087442 L 372.375814 145.827371 L 370.899302 144.448561 L 369.415252 144.160714 L 367.946279 142.838912 L 366.397235 142.682143 L 364.993256 141.152143 L 363.516744 141.011616 L 362.040232 139.510236 L 360.563721 139.455707 L 356.930636 135.289286 L 356.969459 133.810714 L 355.495284 132.332143 L 355.606622 130.853571 L 355.564374 129.375 L 354.657674 128.604586 L 351.704651 126.925639 L 351.197577 126.417857 L 351.16894 124.939286 L 349.828368 123.460714 L 349.692983 121.982143 L 348.413801 120.503571 L 348.13925 119.025 L 348.316632 117.546429 L 347.275116 116.009948 L 346.562507 114.589286 L 346.920869 111.632143 L 346.737927 110.153571 L 346.8463 108.675 L 346.791014 104.239286 L 345.385124 102.760714 L 345.436045 93.889286 L 345.226911 92.410714 L 345.798605 91.695084 L 346.635938 90.932143 L 346.833045 89.453571 L 348.522145 86.496429 L 348.39832 85.017857 L 348.366998 80.582143 L 348.817302 79.103571 L 350.020631 77.625 L 349.946001 74.667857 L 349.966708 70.232143 L 351.356808 67.275 L 351.621186 65.796429 L 351.515683 64.317857 L 351.599155 62.839286 L 351.409517 61.360714 L 352.456238 59.882143 L 353.181163 58.254827 L 353.034841 56.925 L 353.116604 55.446429 L 353.038923 51.010714 L 353.328748 49.532143 L 354.987551 48.053571 L 356.134186 46.464115 L 357.589281 45.096429 L 357.658468 43.617857 L 358.24246 42.139286 L 360.226742 40.660714 L 360.563721 39.165791 L 361.550096 37.703571 L 363.516744 35.803487 L 364.993256 34.347727 L 366.226959 33.267857 L 367.083046 31.789286 L 369.422791 29.736288 L 372.375814 27.884464 L 373.852326 26.52953 L 375.328837 25.413153 L 379.758372 25.423878 L 381.234884 25.467805 L 382.711395 25.304054 L 384.305227 24.396429 L 385.664419 24.053633 L 387.14093 23.959986 L 388.617442 24.121776 L 390.093953 23.788263 L 391.570465 23.932442 L 393.046977 23.845543 L 394.523488 23.873354 L 396 23.410115 L 397.767687 21.439286 L 397.576189 19.960714 L 398.953023 19.221429 L 398.953023 19.221429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 338.711349 19.89375 L 345.397599 19.89375 L 345.397599 8.28 L 338.711349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(338.711349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 444.950526 19.89375 L 453.288651 19.89375 L 453.288651 8.28 L 444.950526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(444.950526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 324.389186 165.6 L 356.012936 165.6 L 356.012936 153.98625 L 324.389186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=46 --> <defs> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(324.389186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-34"/> <use x="199.902344" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p2085d0a2cd)"> <image height="165.6" id="image08093c85ae" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="483" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p2085d0a2cd)" d="M 541.111395 44.357143 L 542.587907 44.357143 L 544.064419 44.357143 L 544.802674 45.096429 L 545.54093 45.835714 L 546.279186 46.575 L 547.017442 47.314286 L 547.755698 48.053571 L 547.755698 49.532143 L 547.755698 51.010714 L 547.017442 51.75 L 546.279186 52.489286 L 547.017442 53.228571 L 547.755698 53.967857 L 547.755698 55.446429 L 548.493953 56.185714 L 549.970465 56.185714 L 550.708721 56.925 L 550.708721 58.403571 L 551.446977 59.142857 L 552.923488 59.142857 L 553.661744 58.403571 L 554.4 57.664286 L 555.876512 57.664286 L 556.614767 56.925 L 557.353023 56.185714 L 558.091279 55.446429 L 558.829535 54.707143 L 560.306047 54.707143 L 561.044302 53.967857 L 561.044302 52.489286 L 561.782558 51.75 L 562.520814 51.010714 L 563.25907 50.271429 L 564.735581 50.271429 L 565.473837 49.532143 L 565.473837 48.053571 L 565.473837 46.575 L 565.473837 45.096429 L 566.212093 44.357143 L 566.950349 45.096429 L 567.688605 45.835714 L 568.42686 46.575 L 568.42686 48.053571 L 569.165116 48.792857 L 569.903372 49.532143 L 570.641628 50.271429 L 571.379884 51.010714 L 572.11814 51.75 L 572.856395 52.489286 L 572.856395 53.967857 L 572.856395 55.446429 L 572.856395 56.925 L 572.856395 58.403571 L 572.856395 59.882143 L 572.11814 60.621429 L 571.379884 61.360714 L 571.379884 62.839286 L 572.11814 63.578571 L 572.856395 64.317857 L 572.856395 65.796429 L 572.11814 66.535714 L 571.379884 67.275 L 570.641628 68.014286 L 569.903372 67.275 L 569.903372 65.796429 L 569.903372 64.317857 L 569.165116 63.578571 L 568.42686 62.839286 L 568.42686 61.360714 L 568.42686 59.882143 L 569.165116 59.142857 L 569.903372 58.403571 L 569.903372 56.925 L 569.903372 55.446429 L 569.165116 54.707143 L 568.42686 53.967857 L 568.42686 52.489286 L 567.688605 51.75 L 566.212093 51.75 L 565.473837 52.489286 L 564.735581 53.228571 L 563.997326 53.967857 L 563.25907 54.707143 L 562.520814 55.446429 L 561.782558 56.185714 L 561.044302 56.925 L 560.306047 57.664286 L 559.567791 58.403571 L 558.829535 59.142857 L 557.353023 59.142857 L 556.614767 59.882143 L 555.876512 60.621429 L 555.138256 61.360714 L 554.4 62.1 L 552.923488 62.1 L 552.185233 61.360714 L 551.446977 60.621429 L 549.970465 60.621429 L 549.232209 59.882143 L 548.493953 59.142857 L 547.755698 58.403571 L 547.017442 57.664286 L 546.279186 56.925 L 545.54093 56.185714 L 544.802674 55.446429 L 544.064419 54.707143 L 542.587907 54.707143 L 541.111395 54.707143 L 539.634884 54.707143 L 538.158372 54.707143 L 537.420116 53.967857 L 538.158372 53.228571 L 538.896628 52.489286 L 538.896628 51.010714 L 538.896628 49.532143 L 539.634884 48.792857 L 541.111395 48.792857 L 541.849651 48.053571 L 541.849651 46.575 L 541.111395 45.835714 L 540.37314 45.096429 L 541.111395 44.357143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 536.68186 56.185714 L 538.158372 56.185714 L 538.896628 56.925 L 538.896628 58.403571 L 539.634884 59.142857 L 540.37314 59.882143 L 539.634884 60.621429 L 538.158372 60.621429 L 537.420116 59.882143 L 537.420116 58.403571 L 536.68186 57.664286 L 535.943605 56.925 L 536.68186 56.185714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 547.017442 62.1 L 548.493953 62.1 L 549.232209 62.839286 L 549.232209 64.317857 L 548.493953 65.057143 L 547.755698 64.317857 L 547.017442 63.578571 L 546.279186 62.839286 L 547.017442 62.1 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 555.876512 68.014286 L 556.614767 68.753571 L 556.614767 70.232143 L 556.614767 71.710714 L 556.614767 73.189286 L 557.353023 73.928571 L 558.091279 74.667857 L 557.353023 75.407143 L 555.876512 75.407143 L 555.138256 74.667857 L 554.4 73.928571 L 553.661744 73.189286 L 553.661744 71.710714 L 554.4 70.971429 L 555.138256 70.232143 L 555.138256 68.753571 L 555.876512 68.014286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 551.446977 69.492857 L 552.185233 70.232143 L 552.185233 71.710714 L 551.446977 72.45 L 550.708721 71.710714 L 550.708721 70.232143 L 551.446977 69.492857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 572.11814 69.492857 L 572.856395 70.232143 L 572.11814 70.971429 L 571.379884 70.232143 L 572.11814 69.492857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 567.688605 72.45 L 568.42686 73.189286 L 567.688605 73.928571 L 566.950349 73.189286 L 567.688605 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 573.594651 73.928571 L 574.332907 74.667857 L 573.594651 75.407143 L 572.856395 74.667857 L 573.594651 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 549.970465 76.885714 L 550.708721 77.625 L 549.970465 78.364286 L 549.232209 77.625 L 549.970465 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 573.594651 76.885714 L 575.071163 76.885714 L 575.809419 77.625 L 575.809419 79.103571 L 575.809419 80.582143 L 575.809419 82.060714 L 575.071163 82.8 L 574.332907 83.539286 L 574.332907 85.017857 L 574.332907 86.496429 L 573.594651 87.235714 L 572.856395 87.975 L 572.856395 89.453571 L 572.856395 90.932143 L 572.11814 91.671429 L 571.379884 92.410714 L 570.641628 93.15 L 569.903372 92.410714 L 569.165116 91.671429 L 568.42686 90.932143 L 569.165116 90.192857 L 569.903372 89.453571 L 569.903372 87.975 L 569.165116 87.235714 L 567.688605 87.235714 L 566.950349 86.496429 L 566.950349 85.017857 L 566.212093 84.278571 L 565.473837 83.539286 L 564.735581 82.8 L 563.997326 82.060714 L 563.997326 80.582143 L 564.735581 79.842857 L 565.473837 79.103571 L 566.212093 78.364286 L 567.688605 78.364286 L 568.42686 79.103571 L 567.688605 79.842857 L 566.950349 80.582143 L 567.688605 81.321429 L 569.165116 81.321429 L 570.641628 81.321429 L 571.379884 82.060714 L 570.641628 82.8 L 569.903372 83.539286 L 570.641628 84.278571 L 571.379884 83.539286 L 572.11814 82.8 L 572.856395 82.060714 L 572.11814 81.321429 L 571.379884 80.582143 L 572.11814 79.842857 L 572.856395 79.103571 L 572.856395 77.625 L 573.594651 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 541.111395 78.364286 L 541.849651 79.103571 L 541.849651 80.582143 L 541.849651 82.060714 L 541.111395 82.8 L 540.37314 83.539286 L 540.37314 85.017857 L 540.37314 86.496429 L 539.634884 87.235714 L 538.896628 87.975 L 538.158372 88.714286 L 536.68186 88.714286 L 535.943605 87.975 L 535.943605 86.496429 L 535.943605 85.017857 L 536.68186 84.278571 L 537.420116 83.539286 L 538.158372 82.8 L 538.896628 82.060714 L 538.158372 81.321429 L 537.420116 80.582143 L 538.158372 79.842857 L 539.634884 79.842857 L 540.37314 79.103571 L 541.111395 78.364286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 532.252326 87.235714 L 532.990581 87.975 L 532.990581 89.453571 L 533.728837 90.192857 L 534.467093 90.932143 L 534.467093 92.410714 L 533.728837 93.15 L 532.990581 92.410714 L 532.252326 91.671429 L 531.51407 90.932143 L 531.51407 89.453571 L 531.51407 87.975 L 532.252326 87.235714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 552.923488 88.714286 L 553.661744 89.453571 L 552.923488 90.192857 L 552.185233 89.453571 L 552.923488 88.714286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 539.634884 90.192857 L 540.37314 90.932143 L 540.37314 92.410714 L 539.634884 93.15 L 538.158372 93.15 L 537.420116 92.410714 L 538.158372 91.671429 L 538.896628 90.932143 L 539.634884 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 535.205349 93.15 L 535.943605 93.889286 L 536.68186 94.628571 L 537.420116 95.367857 L 536.68186 96.107143 L 535.205349 96.107143 L 534.467093 95.367857 L 534.467093 93.889286 L 535.205349 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 554.4 93.15 L 555.138256 93.889286 L 555.138256 95.367857 L 554.4 96.107143 L 553.661744 95.367857 L 553.661744 93.889286 L 554.4 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 560.306047 93.15 L 561.044302 93.889286 L 561.782558 94.628571 L 562.520814 95.367857 L 563.25907 96.107143 L 563.997326 96.846429 L 564.735581 97.585714 L 565.473837 96.846429 L 566.212093 96.107143 L 567.688605 96.107143 L 568.42686 96.846429 L 569.165116 97.585714 L 569.903372 98.325 L 569.903372 99.803571 L 570.641628 100.542857 L 571.379884 101.282143 L 571.379884 102.760714 L 570.641628 103.5 L 569.903372 104.239286 L 569.165116 104.978571 L 567.688605 104.978571 L 566.950349 104.239286 L 566.950349 102.760714 L 567.688605 102.021429 L 568.42686 101.282143 L 567.688605 100.542857 L 566.212093 100.542857 L 565.473837 99.803571 L 564.735581 99.064286 L 563.997326 99.803571 L 563.25907 100.542857 L 561.782558 100.542857 L 561.044302 99.803571 L 561.044302 98.325 L 560.306047 97.585714 L 559.567791 96.846429 L 558.829535 96.107143 L 558.091279 95.367857 L 558.829535 94.628571 L 559.567791 93.889286 L 560.306047 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 572.11814 93.15 L 572.856395 93.889286 L 573.594651 94.628571 L 574.332907 95.367857 L 575.071163 96.107143 L 575.809419 96.846429 L 576.547674 97.585714 L 577.28593 98.325 L 578.024186 99.064286 L 578.762442 99.803571 L 578.762442 101.282143 L 578.762442 102.760714 L 578.762442 104.239286 L 578.024186 104.978571 L 577.28593 105.717857 L 577.28593 107.196429 L 577.28593 108.675 L 576.547674 109.414286 L 575.809419 110.153571 L 575.809419 111.632143 L 575.809419 113.110714 L 575.071163 113.85 L 573.594651 113.85 L 572.856395 113.110714 L 572.856395 111.632143 L 572.11814 110.892857 L 570.641628 110.892857 L 569.165116 110.892857 L 567.688605 110.892857 L 566.950349 110.153571 L 566.212093 109.414286 L 564.735581 109.414286 L 563.25907 109.414286 L 562.520814 108.675 L 562.520814 107.196429 L 562.520814 105.717857 L 563.25907 104.978571 L 564.735581 104.978571 L 565.473837 105.717857 L 566.212093 106.457143 L 566.950349 107.196429 L 567.688605 107.935714 L 569.165116 107.935714 L 569.903372 108.675 L 570.641628 109.414286 L 572.11814 109.414286 L 572.856395 108.675 L 573.594651 107.935714 L 574.332907 107.196429 L 574.332907 105.717857 L 574.332907 104.239286 L 574.332907 102.760714 L 574.332907 101.282143 L 573.594651 100.542857 L 572.856395 99.803571 L 572.856395 98.325 L 572.11814 97.585714 L 571.379884 96.846429 L 571.379884 95.367857 L 571.379884 93.889286 L 572.11814 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 547.017442 96.107143 L 547.755698 96.846429 L 547.755698 98.325 L 547.017442 99.064286 L 546.279186 99.803571 L 545.54093 100.542857 L 544.802674 101.282143 L 544.802674 102.760714 L 544.064419 103.5 L 542.587907 103.5 L 541.849651 102.760714 L 541.111395 102.021429 L 540.37314 102.760714 L 539.634884 103.5 L 538.896628 104.239286 L 538.896628 105.717857 L 539.634884 106.457143 L 540.37314 107.196429 L 539.634884 107.935714 L 538.896628 108.675 L 538.896628 110.153571 L 538.158372 110.892857 L 536.68186 110.892857 L 535.943605 110.153571 L 535.943605 108.675 L 535.943605 107.196429 L 535.943605 105.717857 L 535.943605 104.239286 L 535.943605 102.760714 L 536.68186 102.021429 L 537.420116 101.282143 L 538.158372 100.542857 L 538.896628 99.803571 L 539.634884 99.064286 L 541.111395 99.064286 L 541.849651 98.325 L 542.587907 97.585714 L 543.326163 98.325 L 544.064419 99.064286 L 544.802674 98.325 L 545.54093 97.585714 L 546.279186 96.846429 L 547.017442 96.107143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 533.728837 99.064286 L 534.467093 99.803571 L 533.728837 100.542857 L 532.990581 99.803571 L 533.728837 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 551.446977 99.064286 L 552.923488 99.064286 L 554.4 99.064286 L 555.876512 99.064286 L 557.353023 99.064286 L 558.091279 99.803571 L 558.829535 100.542857 L 559.567791 101.282143 L 560.306047 102.021429 L 561.044302 102.760714 L 560.306047 103.5 L 558.829535 103.5 L 557.353023 103.5 L 556.614767 102.760714 L 555.876512 102.021429 L 554.4 102.021429 L 553.661744 102.760714 L 552.923488 103.5 L 551.446977 103.5 L 550.708721 104.239286 L 549.970465 104.978571 L 549.232209 105.717857 L 548.493953 106.457143 L 547.755698 107.196429 L 547.017442 107.935714 L 546.279186 108.675 L 546.279186 110.153571 L 545.54093 110.892857 L 544.802674 111.632143 L 544.802674 113.110714 L 544.802674 114.589286 L 544.064419 115.328571 L 543.326163 114.589286 L 542.587907 113.85 L 541.111395 113.85 L 540.37314 114.589286 L 539.634884 115.328571 L 538.896628 116.067857 L 538.896628 117.546429 L 538.158372 118.285714 L 536.68186 118.285714 L 535.943605 119.025 L 535.943605 120.503571 L 535.205349 121.242857 L 534.467093 121.982143 L 533.728837 122.721429 L 532.990581 121.982143 L 532.252326 121.242857 L 531.51407 120.503571 L 530.775814 119.764286 L 530.037558 119.025 L 530.775814 118.285714 L 531.51407 117.546429 L 531.51407 116.067857 L 531.51407 114.589286 L 530.775814 113.85 L 530.037558 113.110714 L 529.299302 112.371429 L 528.561046 111.632143 L 528.561046 110.153571 L 528.561046 108.675 L 528.561046 107.196429 L 528.561046 105.717857 L 528.561046 104.239286 L 529.299302 103.5 L 530.037558 102.760714 L 530.775814 102.021429 L 531.51407 101.282143 L 532.252326 100.542857 L 532.990581 101.282143 L 532.990581 102.760714 L 532.990581 104.239286 L 532.252326 104.978571 L 531.51407 105.717857 L 531.51407 107.196429 L 532.252326 107.935714 L 532.990581 108.675 L 532.990581 110.153571 L 532.990581 111.632143 L 532.990581 113.110714 L 533.728837 113.85 L 534.467093 114.589286 L 533.728837 115.328571 L 532.990581 116.067857 L 533.728837 116.807143 L 535.205349 116.807143 L 536.68186 116.807143 L 537.420116 116.067857 L 537.420116 114.589286 L 538.158372 113.85 L 538.896628 113.110714 L 539.634884 112.371429 L 540.37314 111.632143 L 541.111395 110.892857 L 541.849651 110.153571 L 542.587907 109.414286 L 543.326163 108.675 L 543.326163 107.196429 L 544.064419 106.457143 L 544.802674 105.717857 L 545.54093 104.978571 L 546.279186 104.239286 L 547.017442 103.5 L 547.755698 102.760714 L 548.493953 102.021429 L 549.232209 101.282143 L 549.970465 100.542857 L 550.708721 99.803571 L 551.446977 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 564.735581 100.542857 L 565.473837 101.282143 L 564.735581 102.021429 L 563.997326 101.282143 L 564.735581 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 561.782558 103.5 L 562.520814 104.239286 L 561.782558 104.978571 L 561.044302 104.239286 L 561.782558 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p2085d0a2cd)" d="M 552.923488 48.792857 L 554.4 48.792857 L 555.138256 49.532143 L 554.4 50.271429 L 552.923488 50.271429 L 552.185233 49.532143 L 552.923488 48.792857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 552.923488 51.75 L 554.4 51.75 L 555.138256 52.489286 L 555.876512 53.228571 L 556.614767 53.967857 L 555.876512 54.707143 L 555.138256 55.446429 L 555.138256 56.925 L 555.138256 58.403571 L 554.4 59.142857 L 552.923488 59.142857 L 552.185233 58.403571 L 552.185233 56.925 L 552.923488 56.185714 L 553.661744 55.446429 L 553.661744 53.967857 L 552.923488 53.228571 L 552.185233 52.489286 L 552.923488 51.75 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 558.829535 60.621429 L 559.567791 61.360714 L 558.829535 62.1 L 558.091279 61.360714 L 558.829535 60.621429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 544.064419 73.928571 L 545.54093 73.928571 L 546.279186 74.667857 L 546.279186 76.146429 L 547.017442 76.885714 L 547.755698 77.625 L 547.755698 79.103571 L 547.017442 79.842857 L 546.279186 79.103571 L 545.54093 78.364286 L 544.802674 77.625 L 544.802674 76.146429 L 544.064419 75.407143 L 543.326163 74.667857 L 544.064419 73.928571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 560.306047 75.407143 L 561.044302 76.146429 L 561.044302 77.625 L 561.782558 78.364286 L 562.520814 79.103571 L 561.782558 79.842857 L 560.306047 79.842857 L 559.567791 79.103571 L 558.829535 78.364286 L 558.091279 77.625 L 558.829535 76.885714 L 559.567791 76.146429 L 560.306047 75.407143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 551.446977 84.278571 L 552.185233 85.017857 L 552.923488 85.757143 L 553.661744 86.496429 L 554.4 87.235714 L 555.138256 87.975 L 554.4 88.714286 L 553.661744 89.453571 L 553.661744 90.932143 L 553.661744 92.410714 L 552.923488 93.15 L 552.185233 92.410714 L 552.185233 90.932143 L 552.185233 89.453571 L 552.185233 87.975 L 551.446977 87.235714 L 550.708721 86.496429 L 550.708721 85.017857 L 551.446977 84.278571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 578.024186 91.671429 L 579.500698 91.671429 L 580.238954 92.410714 L 579.500698 93.15 L 578.024186 93.15 L 577.28593 92.410714 L 578.024186 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 548.493953 93.15 L 549.232209 93.889286 L 548.493953 94.628571 L 547.755698 93.889286 L 548.493953 93.15 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2085d0a2cd)" d="M 552.923488 107.935714 L 553.661744 108.675 L 553.661744 110.153571 L 553.661744 111.632143 L 553.661744 113.110714 L 553.661744 114.589286 L 553.661744 116.067857 L 552.923488 116.807143 L 552.185233 116.067857 L 552.185233 114.589286 L 552.185233 113.110714 L 551.446977 112.371429 L 550.708721 111.632143 L 550.708721 110.153571 L 551.446977 109.414286 L 552.185233 108.675 L 552.923488 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p2085d0a2cd)" d="M 548.493953 18.919733 L 549.970465 18.938584 L 551.446977 19.235928 L 552.923488 20.910964 L 553.450983 21.439286 L 554.4 22.178571 L 556.054929 21.439286 L 557.353023 20.516272 L 558.829535 20.640121 L 567.688605 20.552937 L 570.641628 22.130136 L 572.11814 22.454957 L 573.594651 23.875014 L 575.071163 25.029862 L 576.547674 25.446864 L 578.262822 27.353571 L 579.519911 28.832143 L 583.930233 31.984379 L 585.406744 33.356567 L 586.883256 36.339073 L 587.254717 37.703571 L 587.518188 39.182143 L 589.639907 40.660714 L 589.934578 42.139286 L 592.789302 45.865196 L 593.181386 46.575 L 594.562641 48.053571 L 595.371619 49.532143 L 595.890262 51.010714 L 597.482654 52.489286 L 597.317666 53.967857 L 597.39878 56.925 L 598.832058 58.403571 L 598.695349 59.956063 L 599.877598 61.360714 L 600.353734 62.839286 L 599.983906 64.317857 L 601.037837 65.796429 L 601.842236 67.275 L 601.518544 68.753571 L 601.588059 70.232143 L 601.539618 74.667857 L 601.569812 79.103571 L 603.088314 80.582143 L 602.924202 87.975 L 602.525699 89.453571 L 602.619118 90.932143 L 602.960886 92.410714 L 602.840497 93.889286 L 602.892342 98.325 L 602.530339 99.803571 L 601.207062 101.282143 L 601.392777 102.760714 L 601.230167 104.239286 L 599.769963 105.717857 L 599.885075 110.153571 L 598.465058 111.632143 L 598.27316 113.110714 L 598.365924 114.589286 L 597.218837 116.213935 L 595.742326 117.918809 L 595.23576 119.025 L 595.354521 121.982143 L 594.859749 123.460714 L 594.265814 124.151911 L 593.73878 124.939286 L 593.566105 126.417857 L 592.261515 127.896429 L 592.134001 129.375 L 591.312791 130.070833 L 590.201433 130.853571 L 589.836279 131.374017 L 589.333847 132.332143 L 586.883256 134.55 L 585.406744 134.636457 L 582.067718 138.246429 L 580.977209 139.066215 L 579.500698 139.402008 L 577.785007 141.203571 L 576.547674 142.135693 L 575.071163 142.502091 L 574.891362 142.682143 L 573.594651 143.791013 L 572.11814 143.640202 L 570.641628 143.901654 L 569.165116 145.365596 L 567.688605 145.245297 L 560.306047 145.33895 L 558.829535 145.00738 L 557.353023 143.877171 L 555.876512 145.309272 L 554.388221 145.639286 L 552.923488 146.989371 L 551.446977 146.847308 L 545.54093 146.888203 L 542.587907 146.938736 L 541.111395 146.663523 L 539.634884 145.168183 L 538.158372 145.329597 L 536.68186 145.26812 L 535.205349 145.347972 L 533.728837 145.113563 L 532.252326 143.67759 L 530.775814 143.618206 L 529.299302 142.640034 L 527.822791 142.596507 L 526.346279 142.181818 L 524.869767 142.07462 L 523.393256 140.348299 L 521.916744 138.988803 L 520.440232 139.002594 L 517.487209 135.781019 L 513.943555 132.332143 L 514.110257 129.375 L 513.057674 127.81511 L 511.581163 126.260091 L 511.07559 124.939286 L 510.104651 123.288978 L 508.628139 121.465236 L 508.139401 120.503571 L 507.830028 119.025 L 506.613339 117.546429 L 506.778686 116.067857 L 506.705437 111.632143 L 505.230864 110.153571 L 505.314233 107.196429 L 505.310864 98.325 L 505.46898 96.846429 L 505.452611 95.367857 L 505.222017 93.889286 L 506.423948 92.410714 L 507.085367 90.932143 L 507.093384 89.453571 L 506.505437 87.975 L 505.763626 86.496429 L 507.151628 85.00218 L 506.459415 82.060714 L 506.97266 80.582143 L 507.023535 79.103571 L 506.802708 77.625 L 508.314493 76.146429 L 508.562832 74.667857 L 508.370418 70.232143 L 509.498595 68.753571 L 510.264824 67.275 L 510.020218 65.796429 L 510.048679 62.839286 L 510.104651 61.192454 L 511.535051 58.403571 L 511.764308 56.925 L 513.23658 55.446429 L 513.089395 53.967857 L 513.140131 52.489286 L 513.420359 51.010714 L 514.534186 49.472527 L 516.010698 47.70867 L 516.557167 46.575 L 516.84566 45.096429 L 517.487209 44.477361 L 518.544451 43.617857 L 518.963721 43.103732 L 519.519962 42.139286 L 520.440232 40.30456 L 521.219258 39.182143 L 522.440453 37.703571 L 523.17152 36.225 L 523.49172 34.746429 L 524.413721 33.267857 L 524.869767 32.960348 L 526.346279 32.475594 L 526.985058 31.789286 L 527.822791 31.114991 L 529.299302 30.795812 L 529.742461 30.310714 L 531.321486 28.832143 L 534.033177 25.875 L 535.874864 24.396429 L 536.68186 23.888928 L 538.158372 23.803517 L 539.634884 22.445232 L 542.587907 20.585035 L 544.064419 20.479576 L 545.54093 20.658966 L 547.149058 19.960714 L 548.493953 18.919733 L 548.493953 18.919733 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 497.111349 19.89375 L 503.797599 19.89375 L 503.797599 8.28 L 497.111349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(497.111349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 603.350526 19.89375 L 611.688651 19.89375 L 611.688651 8.28 L 603.350526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(603.350526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 482.789186 165.6 L 514.412936 165.6 L 514.412936 153.98625 L 482.789186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=54 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> </defs> <g style="fill:#ffffff;" transform="translate(482.789186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-35"/> <use x="199.902344" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p0fd74f69a3)"> <image height="165.6" id="image73e14fdb61" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="641" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p0fd74f69a3)" d="M 700.987907 50.271429 L 703.202674 52.489286 L 703.202674 53.967857 L 703.94093 54.707143 L 705.417442 54.707143 L 706.155698 55.446429 L 702.464419 59.142857 L 699.511395 59.142857 L 698.77314 59.882143 L 698.77314 61.360714 L 697.296628 62.839286 L 697.296628 70.232143 L 695.820116 71.710714 L 697.296628 73.189286 L 697.296628 74.667857 L 695.820116 76.146429 L 695.820116 79.103571 L 697.296628 80.582143 L 695.08186 82.8 L 693.605349 82.8 L 692.867093 83.539286 L 693.605349 84.278571 L 695.08186 84.278571 L 695.820116 85.017857 L 694.343605 86.496429 L 694.343605 89.453571 L 695.820116 90.932143 L 694.343605 92.410714 L 694.343605 95.367857 L 695.820116 96.846429 L 692.867093 99.803571 L 692.867093 102.760714 L 694.343605 104.239286 L 694.343605 105.717857 L 696.558372 107.935714 L 699.511395 107.935714 L 701.726163 105.717857 L 701.726163 104.239286 L 703.202674 102.760714 L 703.202674 101.282143 L 703.94093 100.542857 L 704.679186 101.282143 L 704.679186 107.196429 L 703.94093 107.935714 L 702.464419 107.935714 L 701.726163 108.675 L 701.726163 110.153571 L 700.249651 111.632143 L 700.249651 117.546429 L 701.726163 119.025 L 699.511395 121.242857 L 698.034884 121.242857 L 695.820116 119.025 L 695.820116 117.546429 L 695.08186 116.807143 L 693.605349 116.807143 L 692.867093 117.546429 L 692.867093 120.503571 L 692.128837 121.242857 L 691.390581 120.503571 L 691.390581 119.025 L 690.652326 118.285714 L 689.175814 118.285714 L 688.437558 117.546429 L 688.437558 114.589286 L 686.961046 113.110714 L 686.961046 111.632143 L 688.437558 110.153571 L 687.699302 109.414286 L 686.222791 109.414286 L 685.484535 108.675 L 685.484535 104.239286 L 686.961046 102.760714 L 686.961046 98.325 L 688.437558 96.846429 L 686.961046 95.367857 L 686.961046 93.889286 L 688.437558 92.410714 L 686.961046 90.932143 L 688.437558 89.453571 L 688.437558 86.496429 L 689.91407 85.017857 L 689.175814 84.278571 L 687.699302 84.278571 L 686.961046 83.539286 L 686.961046 82.060714 L 691.390581 77.625 L 691.390581 74.667857 L 692.867093 73.189286 L 692.867093 68.753571 L 691.390581 67.275 L 694.343605 64.317857 L 694.343605 62.839286 L 697.296628 59.882143 L 697.296628 56.925 L 698.77314 55.446429 L 698.77314 53.967857 L 700.249651 52.489286 L 700.249651 51.010714 L 700.987907 50.271429 L 700.987907 50.271429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 724.612093 51.75 L 725.350349 52.489286 L 724.612093 53.228571 L 723.873837 52.489286 L 724.612093 51.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 727.565116 51.75 L 728.303372 52.489286 L 727.565116 53.228571 L 726.82686 52.489286 L 727.565116 51.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 723.135581 54.707143 L 726.088605 54.707143 L 729.779884 58.403571 L 729.779884 61.360714 L 731.256395 62.839286 L 731.256395 64.317857 L 731.994651 65.057143 L 733.471163 65.057143 L 737.162442 68.753571 L 737.162442 71.710714 L 735.68593 73.189286 L 735.68593 76.146429 L 738.638954 79.103571 L 737.900698 79.842857 L 736.424186 79.842857 L 735.68593 80.582143 L 737.162442 82.060714 L 737.162442 86.496429 L 740.115465 89.453571 L 739.377209 90.192857 L 737.900698 90.192857 L 737.162442 90.932143 L 737.162442 101.282143 L 735.68593 102.760714 L 735.68593 104.239286 L 734.947674 104.978571 L 733.471163 104.978571 L 732.732907 105.717857 L 732.732907 107.196429 L 731.256395 108.675 L 734.209419 111.632143 L 734.209419 113.110714 L 731.256395 116.067857 L 731.256395 119.025 L 730.51814 119.764286 L 729.779884 119.025 L 729.779884 117.546429 L 727.565116 115.328571 L 723.135581 115.328571 L 722.397326 114.589286 L 722.397326 113.110714 L 721.65907 112.371429 L 720.182558 113.85 L 719.444302 113.110714 L 719.444302 111.632143 L 720.182558 110.892857 L 723.135581 110.892857 L 723.873837 110.153571 L 723.873837 105.717857 L 723.135581 104.978571 L 721.65907 104.978571 L 719.444302 102.760714 L 719.444302 99.803571 L 720.182558 99.064286 L 726.088605 104.978571 L 728.303372 102.760714 L 728.303372 99.803571 L 729.779884 98.325 L 729.779884 96.846429 L 728.303372 95.367857 L 729.779884 93.889286 L 726.82686 90.932143 L 727.565116 90.192857 L 729.041628 90.192857 L 729.779884 89.453571 L 729.779884 87.975 L 728.303372 86.496429 L 728.303372 85.017857 L 726.82686 83.539286 L 726.82686 71.710714 L 725.350349 70.232143 L 726.82686 68.753571 L 723.873837 65.796429 L 725.350349 64.317857 L 725.350349 62.839286 L 726.82686 61.360714 L 726.088605 60.621429 L 724.612093 62.1 L 721.65907 62.1 L 720.920814 62.839286 L 722.397326 64.317857 L 721.65907 65.057143 L 718.706047 65.057143 L 717.967791 64.317857 L 719.444302 62.839286 L 719.444302 59.882143 L 722.397326 56.925 L 722.397326 55.446429 L 723.135581 54.707143 L 723.135581 54.707143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 703.94093 59.142857 L 704.679186 59.882143 L 704.679186 61.360714 L 705.417442 62.1 L 706.155698 62.839286 L 705.417442 63.578571 L 703.94093 63.578571 L 703.202674 62.839286 L 703.202674 61.360714 L 703.202674 59.882143 L 703.94093 59.142857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 718.706047 66.535714 L 719.444302 67.275 L 718.706047 68.014286 L 717.967791 67.275 L 718.706047 66.535714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 705.417442 72.45 L 706.155698 73.189286 L 706.155698 74.667857 L 706.893953 75.407143 L 708.370465 75.407143 L 709.108721 76.146429 L 709.108721 77.625 L 709.108721 79.103571 L 709.108721 80.582143 L 709.108721 82.060714 L 709.108721 83.539286 L 708.370465 84.278571 L 707.632209 85.017857 L 707.632209 86.496429 L 707.632209 87.975 L 706.893953 88.714286 L 706.155698 89.453571 L 706.155698 90.932143 L 706.155698 92.410714 L 706.155698 93.889286 L 705.417442 94.628571 L 703.94093 94.628571 L 703.202674 95.367857 L 703.202674 96.846429 L 703.202674 98.325 L 702.464419 99.064286 L 700.987907 99.064286 L 700.249651 99.803571 L 700.249651 101.282143 L 700.249651 102.760714 L 699.511395 103.5 L 698.77314 102.760714 L 698.034884 102.021429 L 697.296628 101.282143 L 697.296628 99.803571 L 697.296628 98.325 L 697.296628 96.846429 L 697.296628 95.367857 L 698.034884 94.628571 L 698.77314 93.889286 L 698.77314 92.410714 L 699.511395 91.671429 L 700.987907 91.671429 L 701.726163 90.932143 L 701.726163 89.453571 L 701.726163 87.975 L 702.464419 87.235714 L 703.202674 86.496429 L 703.202674 85.017857 L 703.202674 83.539286 L 703.94093 82.8 L 704.679186 82.060714 L 704.679186 80.582143 L 704.679186 79.103571 L 704.679186 77.625 L 704.679186 76.146429 L 704.679186 74.667857 L 704.679186 73.189286 L 705.417442 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 718.706047 73.928571 L 719.444302 74.667857 L 720.182558 75.407143 L 720.920814 76.146429 L 720.920814 77.625 L 720.920814 79.103571 L 720.920814 80.582143 L 720.920814 82.060714 L 720.920814 83.539286 L 721.65907 84.278571 L 722.397326 85.017857 L 722.397326 86.496429 L 723.135581 87.235714 L 723.873837 87.975 L 723.873837 89.453571 L 723.873837 90.932143 L 723.873837 92.410714 L 724.612093 93.15 L 725.350349 93.889286 L 726.088605 94.628571 L 726.82686 95.367857 L 726.088605 96.107143 L 725.350349 96.846429 L 724.612093 97.585714 L 723.873837 96.846429 L 723.135581 96.107143 L 721.65907 96.107143 L 720.920814 95.367857 L 720.182558 94.628571 L 719.444302 93.889286 L 719.444302 92.410714 L 718.706047 91.671429 L 717.967791 90.932143 L 718.706047 90.192857 L 719.444302 89.453571 L 718.706047 88.714286 L 717.229535 88.714286 L 716.491279 87.975 L 717.229535 87.235714 L 717.967791 86.496429 L 717.967791 85.017857 L 717.967791 83.539286 L 717.229535 82.8 L 716.491279 82.060714 L 716.491279 80.582143 L 715.753023 79.842857 L 715.014767 79.103571 L 715.753023 78.364286 L 717.229535 78.364286 L 717.967791 77.625 L 717.967791 76.146429 L 717.967791 74.667857 L 718.706047 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 715.753023 82.8 L 716.491279 83.539286 L 715.753023 84.278571 L 715.014767 83.539286 L 715.753023 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 692.128837 90.192857 L 691.390581 90.932143 L 692.128837 91.671429 L 692.867093 90.932143 L 692.128837 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 712.8 90.192857 L 713.538256 90.932143 L 712.8 91.671429 L 712.061744 90.932143 L 712.8 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 709.846977 93.15 L 711.323488 93.15 L 712.061744 93.889286 L 711.323488 94.628571 L 709.846977 94.628571 L 709.108721 93.889286 L 709.846977 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 715.753023 93.15 L 716.491279 93.889286 L 715.753023 94.628571 L 715.014767 93.889286 L 715.753023 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 717.229535 94.628571 L 717.967791 95.367857 L 718.706047 96.107143 L 719.444302 96.846429 L 719.444302 98.325 L 718.706047 99.064286 L 717.967791 98.325 L 717.229535 97.585714 L 716.491279 96.846429 L 716.491279 95.367857 L 717.229535 94.628571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 706.893953 96.107143 L 707.632209 96.846429 L 707.632209 98.325 L 706.893953 99.064286 L 705.417442 99.064286 L 704.679186 98.325 L 705.417442 97.585714 L 706.155698 96.846429 L 706.893953 96.107143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 730.51814 103.5 L 729.779884 104.239286 L 730.51814 104.978571 L 731.256395 104.239286 L 730.51814 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 692.128837 110.892857 L 691.390581 111.632143 L 691.390581 113.110714 L 692.128837 113.85 L 692.867093 113.110714 L 693.605349 112.371429 L 694.343605 111.632143 L 693.605349 110.892857 L 692.128837 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 721.65907 115.328571 L 722.397326 116.067857 L 721.65907 116.807143 L 720.920814 116.067857 L 721.65907 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 720.182558 116.807143 L 720.920814 117.546429 L 720.182558 118.285714 L 719.444302 117.546429 L 720.182558 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p0fd74f69a3)" d="M 714.276512 51.75 L 715.753023 51.75 L 716.491279 52.489286 L 715.753023 53.228571 L 715.014767 53.967857 L 714.276512 54.707143 L 713.538256 53.967857 L 713.538256 52.489286 L 714.276512 51.75 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 712.8 54.707143 L 713.538256 55.446429 L 713.538256 56.925 L 712.8 57.664286 L 712.061744 56.925 L 712.061744 55.446429 L 712.8 54.707143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 712.8 60.621429 L 713.538256 61.360714 L 713.538256 62.839286 L 713.538256 64.317857 L 713.538256 65.796429 L 713.538256 67.275 L 712.8 68.014286 L 712.061744 67.275 L 711.323488 66.535714 L 710.585233 65.796429 L 710.585233 64.317857 L 710.585233 62.839286 L 711.323488 62.1 L 712.061744 61.360714 L 712.8 60.621429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 708.370465 73.928571 L 709.846977 73.928571 L 710.585233 74.667857 L 709.846977 75.407143 L 708.370465 75.407143 L 707.632209 74.667857 L 708.370465 73.928571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 714.276512 84.278571 L 715.753023 84.278571 L 716.491279 85.017857 L 715.753023 85.757143 L 714.276512 85.757143 L 713.538256 85.017857 L 714.276512 84.278571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0fd74f69a3)" d="M 721.65907 84.278571 L 723.135581 84.278571 L 723.873837 85.017857 L 723.135581 85.757143 L 721.65907 85.757143 L 720.920814 85.017857 L 721.65907 84.278571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p0fd74f69a3)" d="M 702.464419 21.28157 L 703.94093 21.029976 L 705.417442 20.080125 L 706.893953 20.344221 L 708.370465 20.352552 L 709.846977 20.230893 L 711.323488 20.61154 L 712.8 21.214361 L 714.276512 20.204868 L 715.753023 20.452174 L 720.182558 20.386725 L 721.65907 20.599104 L 723.135581 21.728373 L 724.612093 21.939508 L 726.113729 22.917857 L 727.565116 22.708631 L 727.921606 22.917857 L 729.041628 23.422315 L 730.53372 24.396429 L 731.994651 25.11812 L 733.471163 25.303598 L 733.967785 25.875 L 737.496238 28.832143 L 738.32858 30.310714 L 739.902132 31.789286 L 741.326122 33.267857 L 742.330233 35.143692 L 742.724444 36.225 L 742.998395 37.703571 L 744.03652 39.182143 L 745.283256 40.82792 L 745.72821 42.139286 L 747.36141 43.617857 L 748.494026 45.096429 L 750.233642 48.053571 L 753.229226 51.010714 L 753.40015 52.489286 L 754.142326 54.336776 L 754.369441 55.446429 L 754.961758 56.925 L 755.997111 58.403571 L 757.378673 59.882143 L 757.441524 61.360714 L 757.109706 62.839286 L 757.206318 64.317857 L 758.732139 65.796429 L 758.89412 67.275 L 758.677747 68.753571 L 759.533678 71.710714 L 760.06292 73.189286 L 760.259819 74.667857 L 760.112897 77.625 L 759.985983 80.582143 L 760.033216 85.017857 L 760.048372 86.796858 L 760.247174 87.975 L 761.589871 89.453571 L 761.316688 93.889286 L 761.524884 95.432266 L 760.343768 96.846429 L 759.802845 98.325 L 759.979846 101.282143 L 759.23489 102.760714 L 758.219053 104.239286 L 758.390015 105.717857 L 758.322248 108.675 L 758.364985 110.153571 L 758.252569 111.632143 L 756.666244 113.110714 L 755.290776 114.589286 L 755.300147 116.067857 L 753.876531 117.546429 L 753.786913 119.025 L 753.98697 120.503571 L 752.62226 121.982143 L 752.320089 123.460714 L 751.189302 125.255311 L 750.710597 126.417857 L 750.935282 127.896429 L 750.222254 129.375 L 748.802335 130.853571 L 746.759768 132.933488 L 745.283256 134.115837 L 743.806744 134.968414 L 743.486319 135.289286 L 740.853721 137.360624 L 739.377209 137.423345 L 737.900698 139.082028 L 735.90305 141.203571 L 734.947674 141.942857 L 733.471163 142.178283 L 733.021463 142.682143 L 731.994651 143.444311 L 730.51814 143.354685 L 729.041628 143.698215 L 728.579773 144.160714 L 727.565116 144.945537 L 723.135581 144.941793 L 721.65907 144.648319 L 721.194185 144.160714 L 720.182558 143.388444 L 718.706047 143.454859 L 717.229535 143.220224 L 715.702051 142.682143 L 713.816968 144.160714 L 712.8 144.9 L 711.323488 145.223431 L 710.921092 145.639286 L 709.846977 146.489446 L 708.370465 146.243892 L 707.819517 145.639286 L 706.893953 144.9 L 703.94093 144.926706 L 698.034884 144.937698 L 696.558372 144.853843 L 695.08186 144.921163 L 693.605349 144.525227 L 693.247597 144.160714 L 692.128837 143.407605 L 689.175814 143.430975 L 687.699302 143.119627 L 685.88847 141.203571 L 684.746279 140.413973 L 683.269767 140.008247 L 682.986915 139.725 L 681.793256 138.884685 L 680.150996 138.246429 L 677.363721 135.102603 L 675.887209 133.513186 L 674.410698 132.073521 L 673.897613 130.853571 L 673.570615 129.375 L 672.009815 127.896429 L 671.457674 127.288129 L 669.617139 124.939286 L 669.471319 123.460714 L 668.046934 121.982143 L 668.220598 120.503571 L 668.106662 119.025 L 666.663165 117.546429 L 666.570533 116.067857 L 665.313111 114.589286 L 665.228657 113.110714 L 665.249495 110.153571 L 665.513045 108.675 L 664.407973 107.196429 L 663.726909 105.717857 L 663.874224 104.239286 L 663.879625 99.803571 L 664.075116 84.853877 L 663.830583 83.539286 L 665.405557 82.060714 L 665.551628 80.574303 L 667.156456 77.625 L 666.83099 76.146429 L 667.028139 74.419574 L 667.28249 73.189286 L 668.504651 69.659634 L 668.712151 68.753571 L 668.595384 64.317857 L 670.105969 61.360714 L 671.653413 59.882143 L 673.136882 55.446429 L 674.996219 53.967857 L 675.940424 52.489286 L 676.650899 49.532143 L 677.581192 48.053571 L 677.567114 46.575 L 678.840232 44.724413 L 679.360351 43.617857 L 680.316744 42.971232 L 681.793256 42.753805 L 682.277463 42.139286 L 682.662807 40.660714 L 683.372329 39.182143 L 684.746279 38.245034 L 685.286987 37.703571 L 685.583497 36.225 L 686.711183 33.267857 L 687.030448 31.789286 L 687.699302 31.166257 L 692.128837 28.092857 L 693.605349 27.93068 L 695.08186 26.638394 L 696.228686 25.875 L 696.558372 25.396772 L 697.071957 24.396429 L 698.034884 23.462092 L 699.597912 22.917857 L 700.987907 22.062951 L 702.464419 21.28157 L 702.464419 21.28157 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 655.511349 19.89375 L 662.197599 19.89375 L 662.197599 8.28 L 655.511349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(655.511349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 761.750526 19.89375 L 770.088651 19.89375 L 770.088651 8.28 L 761.750526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(761.750526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 641.189186 165.6 L 672.812936 165.6 L 672.812936 153.98625 L 641.189186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=63 --> <g style="fill:#ffffff;" transform="translate(641.189186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-36"/> <use x="199.902344" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p4da8a444b7)"> <image height="165.6" id="image33e625ccf2" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="800" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p4da8a444b7)" d="M 854.958372 62.1 L 859.387907 62.1 L 860.126163 62.839286 L 858.649651 64.317857 L 861.602674 67.275 L 861.602674 68.753571 L 863.079186 70.232143 L 861.602674 71.710714 L 863.079186 73.189286 L 861.602674 74.667857 L 861.602674 76.146429 L 860.864419 76.885714 L 859.387907 75.407143 L 857.911395 75.407143 L 857.17314 76.146429 L 858.649651 77.625 L 857.17314 79.103571 L 857.17314 80.582143 L 857.911395 81.321429 L 860.864419 78.364286 L 862.34093 78.364286 L 863.079186 79.103571 L 857.17314 85.017857 L 857.17314 90.932143 L 855.696628 92.410714 L 855.696628 93.889286 L 857.17314 95.367857 L 855.696628 96.846429 L 855.696628 98.325 L 856.434884 99.064286 L 857.911395 99.064286 L 858.649651 98.325 L 858.649651 96.846429 L 861.602674 93.889286 L 861.602674 89.453571 L 858.649651 86.496429 L 860.864419 84.278571 L 862.34093 84.278571 L 863.079186 85.017857 L 863.079186 86.496429 L 864.555698 87.975 L 863.079186 89.453571 L 864.555698 90.932143 L 864.555698 101.282143 L 863.817442 102.021429 L 860.864419 102.021429 L 858.649651 104.239286 L 858.649651 105.717857 L 860.126163 107.196429 L 857.17314 110.153571 L 857.17314 114.589286 L 859.387907 116.807143 L 860.864419 116.807143 L 861.602674 117.546429 L 861.602674 119.025 L 860.864419 119.764286 L 859.387907 119.764286 L 857.911395 121.242857 L 856.434884 119.764286 L 852.005349 119.764286 L 851.267093 119.025 L 852.005349 118.285714 L 853.48186 118.285714 L 854.220116 117.546429 L 854.220116 116.067857 L 855.696628 114.589286 L 855.696628 113.110714 L 848.31407 105.717857 L 849.052326 104.978571 L 850.528837 104.978571 L 851.267093 104.239286 L 851.267093 102.760714 L 850.528837 102.021429 L 849.052326 102.021429 L 848.31407 101.282143 L 848.31407 99.803571 L 845.361046 96.846429 L 849.790581 92.410714 L 848.31407 90.932143 L 848.31407 89.453571 L 845.361046 86.496429 L 846.837558 85.017857 L 846.837558 83.539286 L 849.790581 80.582143 L 849.790581 77.625 L 851.267093 76.146429 L 851.267093 73.189286 L 852.743605 71.710714 L 852.743605 70.232143 L 854.220116 68.753571 L 854.220116 62.839286 L 854.958372 62.1 L 854.958372 62.1 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 881.535581 63.578571 L 884.488605 63.578571 L 885.22686 64.317857 L 882.273837 67.275 L 882.273837 70.232143 L 883.012093 70.971429 L 885.965116 70.971429 L 887.441628 69.492857 L 888.179884 70.232143 L 888.179884 73.189286 L 892.609419 77.625 L 892.609419 79.103571 L 891.871163 79.842857 L 888.91814 79.842857 L 888.179884 80.582143 L 888.179884 82.060714 L 888.91814 82.8 L 891.871163 82.8 L 894.08593 85.017857 L 892.609419 86.496429 L 892.609419 89.453571 L 895.562442 92.410714 L 894.824186 93.15 L 893.347674 93.15 L 892.609419 93.889286 L 893.347674 94.628571 L 894.824186 94.628571 L 896.300698 93.15 L 897.038954 93.889286 L 897.038954 95.367857 L 896.300698 96.107143 L 894.824186 96.107143 L 891.871163 99.064286 L 890.394651 99.064286 L 888.91814 100.542857 L 887.441628 100.542857 L 886.703372 101.282143 L 886.703372 102.760714 L 888.179884 104.239286 L 888.179884 105.717857 L 885.22686 108.675 L 885.22686 111.632143 L 886.703372 113.110714 L 886.703372 114.589286 L 884.488605 116.807143 L 881.535581 116.807143 L 880.797326 116.067857 L 883.750349 113.110714 L 883.750349 110.153571 L 880.797326 107.196429 L 880.797326 104.239286 L 882.273837 102.760714 L 880.797326 101.282143 L 880.797326 99.803571 L 879.320814 98.325 L 879.320814 96.846429 L 877.844302 95.367857 L 877.844302 90.932143 L 880.05907 88.714286 L 881.535581 88.714286 L 883.012093 90.192857 L 884.488605 90.192857 L 885.22686 89.453571 L 885.22686 87.975 L 883.750349 86.496429 L 883.750349 82.060714 L 883.012093 81.321429 L 882.273837 82.060714 L 882.273837 85.017857 L 881.535581 85.757143 L 880.05907 85.757143 L 879.320814 85.017857 L 879.320814 80.582143 L 877.844302 79.103571 L 877.844302 77.625 L 876.367791 76.146429 L 877.844302 74.667857 L 876.367791 73.189286 L 879.320814 70.232143 L 879.320814 67.275 L 880.797326 65.796429 L 880.797326 64.317857 L 881.535581 63.578571 L 881.535581 63.578571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 857.911395 70.971429 L 857.17314 71.710714 L 857.911395 72.45 L 858.649651 71.710714 L 857.911395 70.971429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 863.817442 76.885714 L 864.555698 77.625 L 863.817442 78.364286 L 863.079186 77.625 L 863.817442 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 883.012093 76.885714 L 882.273837 77.625 L 882.273837 79.103571 L 883.012093 79.842857 L 884.488605 79.842857 L 885.22686 79.103571 L 884.488605 78.364286 L 883.750349 77.625 L 883.012093 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 859.387907 90.192857 L 860.126163 90.932143 L 860.126163 92.410714 L 859.387907 93.15 L 858.649651 92.410714 L 858.649651 90.932143 L 859.387907 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 883.012093 91.671429 L 882.273837 92.410714 L 882.273837 93.889286 L 882.273837 95.367857 L 883.012093 96.107143 L 884.488605 96.107143 L 885.22686 95.367857 L 885.22686 93.889286 L 885.22686 92.410714 L 884.488605 91.671429 L 883.012093 91.671429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p4da8a444b7)" d="M 865.293953 62.1 L 866.032209 62.839286 L 865.293953 63.578571 L 864.555698 62.839286 L 865.293953 62.1 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 872.676512 63.578571 L 873.414767 64.317857 L 873.414767 65.796429 L 873.414767 67.275 L 872.676512 68.014286 L 871.938256 67.275 L 871.938256 65.796429 L 871.938256 64.317857 L 872.676512 63.578571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 871.2 72.45 L 871.938256 73.189286 L 871.938256 74.667857 L 871.938256 76.146429 L 871.938256 77.625 L 871.938256 79.103571 L 871.938256 80.582143 L 871.938256 82.060714 L 871.2 82.8 L 870.461744 82.060714 L 870.461744 80.582143 L 869.723488 79.842857 L 868.985233 79.103571 L 868.985233 77.625 L 868.985233 76.146429 L 869.723488 75.407143 L 870.461744 74.667857 L 870.461744 73.189286 L 871.2 72.45 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 872.676512 82.8 L 873.414767 83.539286 L 873.414767 85.017857 L 872.676512 85.757143 L 871.938256 86.496429 L 871.938256 87.975 L 871.2 88.714286 L 869.723488 88.714286 L 868.985233 87.975 L 869.723488 87.235714 L 870.461744 86.496429 L 870.461744 85.017857 L 871.2 84.278571 L 871.938256 83.539286 L 872.676512 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4da8a444b7)" d="M 869.723488 91.671429 L 871.2 91.671429 L 871.938256 92.410714 L 871.938256 93.889286 L 871.938256 95.367857 L 871.2 96.107143 L 869.723488 96.107143 L 868.985233 95.367857 L 868.985233 93.889286 L 868.985233 92.410714 L 869.723488 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p4da8a444b7)" d="M 863.817442 22.904763 L 865.293953 23.185414 L 869.723488 23.144612 L 872.676512 23.926532 L 874.153023 23.05106 L 875.629535 22.774596 L 878.582558 22.99311 L 880.05907 23.587539 L 881.686113 24.396429 L 883.012093 24.729874 L 884.488605 25.990216 L 885.965116 26.800807 L 887.441628 26.982335 L 887.812347 27.353571 L 891.319996 30.310714 L 891.871163 30.852967 L 893.347674 31.971854 L 896.392651 33.267857 L 896.930613 36.225 L 897.555272 37.703571 L 897.777209 37.897367 L 899.253721 38.799403 L 899.635927 39.182143 L 899.887722 40.660714 L 900.730233 41.395229 L 901.766134 42.139286 L 902.320642 43.617857 L 904.053811 45.096429 L 905.068966 48.053571 L 905.159768 48.147221 L 906.752987 49.532143 L 907.540372 51.010714 L 908.451427 53.967857 L 909.948693 55.446429 L 910.595163 56.925 L 911.788901 58.403571 L 912.542326 59.154293 L 913.112155 59.882143 L 913.813248 61.360714 L 914.226687 62.839286 L 914.377888 64.317857 L 915.495349 66.491829 L 915.802481 67.275 L 915.679864 68.753571 L 916.381106 70.232143 L 915.714083 71.710714 L 915.528599 74.667857 L 915.58981 76.146429 L 915.777649 77.625 L 916.971861 81.111548 L 917.226728 82.060714 L 917.249281 83.539286 L 916.971861 85.132944 L 917.622373 86.496429 L 918.785064 87.975 L 918.530118 90.932143 L 918.696832 92.410714 L 918.493295 95.367857 L 918.627428 96.846429 L 918.049352 98.325 L 917.087782 99.803571 L 916.877022 102.760714 L 916.971861 104.347487 L 915.880703 105.717857 L 915.104567 107.196429 L 915.396328 108.675 L 915.487445 110.153571 L 914.861316 111.632143 L 913.817136 113.110714 L 913.477806 114.589286 L 912.325254 116.067857 L 912.164279 117.546429 L 910.789004 119.025 L 910.747567 120.503571 L 909.25944 121.982143 L 908.112791 123.811089 L 907.72481 124.939286 L 907.816364 126.417857 L 906.516296 127.896429 L 905.04212 129.375 L 903.683256 131.09034 L 902.206744 132.522896 L 900.730233 134.257458 L 899.253721 135.743595 L 897.777209 137.41283 L 894.824186 140.030285 L 893.347674 139.868347 L 891.871163 139.947082 L 890.394651 139.79932 L 888.91814 140.635267 L 888.391655 141.203571 L 887.441628 141.744628 L 885.965116 141.523877 L 884.488605 141.540087 L 883.012093 142.823053 L 881.535581 142.78063 L 880.05907 143.153179 L 878.582558 143.116418 L 877.874113 142.682143 L 877.106047 141.925594 L 875.629535 141.520237 L 874.153023 141.406741 L 872.676512 141.817915 L 871.2 143.26442 L 869.723488 143.083045 L 868.246977 143.126554 L 866.770465 143.053414 L 865.293953 143.44978 L 864.635168 144.160714 L 863.817442 144.789221 L 862.34093 144.757036 L 860.818567 144.160714 L 859.387907 143.021235 L 857.911395 143.119881 L 856.434884 143.06446 L 854.958372 143.185909 L 853.48186 142.452483 L 852.005349 141.299559 L 850.528837 141.444099 L 849.052326 141.380362 L 846.099302 139.699013 L 844.622791 138.340361 L 844.345153 138.246429 L 843.146279 137.717319 L 841.669767 136.54649 L 840.193256 136.266287 L 838.716744 134.674381 L 837.240232 133.521799 L 835.763721 133.021892 L 835.209356 132.332143 L 833.744036 130.853571 L 833.65063 129.375 L 831.013597 126.417857 L 830.758454 124.939286 L 829.672967 123.460714 L 828.351836 121.982143 L 826.672194 120.503571 L 826.735482 119.025 L 825.972773 117.546429 L 825.428139 115.921448 L 825.134604 114.589286 L 825.519091 113.110714 L 824.556472 110.153571 L 823.685581 108.675 L 823.894667 107.196429 L 823.843812 105.717857 L 823.951628 104.137894 L 823.747637 102.760714 L 822.190715 101.282143 L 822.413106 99.803571 L 822.318147 98.325 L 822.511374 96.846429 L 822.475116 95.305191 L 823.63363 92.410714 L 823.980399 90.932143 L 824.45121 89.453571 L 824.262704 87.975 L 823.89934 86.496429 L 823.913469 85.017857 L 823.800532 83.539286 L 825.661306 80.582143 L 825.691034 79.103571 L 827.225644 77.625 L 827.027046 76.146429 L 827.160011 74.667857 L 827.114487 73.189286 L 827.420927 71.710714 L 827.006395 70.232143 L 828.547878 68.753571 L 828.658232 67.275 L 828.437606 65.796429 L 829.857674 64.174627 L 830.277624 62.839286 L 830.588303 61.360714 L 832.810698 58.23037 L 833.396745 56.925 L 834.623561 55.446429 L 835.25882 53.967857 L 835.763721 53.436763 L 836.355984 52.489286 L 837.595286 51.010714 L 838.256008 49.532143 L 838.716744 49.172952 L 839.788168 48.053571 L 840.500054 46.575 L 840.814263 45.096429 L 841.286397 43.617857 L 842.073423 42.139286 L 843.623136 40.660714 L 844.089956 39.182143 L 844.622791 38.71961 L 847.575814 36.705027 L 848.102872 36.225 L 849.052326 34.115956 L 849.336313 33.267857 L 850.794067 31.789286 L 856.434884 27.235448 L 858.40121 25.875 L 859.387907 25.205501 L 860.864419 25.354245 L 862.34093 25.084346 L 862.917213 24.396429 L 863.817442 22.904763 L 863.817442 22.904763 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 813.911349 19.89375 L 820.597599 19.89375 L 820.597599 8.28 L 813.911349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(813.911349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 920.150526 19.89375 L 928.488651 19.89375 L 928.488651 8.28 L 920.150526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(920.150526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 799.589186 165.6 L 831.212936 165.6 L 831.212936 153.98625 L 799.589186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=71 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(799.589186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-37"/> <use x="199.902344" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p185dcffd1f)"> <image height="165.6" id="imageaad657f1c2" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="958" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#p185dcffd1f)" d="M 1017.787907 75.407143 L 1018.526163 76.146429 L 1019.264419 76.885714 L 1020.002674 77.625 L 1020.002674 79.103571 L 1019.264419 79.842857 L 1018.526163 79.103571 L 1017.787907 78.364286 L 1017.049651 77.625 L 1017.049651 76.146429 L 1017.787907 75.407143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1019.264419 81.321429 L 1020.002674 82.060714 L 1020.002674 83.539286 L 1019.264419 84.278571 L 1017.787907 84.278571 L 1017.049651 83.539286 L 1017.787907 82.8 L 1018.526163 82.060714 L 1019.264419 81.321429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1041.412093 82.8 L 1042.150349 83.539286 L 1041.412093 84.278571 L 1040.673837 83.539286 L 1041.412093 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1019.264419 85.757143 L 1020.002674 86.496429 L 1020.002674 87.975 L 1020.002674 89.453571 L 1019.264419 90.192857 L 1018.526163 90.932143 L 1017.787907 91.671429 L 1017.049651 92.410714 L 1017.049651 93.889286 L 1017.049651 95.367857 L 1017.787907 96.107143 L 1018.526163 96.846429 L 1017.787907 97.585714 L 1017.049651 98.325 L 1017.049651 99.803571 L 1016.311395 100.542857 L 1015.57314 99.803571 L 1014.834884 99.064286 L 1014.096628 98.325 L 1013.358372 97.585714 L 1012.620116 96.846429 L 1013.358372 96.107143 L 1014.096628 95.367857 L 1014.096628 93.889286 L 1013.358372 93.15 L 1012.620116 92.410714 L 1013.358372 91.671429 L 1014.834884 91.671429 L 1015.57314 90.932143 L 1016.311395 90.192857 L 1017.049651 89.453571 L 1017.049651 87.975 L 1017.787907 87.235714 L 1018.526163 86.496429 L 1019.264419 85.757143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1017.787907 103.5 L 1018.526163 104.239286 L 1018.526163 105.717857 L 1017.787907 106.457143 L 1017.049651 107.196429 L 1017.049651 108.675 L 1016.311395 109.414286 L 1015.57314 108.675 L 1015.57314 107.196429 L 1015.57314 105.717857 L 1016.311395 104.978571 L 1017.049651 104.239286 L 1017.787907 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1017.787907 110.892857 L 1018.526163 111.632143 L 1017.787907 112.371429 L 1017.049651 111.632143 L 1017.787907 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1019.264419 112.371429 L 1020.002674 113.110714 L 1019.264419 113.85 L 1018.526163 113.110714 L 1019.264419 112.371429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"> <path clip-path="url(#p185dcffd1f)" d="M 1035.506047 85.757143 L 1036.244302 86.496429 L 1035.506047 87.235714 L 1034.767791 86.496429 L 1035.506047 85.757143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p185dcffd1f)" d="M 1034.029535 88.714286 L 1034.767791 89.453571 L 1034.029535 90.192857 L 1033.291279 89.453571 L 1034.029535 88.714286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_21"> <path clip-path="url(#p185dcffd1f)" d="M 1034.029535 28.062813 L 1035.506047 28.176521 L 1036.982558 29.520956 L 1038.45907 29.469413 L 1039.935581 30.828754 L 1041.412093 31.327794 L 1043.031898 31.789286 L 1044.848903 33.267857 L 1047.31814 35.37845 L 1048.794651 36.489087 L 1052.170124 39.182143 L 1053.224186 41.441468 L 1053.605035 42.139286 L 1055.741838 45.096429 L 1056.177209 45.919031 L 1056.670137 46.575 L 1057.653721 47.244951 L 1058.311362 48.053571 L 1058.563084 49.532143 L 1059.314898 51.010714 L 1060.606744 51.896495 L 1061.192774 52.489286 L 1061.571571 53.967857 L 1062.083256 54.460669 L 1063.559768 55.494829 L 1064.014411 56.925 L 1065.582114 58.403571 L 1066.902932 61.360714 L 1066.890111 62.839286 L 1067.694971 64.317857 L 1067.989302 64.504864 L 1069.465814 65.228457 L 1069.739056 65.796429 L 1069.956045 67.275 L 1070.372705 68.753571 L 1071.03948 70.232143 L 1071.433909 71.710714 L 1071.31693 73.189286 L 1071.372667 76.146429 L 1071.63477 77.625 L 1071.186885 79.103571 L 1071.317069 80.582143 L 1071.669734 82.060714 L 1072.774419 85.017857 L 1072.77872 86.496429 L 1072.127023 87.975 L 1072.726929 89.453571 L 1073.0964 90.932143 L 1073.730262 92.410714 L 1072.889174 93.889286 L 1072.93517 95.367857 L 1073.666074 96.846429 L 1073.10104 98.325 L 1072.85431 99.803571 L 1073.029899 101.282143 L 1072.418837 103.433247 L 1072.264317 104.239286 L 1070.942326 107.390414 L 1071.42889 108.675 L 1070.893337 110.153571 L 1070.803014 111.632143 L 1069.465814 113.29192 L 1067.989302 116.313688 L 1066.963213 117.546429 L 1066.164893 119.025 L 1065.036279 120.8591 L 1064.169648 121.982143 L 1063.978016 123.460714 L 1062.083256 125.540958 L 1061.17039 126.417857 L 1060.11899 127.896429 L 1059.130233 129.452012 L 1057.653721 130.218904 L 1057.134311 130.853571 L 1055.615407 132.332143 L 1054.700698 133.284582 L 1053.224186 134.371351 L 1051.747674 134.216745 L 1050.271163 134.747016 L 1048.794651 136.105646 L 1047.31814 137.243367 L 1045.841628 137.388578 L 1044.365116 137.861862 L 1044.031843 138.246429 L 1042.888605 138.985714 L 1041.412093 138.881478 L 1039.935581 139.492364 L 1039.714913 139.725 L 1038.45907 140.464286 L 1036.982558 140.423869 L 1035.506047 140.24589 L 1034.029535 139.143521 L 1032.384958 138.246429 L 1031.076512 137.378675 L 1029.6 137.378799 L 1027.996033 138.246429 L 1026.646977 138.985714 L 1023.693953 138.955078 L 1022.217442 140.263964 L 1020.74093 140.820701 L 1020.338615 141.203571 L 1019.264419 141.947773 L 1017.787907 141.971902 L 1016.311395 141.482807 L 1016.040884 141.203571 L 1014.834884 140.438174 L 1013.358372 140.481815 L 1011.88186 139.939486 L 1011.667673 139.725 L 1011.357321 138.246429 L 1010.405349 136.582925 L 1008.928837 135.740906 L 1007.452326 135.989935 L 1005.975814 135.048681 L 1004.499302 133.725115 L 1001.546279 131.965114 L 999.324213 130.853571 L 998.593256 130.329276 L 997.116744 128.961277 L 994.163721 127.200613 L 992.204718 124.939286 L 992.005605 123.460714 L 989.313428 120.503571 L 989.192212 119.025 L 988.031202 117.546429 L 987.193607 116.067857 L 986.713708 114.589286 L 985.349127 113.110714 L 985.697856 111.632143 L 985.262238 108.675 L 985.641188 107.196429 L 984.807446 105.717857 L 985.506889 104.239286 L 984.677404 102.760714 L 983.828139 99.57722 L 984.301057 98.325 L 984.671245 96.846429 L 985.425256 95.367857 L 985.284441 93.889286 L 984.562938 92.410714 L 985.304651 90.865777 L 985.604097 89.453571 L 985.441155 87.975 L 986.781163 86.481836 L 985.682531 85.017857 L 986.009659 83.539286 L 986.781163 81.733958 L 987.158897 80.582143 L 987.142603 76.146429 L 987.496612 74.667857 L 988.694746 71.710714 L 989.075291 70.232143 L 989.734186 68.70887 L 991.210698 64.087519 L 991.695406 62.839286 L 993.575286 61.360714 L 994.625063 59.882143 L 996.090447 58.403571 L 996.311781 56.925 L 998.829922 53.967857 L 1000.300882 52.489286 L 1001.076424 51.010714 L 1002.082044 49.532143 L 1003.157528 48.053571 L 1004.924548 46.575 L 1005.48039 45.096429 L 1007.452326 43.101983 L 1008.209931 42.139286 L 1011.122774 39.182143 L 1012.220167 37.703571 L 1013.358372 36.884788 L 1014.017241 36.225 L 1014.432971 34.746429 L 1014.834884 34.210416 L 1016.311395 33.858084 L 1016.554165 33.267857 L 1016.916868 31.789286 L 1017.787907 31.001238 L 1019.264419 29.916628 L 1020.74093 30.170408 L 1022.217442 29.901518 L 1023.693953 29.274263 L 1028.123488 29.383595 L 1031.076512 29.449943 L 1032.553023 29.194041 L 1032.914417 28.832143 L 1034.029535 28.062813 L 1034.029535 28.062813 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 972.311349 19.89375 L 978.997599 19.89375 L 978.997599 8.28 L 972.311349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(972.311349 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1078.550526 19.89375 L 1086.888651 19.89375 L 1086.888651 8.28 L 1078.550526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1078.550526 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 957.989186 165.6 L 989.612936 165.6 L 989.612936 153.98625 L 957.989186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=79 --> <g style="fill:#ffffff;" transform="translate(957.989186 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-37"/> <use x="199.902344" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="pf6cf5d7aab"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p99c02ce3b7"> <rect height="165.6" width="143.221628" x="7.589186" y="0"/> </clipPath> <clipPath id="p61968255e5"> <rect height="165.6" width="143.221628" x="165.989186" y="0"/> </clipPath> <clipPath id="pa7fb91578e"> <rect height="165.6" width="143.221628" x="324.389186" y="0"/> </clipPath> <clipPath id="p2085d0a2cd"> <rect height="165.6" width="143.221628" x="482.789186" y="0"/> </clipPath> <clipPath id="p0fd74f69a3"> <rect height="165.6" width="143.221628" x="641.189186" y="0"/> </clipPath> <clipPath id="p4da8a444b7"> <rect height="165.6" width="143.221628" x="799.589186" y="0"/> </clipPath> <clipPath id="p185dcffd1f"> <rect height="165.6" width="143.221628" x="957.989186" y="0"/> </clipPath> </defs></g>
  4. <g transform="translate(0, 165.0) scale(0.8458015267175573) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-x-c1b1ca49-203c-45a1-9c34-fe0ef3cce87b"> <g id="patch_1"> <path d="M 0 165.6 L 1310.4 165.6 L 1310.4 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#p22a8caf21c)"> <image height="165.6" id="imagef7c1a6d697" transform="scale(1 -1)translate(0 -165.6)" width="1310.4" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p7f091642ff)"> <image height="155.28" id="image0874ed4926" transform="scale(1 -1)translate(0 -155.28)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p7f091642ff)" d="M 1194.235714 52.318821 L 1195.907143 52.415784 L 1197.578571 52.361938 L 1199.25 51.85695 L 1200.921429 52.407868 L 1202.592857 53.263117 L 1204.264286 52.441908 L 1205.935714 52.266559 L 1207.607143 52.696657 L 1209.278571 52.527075 L 1210.95 52.090539 L 1212.621429 53.070633 L 1214.292857 53.457236 L 1215.964286 53.477796 L 1217.635714 52.634558 L 1217.81765 52.769659 L 1219.307143 53.573015 L 1220.978571 53.712339 L 1222.65 52.644096 L 1222.8558 52.769659 L 1224.321429 53.460212 L 1225.992857 53.840917 L 1227.664286 54.343976 L 1229.335714 53.488036 L 1231.007143 53.825949 L 1232.869882 54.438012 L 1234.35 55.076406 L 1236.021429 55.445589 L 1237.357878 56.106364 L 1237.963291 57.774716 L 1239.364286 58.581924 L 1241.035714 60.630935 L 1242.07785 61.111421 L 1242.707143 61.844422 L 1243.069414 62.779773 L 1243.886155 64.448125 L 1244.378571 65.197878 L 1246.157663 66.116477 L 1247.274555 67.78483 L 1247.721429 68.230881 L 1249.392857 69.070548 L 1250.575607 69.453182 L 1251.064286 69.783474 L 1252.735714 70.350801 L 1253.509353 71.121534 L 1254.407143 72.353116 L 1255.338007 72.789886 L 1256.078571 73.583401 L 1256.341405 74.458239 L 1257.22868 76.126591 L 1257.75 76.836355 L 1259.658066 77.794943 L 1259.559047 79.463295 L 1260.003565 81.131648 L 1261.092857 82.978765 L 1262.764286 84.297661 L 1263.224853 84.468352 L 1264.435714 85.678027 L 1264.60624 86.136705 L 1264.878324 87.805057 L 1264.435714 90.091978 L 1262.764286 90.549014 L 1262.6564 91.141761 L 1262.629212 92.810114 L 1261.085828 94.478466 L 1260.804823 96.146818 L 1260.325096 97.81517 L 1259.53749 99.483523 L 1260.584357 101.151875 L 1261.092857 102.338843 L 1262.246807 102.820227 L 1261.092857 103.90411 L 1260.595841 106.156932 L 1259.421429 107.72206 L 1257.75 107.119814 L 1256.078571 107.706004 L 1254.407143 107.709537 L 1251.064286 106.717076 L 1249.392857 105.958685 L 1247.721429 105.553862 L 1246.05 104.960539 L 1244.274251 106.156932 L 1243.483436 109.493636 L 1242.50671 111.161988 L 1242.05455 112.830341 L 1243.223088 114.498693 L 1243.564433 116.167045 L 1244.378571 117.986797 L 1245.128367 119.50375 L 1244.375005 121.172102 L 1243.752694 122.840454 L 1242.707143 124.113884 L 1242.095895 124.508806 L 1241.035714 125.657551 L 1240.708629 126.177159 L 1239.364286 127.028022 L 1238.54529 127.845511 L 1237.692857 129.284176 L 1236.021429 129.108547 L 1234.35 128.790264 L 1232.678571 128.270043 L 1231.007143 128.639323 L 1227.664286 128.746132 L 1225.992857 130.822291 L 1224.321429 130.419579 L 1222.65 130.139797 L 1221.470631 129.513863 L 1220.978571 129.101901 L 1220.254638 127.845511 L 1219.307143 127.011335 L 1218.175281 126.177159 L 1217.635714 125.144815 L 1217.089945 124.508806 L 1215.964286 123.801181 L 1214.292857 121.849367 L 1212.449117 121.172102 L 1210.95 120.494745 L 1209.278571 120.18333 L 1205.935714 118.805521 L 1204.264286 118.482071 L 1200.921429 117.00947 L 1198.982637 117.835397 L 1197.578571 118.560416 L 1195.907143 118.848419 L 1194.235714 118.603075 L 1192.564286 118.73457 L 1192.237473 119.50375 L 1192.564286 119.82996 L 1195.907143 120.681053 L 1196.266508 121.172102 L 1195.907143 122.925791 L 1195.209273 124.508806 L 1194.890067 126.177159 L 1194.232472 127.845511 L 1192.564286 128.683668 L 1190.892857 130.348039 L 1189.221429 130.348039 L 1187.55 128.679687 L 1184.207143 128.679687 L 1182.535714 127.010641 L 1179.192857 126.998348 L 1177.521429 125.341488 L 1175.85 125.03446 L 1175.323377 124.508806 L 1174.792247 122.840454 L 1175.075233 121.172102 L 1175.85 119.873407 L 1176.444229 119.50375 L 1177.521429 118.989298 L 1178.357143 117.835397 L 1176.766941 114.498693 L 1176.257446 112.830341 L 1175.85 112.423645 L 1174.178571 111.844097 L 1172.507143 111.057048 L 1171.688964 109.493636 L 1170.835714 107.705813 L 1169.164286 106.619388 L 1167.492857 105.7626 L 1165.821429 105.324234 L 1165.028564 104.488579 L 1164.505582 102.820227 L 1163.450557 101.151875 L 1163.06141 99.483523 L 1161.690152 97.81517 L 1162.478571 95.909899 L 1163.118769 94.478466 L 1161.674587 92.810114 L 1162.11542 91.141761 L 1162.937503 89.473409 L 1163.293564 87.805057 L 1163.787989 86.136705 L 1164.629636 84.468352 L 1163.363407 82.8 L 1163.734401 81.131648 L 1163.16652 79.463295 L 1163.05856 77.794943 L 1164.242325 74.458239 L 1166.158515 72.789886 L 1167.492857 70.108041 L 1169.164286 69.939757 L 1170.439639 69.453182 L 1170.835714 68.924267 L 1171.966194 66.116477 L 1172.808717 64.448125 L 1175.85 61.542167 L 1176.495458 61.111421 L 1177.521429 60.058362 L 1177.840212 59.443068 L 1179.192857 58.499572 L 1182.535714 56.717423 L 1184.207143 56.94054 L 1185.878571 56.417433 L 1187.55 56.994738 L 1190.892857 55.289212 L 1191.863337 54.438012 L 1192.564286 53.260654 L 1193.25292 52.769659 L 1194.235714 52.318821 L 1194.235714 52.318821 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7f091642ff)" d="M 1262.764286 99.209193 L 1262.854537 99.483523 L 1262.764286 99.791728 L 1262.395291 99.483523 L 1262.764286 99.209193 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 160.37838 L 1155.628125 160.37838 L 1155.628125 148.76463 L 1123.2 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=50 --> <defs> <path d="M 54.890625 54.6875 L 35.109375 28.078125 L 55.90625 0 L 45.3125 0 L 29.390625 21.484375 L 13.484375 0 L 2.875 0 L 24.125 28.609375 L 4.6875 54.6875 L 15.28125 54.6875 L 29.78125 35.203125 L 44.28125 54.6875 z" id="DejaVuSans-78"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(1123.2 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-35"/> <use x="206.591797" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pce7457c51a)"> <image height="155.28" id="image63ab700380" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pce7457c51a)" d="M 1015.392857 68.619006 L 1017.064286 70.287358 L 1018.735714 68.619006 L 1022.078571 71.95571 L 1023.75 70.287358 L 1027.092857 70.287358 L 1027.928571 71.121534 L 1026.257143 72.789886 L 1028.764286 75.292415 L 1030.435714 75.292415 L 1032.107143 76.960767 L 1032.942857 76.126591 L 1031.271429 74.458239 L 1033.778571 71.95571 L 1035.45 71.95571 L 1036.285714 72.789886 L 1036.285714 76.126591 L 1037.121429 76.960767 L 1040.464286 76.960767 L 1041.3 76.126591 L 1041.3 74.458239 L 1042.135714 73.624063 L 1043.807143 75.292415 L 1045.478571 75.292415 L 1046.314286 76.126591 L 1046.314286 77.794943 L 1045.478571 78.629119 L 1042.135714 78.629119 L 1040.464286 80.297472 L 1038.792857 78.629119 L 1033.778571 78.629119 L 1032.107143 80.297472 L 1030.435714 80.297472 L 1028.764286 78.629119 L 1027.092857 78.629119 L 1025.421429 76.960767 L 1023.75 78.629119 L 1022.078571 76.960767 L 1017.064286 76.960767 L 1015.392857 78.629119 L 1012.05 78.629119 L 1011.214286 79.463295 L 1011.214286 86.136705 L 1012.885714 87.805057 L 1012.885714 89.473409 L 1013.721429 90.307585 L 1015.392857 90.307585 L 1017.9 92.810114 L 1016.228571 94.478466 L 1017.064286 95.312642 L 1018.735714 95.312642 L 1019.571429 96.146818 L 1019.571429 97.81517 L 1018.735714 98.649346 L 1015.392857 98.649346 L 1013.721429 96.980994 L 1012.05 96.980994 L 1010.378571 95.312642 L 1007.035714 95.312642 L 1003.692857 91.975937 L 1002.857143 92.810114 L 1004.528571 94.478466 L 1003.692857 95.312642 L 1000.35 95.312642 L 999.514286 94.478466 L 999.514286 92.810114 L 996.171429 89.473409 L 997.007143 88.639233 L 998.678571 88.639233 L 1000.35 86.970881 L 1002.021429 86.970881 L 1004.528571 84.468352 L 1004.528571 82.8 L 1006.2 81.131648 L 1006.2 77.794943 L 1008.707143 75.292415 L 1012.05 75.292415 L 1014.557143 72.789886 L 1014.557143 69.453182 L 1015.392857 68.619006 L 1015.392857 68.619006 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce7457c51a)" d="M 1028.764286 71.95571 L 1030.435714 71.95571 L 1031.271429 72.789886 L 1030.435714 73.624063 L 1028.764286 73.624063 L 1027.928571 72.789886 L 1028.764286 71.95571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce7457c51a)" d="M 1005.364286 100.317699 L 1007.035714 100.317699 L 1007.871429 101.151875 L 1007.035714 101.986051 L 1005.364286 101.986051 L 1004.528571 101.151875 L 1005.364286 100.317699 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce7457c51a)" d="M 1008.707143 103.654403 L 1009.542857 104.488579 L 1008.707143 105.322755 L 1007.871429 104.488579 L 1008.707143 103.654403 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce7457c51a)" d="M 1003.692857 106.991108 L 1004.528571 107.825284 L 1003.692857 108.65946 L 1002.857143 107.825284 L 1003.692857 106.991108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pce7457c51a)" d="M 1018.735714 81.965824 L 1019.571429 82.8 L 1018.735714 83.634176 L 1017.9 82.8 L 1018.735714 81.965824 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce7457c51a)" d="M 1020.407143 88.639233 L 1022.078571 88.639233 L 1023.75 88.639233 L 1024.585714 89.473409 L 1023.75 90.307585 L 1022.914286 91.141761 L 1022.078571 91.975937 L 1020.407143 91.975937 L 1019.571429 91.141761 L 1019.571429 89.473409 L 1020.407143 88.639233 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pce7457c51a)" d="M 1030.435714 38.98596 L 1032.107143 38.674984 L 1033.778571 39.54299 L 1035.45 40.128959 L 1037.121429 39.964358 L 1038.792857 38.933041 L 1040.464286 39.954689 L 1043.807143 40.66265 L 1045.478571 41.667159 L 1047.15 41.92537 L 1048.821429 42.394181 L 1049.203522 42.759546 L 1049.933988 44.427898 L 1050.492857 44.982625 L 1052.164286 45.305012 L 1053.835714 45.839949 L 1054.240621 46.09625 L 1055.507143 46.700434 L 1057.178571 47.005704 L 1058.221687 47.764603 L 1058.876197 49.432955 L 1060.521429 50.406773 L 1062.192857 50.710002 L 1062.584884 51.101307 L 1063.151044 52.769659 L 1063.864286 53.511726 L 1065.535714 53.795044 L 1068.878571 55.071995 L 1070.013587 56.106364 L 1070.55 56.919651 L 1072.221429 58.063015 L 1073.892857 58.591741 L 1075.564286 58.966108 L 1076.042126 59.443068 L 1076.353123 61.111421 L 1077.235714 61.578577 L 1078.907143 63.164384 L 1081.028289 64.448125 L 1082.25 64.954177 L 1082.942722 66.116477 L 1083.921429 67.176569 L 1084.878728 67.78483 L 1088.007296 71.121534 L 1089.486846 72.789886 L 1090.168332 74.458239 L 1090.607143 74.896242 L 1091.537893 76.126591 L 1092.629383 77.794943 L 1091.795484 79.463295 L 1092.949782 81.131648 L 1092.54871 82.8 L 1091.765392 84.468352 L 1091.197732 86.136705 L 1091.90097 87.805057 L 1092.278571 88.318413 L 1092.925122 89.473409 L 1093.436033 91.141761 L 1094.549888 92.810114 L 1094.727914 96.146818 L 1094.216677 97.81517 L 1094.709213 99.483523 L 1093.916882 101.151875 L 1091.804545 102.820227 L 1091.223334 104.488579 L 1090.607143 105.38257 L 1089.821627 106.156932 L 1088.935714 106.79347 L 1087.264286 106.991108 L 1085.592857 108.157449 L 1083.921429 107.347699 L 1082.25 106.931635 L 1080.578571 107.677328 L 1078.907143 107.140446 L 1075.564286 108.651598 L 1073.630957 109.493636 L 1072.221429 110.123214 L 1070.43494 111.161988 L 1068.878571 112.699509 L 1067.191377 112.830341 L 1065.535714 113.664517 L 1063.864286 114.276664 L 1063.581311 114.498693 L 1062.719981 116.167045 L 1063.203282 117.835397 L 1062.899277 119.50375 L 1062.192857 121.320796 L 1061.525321 122.840454 L 1060.767386 126.177159 L 1060.521429 126.434093 L 1058.85 127.07403 L 1058.077097 127.845511 L 1057.607006 129.513863 L 1057.178571 129.941509 L 1055.507143 130.435003 L 1052.164286 130.492062 L 1050.492857 131.703987 L 1048.821429 132.146786 L 1047.914595 132.850568 L 1047.15 134.133089 L 1046.683332 134.51892 L 1045.478571 135.058318 L 1043.807143 134.762044 L 1042.135714 135.421709 L 1040.464286 135.041292 L 1038.792857 134.257755 L 1036.908128 132.850568 L 1034.881061 131.182215 L 1034.346098 129.513863 L 1033.778571 128.947381 L 1030.435714 128.217165 L 1029.907346 127.845511 L 1028.764286 126.750539 L 1028.354606 126.177159 L 1027.092857 125.221218 L 1025.285354 124.508806 L 1023.75 123.805363 L 1022.078571 123.554238 L 1018.735714 122.087729 L 1017.798813 122.840454 L 1016.338575 126.177159 L 1016.075953 127.845511 L 1015.392857 128.835067 L 1013.721429 129.835563 L 1012.865105 131.182215 L 1012.467481 132.850568 L 1012.05 133.26728 L 1011.632519 132.850568 L 1010.378571 132.016391 L 1007.035714 132.016391 L 1005.364286 130.348039 L 1002.021429 130.348032 L 1000.35 128.679679 L 997.007143 128.679686 L 995.335714 127.011335 L 991.992857 127.011334 L 990.321429 125.342982 L 986.978571 125.342982 L 985.307143 123.674607 L 981.964286 123.672888 L 980.292857 122.006278 L 978.621429 121.992676 L 976.95 120.337926 L 975.232613 119.50375 L 974.423024 117.835397 L 973.607143 117.082167 L 971.935714 116.891127 L 970.136232 116.167045 L 968.592857 115.493282 L 966.921429 115.296836 L 966.053141 114.498693 L 965.25 112.675184 L 963.578571 111.879597 L 962.945497 111.161988 L 962.368806 109.493636 L 962.722153 107.825284 L 961.907143 105.98501 L 961.20622 104.488579 L 960.909869 102.820227 L 961.186707 101.151875 L 959.894688 99.483523 L 960.712563 97.81517 L 961.459374 94.478466 L 960.90404 92.810114 L 961.009951 91.141761 L 961.394176 89.473409 L 962.228609 87.805057 L 963.050005 84.468352 L 963.849325 82.8 L 964.268099 81.131648 L 964.509095 79.463295 L 963.692611 77.794943 L 965.127677 72.789886 L 964.414286 71.121534 L 964.904895 69.453182 L 965.25 69.082479 L 966.921429 68.214147 L 967.342969 67.78483 L 967.757143 66.116477 L 968.592857 64.824687 L 970.264286 63.756759 L 970.96146 62.779773 L 971.301951 61.111421 L 971.935714 60.478824 L 973.607143 60.218743 L 974.292177 59.443068 L 974.603489 56.106364 L 975.278571 55.324068 L 976.95 54.919737 L 977.452449 54.438012 L 979.710787 52.769659 L 980.292857 52.061418 L 982.291546 51.101307 L 983.635714 50.435378 L 985.851088 49.432955 L 986.978571 48.39346 L 987.390102 47.764603 L 989.017599 46.09625 L 990.321429 45.262074 L 991.992857 45.015908 L 993.664286 44.927229 L 995.335714 45.377587 L 997.007143 44.062257 L 998.678571 43.218661 L 999.23336 42.759546 L 1000.35 42.036876 L 1002.021429 42.140278 L 1003.692857 41.897124 L 1005.364286 40.804634 L 1007.035714 40.484733 L 1008.707143 40.455828 L 1010.378571 40.287629 L 1012.05 40.561835 L 1013.721429 41.335673 L 1015.392857 41.440085 L 1015.839045 41.091194 L 1017.064286 40.389386 L 1018.735714 39.610391 L 1020.407143 40.319454 L 1022.078571 40.54521 L 1023.75 39.829092 L 1027.092857 40.580303 L 1028.764286 40.01938 L 1030.435714 38.98596 L 1030.435714 38.98596 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 160.37838 L 968.428125 160.37838 L 968.428125 148.76463 L 936 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=34 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> </defs> <g style="fill:#ffffff;" transform="translate(936 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-33"/> <use x="206.591797" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p387b73fd6c)"> <image height="155.28" id="image3a6d5cf9ef" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p387b73fd6c)" d="M 841.564286 60.277245 L 842.4 61.111421 L 842.4 62.779773 L 843.235714 63.613949 L 844.907143 63.613949 L 846.578571 61.945597 L 847.414286 62.779773 L 847.414286 64.448125 L 848.25 65.282301 L 851.592857 65.282301 L 853.264286 66.950654 L 854.935714 66.950654 L 855.771429 67.78483 L 855.771429 69.453182 L 856.607143 70.287358 L 859.95 70.287358 L 861.621429 68.619006 L 863.292857 68.619006 L 864.964286 70.287358 L 868.307143 70.287358 L 869.978571 71.95571 L 871.65 71.95571 L 874.157143 74.458239 L 874.157143 76.126591 L 874.992857 76.960767 L 876.664286 75.292415 L 877.5 76.126591 L 877.5 77.794943 L 878.335714 78.629119 L 880.007143 76.960767 L 881.678571 76.960767 L 882.514286 77.794943 L 882.514286 79.463295 L 885.857143 82.8 L 882.514286 86.136705 L 884.185714 87.805057 L 883.35 88.639233 L 881.678571 88.639233 L 880.007143 86.970881 L 878.335714 86.970881 L 877.5 86.136705 L 877.5 82.8 L 876.664286 81.965824 L 873.321429 81.965824 L 872.485714 81.131648 L 872.485714 79.463295 L 871.65 78.629119 L 869.978571 78.629119 L 868.307143 76.960767 L 866.635714 76.960767 L 864.964286 75.292415 L 863.292857 75.292415 L 861.621429 76.960767 L 858.278571 73.624063 L 856.607143 73.624063 L 853.264286 70.287358 L 849.921429 70.287358 L 848.25 68.619006 L 846.578571 68.619006 L 844.907143 70.287358 L 841.564286 66.950654 L 839.892857 68.619006 L 838.221429 68.619006 L 836.55 66.950654 L 833.207143 70.287358 L 831.535714 68.619006 L 828.192857 68.619006 L 827.357143 69.453182 L 827.357143 71.121534 L 826.521429 71.95571 L 824.85 71.95571 L 821.507143 75.292415 L 819.835714 75.292415 L 819 76.126591 L 819 77.794943 L 815.657143 81.131648 L 815.657143 92.810114 L 814.821429 93.64429 L 813.985714 92.810114 L 813.985714 84.468352 L 812.314286 82.8 L 812.314286 81.131648 L 810.642857 79.463295 L 810.642857 77.794943 L 809.807143 76.960767 L 808.135714 76.960767 L 806.464286 78.629119 L 805.628571 77.794943 L 805.628571 72.789886 L 803.957143 71.121534 L 803.957143 69.453182 L 805.628571 67.78483 L 803.957143 66.116477 L 804.792857 65.282301 L 808.135714 65.282301 L 811.478571 61.945597 L 813.15 61.945597 L 813.985714 62.779773 L 813.985714 66.116477 L 814.821429 66.950654 L 816.492857 65.282301 L 818.164286 66.950654 L 819.835714 65.282301 L 821.507143 66.950654 L 822.342857 66.116477 L 822.342857 64.448125 L 823.178571 63.613949 L 824.85 63.613949 L 826.521429 65.282301 L 829.864286 65.282301 L 831.535714 63.613949 L 833.207143 63.613949 L 834.878571 61.945597 L 839.892857 61.945597 L 841.564286 60.277245 L 841.564286 60.277245 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 808.135714 68.619006 L 807.3 69.453182 L 808.135714 70.287358 L 808.971429 71.121534 L 808.971429 72.789886 L 809.807143 73.624063 L 810.642857 74.458239 L 811.478571 75.292415 L 813.15 75.292415 L 814.821429 75.292415 L 815.657143 74.458239 L 815.657143 72.789886 L 814.821429 71.95571 L 813.985714 71.121534 L 813.15 70.287358 L 812.314286 69.453182 L 811.478571 68.619006 L 809.807143 68.619006 L 808.135714 68.619006 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 828.192857 73.624063 L 829.028571 74.458239 L 829.864286 75.292415 L 830.7 76.126591 L 830.7 77.794943 L 830.7 79.463295 L 829.864286 80.297472 L 829.028571 81.131648 L 828.192857 81.965824 L 827.357143 82.8 L 826.521429 83.634176 L 824.85 83.634176 L 824.014286 84.468352 L 824.014286 86.136705 L 823.178571 86.970881 L 821.507143 86.970881 L 819.835714 86.970881 L 819 86.136705 L 819 84.468352 L 819.835714 83.634176 L 821.507143 83.634176 L 822.342857 82.8 L 823.178571 81.965824 L 824.014286 81.131648 L 823.178571 80.297472 L 822.342857 79.463295 L 822.342857 77.794943 L 823.178571 76.960767 L 824.85 76.960767 L 825.685714 76.126591 L 826.521429 75.292415 L 827.357143 74.458239 L 828.192857 73.624063 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 833.207143 73.624063 L 834.042857 74.458239 L 833.207143 75.292415 L 832.371429 74.458239 L 833.207143 73.624063 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 819.835714 80.297472 L 820.671429 81.131648 L 819.835714 81.965824 L 819 81.131648 L 819.835714 80.297472 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 841.564286 80.297472 L 842.4 81.131648 L 843.235714 81.965824 L 844.907143 81.965824 L 846.578571 81.965824 L 847.414286 82.8 L 848.25 83.634176 L 849.921429 83.634176 L 851.592857 83.634176 L 852.428571 84.468352 L 853.264286 85.302528 L 854.1 84.468352 L 854.935714 83.634176 L 855.771429 84.468352 L 855.771429 86.136705 L 854.935714 86.970881 L 854.1 87.805057 L 853.264286 88.639233 L 852.428571 87.805057 L 851.592857 86.970881 L 849.921429 86.970881 L 848.25 86.970881 L 847.414286 87.805057 L 848.25 88.639233 L 849.921429 88.639233 L 851.592857 88.639233 L 852.428571 89.473409 L 851.592857 90.307585 L 850.757143 91.141761 L 849.921429 91.975937 L 848.25 91.975937 L 847.414286 92.810114 L 847.414286 94.478466 L 846.578571 95.312642 L 844.907143 95.312642 L 843.235714 95.312642 L 842.4 96.146818 L 841.564286 96.980994 L 840.728571 97.81517 L 839.892857 98.649346 L 838.221429 98.649346 L 837.385714 97.81517 L 838.221429 96.980994 L 839.057143 96.146818 L 838.221429 95.312642 L 837.385714 94.478466 L 837.385714 92.810114 L 837.385714 91.141761 L 836.55 90.307585 L 835.714286 89.473409 L 836.55 88.639233 L 838.221429 88.639233 L 839.057143 89.473409 L 839.892857 90.307585 L 840.728571 89.473409 L 840.728571 87.805057 L 840.728571 86.136705 L 840.728571 84.468352 L 840.728571 82.8 L 840.728571 81.131648 L 841.564286 80.297472 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 886.692857 83.634176 L 887.528571 84.468352 L 887.528571 86.136705 L 886.692857 86.970881 L 885.857143 86.136705 L 885.857143 84.468352 L 886.692857 83.634176 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 794.764286 93.64429 L 795.6 94.478466 L 796.435714 95.312642 L 797.271429 96.146818 L 797.271429 97.81517 L 796.435714 98.649346 L 795.6 99.483523 L 794.764286 100.317699 L 793.092857 100.317699 L 792.257143 99.483523 L 792.257143 97.81517 L 793.092857 96.980994 L 793.928571 96.146818 L 793.928571 94.478466 L 794.764286 93.64429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 829.864286 93.64429 L 830.7 94.478466 L 829.864286 95.312642 L 829.028571 94.478466 L 829.864286 93.64429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 818.164286 95.312642 L 819 96.146818 L 819 97.81517 L 818.164286 98.649346 L 817.328571 97.81517 L 817.328571 96.146818 L 818.164286 95.312642 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 831.535714 95.312642 L 833.207143 95.312642 L 834.042857 96.146818 L 833.207143 96.980994 L 832.371429 97.81517 L 831.535714 98.649346 L 829.864286 98.649346 L 829.028571 97.81517 L 829.864286 96.980994 L 830.7 96.146818 L 831.535714 95.312642 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 819.835714 98.649346 L 820.671429 99.483523 L 819.835714 100.317699 L 819 99.483523 L 819.835714 98.649346 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 796.435714 100.317699 L 797.271429 101.151875 L 797.271429 102.820227 L 796.435714 103.654403 L 795.6 102.820227 L 795.6 101.151875 L 796.435714 100.317699 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p387b73fd6c)" d="M 843.235714 73.624063 L 844.907143 73.624063 L 846.578571 73.624063 L 848.25 73.624063 L 849.921429 73.624063 L 850.757143 74.458239 L 849.921429 75.292415 L 848.25 75.292415 L 846.578571 75.292415 L 844.907143 75.292415 L 843.235714 75.292415 L 842.4 74.458239 L 843.235714 73.624063 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 803.121429 93.64429 L 804.792857 93.64429 L 806.464286 93.64429 L 807.3 94.478466 L 806.464286 95.312642 L 805.628571 96.146818 L 804.792857 96.980994 L 803.121429 96.980994 L 802.285714 96.146818 L 802.285714 94.478466 L 803.121429 93.64429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 811.478571 95.312642 L 812.314286 96.146818 L 812.314286 97.81517 L 811.478571 98.649346 L 810.642857 97.81517 L 810.642857 96.146818 L 811.478571 95.312642 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 828.192857 100.317699 L 829.028571 101.151875 L 829.028571 102.820227 L 828.192857 103.654403 L 827.357143 102.820227 L 827.357143 101.151875 L 828.192857 100.317699 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p387b73fd6c)" d="M 801.45 103.654403 L 802.285714 104.488579 L 801.45 105.322755 L 800.614286 104.488579 L 801.45 103.654403 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p387b73fd6c)" d="M 833.207143 29.129034 L 834.878571 28.394903 L 838.221429 28.957842 L 838.677153 29.412728 L 839.197661 31.08108 L 839.892857 31.747028 L 841.564286 31.943846 L 843.235714 30.78221 L 844.907143 31.617567 L 846.578571 31.981198 L 848.25 32.868209 L 849.013164 34.417785 L 849.921429 35.12424 L 851.592857 35.264484 L 853.264286 35.79965 L 853.709482 36.086137 L 854.935714 36.692543 L 856.607143 36.977049 L 858.546302 37.754489 L 859.95 38.364344 L 861.621429 40.492357 L 864.964286 41.902184 L 866.635714 42.163899 L 868.307143 43.096454 L 869.978571 43.585147 L 871.65 43.874922 L 873.321429 44.839769 L 876.664286 45.629405 L 878.335714 45.272706 L 880.007143 45.247 L 881.678571 45.559828 L 882.240205 46.09625 L 882.901105 47.764603 L 883.35 48.212672 L 885.021429 48.776445 L 886.692857 49.139716 L 887.156293 49.432955 L 888.364286 50.542823 L 888.729607 51.101307 L 890.035714 51.975605 L 891.707143 52.474809 L 892.013415 52.769659 L 892.662609 54.438012 L 893.378571 55.152657 L 895.05 55.346151 L 896.256016 56.106364 L 897.174707 57.774716 L 898.392857 58.608892 L 899.241855 59.443068 L 900.585972 61.111421 L 901.005632 62.779773 L 901.735714 63.462657 L 903.407143 64.81233 L 904.214691 66.116477 L 904.798613 67.78483 L 905.078571 68.064273 L 906.75 68.544329 L 908.421429 69.836339 L 909.259432 71.121534 L 909.687157 72.789886 L 910.092857 73.206025 L 910.913472 74.458239 L 911.198818 76.126591 L 912.290106 77.794943 L 912.351192 79.463295 L 912.75992 81.131648 L 912.881787 82.8 L 912.378627 84.468352 L 912.546323 86.136705 L 914.304612 87.805057 L 914.220651 89.473409 L 913.435714 91.604577 L 912.904307 92.810114 L 912.030613 94.478466 L 910.092857 96.303473 L 908.421429 97.171311 L 905.588584 99.483523 L 904.783541 101.151875 L 904.301935 102.820227 L 903.407143 103.827681 L 901.735714 104.947823 L 900.064286 105.379737 L 898.392857 106.468069 L 896.721429 107.019001 L 895.05 108.247997 L 893.378571 108.824158 L 891.707143 109.039491 L 888.364286 110.033938 L 886.692857 109.854097 L 885.021429 110.327812 L 883.759667 111.161988 L 883.35 111.570902 L 881.678571 110.700189 L 880.007143 111.680873 L 878.335714 111.895146 L 876.664286 110.803675 L 874.992857 110.856461 L 874.547316 111.161988 L 873.815064 112.830341 L 873.321429 113.278243 L 871.65 113.680537 L 869.978571 114.559642 L 870.943882 117.835397 L 872.10556 119.50375 L 871.211944 121.172102 L 869.978571 122.485234 L 869.470414 122.840454 L 868.644414 124.508806 L 868.307143 124.918383 L 866.635714 125.140505 L 864.964286 125.108822 L 863.292857 125.692929 L 862.747191 126.177159 L 861.621429 126.990539 L 859.95 126.418805 L 858.761593 127.845511 L 857.842613 129.513863 L 857.442857 131.182215 L 856.607143 132.160718 L 854.935714 131.89767 L 853.264286 132.319803 L 851.592857 132.271188 L 848.25 131.36203 L 848.050705 131.182215 L 847.414286 129.513863 L 847.652199 127.845511 L 846.578571 127.011335 L 844.907143 126.765041 L 843.235714 125.742114 L 839.892857 127.042259 L 839.079413 127.845511 L 838.932754 129.513863 L 838.221429 130.447423 L 836.55 131.40681 L 834.878571 132.016391 L 833.207143 133.200535 L 831.535714 133.722267 L 829.864286 134.471461 L 828.192857 133.684744 L 824.85 133.684744 L 823.178571 132.016348 L 819.835714 132.016344 L 818.164286 130.348038 L 814.821429 130.348039 L 813.15 128.679687 L 811.478571 128.679687 L 809.807143 127.011335 L 806.464286 127.011335 L 804.792857 125.342982 L 801.45 125.342982 L 799.778571 123.67463 L 796.435714 123.67463 L 794.764286 122.006275 L 791.421429 122.006186 L 789.75 120.337593 L 786.407143 120.337926 L 784.735714 118.669573 L 783.064286 118.479777 L 782.418717 117.835397 L 782.627191 116.167045 L 781.392857 115.332869 L 779.721429 115.02087 L 778.05 114.237499 L 777.197818 112.830341 L 776.378571 112.012602 L 774.707143 111.146454 L 773.989681 109.493636 L 773.4827 107.825284 L 773.035714 107.358898 L 772.225487 106.156932 L 771.634915 104.488579 L 771.364286 104.150794 L 770.578761 102.820227 L 770.539665 99.483523 L 768.801239 96.146818 L 769.149021 94.478466 L 768.440247 92.810114 L 769.131147 89.473409 L 770.02294 87.805057 L 770.840513 84.468352 L 771.774812 82.8 L 772.165163 81.131648 L 770.896873 79.463295 L 771.69088 77.794943 L 772.527443 74.458239 L 773.422784 72.789886 L 773.845729 71.121534 L 774.707143 69.294186 L 776.378571 68.759488 L 777.15574 67.78483 L 777.214286 66.116477 L 777.725805 64.448125 L 778.05 64.006043 L 778.719068 62.779773 L 779.003546 61.111421 L 779.721429 59.020308 L 780.276425 57.774716 L 782.393998 56.106364 L 783.064286 54.778964 L 783.376947 54.438012 L 784.735714 53.528431 L 785.377586 52.769659 L 785.724004 51.101307 L 786.407143 50.18561 L 788.078571 49.055793 L 789.013301 47.764603 L 789.75 46.94025 L 791.421429 45.47417 L 793.092857 45.086191 L 793.752364 44.427898 L 795.202796 42.759546 L 796.435714 41.78449 L 798.107143 41.508945 L 799.778571 40.517621 L 800.614286 39.422841 L 801.45 38.082285 L 801.943764 37.754489 L 803.121429 37.13992 L 804.792857 36.867356 L 806.464286 35.471234 L 808.135714 34.958274 L 814.821429 31.809628 L 816.492857 32.020079 L 818.164286 31.580919 L 819.835714 30.452447 L 821.507143 30.290045 L 823.178571 30.319765 L 824.85 29.963009 L 826.521429 30.257363 L 828.192857 30.890449 L 829.864286 30.741042 L 831.535714 30.219019 L 833.207143 29.129034 L 833.207143 29.129034 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 160.37838 L 781.228125 160.37838 L 781.228125 148.76463 L 748.8 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=17 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p0334ab452c)"> <image height="155.28" id="image48c73dc357" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p0334ab452c)" d="M 657.707143 71.95571 L 659.378571 71.95571 L 660.214286 72.789886 L 659.378571 73.624063 L 657.707143 73.624063 L 656.871429 72.789886 L 657.707143 71.95571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 662.721429 71.95571 L 664.392857 71.95571 L 665.228571 72.789886 L 664.392857 73.624063 L 662.721429 73.624063 L 661.885714 72.789886 L 662.721429 71.95571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 667.735714 73.624063 L 668.571429 74.458239 L 667.735714 75.292415 L 666.9 74.458239 L 667.735714 73.624063 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 642.664286 75.292415 L 643.5 76.126591 L 642.664286 76.960767 L 641.828571 76.126591 L 642.664286 75.292415 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 637.65 76.960767 L 639.321429 76.960767 L 640.992857 76.960767 L 641.828571 77.794943 L 641.828571 79.463295 L 640.992857 80.297472 L 639.321429 80.297472 L 638.485714 81.131648 L 637.65 81.965824 L 636.814286 82.8 L 636.814286 84.468352 L 636.814286 86.136705 L 636.814286 87.805057 L 635.978571 88.639233 L 635.142857 89.473409 L 634.307143 90.307585 L 632.635714 90.307585 L 631.8 89.473409 L 631.8 87.805057 L 631.8 86.136705 L 631.8 84.468352 L 631.8 82.8 L 632.635714 81.965824 L 633.471429 81.131648 L 634.307143 80.297472 L 635.142857 79.463295 L 635.978571 78.629119 L 636.814286 77.794943 L 637.65 76.960767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 652.692857 76.960767 L 653.528571 77.794943 L 652.692857 78.629119 L 651.857143 77.794943 L 652.692857 76.960767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 656.035714 76.960767 L 657.707143 76.960767 L 659.378571 76.960767 L 660.214286 77.794943 L 661.05 78.629119 L 661.885714 77.794943 L 662.721429 76.960767 L 663.557143 77.794943 L 664.392857 78.629119 L 666.064286 78.629119 L 666.9 79.463295 L 666.064286 80.297472 L 665.228571 81.131648 L 664.392857 81.965824 L 662.721429 81.965824 L 661.885714 81.131648 L 661.05 80.297472 L 659.378571 80.297472 L 657.707143 80.297472 L 656.871429 79.463295 L 656.035714 78.629119 L 655.2 77.794943 L 656.035714 76.960767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 679.435714 80.297472 L 680.271429 81.131648 L 681.107143 81.965824 L 681.942857 82.8 L 681.107143 83.634176 L 679.435714 83.634176 L 678.6 82.8 L 678.6 81.131648 L 679.435714 80.297472 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 647.678571 81.965824 L 648.514286 82.8 L 649.35 83.634176 L 651.021429 83.634176 L 651.857143 84.468352 L 651.021429 85.302528 L 649.35 85.302528 L 647.678571 85.302528 L 646.842857 84.468352 L 646.842857 82.8 L 647.678571 81.965824 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 640.992857 83.634176 L 642.664286 83.634176 L 644.335714 83.634176 L 645.171429 84.468352 L 645.171429 86.136705 L 644.335714 86.970881 L 642.664286 86.970881 L 640.992857 86.970881 L 640.157143 86.136705 L 640.157143 84.468352 L 640.992857 83.634176 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 639.321429 88.639233 L 640.992857 88.639233 L 642.664286 88.639233 L 644.335714 88.639233 L 646.007143 88.639233 L 646.842857 89.473409 L 646.007143 90.307585 L 645.171429 91.141761 L 644.335714 91.975937 L 643.5 92.810114 L 642.664286 93.64429 L 640.992857 93.64429 L 639.321429 93.64429 L 638.485714 94.478466 L 637.65 95.312642 L 636.814286 96.146818 L 636.814286 97.81517 L 636.814286 99.483523 L 636.814286 101.151875 L 635.978571 101.986051 L 635.142857 102.820227 L 634.307143 103.654403 L 632.635714 103.654403 L 631.8 104.488579 L 630.964286 105.322755 L 630.128571 104.488579 L 630.128571 102.820227 L 629.292857 101.986051 L 627.621429 101.986051 L 626.785714 101.151875 L 625.95 100.317699 L 625.114286 99.483523 L 625.95 98.649346 L 626.785714 97.81517 L 627.621429 96.980994 L 629.292857 96.980994 L 630.128571 96.146818 L 629.292857 95.312642 L 628.457143 94.478466 L 629.292857 93.64429 L 630.964286 93.64429 L 631.8 94.478466 L 632.635714 95.312642 L 633.471429 94.478466 L 634.307143 93.64429 L 635.142857 92.810114 L 635.978571 91.975937 L 636.814286 91.141761 L 637.65 90.307585 L 638.485714 89.473409 L 639.321429 88.639233 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 622.607143 93.64429 L 624.278571 93.64429 L 625.95 93.64429 L 626.785714 94.478466 L 625.95 95.312642 L 624.278571 95.312642 L 623.442857 96.146818 L 623.442857 97.81517 L 622.607143 98.649346 L 620.935714 98.649346 L 620.1 97.81517 L 619.264286 96.980994 L 618.428571 96.146818 L 619.264286 95.312642 L 620.935714 95.312642 L 621.771429 94.478466 L 622.607143 93.64429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 614.25 100.317699 L 615.085714 101.151875 L 614.25 101.986051 L 613.414286 101.151875 L 614.25 100.317699 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p0334ab452c)" d="M 644.335714 63.613949 L 646.007143 63.613949 L 647.678571 63.613949 L 649.35 63.613949 L 650.185714 64.448125 L 649.35 65.282301 L 648.514286 66.116477 L 647.678571 66.950654 L 646.007143 66.950654 L 645.171429 66.116477 L 644.335714 65.282301 L 643.5 64.448125 L 644.335714 63.613949 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 654.364286 63.613949 L 655.2 64.448125 L 655.2 66.116477 L 656.035714 66.950654 L 657.707143 66.950654 L 658.542857 67.78483 L 657.707143 68.619006 L 656.035714 68.619006 L 654.364286 68.619006 L 653.528571 67.78483 L 652.692857 66.950654 L 651.857143 67.78483 L 651.021429 68.619006 L 650.185714 67.78483 L 650.185714 66.116477 L 651.021429 65.282301 L 652.692857 65.282301 L 653.528571 64.448125 L 654.364286 63.613949 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 644.335714 66.950654 L 645.171429 67.78483 L 645.171429 69.453182 L 645.171429 71.121534 L 644.335714 71.95571 L 642.664286 71.95571 L 640.992857 71.95571 L 639.321429 71.95571 L 638.485714 71.121534 L 639.321429 70.287358 L 640.157143 69.453182 L 640.992857 68.619006 L 642.664286 68.619006 L 643.5 67.78483 L 644.335714 66.950654 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 662.721429 66.950654 L 663.557143 67.78483 L 663.557143 69.453182 L 664.392857 70.287358 L 666.064286 70.287358 L 667.735714 70.287358 L 668.571429 71.121534 L 669.407143 71.95571 L 671.078571 71.95571 L 672.75 71.95571 L 674.421429 71.95571 L 675.257143 72.789886 L 675.257143 74.458239 L 676.092857 75.292415 L 677.764286 75.292415 L 678.6 76.126591 L 679.435714 76.960767 L 680.271429 77.794943 L 680.271429 79.463295 L 681.107143 80.297472 L 681.942857 81.131648 L 681.107143 81.965824 L 679.435714 81.965824 L 678.6 81.131648 L 677.764286 80.297472 L 676.928571 79.463295 L 676.092857 78.629119 L 675.257143 77.794943 L 674.421429 76.960767 L 673.585714 76.126591 L 672.75 75.292415 L 671.078571 75.292415 L 669.407143 75.292415 L 668.571429 74.458239 L 667.735714 73.624063 L 666.064286 73.624063 L 664.392857 73.624063 L 663.557143 72.789886 L 662.721429 71.95571 L 661.885714 71.121534 L 661.05 70.287358 L 659.378571 70.287358 L 658.542857 69.453182 L 659.378571 68.619006 L 661.05 68.619006 L 661.885714 67.78483 L 662.721429 66.950654 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 649.35 68.619006 L 650.185714 69.453182 L 649.35 70.287358 L 648.514286 69.453182 L 649.35 68.619006 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 632.635714 71.95571 L 634.307143 71.95571 L 635.978571 71.95571 L 637.65 71.95571 L 638.485714 72.789886 L 637.65 73.624063 L 636.814286 74.458239 L 635.978571 75.292415 L 634.307143 75.292415 L 633.471429 74.458239 L 632.635714 73.624063 L 631.8 72.789886 L 632.635714 71.95571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 679.435714 73.624063 L 680.271429 74.458239 L 679.435714 75.292415 L 678.6 74.458239 L 679.435714 73.624063 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 684.45 76.960767 L 686.121429 76.960767 L 686.957143 77.794943 L 687.792857 78.629119 L 689.464286 78.629119 L 690.3 79.463295 L 690.3 81.131648 L 690.3 82.8 L 689.464286 83.634176 L 688.628571 82.8 L 688.628571 81.131648 L 687.792857 80.297472 L 686.121429 80.297472 L 685.285714 79.463295 L 684.45 78.629119 L 683.614286 77.794943 L 684.45 76.960767 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 617.592857 80.297472 L 619.264286 80.297472 L 620.1 81.131648 L 620.935714 81.965824 L 622.607143 81.965824 L 623.442857 81.131648 L 624.278571 80.297472 L 625.114286 81.131648 L 625.95 81.965824 L 626.785714 82.8 L 626.785714 84.468352 L 625.95 85.302528 L 625.114286 86.136705 L 625.95 86.970881 L 627.621429 86.970881 L 629.292857 86.970881 L 630.128571 87.805057 L 630.128571 89.473409 L 629.292857 90.307585 L 628.457143 91.141761 L 627.621429 91.975937 L 625.95 91.975937 L 625.114286 92.810114 L 624.278571 93.64429 L 622.607143 93.64429 L 621.771429 92.810114 L 621.771429 91.141761 L 620.935714 90.307585 L 620.1 89.473409 L 620.1 87.805057 L 620.935714 86.970881 L 621.771429 87.805057 L 622.607143 88.639233 L 623.442857 87.805057 L 623.442857 86.136705 L 622.607143 85.302528 L 620.935714 85.302528 L 619.264286 85.302528 L 618.428571 84.468352 L 617.592857 83.634176 L 616.757143 82.8 L 616.757143 81.131648 L 617.592857 80.297472 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 649.35 80.297472 L 650.185714 81.131648 L 651.021429 81.965824 L 651.857143 82.8 L 652.692857 83.634176 L 654.364286 83.634176 L 656.035714 83.634176 L 657.707143 83.634176 L 658.542857 84.468352 L 657.707143 85.302528 L 656.035714 85.302528 L 655.2 86.136705 L 654.364286 86.970881 L 652.692857 86.970881 L 651.021429 86.970881 L 650.185714 87.805057 L 649.35 88.639233 L 647.678571 88.639233 L 646.842857 89.473409 L 647.678571 90.307585 L 649.35 90.307585 L 650.185714 91.141761 L 649.35 91.975937 L 647.678571 91.975937 L 646.842857 92.810114 L 646.007143 93.64429 L 645.171429 94.478466 L 644.335714 95.312642 L 642.664286 95.312642 L 641.828571 96.146818 L 641.828571 97.81517 L 640.992857 98.649346 L 639.321429 98.649346 L 638.485714 99.483523 L 637.65 100.317699 L 636.814286 101.151875 L 635.978571 101.986051 L 635.142857 102.820227 L 634.307143 103.654403 L 632.635714 103.654403 L 631.8 102.820227 L 631.8 101.151875 L 631.8 99.483523 L 631.8 97.81517 L 630.964286 96.980994 L 630.128571 96.146818 L 629.292857 95.312642 L 628.457143 94.478466 L 628.457143 92.810114 L 629.292857 91.975937 L 630.964286 91.975937 L 631.8 92.810114 L 632.635714 93.64429 L 634.307143 93.64429 L 635.142857 92.810114 L 635.978571 91.975937 L 637.65 91.975937 L 638.485714 91.141761 L 639.321429 90.307585 L 640.157143 89.473409 L 640.992857 88.639233 L 642.664286 88.639233 L 643.5 87.805057 L 644.335714 86.970881 L 645.171429 86.136705 L 644.335714 85.302528 L 643.5 86.136705 L 642.664286 86.970881 L 641.828571 86.136705 L 640.992857 85.302528 L 640.157143 84.468352 L 640.992857 83.634176 L 642.664286 83.634176 L 643.5 82.8 L 644.335714 81.965824 L 646.007143 81.965824 L 647.678571 81.965824 L 648.514286 81.131648 L 649.35 80.297472 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 692.807143 80.297472 L 693.642857 81.131648 L 693.642857 82.8 L 692.807143 83.634176 L 691.971429 82.8 L 691.971429 81.131648 L 692.807143 80.297472 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 682.778571 81.965824 L 684.45 81.965824 L 685.285714 82.8 L 684.45 83.634176 L 682.778571 83.634176 L 681.942857 82.8 L 682.778571 81.965824 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 624.278571 95.312642 L 625.95 95.312642 L 626.785714 96.146818 L 625.95 96.980994 L 624.278571 96.980994 L 623.442857 96.146818 L 624.278571 95.312642 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0334ab452c)" d="M 627.621429 105.322755 L 629.292857 105.322755 L 630.964286 105.322755 L 631.8 106.156932 L 630.964286 106.991108 L 629.292857 106.991108 L 627.621429 106.991108 L 626.785714 106.156932 L 627.621429 105.322755 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p0334ab452c)" d="M 646.007143 28.652546 L 647.678571 29.499249 L 649.35 30.144222 L 651.021429 30.444445 L 652.692857 31.39394 L 654.364286 31.891192 L 657.707143 32.636216 L 659.378571 31.800769 L 661.05 32.123349 L 662.721429 31.598054 L 664.392857 31.870868 L 666.064286 32.285039 L 667.735714 33.162408 L 669.407143 33.77584 L 671.078571 35.617474 L 672.75 36.427244 L 676.092857 37.227428 L 677.764286 38.114908 L 681.107143 38.952514 L 682.778571 39.879124 L 686.121429 40.682586 L 687.792857 40.163202 L 689.464286 40.349589 L 691.338523 41.091194 L 692.807143 41.737886 L 694.478571 42.09019 L 695.147855 42.759546 L 696.15 44.228054 L 696.506718 44.427898 L 697.821429 44.985169 L 699.492857 45.262074 L 700.63774 46.09625 L 701.164286 47.236124 L 701.532722 47.764603 L 702.835714 48.481836 L 704.507143 50.506285 L 707.85 51.860905 L 709.114402 52.769659 L 709.521429 53.430202 L 710.519116 54.438012 L 711.192857 54.853543 L 712.028571 56.106364 L 712.864286 56.94054 L 714.317558 57.774716 L 714.535714 58.099115 L 715.176611 59.443068 L 715.583762 61.111421 L 716.207143 61.733654 L 717.878571 62.163305 L 718.496176 62.779773 L 719.086351 64.448125 L 719.55 64.83824 L 721.221429 66.648483 L 722.027302 67.78483 L 722.636525 69.453182 L 722.892857 69.795745 L 723.581701 71.121534 L 723.968377 72.789886 L 725.291136 74.458239 L 725.499998 76.126591 L 725.403012 77.794943 L 725.81644 79.463295 L 725.80658 81.131648 L 724.564286 84.121294 L 724.331336 84.468352 L 723.787973 86.136705 L 722.892857 86.722529 L 722.057143 87.805057 L 721.812731 89.473409 L 720.84565 91.141761 L 720.385714 92.810114 L 720.140947 94.478466 L 720.546482 96.146818 L 720.510556 97.81517 L 720.176505 99.483523 L 721.078608 101.151875 L 720.519454 102.820227 L 720.237146 104.488579 L 719.55 105.90995 L 719.302981 106.156932 L 717.878571 106.843614 L 717.042857 107.825284 L 716.207143 109.050228 L 714.535714 108.65946 L 712.864286 109.260712 L 711.192857 109.448375 L 709.521429 108.65946 L 706.178571 109.430991 L 704.507143 109.176483 L 704.154589 109.493636 L 702.835714 110.256024 L 701.164286 109.755297 L 699.492857 110.494176 L 697.821429 110.2556 L 695.893527 109.493636 L 694.478571 108.829014 L 692.807143 108.494568 L 689.464286 107.121939 L 687.792857 106.780764 L 686.121429 106.595694 L 684.45 107.146116 L 682.778571 106.421038 L 682.513978 106.156932 L 681.55135 104.488579 L 681.107143 104.125192 L 677.764286 103.396049 L 676.092857 102.525201 L 674.421429 102.0323 L 672.75 101.692832 L 671.078571 100.740625 L 670.560613 101.151875 L 669.365631 102.820227 L 668.716834 104.488579 L 668.40074 106.156932 L 667.010589 109.493636 L 666.700975 111.161988 L 665.343259 114.498693 L 664.392857 115.708651 L 663.70044 116.167045 L 662.721429 117.107511 L 662.188413 117.835397 L 661.05 118.618897 L 660.182306 119.50375 L 661.390966 121.172102 L 660.622691 122.840454 L 659.772652 126.177159 L 658.901235 127.845511 L 659.378571 128.35106 L 660.179216 129.513863 L 660.801273 131.182215 L 660.7989 132.850568 L 660.264007 134.51892 L 659.378571 135.408209 L 657.707143 136.470855 L 656.035714 137.049157 L 654.364286 137.489571 L 653.997558 137.855624 L 652.692857 138.6898 L 651.021429 137.015574 L 649.35 137.021448 L 647.678571 135.353096 L 644.335714 135.353007 L 642.664286 133.684741 L 639.321429 133.684744 L 637.65 132.016391 L 634.307143 132.016391 L 632.635714 130.348039 L 629.292857 130.348039 L 627.621429 128.679687 L 624.278571 128.679687 L 622.607143 127.011335 L 619.264286 127.011335 L 617.592857 125.342982 L 614.25 125.342982 L 612.578571 123.67463 L 609.235714 123.674511 L 607.564286 122.006278 L 604.221429 122.006278 L 602.55 120.337926 L 600.878571 120.319608 L 600.05545 119.50375 L 598.712292 117.835397 L 597.535714 116.43474 L 595.864286 115.6443 L 594.192857 115.291977 L 592.521429 114.67937 L 590.85 115.225423 L 589.178571 115.332869 L 588.184629 114.498693 L 587.507143 113.18134 L 587.123038 112.830341 L 585.835714 112.173114 L 585.027439 111.161988 L 584.413434 109.493636 L 584.164286 109.22184 L 583.372511 107.825284 L 582.895131 106.156932 L 581.962606 104.488579 L 582.492857 102.7178 L 581.657143 101.151875 L 580.821429 99.933553 L 580.370568 99.483523 L 581.264783 97.81517 L 580.821429 97.25861 L 580.100216 96.146818 L 580.135285 94.478466 L 581.18065 92.810114 L 581.483575 91.141761 L 581.930814 89.473409 L 581.43081 87.805057 L 581.549383 86.136705 L 581.810581 84.468352 L 583.249838 81.131648 L 583.62868 79.463295 L 584.634382 76.126591 L 585.598548 72.789886 L 585.835714 72.560501 L 586.63929 71.121534 L 587.05395 69.453182 L 588.133287 67.78483 L 589.713447 66.116477 L 589.978547 64.448125 L 591.114565 62.779773 L 594.192857 59.37164 L 594.887272 57.774716 L 595.160118 56.106364 L 595.864286 54.830787 L 596.244936 54.438012 L 597.409612 52.769659 L 597.692648 51.101307 L 600.620843 47.764603 L 600.878571 46.995316 L 601.314811 46.09625 L 604.221429 44.46734 L 604.256386 44.427898 L 605.892857 43.497731 L 607.564286 43.040458 L 607.868788 42.759546 L 609.296938 41.091194 L 613.861068 37.754489 L 614.25 37.136043 L 615.921429 35.812266 L 617.592857 35.123993 L 619.264286 35.463808 L 620.935714 34.772457 L 622.607143 35.251961 L 623.80102 34.417785 L 624.278571 33.539544 L 624.922673 32.749432 L 625.95 32.141045 L 627.621429 31.611892 L 629.292857 31.968434 L 630.964286 31.022948 L 632.635714 30.397398 L 634.307143 30.20283 L 635.978571 30.707982 L 637.65 30.607716 L 639.321429 30.188943 L 640.992857 30.498091 L 642.664286 31.529528 L 644.335714 31.398484 L 644.653704 31.08108 L 645.223073 29.412728 L 646.007143 28.652546 L 646.007143 28.652546 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 160.37838 L 586.393125 160.37838 L 586.393125 148.76463 L 561.6 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=0 --> <g style="fill:#ffffff;" transform="translate(561.6 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pfa065faf21)"> <image height="155.28" id="imagee2147c3b27" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="374" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAKHCAYAAAAsf8/UAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3EuMX3d9Pv6vie8ee2Y8vsWOExziJE24VkEtKhItm6oSqgSbLrqouu+u3XTdbip1U1VqN5VQ6QaxoOpFVEWiQCmXgAIhpITEieM4tmfG9nhmfBnfkvDf/qq/nwf44DGx/Xot59E533P5nPP1O1/l2TCZTH46AQAAuIX3/KoPAAAAePcyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABBt/FUfAAAA42ZnZ2O2vLx8B4+Ee5VfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRWFQDgDtm8eXPMNmzYELNNmzbF7MaNG7/UMcHP4hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUFALiFVmXaKlA3bhz759U777wTs1ad+p73+O+/rC8rDAAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARBsmk8lPf9UHAQDwy9i+ffvQdq3K9ObNmzF74IEHbvvntaxVvDY//Wn+Z16raoX/l18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAtPFXfQAAwP3lwIEDMXv77bdve/bWW28NbdcqSdt2zYYNG2L2nvfk/47bjqXVsW7c6J96/PL8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAAKINk8kk93QBAPe1Vsu5bdu2mLUa0Bs3bsSsVYs27fNa1mpOR/fZKlfb+Y1WoD7wwANDx3Lt2rWhz+P+4xcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUFgHvE1NRUzN55552h7K233opZqyRt9aFtu6ZVmbZK0lYt2vbZrkvTzm/Tpk0xGz3OljXtOK9fvz60T+5NfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAABR7iADANbVtm3bbvn3Vkna6kNv3LgRs/WoDx3dZ6sWbTWu7bq0StJ2XZoHHnhgaLvm5s2bMRutRx29f20twf/LLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACDSpwUAv6Qnn3wyZteuXYtZqrVs21y5cuUX3t9kMl4tOqpVfY5Wi7Z9jlbRjlaZNm2fGzZsGMpabWw797bP9aiN5d7kFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVQXgvvLHf/zHMWt1pisrKzFbXFyM2cWLF2O2trZ2y79funQpbjNaO9qy0drRts+m1YC2rFWLtmNp1aLt8956662hfY4aPYd2j9r5NY8//njMXnnllaF9cvfyCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqgLwrvWhD30oZg899FDMNm/eHLNjx47FbHl5OWbnz5+P2YULF2K2adOmmKXKy1aTOVpz2qpT16MetWmf16pTR6tM2zVr1amjRu9fu54PPPBAzNo1a/d9y5YtMdu6dWvMuP/4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBISxIAt8X73//+mC0tLcWstdTcvHkzZq+99lrMFhcXY3blypWYtUaZ69evD23XWpLa+SWtLadlo9e5NRO1Vp/RRqPRNqDWPtSOpW3XrMd1GW3AavtsWVu3N27ciBn3H78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAaMNkMhnrEwPgrrV79+6YtVrLLVu2xGxtbS1mo7Wdzeg+R2s7Wy3paI1mOodWr9mOv31WO7dRreqzZa3Os2WjtaOj2jUbXbdtrTTrUVO7efPmmO3YsSNmDz74YMyee+65n+/AuKv4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAES5uwyAd4WpqamYtZrTVjPZKkJv3LgRs+vXr8ds+/btMdu3b1/M5ufnY7Z169aYbdq0KWajFaitgrJpn9fqMNP9a9u0+zNaNduyVmXatGvZ7t1o7W07ztHt2nVp62i0/nX0Pozeo3Zdrl69GrPV1dWhz+Pu5RcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQbZhMJmNdXAD8/zz99NMxa5WkzZUrV2I2WovYqh137twZs/e9730x+63f+q2YtVrVF154IWbf//73Y3b69OmYtWrOjRtzo/ja2lrM2v1rnzdSedm2Ga1wHa2Tbftsx9LWWDuW9nmjVcHrUZ26HlW0zeg5tKzV227btm0om56ejtn//u//xox3N78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAKHfLAdzj/u7v/i5mx44di9mlS5di9tJLL8WsVaBevHgxZteuXYvZ5cuXY3bz5s2YjdaOtnrUhx56KGYnT56M2auvvhqz1dXVmG3fvj1m7Vq3+s0bN27ErF3PUek42/GP1mS2bLTKdMuWLTFr59Cuc9uuaefQ1vToua9HzWnT1m07v6Zd65a1d1J7t3D38gsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACINkwmk9wLBvAu8dd//dcxa5WkCwsLMWs1k227PXv2xOyNN96I2RNPPDG0z1bf+JWvfCVmP/jBD2LWKhqbHTt2xGy0hrHVo87MzMSsVa62z2tVmc1oVWa71ilrxzhay9m0NTZaH9rc6erNdg7veU/+b6ftPoyuo3buo5Wy7Rxatnnz5qGs3ff2jmjvR97d/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitarAuviTP/mTmM3Ozt7y76M1hVu2bInZ8vJyzA4cOBCzV199dehYdu3aFbPDhw8PHcu5c+di9txzz8XsO9/5Tszm5+djtra2FrPRGs2pqamY3bhxY2ifrSqzabWWGzdujFlbn606tVVljpxDO/7r16//wvv7WfscrRYdXSujNa6j9aijxzK6/tajFrdVoG7bti1mrVp6tPq2bdeu2alTp4Y+jzvDLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACDK/XHAfePTn/50zLZv3x6z0Sq/nTt33vLvV69ejdu0rFUmtmNcWFiI2Wi1Y6spPH36dMxajeuhQ4di9tRTT8Xs5s2bMfvGN74Rs8uXL8esXc9WSdqqU1sd5tatW2PW6nRbtWOrOW3rrFWWjq7BtM7aZ7UK19Ha0Za1Z6Ft14xWza5HJemodu7tONtaaftsa7rVObd3cbsPo8fSjNbb8qvnFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVYW7zB/90R/FrFVCjlagthq8S5cuxazVsabPa5/VqiRbBWWrDWzH2LL2eS1r92DHjh0xm56ejtnBgweH9vnaa6/F7OTJkzFra6zVnB44cCBmqWZ3Munn0O7ttWvXhrJWF9lqJtt9b593u2smR6s+27VsWTv+9nnrkbXjbNo+W8XraN1s+7y2/qampmLW3hHtWFoVcstGz69VPfPu5hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVWFdfTnf/7nMWtVi60ib21tLWYLCwsxa/WH7Vhald/hw4djtmnTppgtLS3d8u+j9Y2t4q9lraq1VQq2+tB2Dq0ysd3zVnvb9tnqSlvN6Z49e2LWak4fffTRmO3fvz9mrar1xo0bMWvrtjl37lzMVldXY9bWRNNqJtP6bOu2PQut6rMdx6iRc5tM+jmMVs2O1pWOHmfb52glaatebu/i9o5oVaZbt26N2eg5tO+olZWVmM3MzPzC23Dn+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalXh5/C3f/u3MWuVdVeuXIlZq9Hcvn17zFp9XsvOnj0bs1at185vtHo01Zm2StKm1aO2rFVQXrx4MWat6rNVLe7bty9m8/PzMTt58mTMdu/eHbPRmsnHHnssZpcvX45ZWyutGrHd97bGWjVsW9OtjrXVRbZzH10TaQ22e9fW7WjlajNandq07do9b1mrch65B5NJP85WW9wqUNtz0p6F9i67dOlSzNo5tHvb6o7bOmvVxO09MLqWuDPcHQAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEKlV5Z7zD//wDzFrtXQ7duyIWatTbNu1rNXgtVq6Vg/Yqkxb/eZIBepk0usBW+1e2mer+GvH2D6rVS22Gr9Wvdnqcnft2hWzto7W1tZi1tZRuwft89o1a1mri5yZmYlZO4dWa3nhwoWYvfnmmzFr16WdQ1vvrTq1rd2WpX22z2r3p63plrV9jp5be1e1Y7l+/XrMWu1oq5XevHlzzEarl9t7uhmtTh1df+3c2zui1aq2Y2nvznY9R2t/uTP8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACK1qvxKfe5zn4vZxo15ebZKvlan2KrnWhVcq+Zs2WgFYMta/WGryNu6dWvM2vVs9XlNuy7pWrdza5V77d61SsHRrN2fVh/aTE9Px6yt6ZWVlZi1e9cqUFuV6dGjR2O2f//+mLVzaDWa7Xq+/vrrMTt//nzM2rPQ3jvt/dHWZzuHVj2ajFagtue8rffRusu2z1aT3D6vnV97346+x9p6aLWq7V3cqlPbdWlrpV2z0XrUdpyjVbvcvfzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWq/NyeeOKJmP3u7/5uzD784Q/HbO/evTFrNYytJq5ptXStQq7VA7aqwvZ5LRutVW3H0s6vbTc7OxuzixcvDu0znXs7xtFqx7aO3njjjZi1Ws59+/bFrFWLtnvXqmHbdq1WtZ3f3NxczB566KGYHT58OGbtnrd6ytEq2laPumvXrqHt2hpsVZkj9aiTSb637RhHq6Pbdu35aveuvRtbtXK751NTUzHbvn17zFrN6cmTJ2PWtHPYvXt3zNq7cbQ+ut2/tm5Hq7/bmm7n0Iy+x/nV8wsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1Kreo06cOBGz7373uzFrVXCtfu0nP/lJzH74wx/GrFXktSq4ZsuWLTFrlYPtWFrFZrsuLWs1mq3GsNXStX222r12zdo5tGt2/fr1mKV726owR2sDWzVgq3bcs2fP0LG0yt+1tbWYtWfvxo0bMWv3fHp6Omatuvfhhx+OWauSbOu2PXvtHrV9Li4uxqytv5mZmZhdunQpZu3ZG63MTWuinXfT1ma7B209tJrTpl2vK1euxKw9Q+06j1aZtvdH266t23atW9ae9aZVGrd3eDO6lm639llqWu8cvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBIreq7wIMPPhizP/uzP4vZH/7hH8as1V0+88wzMWs1hc8//3zM9u3bF7OtW7fGrFWitUq3VvN3+fLlmLWqxc2bN8ds586dMWva5zWtRu7mzZu3fZ9NqxxsxzKStXrXVjPZ1nurRWz1mq1msq3NCxcuxGxpaSlm7Xq1WsT2fLXnsr13Dh48GLPR56TVPrb3QLu3rQK13aOVlZWYvfrqqzE7depUzJpWv5nu7XrU0Lbt2vVaXl4e2mczWke9HrWx7fPaM9u0d1nTnoXR2uL2Dhytfx01ss/1qIzlF+cXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEG2YTCa5w4tbatWBrRIt1c99+tOfjtv86Z/+acxabdvq6mrMWkXeaE1mq1pcW1uLWatYa3VprTr12rVrMduxY0fM2jm069n22Y6znXvbZ6uEbPVzV69eHdquaRWHIzWaraLx4sWLMRut+mxr88qVK0PH0qqJmwMHDsRs9+7dMdu1a9fQ57U61pa1ddSudauEbPev1aq2Y2nPbLt/L774Ysy+/vWvx2x+fj5mrZo4va9aJfN6VK62Z7nVcrbnfPTzRt8r7fNG66hHa2NHqnR/VtbOva2Jtl271u1Y2r91WjZS49qOv93Xdhz84vzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAotxBdo/48Ic/HLNWe7a0tBSzs2fPDu3zscceu+Xff+M3fiNuM1rteObMmZi12tGZmZmYNa3qs2m1Zzdu3IhZq1mbmpqKWTvOVt/Y6uXaNWs1f632cbTOrtVTtjq7ts5axWarf221kKkOs93Xubm5oc9aWFiIWXtOWt1ge87bce7duzdmbd22tdLeR0eOHIlZu3dtPUxPT8esnUO7R229t8/74Ac/OLRdey6fffbZmI3W6bZzT1oVazv+bdu2DWXtnrd3cXvnjFaStuvVvr/a57X6zfZubOfXjnP081o2WkXbjNRf/zL7bOfX6nuTds9Hrwm35hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQvatqVVt92ZYtW2K2b9++mLVqvVTtOJn0SrRWR9jOIVUA7t+/P27TKuRapVurLmvXZLQms9XutWvZzq9dy/Z5bZ+tVrCd34ULF4aOZbRertVMtprTVg3b6jcvXbo09Hlra2sxa9czZe05f+ONN2LW7k/TnoVdu3bF7ODBgzFrVYTtnfPiiy/G7LXXXotZe/89/fTTMXvooYditry8HLN2fq1WtT3Prf6wPUPt/rVn/Uc/+lHMTp06FbP2Lmuf17ZLa75VTO7evTtm7fuk3YPjx4/H7Ny5czFrx9nWSnu+2nZtrbR31WjlatM+r73f2+eNVPBOJr2Gtx1Le75aNnrf23bpONvxt4phtaq3l18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABANFyr2uoPW6VWq/5qFV6j1Vnnz5+PWasva+cwWvN34MCBmI1oFY3t3FqtWatVbefdtLXS7l27B60esGWtrrRVhLaqwpmZmZgtLCwMfV6rMWzn0Oow2/1rlYNLS0tD27Wq1qStv3berc7z0KFDMXvve98bs3berbr3zTffjFmr4B2trmx++MMfxuzKlSsxa5WrrUqy3aNW+dtcvnw5Zq0etd2jixcvxqxdl/YOb1W7rfY3va9aXW67lq2Csr2r2rmNVn22d3971o8cORKz9n5vdaXt3wJtjbX611alOz8/H7OVlZWhfY7Wv7Z/P7WsfQe356tl7R2RjFa4tndVO0ZuzS8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgqrWqo9Wprb6xVb6N1G39LK26rWmVW+0cZmdnY5bq2VqtWbsmo1V37fhbbVu7Jq2KsNXEtXXUjrOtsVbd26po2z5blV+rTGzn3s6v1bi+8MILMXv88cdj1tZmq5ls1XStVrXVhCY7d+6MWatabOu21de26tR2X8+cOROzVpnYnvVWa3n48OGYPfXUUzHbu3dvzFqVZDv3do/ac9JqQtsz++KLL8bs+eefj1lb7w8//HDM2jPU3rmt0vj111+PWVovrUqynVur9m7PyWh1dFvTrZK0rfd2f1qFcnv2Tp48GbNWudr22d5x7Zq156RVL4/Wqra11KrNR4+l/btl9N+OI8fRvmP5xfmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARLVWtVVxNaP1qK1ar9WjttrHVqvV6r1a7Vmr5jx06FDMdu/efcu/t+qyVm3btms1ma3qrtVktvqydi1b7d7oPWhrrNVFtjXWKlDbtW5GK3PPnj0bs1ZH2CoVW7Znz56YteNs74i2zhYXF2/59/a8vvbaazE7ePBgzNq7o9Wqrq6uxuyll14a2q5VoH7gAx+I2aOPPhqzdg9aNjc3F7NWodyuZ3tO2j6PHTsWs3bf23Vp9aitbrbVdrbr2ep723vg5ZdfvuXfL126FLdptbftndqe8/ZeaVW6bT20d2o7lvad3q5ze+c88sgjMTt9+nTMWo11+64ZfYa2b98es6Y9e602tr2v2j7bszBarZ/W7mj9+miF6+i/fe91fmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAABRrVVtNZqtnrJVc7YKrKZVYLVjaZWQLWufN5rNzs7e8u+t+mu0qq9dk7bP69evx6xVrLXavbYeWr1cuy6j964dS8ua0e1abWyrFWzVga0ir2XtWFo9YLsP7bqke9TWbau6W1lZidlbb70VszNnzsSs1SleuXIlZq0Wsa33ts9Wozm63lttZ7vWMzMzMWt1zv/1X/8Vs69//esx++QnPxmz3/u934tZq0dtWlVmO/ejR4/GrH3vpXdne16Xl5dj1u5dq5Nt1cTtnTP6nm7fNa3uuH1/targ9n3Z9tnexe3z2nPZpPr1yWQymZ+fj9mJEydi1p710br00fNr2uclo7WqI591v/MLAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiGqtatOqCluVX6s2a3WErdatZa26rZ1DO84tW7bErNWLps9rVYvrURnWKjTbvRutWGvXuVW6tXrAdixtn632sa2/dixtrbRKvrY2W8Vmu0ftWrd7dPXq1Zi1Sr62dtvnpeekHX+7Ju0e7NmzJ2ZtPbSazOnp6ZiN1uW2CsrFxcWYtfdf+7xWYdu0CspWzdnW2Mc//vGYHThwIGYLCwtDx9Ke51YfnaqxJ5N+fu2dlJ7ndm4PPfRQzN773vfGrD0Lo+uh1S637692D9q6bfegfV6ry23PbKs5bdq/BUa/18+fPz+Ute+a9p5u79XR75qRfyu0a9Ku5Wj1a3te72d+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAabklq/9d6a1to/9d9M9p805oRWttHa2lojQojrTGjDQCtVaU1GIy2U7T7Otq00M69nV9rzGnn0LJ2LK1lol3P0fXXzr21YbT1145zZWUlZu3+tX229pS0Xdtfe+5ak86JEyeGso9+9KMxa89lu5atiavts2Wt1Wd1dTVmTWt4ac/CqVOnYtYaen77t387Zu0ZOnnyZMzaubfnpGXtHfi+970vZkeOHIlZepe156e9/9p2ba20bLQ1pr1T23dUW2NtPYy+w9v1bPtsz/Pod83LL78cs/ZvndaWNtrEOHrNRluSkvZ9uB7aMbbvqHudXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEA0XKvatHq2VifW6uBaBeW2bduGPq9VZ7UauVbveOnSpZil69L21+rE2nVulXWtCq5VaLbPa/VrU1NTMZubm4tZO/ezZ8/GrNUpPvDAAzFr16ytzdFq2FbR2LKrV68OZe04W+3eli1bYtbWbqvrS8fS9tee13aMbf098cQTMRut0m3XebRWeqSidjLp16Xdn/a+XVpailk7znbu7TjbfX/44Ydj1qpM27mP1k63rO0zvXcuXLgQt2n1mqO15qO1vk17F7fnq2nbjda/Nu15Hq2Vbmt6tH64vTtHq6Xb90lbZ+17b+TfZKP3YPQ4WnY/8wsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1qVWtdWeterKVjXWqlNbbeLosbQauVYv2iq+rly5csu/t3qydt7tGFvFWrtebZ+XL18e2mer7JydnY1Zuy6t9rFVrra6tHbN2rG0dTtax9rW2Ouvvx6zw4cPx+zBBx+MWas/HK3vbdcsVQeO1o6242hVi+0Y27uj3bu2z1br294d7flqWq3gaNau52j94crKSsza8zUzMxOzVj3a3qvtPdDOvb0fR+pFW01rO/52vdr7fbRSu73jRt9/I5XMk0lft00793Y9d+7cGbP2rB86dChm//3f/x2ztt4/8IEPxKytl7ZuRyu8R6tv0ztitMa6Ga0Rbsdyr/MLAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNalVrVpdVWtfrPVCrbKsFaz1qq/WqVdqxNrdZ9pu1bj147xwoULMdu9e3fMmkuXLsWs1aG17Ny5czFrdZitsq5V3aXKzsmkH2er1mtVrcvLyzFrdYTtvrd7e+bMmZg98cQTMRutH27XrJ1fu56pCi9VD08mvXpz+/btMWv1hq0CtdXntWuyZcuWmLV73o6zrff2zhmtfx19b7ZzaO/plrV3xNLSUsza+2N6ejpm7f6Nrs+2XfveS9oxtnU7WoXZnvO2xtpz2Y5ztLqybdeeoab9W2D0HfHUU0/FrL03//M//zNmX/jCF2LW/t3VvttGK+RHK5vTPVqPCt7R9TBaP3wv8AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI7nitaqvym5mZiVmrNmvVWU2r1WqVYa1Wq1Ucppq1ts3evXtj1qpTW0Veq/gbrS9rFXLtWrZaxHZ/2rG0Nda2a1WF7Xq2a/bYY48NbffBD34wZq1y9fLlyzE7f/58zFp15eiz0Co2U7Xerl274jbt/iwuLsZsdD208277HK1qbdeyPV9Nq3Ft594qSVs158WLF2PWKpvbu7/d97Zu23GOvgPb+6o9l606NV3r9v5rFcltu3adWy1sq45u16ut92vXrsWsrc12fqPP+ujz3J7LRx55JGbtffXoo4/GrH0vvPLKKzF78cUXY9ae2dF71KpT23pJWbvnbX/tndqMVsbe6/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAojteq9rqKVtF3r59+2LW6iJbPVarfWyVfK2qsFV8pTqudt43btyIWasGbBV57fhbDdnoebd73ioT2z1o965ptYit0rOtv1Zl2q5nO7+2z1apOFqH2SovW+1eqxzctm1bzNJ9b/V5bU23qrvt27fHbLQCtT2X7TqP1vy1CsN2fqPvltGK6/n5+Zi16zk3Nxeztibau6Vds7aW2rPXtmtrac+ePTFL75123m2NtXs3PT0ds7ZWRitX2z5Hn73R6u/27LXjbFqtavtua8dy4MCBmP3O7/xOzNpzefr06ZidOXMmZiPV2JMvnYj6AAAgAElEQVTJeCX6iLYe2nfQaCXz6L897gV+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANEdr1VtdWmnTp2KWauDW11djVmr/mrZaHVbqxNLFV+tFrFVs7X6vHb865GNVqe2ati2VkYr+do9bxV5o/e8Vf7u2LEjZq3W7dy5c0PH0qr82rk3bZ/tWi8uLt7y7+2+tut16NChmLXK2FYJ2a5lO5ZWu9euV1tjrUq37bNVhLbPa+fQ3lftONs7YnTdtirkts/2jmgVoq2KcXZ2Nmat8jJp78b2vLbjaOfdjNYut/XQ7s/o9297f7Q13fbZrnW7RydPnoxZuy7t+7JVrn7kIx+JWXvPteey/ZusPSetsrld6/Q8t++Stt7bZ7WK9bY22/uvPV/tXXy38AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI7nit6qhWT9mqs1q912jFXKtZa1VjZ8+eveXff/3Xfz1uc/To0ZilasrJpNfStSq4VufZaula1qoI23ZNq1lrn9dq6VolX6ula7WPbY21rNUItzXdrkvbrl2zpl2ztgbTs9DqJ1t9cqu62717d8zas9Cuyc6dO2PWKvnW4zq3e7558+aYpZrnyaQ/l+0dsWfPnpiNVhO356Rdz/ZcNq2qta3PtgZH3hHXrl2L27TqzbZW2j1o59bW+/79+2PWzmH0+2TU6Ppra6xds3YfmlbH2iq127p95plnYtb+/dH+3TVaudpqeI8fP37Lv8/Pz8dtRivB25puz3KroW3ZvcAvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHpX1aq2KrVWe9ayptURNq3m79VXX41ZqrVsVZ8f+tCHYjZaZTpac9oq5FrWPq9VorVaulYXOVpd2WpHWwVl0+oP2/pbW1uLWbtmbZ+tVrDd9/Z57Zq1athHHnnkln9vVaztvrZncseOHTGbnZ2NWatxbZ/XKvlGz6HV9bXnpD2XreqzrZW2pkff022f7Zq12s7RSuN2/9pxtqx9XnrW27PV7uvS0lLM2vvhzTffjNmlS5diNlon246lvXPaPtsaG61fb3Wl6/G9MHp+U1NTMWv3qFUht3X72GOPxazVkH/uc5+LWaqNbWu63bt2z0fXX3sXt++ve4FfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPSuqlVtNVej9ZStomw9Kg5brdaxY8du+fevfvWrcZujR4/GrGl1Yq1mstW2tfrGdp2vXLkSs3bvWnVguz+XL18e2mc7v7ZW2vm1+7Bz586Yjdazte1a1qrpmlbX12pVU21de7ZaBWq756dOnYpZq5Pdv39/zC5evBizpt3ztqbbvRutD21Ze55bpfHoObT73rRnr1WutjrM9h5oWatibOssPXvtOrfa5fn5+Zg1o9+j7VhGq3tH63nbPtsaa9loBepo3XHbrp17O4d9+/bFrL372z7bdu25/OEPfxizVEu/uLgYt5mbm4tZ+96+evVqzEYr9+91fmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRu6pWtWn1WK2yrmWj1W2tOrDVcaVjaefWqsvaMe7evTtmrSqtHf9o1We7Xu3+tIq8tl2rwWvVh63qrt2jVi3a9jk1NRWzlZWVmI2u6dFnqFWB7tq1K2atcjB9Xrvn7Xrt2bMnZq+//nrMjh8/HrOFhYWYzczMxOzgwYMxG32vtDXd9rkeVbqjFdftvdPOvT1DrSK6rZfRCtHRqsz2een90WpVRytj2z1v593uXVt/6/F90t4R7R3X3v2jlb/nzp2LWXtvjtYWt2vd3oGt+rZVoKaa08mkr8ETJ07E7LnnnovZ8vLyLf8+8l0ymfT7OlJ1PJn0dXSv8wsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI7ppa1Var1bJW19cq8lqtVqvqajVyI3Vcly5dilmr82zVc+0YR+vERqtm23E2bbtW9dnO4cKFCzFr59A+r62Vdiytsq5pn9eek1bX12r+WtZqJtP9a5WQ7Z5fvnw5Zvv374/Z7OxszObn52N26tSpoWNplaT79u2L2Wh15WjN6WgdYcvaerh69WrMWiXk3NxczNpaavWbbbvR74z2fkzPUNtfez+0ez5acd3uXdvn6Pfo6PdC22e7d01bK0377l5dXY1Z+z5p2jVrNdAHDhwY2q69k9q7s13PtM+9e/fGbdr3aHvHjdY8j2r3Z7Ri+E7zCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjumlrVVjvVKrBa1vbZqr9abV2rmUy1bq3Gb3FxMWatVnVqaipmrd6rZaPVjs1oZV37vFaf186hZVeuXIlZq2Nt+2wVm20dtXU7WlXYnpNWP9cqRFvlZTrOdvztmozWCLcKw4ceeihmv/mbvxmzN954I2YrKysxa9e5nXury23vlnat27G0is3R+s32zLbaxHZ+7Zo1reK1VWU27bqk2tjl5eW4TVvvI99Bk0mvah2toBzNmlb/Olox3K5LqxYdXbdtu/a90O5DWxNtTS8sLMRsx44dMWvn167ZyHdNe35adW+756Pfo3dLBep68AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI7ppa1VZV+Mgjj8SsVZSNVtONVq6mirJWi9gqw1rlWatVbZ/XrsloDe358+dj1qrZRitx2z7b+Y1W3bV73q51qwds2rGMrs1WT9m0zztz5kzMZmdnb/n3dg9ate1oZWLbrtVMtkrjgwcPxqzVA66ursas1Xm2Nd3eA+2et3027Xq2ddvu0eiabuulXc9UczqZ9Jrkdq1Hqp7bGht9x7Vr2b5rmtG1MlpxvR6Vl+16tuvS7uto7Xmrem7avW3fNeldPJn0Z6jdo8cffzxm7bocOHDgln9v9d3tGC9evBizds+b9aiXv1v4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAER3Ta1q0yryHnrooZi1GsNWQ9YqV1sVaKova3VoLWs1ha0yrFV9Nu2ajFaSjp771atXY9aOs1W6tbq09Tj3dh/asbQaw3bfW+VgW7ejVZmtjvDs2bO3/Hur+GuVpPv3749Zq0dta2x5eXlonzMzMzHbu3dvzJrR9TA9PR2z0drY0bXS6g/bsbTza9u1SsW23c6dO2PW7l+7Zu1ZSPe2XcvR9dCOY7TmefSd0z5vtP66fTe3c29rur0jWgVvq0dt57ewsBCz3bt3x6ydQ6u4vnDhQszas9CyL37xizFr74FU9dyq2ds9GK3ZHd2uGa0fXo9jGeUXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEN0TtaqtFizVdE0m43VcrQ6zfV7S6uUefPDBmE1NTcVsx44dMbt+/XrMWt1gq6xrNX/tWrZ9tlrBdu9avWGr5Gu1dK06cLTisJ3faB3haDViqw5sx9nuX6vdS1ZWVmLW6gaXlpZidvjw4Zi1827PV6v1bTXPe/bsidmRI0di1tb74uJizF555ZWYteNs74FWpduyVnPatCrJtt7bO7DV97ZzaM9lWxPt3TJitGq2rff2HhvNRitX23tltBp7tOK61YC2e962a+uh1bGO1sa2qud2H9o791vf+lbMvvGNb8SsSf82acfYzrt9dzXt+brdz/LdxC8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAg2jCZTHJf1T2g1WiOahVsrb4s1Uy22sADBw7E7Hd+53di9vjjj8esVVe2ytVWUdaqxlpFWatLa1qd4tatW4eydn6tPq+dw2gdYdOOc7RGrl3PVuXXspFq4nZNWs3pmTNnYjZaJdnWStuuvQNatWg7v9GK11bt+Oqrr8asHWd7/7Wq1rZWWs1pq+Zs201PT8es1V+3Z2G0srS9A9Naamts9F3V3tPtvrbPa98Z61EB3Z7LVrnaap7bvxNabWdbD6urqzFrz2XT1sS+fftiNjc3F7P2nDz77LMx+8u//MuYtXPfu3dvzNI6O3/+fNymXct270b/7fFucqfPwS8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgyj1q94jRus+Wtfq8ViuY6u5OnToVt2l1kZ/85Cdj1o6xVci17VpF2WhdX6vW27JlS8xaRWPbZ6shG60rbefXjF6XVmPY7lHTrvXofWhrIp1DuyaXL1+OWasNbOu91RS2Z7ld5+PHjw9tt2vXrpi1c2gVoc1TTz019HlLS0sxa5We7TjbfW/v4vactGe2vefaum3vj9H3avq8VtnZ3gFtTbdr2c579P3Xak7btbzTNd2tqrUdS8taHfBo3Ww7zubYsWMx+9SnPhWzl156KWbz8/Mxa++ytj7T9VyPe36n3S3H2fiFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARPd8repIhdfP0iq+Wm1iqsJr1ZRPPPFEzFZXV2N24cKFmLVr0urz2nYta+fXauJaXV/7vFZhuLa2FrNmtFqvVS22ddTuQ9uuVaC2KsaWjVZetn2m7Uaf11ZB2bJWYTg7OxuzZrSGdrQSt1VXLi8vx6w9C+2+tjU9NTUVs3at2zM7Wr/ZsrbO2ue1qsy2Xbu36VhGa2FHa1VHa6Xb+hutv27Xq1X3tn22muS2ptvntXfLaJ1zqx/euXNnzFqV6ZNPPhmzz372szH7q7/6q5i182v3oV2zVJ3d3lWjz+Soe6EedZRfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQHTP16q2yq3Rar223UhN4759++I2rV7u2LFjMWtVmLt3745ZO/5Wybdjx46h7Vr1YapYm0z6+bUKwLYe2nG269KMVkK242xGq29bNnosrVY1nXuri2wVvK3KtF3ndl8vXrwYs9E11j5vtCK01UW2+9rqMJt27s16vG9Hja739Tj39C5ra2W0IrkZrRkfreluz2x71ts+R+prJ5P+XTNad9zOb7Qau2l1rCdOnIjZP/7jP8ZstFK71bq3Zz29/9tnjb5Xmju93d3CLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACC652tVm1bV1bLNmzfHbGZmJmapznTTpk1xm2vXrsWs1Sm2asBW43r16tWYtcqwdg6t5q+d32g95ag7XSs4WgfXzn2kvnEyGT/3dn4j1bdtf1euXLntx9HOez2q9Vp9Y9uunV9bD+25bBW2o/Wh7d04WjE8qtVhtvdc09ZSu57t/NL7sW3T7k+756PfNW27tv7adW7Xq32Ptu/mlZWVmLWq1vbebGt6Pe5Du++tvnx5eTlmf/M3fxOzH//4xzEbrV5u59feA+n5amulPeft3x7t3t3r9aij/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitapBq1KbmpqKWashS5WKFy5ciNu0eq/Z2dmYPfXUUzE7cuRIzI4fPx6z0RqyVonWstGayVZL1yoA23poNXGj16XVwW3ZsiVmbW22GsN2fu04WzVdq5ls2rGMGK0Ibcffan3bdrf73CaTvm7b+bU11qok2zm07Vo1ZzuW9nmtDrPts70HRmsfR9dZy9I+2zHu3LkzZm1ttqzts93z9pyMvuNa/XC7r6M1oKurqzFr16WdQ9uuPSftWWjb/f3f/33MvvSlL8VstAq5bdfWy0jVc6vUbutv9F2sVvXW/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACi+7pWtVXktXq2bdu2xWykprFV7rXatk984hMx+/jHPx6zlZWVmLXzbsc5WkHZrmUzWqe4Y8eOmLXqyrbPVmXa7l+rl2u1dO1YmtHt1qNmMq2JtlbaZzXtvrbK2FbJN1pX2rLRKr+2z9FntlUmtuvZ7tF6VPCux7PQzmH0vdOydI/aPRh9d7RrOVo/3L4z2ruxXZPRqs92XdpxtmxtbS1mS0tLMWvfbadPn47Z2bNnY/bqq6/G7Mtf/nLM2jM7es3aOmvXrFXmpuer3fP1qLEeNVpdfrfwCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRfd2S1LT/2721aFy6dClm6f+S37p169BxtKaF73//+zHbvXt3zKanp2PWGi9aC0PTtmtZa/RoDQ1Nuw+tEaLd8/VoJlqPfbbrOdpmcrsbI9p6GD23ZnSfo+fdmmjadW7aPls22tLV3o2jLSGtmWg9mrPa/WuNMq1xa+Tc27m1hqvWbNNa4paXl2PW7kFrA5qbm4tZa8tp3zXtHrR71/Y5MzMTs/ad2FqSnn322Zj95Cc/idmxY8eGtmvrpb0/Rlu1RtvLRt+dyeh75d3UWnS3tCv5hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVYPV1dWY7dy5M2atqjDVY7XKulYh9z//8z8xe/7552O2ZcuWmLXK1UceeSRmTz/99FDW6uxWVlZiduHChZi1mrhW6TZaCdkqDltdWjvOts+2XctGz2G03rGt3ZS1zxqt82zXpB3jetT1tWNp74FWA9rOoRmt8mv1oS0bPZZ239txjtZMtnfEyJqeTPr9u3btWsySdk1azXP77tq3b1/MWlV1uwft85orV67ErN3XlrXv5hMnTsSsrZXRa9bu38svvxyzixcvxmw9qpdbZW5bty0bqUJua2z0PbYedaX3QsVr4xcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVW9zbZv3x6zVKXW6hRbjdr58+dj1qoBW4VXO5bZ2dmYfepTn4rZkSNHhrLFxcWYtXrK6enpmLXKwVbl17ZrWu1oq9ZrFXmtRm49KgfbcY5WXrbtkram27odra8drTIdrb1tn9e2a/euXbPRyt+2jnbs2BGzth7aubd71LQ1MVpj2M691VWPPJdtf+2et2rbhYWFmM3NzcXs8OHDMWvPcqvXvHr1asza+bVnr62/ptWJt+/g5557LmZf/epXY/a9730vZm2ttJra9p0xes3as7e8vDy03cizd6frUbk1vzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBIreqAy5cvx6xV2qWquFYv16o+R6opJ5PJZGpqaihrlW7tvOfn52PW6tdaJV+rfVxbW4tZq0dt17Od+7Zt22LWanZb5WVbY6PXpdU0tlrLVnHYKgBbbWfK2me1rFUKtueracffqvzafW3Xq2nn3o6z1Sm27dp6GD2Htjbb/WvXs2Xt3Nt7Z7TGtb0/Rmpx23G0/bV3Vbvn7T197NixmLU61oMHD8as3fP2vdfe7wcOHIhZu2atOvX48eMx+6d/+qeYvfbaazFr3xmtvrzdv/bd3d4fbZ2dO3cuZqPvATWody+/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgGjDZDLRcXUbtTrCVPPX6t5a1irWWlVa267Vr7UquKNHj8bsox/9aMyefvrpmLUa0FbN1uoNWw1jqyNsFYDtmrVqx3YsrTq1Vd21Y5mZmRnabrT2t223devWW/691dDu2rVr6DjOnj0bs5HndTIZq4ydTPq6bcfS1uZoFW1bf+390eoU2/uq3dvmxo0bQ9u182vX+vTp0zFr9zat6Z+VpUrPdg/a8Y8+Q+0d1877jTfeiFlb74cOHYpZ+z555ZVXYtbqvVv2b//2bzH7yle+ErNWx9qu5/T0dMzas97eSU2r6V5aWopZ+x7i/uMXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEOXOPYaM1H22irypqamYtaq+VofWstHK1VZreerUqZi1czhw4EDM9u3bF7N2zVrVYju/dpyt6m5tbS1mrS6yXc92j1oVbfu80ZrQVmHb1vWOHTtu+fd2/K2ys9UGtmeyrYfRCsP2ee3Za+u2rc3RmtO23WidYjuHlrXPa3WYo5Wy7R61+96eodEs3Yf2bLWsvXPadW7n3e7de9/73pi19XfixImYPfbYY0PH8s1vfjNmzz//fMyee+65mLV66NnZ2Zi1etS9e/fGrN2HlZWVmM3Pz8dsdXU1ZvDz8gsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1KreZq1KMhmpYp1Mem1gq55r1ZXt81q9Zqu1vHTpUsw2b94cs4MHD8Zsz549MWtVfq2Wrkk1oJNJvw8XL16M2eg127ZtW8yadq2np6dj1moFl5aWYtbqAVOV5KFDh+I27XqN1qO2ezdaa9k+r63NVoe5ffv2oWNp1akta1rNaasfbte6ren2frx58+bQPtt6ae/Hdu6j66WdQ9KuSVtjbR21rO3z3LlzMXv66adj1ipev/3tb8es1aP++7//e8xavXf7bpubm4tZ+55t27U61rY2FxYWYtbWZnsntc9r65b7j18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFb1NmsVeSOVq616rtUGtqwdR6tYa7WPq6urMTt79mzMWn1oq/k7evRozFrl6oULF2LWKlBbfV6rFh2tvGw1f6MVee3zWuVq266tpbZduret0vLkyZNDn9X22c77ypUrMWu1lu0etOvVakfbe6Bt185vtJqzaRW8rdJ47969MWt1ka1qd7RedNeuXTFr77mm1TKn+zBaJ9vWQ6u9befd3qntXdWOs32ffOlLX4rZs88+G7PFxcWYjX5ftmvW6qjbe7o9z+fPn49Z+/66ceNGzNSjcjv4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVd8FWv1fq9ZrWs1kq7prn9eqCHfu3BmzVjv6/PPPx+z06dMxm5+fj9lnPvOZmH3kIx+JWatMbJWQrdqx1Uy2qrtWw9hq/kbv7eh6aWu31S2mY2l1g+04Rmsm2/1p2rPQrmXTKlfbdW7btWrHts9W0dgqKNv1bNny8nLMWvVy22db7+2atRretpZa1q51eg+057xl7Xq1d07LHnvssZi1etS/+Iu/iNnXvva1mB07dixm7b6276H2zI6+N9s7rq3N9l3TalVHq57hdvALAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNSqvgvs2rVraLtWg3fx4sWYtYq/VinYtmuVgnv27IlZq55rVXdf+MIXYvYf//EfMfvYxz4Wsz/4gz+IWauSbFWgrday1fy1+9C2a5WK7R41b7/99lDWbN68+Rf6+2TSqyRbTeFolWQ7lrYeWmVnu3eturc9e+05afWobY21fbY1PVrj2rbbu3dvzFpl8/Xr12PW1u1oHevoPUrvwHYcMzMzMWs1z2fOnInZCy+8ELNWnfr5z38+Zv/8z/8cs6bVSrdnr92DZvfu3TFr31/NyZMnY9aqU0crXmG9+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalXvoFTl1yr+RqsPR+suR6sIR+vsWk3chg0bYtbqWFul7Pe+972Y7du3L2bPPPNMzFo152h1aqsOHK19bFk7hytXrsSsVbW29ZKqaFuVaVtjo9Wp7f60c2vPyf79+2PW6jDbum3VvW+99VbMWhXt6Fppn9euWXue27usrYmpqamhfbaa0PZ8tbrPtj5bvW3artXsLiwsxOyNN96IWav6bNkXv/jFmJ04cSJm09PTMZubm4vZ6Puvrb+2Vto74uzZszE7d+5czFrFNdyN/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitarvAktLSzEbrX0crVxt1Yeteq5pFY2tWnTTpk1D27UaxlaD981vfjNmrU7x/e9//9CxtMrB2dnZmDWtirHVA7ZjWVxcjFmrkmznnqpa2/pr+xutjG37bM/XqVOnYjZaB9w+r9WjtprTVuM6WoXcnoV2LK0atj3rrZK0XevR92M7znYf2rt6eXn5F86OHz8et3nttddi1rY7f/58zNo1afbs2ROz9l4ZXZuj30OttvjFF18c2ifcT/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWq73Jra2sxaxV/rZau1aq2KsK2Xfu8VrU4WpHXKgxbRWOrDmxVmV/72tdi1q7LgQMHYvb7v//7Mdu7d2/MWqVsO4djx47F7NChQ0Of1+7trl27YpbqX9v+2j1v2vGPVknu3r07Zq3qs1U7tmevVZleunQpZk27P6n2djLp1+zw4cMxa2uz1Y62+s327LWsac/sgw8+GLOFhYWYffvb347Zd7/73Vv+/fTp03Gbds9bLWxbm+0d3tZKW5tTU1Mxa99f7XvhW9/6VsyA9eMXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEKlVvYv99Kc/ve3bjdZMtn22ur4HHnhgKGv1gC1rx7m6uhqz559/PmY/+MEPYtbqCNs+jx49GrPPfOYzMVtcXIxZuy6zs7Mxa7Wk7dxbNeLmzZtv+fd2f/bv3x+zl19+OWatXvP69esxaxWv7Zq0z2tVkjdu3IhZey5bjWaroj148ODQdu3zWj3vo48+GrNWN9vW9NmzZ2PWqkdbdeq+ffti1qpvv/KVr8Tsy1/+cszeeOONW/69Pa+jddRt/bV3VVvv7bl89tlnf74DA971/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitap3sVbf2Gr3RmtHR40eS9POvVUA7tixI2atxrXVPras7fPzn/98zFoV7b/+67/GbOfOnTGbm5uL2ZNPPhmzZ555JmatgvLHP/5xzBYWFm7591Zt+7GPfSxmL7300i/8WZPJZLJ79+6YtZrTdl/bem9Vn63yslWZtmeofd7a2lrM2nVpx5nqcieTyWRlZSVmzeHDh2O2adOmmC0tLcWsXZcXX3wxZig99lYAAAdaSURBVG0t/cu//EvMTpw4EbMR7T3WsrY2W31tc/LkyaHtgLuLXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEC0YTKZ3P4eTe6IVr3Zah9bJemdPpZW0bh9+/aYterUqampoWNpLl++HLP5+fnb/nnt/Np1abWJBw4ciNn73//+mD3xxBMxazWaR48e/YWP5ciRI3GbPXv2xOxHP/pRzL761a/GrNUIt+vc1m275+052bZtW8xade/osbTza5WrTduuPSfHjx+PWas5bZWrn/jEJ2LWnufPfvazMTt27FjMWg1vq3+dmZm55d937doVt3nttddiBrAe/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitar3qNFqx1a5umHDhpi12sC2XTvOVtnZPq/VU7Z9tuvSak7PnTsXs2vXrsWs1TA2o9Wc7fOuX78es40bN8bs4MGDMfvgBz8Ys0OHDt3y7zt37ozbtArNubm5mI06e/ZszFqVabs/rcr0137t12L25ptvxmy0cvXmzZsxe/3112PWKj1bderCwkLM2rW+cOFCzNr5PfzwwzFr9+g73/nO0HZt7a6ursYM4G7gFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVb0PtWrAn/40L4e23eg+R6tam1YN22pVp6enY5ZqQCeTXmXaalVbzeTS0lLMWj1qu9Yta9e6XbOm1XamezRaB3zkyJGYfeITn4jZJz/5yZitrKzErK3bS5cuxezMmTMxe/LJJ2PWam9feOGFoe3W1tZi9uKLL8bs5MmTMVteXo5ZM1q9PFox3D6v3XeA+5VfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRW9T7Uagqbd955J2at3nDUeuyz1Yc++OCDQ1nTalVb7Wg7znZdWiXkW2+9FbONGzfGrN330fNLx9KqPtsx7tq1K2ajdbnt87Zu3Rqzc+fOxezUqVMxa89lq8Rt9/zq1atD2ai2Ntv1bLZs2RKzVmELwO3jFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVb0PbdiwYSgb3eeots9W39i2a9WVO3fujNnevXuHjqVlU1NTQ5/XKj3ffvvtmLVzbzWub775Zszm5+dj1ipXr1+/fsu/t+rXdl+3b98es3a9bty4EbOlpaWYtarZdg/a+bUa2tE11upYZ2ZmYrZnz56YtXO/fPlyzM6cORMzAN7d/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitar3ofWoK21aDWMz+nntHDZu3BizLVu2xGzz5s0xa5Wk27Zti1mrAm1Z22er9GwVoq0Os1WBtmrYVmeaKl7bdW73rh1jq0ddWVmJWVt/7Z63c2j7bPeuHWfLDhw4MJS1a/21r30tZgDcm/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWq/B+p7nIymUx++tOxpdKqJNdjn+tRDTt6LKPafbh58+ZQ1upYd+3aFbOZmZmYterUdl1ShW2rK21arWrLmunp6Zi1c2uf1+7P6upqzM6dOxezubm5mP34xz+OGQD8vPzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWq/B+tLnI96kObVrnastFzGN3nehxn02pjWy1p264d59tvv/3zHdgv8Hnp3FudbNtfqmmdTHpl7NTUVMzaeV+4cCFmrTq1ncPi4mLMAOBXyS8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARFqS+D/WoyVpPdqH1sN6HMt6tDk177zzztB2zZ1snWrbtIahkUamyaRfr7feeitmAHA/8QsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1Kryc7uT9Zo/a7tmdLtWzbkedaX3s9Ha2OROV/ACwP3ELwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSq8ptcbtrMicTVZkAAO8GfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRxl/1AXD3eM978nw5WoGqOhUA4N3NLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACDaMJlM9FryS9uwYUPMVKcCANy9/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitaoAAEDkFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIPr/ALpGp0YQrDCCAAAAAElFTkSuQmCC" y="-5.32"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pfa065faf21)" d="M 457.135714 56.94054 L 457.971429 57.774716 L 457.971429 59.443068 L 460.478571 61.945597 L 462.15 61.945597 L 463.821429 63.613949 L 465.492857 63.613949 L 467.164286 61.945597 L 468.835714 63.613949 L 470.507143 63.613949 L 472.178571 61.945597 L 473.85 63.613949 L 475.521429 61.945597 L 477.192857 61.945597 L 478.864286 63.613949 L 480.535714 61.945597 L 483.878571 65.282301 L 485.55 65.282301 L 488.892857 68.619006 L 490.564286 68.619006 L 492.235714 70.287358 L 495.578571 70.287358 L 497.25 71.95571 L 498.921429 71.95571 L 499.757143 72.789886 L 499.757143 74.458239 L 503.935714 78.629119 L 505.607143 76.960767 L 506.442857 77.794943 L 506.442857 82.8 L 508.114286 84.468352 L 505.607143 86.970881 L 502.264286 83.634176 L 500.592857 83.634176 L 499.757143 82.8 L 499.757143 81.131648 L 497.25 78.629119 L 495.578571 78.629119 L 494.742857 77.794943 L 494.742857 76.126591 L 493.907143 75.292415 L 490.564286 75.292415 L 488.892857 73.624063 L 487.221429 73.624063 L 483.878571 70.287358 L 482.207143 70.287358 L 480.535714 68.619006 L 478.864286 70.287358 L 477.192857 70.287358 L 475.521429 68.619006 L 473.85 70.287358 L 472.178571 68.619006 L 470.507143 68.619006 L 468.835714 70.287358 L 467.164286 70.287358 L 465.492857 68.619006 L 453.792857 68.619006 L 452.121429 66.950654 L 447.107143 71.95571 L 445.435714 71.95571 L 442.092857 75.292415 L 440.421429 75.292415 L 436.242857 79.463295 L 436.242857 86.136705 L 435.407143 86.970881 L 433.735714 86.970881 L 432.9 86.136705 L 432.9 82.8 L 431.228571 81.131648 L 431.228571 79.463295 L 430.392857 78.629119 L 427.05 78.629119 L 424.542857 76.126591 L 424.542857 72.789886 L 426.214286 71.121534 L 424.542857 69.453182 L 425.378571 68.619006 L 427.05 68.619006 L 427.885714 67.78483 L 427.885714 66.116477 L 430.392857 63.613949 L 432.064286 63.613949 L 433.735714 61.945597 L 437.078571 61.945597 L 441.257143 66.116477 L 441.257143 67.78483 L 442.092857 68.619006 L 443.764286 68.619006 L 446.271429 66.116477 L 443.764286 63.613949 L 442.092857 63.613949 L 440.421429 61.945597 L 438.75 61.945597 L 437.914286 61.111421 L 438.75 60.277245 L 442.092857 60.277245 L 443.764286 61.945597 L 447.107143 61.945597 L 450.45 58.608892 L 455.464286 58.608892 L 457.135714 56.94054 L 457.135714 56.94054 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 450.45 61.945597 L 449.614286 62.779773 L 450.45 63.613949 L 451.285714 62.779773 L 450.45 61.945597 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 455.464286 61.945597 L 454.628571 62.779773 L 453.792857 63.613949 L 452.957143 64.448125 L 453.792857 65.282301 L 454.628571 64.448125 L 455.464286 63.613949 L 456.3 62.779773 L 455.464286 61.945597 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 433.735714 65.282301 L 432.9 66.116477 L 432.064286 66.950654 L 431.228571 67.78483 L 431.228571 69.453182 L 432.064286 70.287358 L 432.9 71.121534 L 433.735714 71.95571 L 434.571429 72.789886 L 435.407143 73.624063 L 437.078571 73.624063 L 437.914286 72.789886 L 437.914286 71.121534 L 437.914286 69.453182 L 437.914286 67.78483 L 437.914286 66.116477 L 437.078571 65.282301 L 435.407143 65.282301 L 433.735714 65.282301 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 435.407143 66.950654 L 436.242857 67.78483 L 435.407143 68.619006 L 434.571429 67.78483 L 435.407143 66.950654 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 455.464286 71.95571 L 456.3 72.789886 L 456.3 74.458239 L 457.135714 75.292415 L 457.971429 76.126591 L 457.135714 76.960767 L 455.464286 76.960767 L 454.628571 77.794943 L 453.792857 78.629119 L 452.957143 79.463295 L 452.121429 80.297472 L 451.285714 81.131648 L 450.45 81.965824 L 449.614286 82.8 L 448.778571 83.634176 L 447.942857 84.468352 L 447.942857 86.136705 L 447.107143 86.970881 L 446.271429 87.805057 L 445.435714 88.639233 L 443.764286 88.639233 L 442.928571 87.805057 L 442.928571 86.136705 L 443.764286 85.302528 L 444.6 84.468352 L 445.435714 83.634176 L 446.271429 82.8 L 445.435714 81.965824 L 444.6 81.131648 L 443.764286 80.297472 L 442.928571 81.131648 L 442.092857 81.965824 L 441.257143 81.131648 L 441.257143 79.463295 L 442.092857 78.629119 L 443.764286 78.629119 L 444.6 77.794943 L 444.6 76.126591 L 445.435714 75.292415 L 447.107143 75.292415 L 448.778571 75.292415 L 449.614286 74.458239 L 450.45 73.624063 L 452.121429 73.624063 L 453.792857 73.624063 L 454.628571 72.789886 L 455.464286 71.95571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 468.835714 80.297472 L 469.671429 81.131648 L 470.507143 81.965824 L 472.178571 81.965824 L 473.014286 82.8 L 473.85 83.634176 L 475.521429 83.634176 L 477.192857 83.634176 L 478.028571 84.468352 L 478.864286 85.302528 L 480.535714 85.302528 L 481.371429 86.136705 L 480.535714 86.970881 L 479.7 87.805057 L 479.7 89.473409 L 478.864286 90.307585 L 477.192857 90.307585 L 475.521429 90.307585 L 474.685714 91.141761 L 473.85 91.975937 L 472.178571 91.975937 L 471.342857 92.810114 L 470.507143 93.64429 L 468.835714 93.64429 L 468 94.478466 L 467.164286 95.312642 L 466.328571 96.146818 L 465.492857 96.980994 L 464.657143 96.146818 L 463.821429 95.312642 L 462.985714 96.146818 L 462.15 96.980994 L 460.478571 96.980994 L 459.642857 97.81517 L 458.807143 98.649346 L 457.135714 98.649346 L 456.3 97.81517 L 457.135714 96.980994 L 457.971429 96.146818 L 457.971429 94.478466 L 458.807143 93.64429 L 459.642857 92.810114 L 460.478571 91.975937 L 461.314286 92.810114 L 462.15 93.64429 L 462.985714 92.810114 L 462.985714 91.141761 L 463.821429 90.307585 L 464.657143 89.473409 L 465.492857 88.639233 L 467.164286 88.639233 L 468.835714 88.639233 L 469.671429 87.805057 L 469.671429 86.136705 L 468.835714 85.302528 L 468 84.468352 L 468 82.8 L 468 81.131648 L 468.835714 80.297472 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 510.621429 81.965824 L 511.457143 82.8 L 510.621429 83.634176 L 509.785714 82.8 L 510.621429 81.965824 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 437.078571 88.639233 L 437.914286 89.473409 L 437.078571 90.307585 L 436.242857 89.473409 L 437.078571 88.639233 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 420.364286 96.980994 L 421.2 97.81517 L 420.364286 98.649346 L 419.528571 97.81517 L 420.364286 96.980994 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pfa065faf21)" d="M 462.15 78.629119 L 462.985714 79.463295 L 462.15 80.297472 L 461.314286 79.463295 L 462.15 78.629119 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 425.378571 90.307585 L 426.214286 91.141761 L 426.214286 92.810114 L 427.05 93.64429 L 427.885714 94.478466 L 427.05 95.312642 L 425.378571 95.312642 L 424.542857 94.478466 L 423.707143 93.64429 L 422.871429 92.810114 L 423.707143 91.975937 L 424.542857 91.141761 L 425.378571 90.307585 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 428.721429 91.975937 L 429.557143 92.810114 L 428.721429 93.64429 L 427.885714 92.810114 L 428.721429 91.975937 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 430.392857 93.64429 L 432.064286 93.64429 L 432.9 94.478466 L 432.064286 95.312642 L 430.392857 95.312642 L 429.557143 94.478466 L 430.392857 93.64429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 437.078571 93.64429 L 437.914286 94.478466 L 437.914286 96.146818 L 437.078571 96.980994 L 436.242857 96.146818 L 436.242857 94.478466 L 437.078571 93.64429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 448.778571 95.312642 L 449.614286 96.146818 L 448.778571 96.980994 L 447.942857 96.146818 L 448.778571 95.312642 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 450.45 98.649346 L 452.121429 98.649346 L 453.792857 98.649346 L 454.628571 99.483523 L 454.628571 101.151875 L 453.792857 101.986051 L 452.121429 101.986051 L 451.285714 101.151875 L 450.45 100.317699 L 449.614286 99.483523 L 450.45 98.649346 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 443.764286 100.317699 L 444.6 101.151875 L 445.435714 101.986051 L 447.107143 101.986051 L 447.942857 102.820227 L 447.107143 103.654403 L 446.271429 104.488579 L 445.435714 105.322755 L 443.764286 105.322755 L 442.928571 104.488579 L 442.092857 103.654403 L 441.257143 102.820227 L 442.092857 101.986051 L 442.928571 101.151875 L 443.764286 100.317699 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfa065faf21)" d="M 450.45 103.654403 L 451.285714 104.488579 L 450.45 105.322755 L 449.614286 104.488579 L 450.45 103.654403 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pfa065faf21)" d="M 455.464286 29.004385 L 457.135714 30.004184 L 460.478571 30.553014 L 462.15 29.984268 L 463.821429 30.268124 L 465.492857 30.756657 L 465.936511 31.08108 L 467.164286 31.749253 L 468.835714 32.042847 L 472.178571 33.232749 L 475.521429 34.142503 L 475.930774 34.417785 L 477.192857 35.049417 L 478.864286 34.912725 L 480.535714 34.185823 L 482.207143 34.917284 L 485.55 35.948682 L 485.70821 36.086137 L 487.221429 37.864042 L 488.892857 38.695812 L 490.564286 39.217104 L 490.777277 39.422841 L 491.481636 41.091194 L 492.235714 41.843948 L 493.907143 42.162031 L 495.578571 42.96697 L 498.921429 43.887144 L 500.592857 44.702661 L 502.264286 45.150796 L 504.472801 46.09625 L 505.607143 46.606413 L 507.278571 48.610955 L 508.95 49.06884 L 509.37351 49.432955 L 510.986202 51.101307 L 512.292857 52.090069 L 513.964286 52.580673 L 514.198179 52.769659 L 515.635714 53.491166 L 516.536238 54.438012 L 517.307143 55.433318 L 518.221772 56.106364 L 518.978571 56.983614 L 519.495113 57.774716 L 521.657123 59.443068 L 522.321429 60.594451 L 523.992857 61.385733 L 525.664286 61.795562 L 527.335714 62.960983 L 528.192203 64.448125 L 528.760004 66.116477 L 529.007143 66.363161 L 530.678571 67.166002 L 531.298541 67.78483 L 531.863325 69.453182 L 532.850126 71.121534 L 533.440943 72.789886 L 534.021429 73.369304 L 535.638952 74.458239 L 535.692857 76.286281 L 536.269746 77.794943 L 536.446593 79.463295 L 536.397727 81.131648 L 537.255436 82.8 L 536.760016 84.468352 L 535.552938 86.136705 L 534.78051 87.805057 L 534.021429 88.614538 L 532.995417 89.473409 L 532.024278 91.141761 L 530.661703 92.810114 L 530.049228 94.478466 L 529.007143 97.825758 L 528.430304 99.483523 L 527.335714 100.636741 L 525.664286 100.593775 L 525.131398 101.151875 L 524.799584 102.820227 L 523.992857 103.947717 L 522.321429 105.080968 L 520.65 107.233305 L 518.978571 108.167345 L 517.307143 108.8864 L 515.635714 109.402383 L 513.964286 108.936193 L 512.292857 108.65946 L 510.621429 108.545959 L 508.95 109.43551 L 507.278571 108.670891 L 502.916581 107.825284 L 502.264286 107.64376 L 502.079438 107.825284 L 500.592857 108.756635 L 497.25 110.35494 L 495.578571 110.567462 L 493.907143 109.817404 L 492.235714 110.364201 L 490.564286 110.622069 L 488.892857 111.784493 L 487.967971 112.830341 L 487.221429 114.577805 L 487.98246 116.167045 L 488.719844 119.50375 L 487.221429 120.385429 L 486.480202 121.172102 L 486.25705 122.840454 L 485.55 124.596938 L 483.878571 125.515343 L 483.215535 126.177159 L 482.589548 127.845511 L 482.207143 128.274979 L 480.535714 127.974682 L 477.192857 128.679687 L 475.173849 127.845511 L 473.85 127.263816 L 472.178571 126.848648 L 470.507143 125.872215 L 468.835714 126.502433 L 468.091995 127.845511 L 467.877581 129.513863 L 467.021774 131.182215 L 465.492857 131.9054 L 464.657143 132.850568 L 463.821429 134.170781 L 462.15 133.684744 L 460.433112 134.51892 L 458.807143 135.138647 L 457.135714 135.353096 L 455.464286 133.684744 L 452.121429 133.683732 L 450.45 132.016391 L 447.107143 132.016391 L 445.435714 130.348039 L 442.092857 130.348039 L 440.421429 128.679687 L 437.078571 128.679687 L 435.407143 127.011335 L 432.064286 127.011335 L 430.392857 125.342982 L 427.05 125.342982 L 425.378571 123.67463 L 423.707143 123.67463 L 422.035714 122.006278 L 418.692857 122.006278 L 417.021429 120.337926 L 413.678571 120.337926 L 412.007143 118.669572 L 408.664286 118.669567 L 406.992857 117.001125 L 403.65 116.999898 L 401.978571 115.332869 L 398.635714 115.332869 L 397.8 114.498693 L 397.719946 112.830341 L 396.52575 111.161988 L 396.041473 109.493636 L 394.457143 106.156932 L 393.621429 104.945072 L 393.164095 104.488579 L 394.120189 102.820227 L 393.621429 102.239609 L 392.858125 101.151875 L 392.985501 99.483523 L 393.945344 97.81517 L 394.457143 96.146818 L 393.85843 94.478466 L 393.660322 92.810114 L 394.457143 91.141761 L 394.291253 89.473409 L 393.90267 87.805057 L 394.551941 86.136705 L 394.980473 84.468352 L 395.806452 82.8 L 396.282498 81.131648 L 396.964286 79.2429 L 398.124812 74.458239 L 399.029549 72.789886 L 399.812308 69.453182 L 400.706178 67.78483 L 401.161925 66.116477 L 401.458394 64.448125 L 400.707153 62.779773 L 401.662914 61.111421 L 401.300556 59.443068 L 401.978571 58.766301 L 403.65 58.501291 L 405.321429 57.979904 L 406.992857 58.601952 L 408.833685 57.774716 L 409.723364 56.106364 L 411.094132 52.769659 L 411.296283 51.101307 L 412.007143 50.06842 L 413.678571 49.012242 L 414.5515 47.764603 L 415.35 46.850656 L 417.263142 46.09625 L 420.534624 44.427898 L 420.911142 42.759546 L 422.035714 41.03368 L 423.707143 40.359726 L 425.378571 40.257018 L 426.563509 39.422841 L 427.05 38.937246 L 428.721429 38.498099 L 430.392857 37.291475 L 432.064286 36.920313 L 433.735714 37.043412 L 434.431179 36.086137 L 435.407143 35.140575 L 437.078571 33.835604 L 438.75 33.843794 L 440.421429 33.584054 L 442.092857 33.03966 L 442.473621 32.749432 L 443.764286 32.054531 L 445.435714 32.611612 L 447.107143 31.804149 L 448.778571 30.674353 L 450.45 30.10744 L 452.121429 29.863157 L 453.792857 30.113846 L 455.464286 29.004385 L 455.464286 29.004385 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 160.37838 L 411.1575 160.37838 L 411.1575 148.76463 L 374.4 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-16 --> <defs> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(374.4 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-31"/> <use x="242.675781" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p8312549ba6)"> <image height="155.28" id="image4ddaf50122" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p8312549ba6)" d="M 264.921429 68.619006 L 269.935714 73.624063 L 273.278571 73.624063 L 274.95 71.95571 L 276.621429 71.95571 L 278.292857 70.287358 L 279.964286 70.287358 L 280.8 71.121534 L 276.621429 75.292415 L 273.278571 75.292415 L 271.607143 76.960767 L 269.935714 75.292415 L 269.1 76.126591 L 269.1 77.794943 L 268.264286 78.629119 L 264.921429 75.292415 L 263.25 76.960767 L 259.907143 76.960767 L 257.4 79.463295 L 257.4 82.8 L 255.728571 84.468352 L 255.728571 86.136705 L 259.907143 90.307585 L 261.578571 88.639233 L 268.264286 95.312642 L 269.935714 95.312642 L 270.771429 96.146818 L 268.264286 98.649346 L 266.592857 98.649346 L 264.921429 96.980994 L 263.25 96.980994 L 261.578571 95.312642 L 258.235714 95.312642 L 256.564286 93.64429 L 253.221429 93.64429 L 251.55 91.975937 L 246.535714 91.975937 L 244.028571 94.478466 L 244.864286 95.312642 L 246.535714 95.312642 L 248.207143 96.980994 L 249.878571 96.980994 L 250.714286 97.81517 L 248.207143 100.317699 L 246.535714 98.649346 L 244.864286 100.317699 L 243.192857 100.317699 L 240.685714 97.81517 L 240.685714 94.478466 L 239.014286 92.810114 L 239.014286 91.141761 L 237.342857 89.473409 L 239.85 86.970881 L 246.535714 86.970881 L 247.371429 86.136705 L 247.371429 82.8 L 249.042857 81.131648 L 249.042857 79.463295 L 248.207143 78.629119 L 246.535714 78.629119 L 245.7 77.794943 L 245.7 76.126591 L 246.535714 75.292415 L 248.207143 75.292415 L 249.878571 76.960767 L 250.714286 76.126591 L 250.714286 74.458239 L 251.55 73.624063 L 253.221429 73.624063 L 254.892857 71.95571 L 259.907143 71.95571 L 261.578571 70.287358 L 263.25 70.287358 L 264.921429 68.619006 L 264.921429 68.619006 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8312549ba6)" d="M 276.621429 68.619006 L 277.457143 69.453182 L 276.621429 70.287358 L 275.785714 69.453182 L 276.621429 68.619006 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8312549ba6)" d="M 249.878571 71.95571 L 250.714286 72.789886 L 249.878571 73.624063 L 249.042857 72.789886 L 249.878571 71.95571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8312549ba6)" d="M 279.964286 75.292415 L 281.635714 75.292415 L 282.471429 76.126591 L 281.635714 76.960767 L 279.964286 76.960767 L 279.128571 76.126591 L 279.964286 75.292415 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p8312549ba6)" d="M 266.592857 83.634176 L 267.428571 84.468352 L 266.592857 85.302528 L 265.757143 84.468352 L 266.592857 83.634176 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8312549ba6)" d="M 268.264286 85.302528 L 269.1 86.136705 L 268.264286 86.970881 L 267.428571 86.136705 L 268.264286 85.302528 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p8312549ba6)" d="M 266.592857 38.638354 L 269.935714 40.006036 L 271.607143 40.330513 L 273.278571 39.860911 L 274.95 40.246735 L 276.621429 40.484124 L 278.292857 39.937493 L 279.964286 40.172202 L 281.635714 39.087314 L 283.307143 39.007669 L 283.845303 39.422841 L 284.978571 40.106068 L 288.321429 39.162729 L 288.740881 39.422841 L 289.992857 40.015748 L 291.664286 39.963127 L 293.335714 39.136399 L 293.700858 39.422841 L 296.678571 42.160906 L 298.417567 42.759546 L 300.021429 43.532172 L 301.692857 43.961749 L 303.364286 44.654348 L 304.263525 46.09625 L 305.035714 46.867018 L 306.514797 47.764603 L 306.707143 48.028436 L 307.592762 49.432955 L 308.378571 50.067804 L 310.05 50.267807 L 310.91356 51.101307 L 311.721429 52.562973 L 313.392857 53.084476 L 315.235038 54.438012 L 316.735714 55.911543 L 318.407143 56.519939 L 320.620016 59.443068 L 321.82221 62.779773 L 323.421429 63.634167 L 325.311741 64.448125 L 326.764286 65.160222 L 328.435714 65.589262 L 330.699748 67.78483 L 332.677658 71.121534 L 333.45 72.572044 L 333.878338 72.789886 L 335.121429 74.611563 L 338.464286 75.36615 L 339.168579 76.126591 L 339.757143 77.794943 L 340.135714 78.319795 L 340.813843 79.463295 L 340.02946 81.131648 L 339.587343 82.8 L 340.135714 83.486853 L 340.770807 84.468352 L 341.46716 86.136705 L 341.376073 87.805057 L 342.328867 91.141761 L 342.128467 92.810114 L 342.477042 94.478466 L 341.807143 95.383876 L 340.135714 96.399789 L 339.3 97.81517 L 338.464286 98.973293 L 337.667484 99.483523 L 336.306957 102.820227 L 335.773046 104.488579 L 334.884222 106.156932 L 333.45 107.589166 L 331.778571 107.636822 L 330.107143 107.130578 L 328.435714 107.782254 L 326.430096 107.825284 L 325.092857 108.059486 L 323.421429 108.830654 L 321.75 108.971771 L 321.191094 109.493636 L 320.078571 110.286701 L 318.407143 110.921938 L 316.735714 110.709612 L 315.064286 111.339953 L 314.293776 112.830341 L 312.506553 114.498693 L 311.87409 116.167045 L 312.006897 117.835397 L 312.557143 119.50375 L 311.689384 121.172102 L 310.983852 122.840454 L 310.782043 124.508806 L 310.05 125.417598 L 308.256295 126.177159 L 307.542857 127.845511 L 307.347514 129.513863 L 306.707143 130.177787 L 305.035714 130.14606 L 303.364286 130.294557 L 302.778771 131.182215 L 300.021429 133.355849 L 298.35 133.842054 L 296.678571 133.82829 L 295.007143 133.975604 L 293.335714 134.974814 L 291.664286 133.928287 L 289.992857 133.618951 L 288.001468 132.850568 L 286.65 132.259918 L 284.978571 130.434455 L 283.307143 129.388399 L 282.571562 127.845511 L 281.635714 127.011335 L 280.313659 126.177159 L 279.964286 125.615127 L 279.018916 124.508806 L 278.292857 124.032548 L 276.621429 123.583148 L 274.95 123.255757 L 273.278571 122.319674 L 271.607143 121.997961 L 270.471676 122.840454 L 269.150628 126.177159 L 268.954419 127.845511 L 268.264286 128.870222 L 266.592857 128.785874 L 264.921429 129.030513 L 264.485139 129.513863 L 264.921429 129.94935 L 265.757143 131.182215 L 265.443679 132.850568 L 264.921429 133.371856 L 264.399178 132.850568 L 263.25 132.016391 L 259.907143 132.016391 L 258.235714 130.348039 L 256.564286 130.347982 L 254.892857 128.679687 L 251.55 128.679687 L 249.878571 127.011334 L 246.535714 127.011335 L 244.864286 125.342982 L 241.521429 125.342982 L 239.85 123.67463 L 236.507143 123.674622 L 234.835714 122.006278 L 231.492857 122.006278 L 229.821429 120.337926 L 226.478571 120.337926 L 224.807143 118.607508 L 223.135714 117.304405 L 221.464286 117.049429 L 219.792857 116.647447 L 218.121429 115.752596 L 216.45 114.016502 L 214.778571 113.318557 L 214.289454 112.830341 L 213.320212 109.493636 L 213.735675 107.825284 L 212.350059 106.156932 L 211.839095 104.488579 L 210.794687 102.820227 L 210.625272 101.151875 L 211.51343 99.483523 L 211.048795 97.81517 L 210.6 96.146818 L 210.915204 94.478466 L 210.304084 92.810114 L 210.619667 91.141761 L 211.110322 89.473409 L 211.435714 89.009466 L 212.080193 87.805057 L 212.290233 86.136705 L 213.028176 84.468352 L 213.107143 82.752486 L 212.253802 81.131648 L 212.648213 79.463295 L 212.118852 77.794943 L 212.612596 76.126591 L 213.107143 75.010114 L 213.502197 74.458239 L 214.778571 73.726565 L 215.545239 72.789886 L 215.618538 71.121534 L 216.479377 69.453182 L 218.121429 68.584499 L 218.844533 67.78483 L 219.100586 66.116477 L 219.792857 65.245084 L 220.604947 64.448125 L 221.590023 62.779773 L 223.232479 61.111421 L 224.0312 59.443068 L 224.807143 58.835853 L 226.478571 57.00282 L 228.15 56.414545 L 228.515462 56.106364 L 229.435859 54.438012 L 229.821429 54.062321 L 230.649322 52.769659 L 231.492857 51.835859 L 233.164286 50.771264 L 236.215574 49.432955 L 236.507143 49.238179 L 238.178571 47.266524 L 239.85 46.408008 L 240.162333 46.09625 L 241.521429 44.137425 L 242.083739 44.427898 L 243.192857 44.857532 L 244.864286 43.755125 L 246.535714 44.004405 L 248.207143 43.651582 L 253.221429 41.463744 L 253.633397 41.091194 L 254.892857 40.235058 L 256.564286 40.590321 L 258.235714 40.225781 L 259.907143 40.257018 L 263.25 39.870514 L 264.921429 39.785921 L 265.360612 39.422841 L 266.592857 38.638354 L 266.592857 38.638354 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 160.37838 L 223.9575 160.37838 L 223.9575 148.76463 L 187.2 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-32 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(187.2 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p5a3613002a)"> <image height="155.28" id="imageb45425cf0a" transform="scale(1 -1)translate(0 -155.28)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-5.32"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p5a3613002a)" d="M 74.378571 50.909829 L 74.717912 51.101307 L 76.05 51.582723 L 77.221942 51.101307 L 77.721429 50.633107 L 79.392857 50.560562 L 81.064286 51.39454 L 82.735714 51.768498 L 86.078571 53.12971 L 87.75 53.64977 L 89.421429 52.96755 L 91.092857 53.059469 L 94.435714 53.892478 L 95.111076 54.438012 L 96.107143 54.836577 L 97.778571 55.096933 L 99.45 55.686164 L 100.039737 56.106364 L 101.121429 56.489444 L 102.792857 56.912982 L 104.464286 56.195558 L 106.135714 56.485569 L 107.807143 56.909655 L 110.115304 57.774716 L 111.15 58.216713 L 112.821429 60.11425 L 114.753239 61.111421 L 115.3573 62.779773 L 116.164286 63.374723 L 117.250414 64.448125 L 117.835714 65.294022 L 119.507143 66.236328 L 120.443681 67.78483 L 121.374364 69.453182 L 122.521885 71.121534 L 122.85 72.903009 L 124.019978 74.458239 L 124.521429 74.843055 L 126.192857 76.891823 L 127.542109 77.794943 L 127.617616 79.463295 L 127.864286 79.709511 L 129.535714 79.82433 L 131.207143 80.415477 L 132.122216 81.131648 L 132.878571 82.440263 L 133.26846 82.8 L 134.335831 84.468352 L 134.55 85.047028 L 136.221429 84.377329 L 136.291798 84.468352 L 136.221429 84.890938 L 135.688434 86.136705 L 136.068706 87.805057 L 136.221429 89.245796 L 136.816707 87.805057 L 137.892857 86.568427 L 138.182804 87.805057 L 137.892857 89.197064 L 136.732303 89.473409 L 137.892857 89.771798 L 138.837263 91.141761 L 138.295329 92.810114 L 137.892857 95.82125 L 137.718612 96.146818 L 136.221429 96.636882 L 135.052886 97.81517 L 134.839341 99.483523 L 134.55 100.405592 L 133.881898 101.151875 L 133.539572 102.820227 L 132.878571 104.050398 L 132.417641 104.488579 L 131.207143 105.012093 L 129.535714 104.946612 L 127.864286 104.286612 L 127.072415 102.820227 L 126.192857 101.821415 L 124.521429 101.426861 L 122.85 102.557145 L 121.178571 101.89191 L 119.865356 102.820227 L 118.894359 104.488579 L 118.480998 106.156932 L 118.193838 107.825284 L 117.835714 108.635778 L 117.300252 109.493636 L 116.840519 111.161988 L 116.545859 112.830341 L 115.693527 114.498693 L 114.492857 118.59998 L 114.057592 119.50375 L 112.566731 124.508806 L 110.177126 126.177159 L 109.478571 126.78123 L 107.807143 127.217231 L 106.135714 128.315298 L 104.464286 128.643397 L 101.121429 127.20211 L 99.45 126.856901 L 97.58383 126.177159 L 96.107143 125.517579 L 94.435714 125.306888 L 93.574403 124.508806 L 92.612459 122.840454 L 91.092857 121.786993 L 90.591763 121.172102 L 88.598649 119.50375 L 88.053352 117.835397 L 87.75 117.495097 L 86.974615 116.167045 L 86.078571 115.283724 L 84.407143 114.856347 L 82.735714 113.928651 L 81.064286 113.601359 L 79.392857 113.116631 L 79.009806 112.830341 L 77.721429 112.145262 L 76.05 112.593227 L 75.674336 112.830341 L 74.378571 113.437021 L 73.488803 114.498693 L 73.308725 116.167045 L 73.340891 117.835397 L 73.663427 119.50375 L 73.447386 121.172102 L 74.5398 122.840454 L 75.340136 124.508806 L 75.149072 126.177159 L 74.378571 128.096907 L 73.689671 129.513863 L 72.707143 130.264349 L 69.364286 130.339401 L 67.692857 128.679687 L 64.35 128.679687 L 62.678571 127.011176 L 59.335714 127.011335 L 57.664286 125.342667 L 54.321429 125.342982 L 52.65 123.674231 L 49.307143 123.672736 L 47.635714 122.006278 L 44.292857 122.006278 L 43.457143 121.172102 L 43.639773 119.50375 L 44.292857 118.851868 L 45.964286 118.299429 L 46.410951 117.835397 L 46.790403 116.167045 L 46.959334 114.498693 L 45.964286 113.668891 L 44.292857 113.379083 L 42.621429 112.709449 L 40.95 110.583566 L 39.278571 109.937563 L 38.833826 109.493636 L 38.371623 107.825284 L 35.935714 105.758277 L 35.15024 104.488579 L 35.323416 102.820227 L 35.087623 101.151875 L 35.098123 97.81517 L 33.863977 96.146818 L 33.159234 94.478466 L 34.2212 91.141761 L 33.395089 89.473409 L 33.674564 87.805057 L 34.35107 86.136705 L 35.102627 84.468352 L 35.478623 82.8 L 36.221857 81.131648 L 37.939329 79.463295 L 38.848523 77.794943 L 37.899498 76.126591 L 38.748271 74.458239 L 39.052542 72.789886 L 39.278571 72.173585 L 39.941651 71.121534 L 40.95 70.512483 L 41.997357 69.453182 L 42.806623 67.78483 L 43.471354 66.116477 L 44.292857 64.606975 L 45.964286 64.297131 L 46.333956 62.779773 L 48.578251 61.111421 L 49.428659 59.443068 L 50.978571 58.67621 L 52.65 58.052091 L 52.993894 57.774716 L 54.321429 57.049053 L 55.992857 56.457854 L 56.451512 56.106364 L 57.664286 55.416072 L 59.335714 54.889166 L 61.007143 53.846369 L 62.678571 53.843382 L 64.35 54.205507 L 66.021429 54.059505 L 67.692857 53.548817 L 71.035714 53.151859 L 72.707143 51.83163 L 74.378571 50.909829 L 74.378571 50.909829 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5a3613002a)" d="M 136.221429 89.659526 L 136.008484 91.141761 L 136.003711 92.810114 L 136.221429 93.51297 L 136.5988 92.810114 L 136.945109 91.141761 L 136.221429 89.659526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 160.37838 L 36.7575 160.37838 L 36.7575 148.76463 L 0 148.76463 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-49 --> <defs> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(0 157.882755)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-34"/> <use x="242.675781" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="p22a8caf21c"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p7f091642ff"> <rect height="155.156759" width="187.2" x="1123.2" y="5.22162"/> </clipPath> <clipPath id="pce7457c51a"> <rect height="155.156759" width="187.2" x="936" y="5.22162"/> </clipPath> <clipPath id="p387b73fd6c"> <rect height="155.156759" width="187.2" x="748.8" y="5.22162"/> </clipPath> <clipPath id="p0334ab452c"> <rect height="155.156759" width="187.2" x="561.6" y="5.22162"/> </clipPath> <clipPath id="pfa065faf21"> <rect height="155.156759" width="187.2" x="374.4" y="5.22162"/> </clipPath> <clipPath id="p8312549ba6"> <rect height="155.156759" width="187.2" x="187.2" y="5.22162"/> </clipPath> <clipPath id="p5a3613002a"> <rect height="155.156759" width="187.2" x="0" y="5.22162"/> </clipPath> </defs></g>
  5. <g transform="translate(0, 304.55725190839695) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-y-f7d9e0a0-0ec0-4473-9e2d-095b423659d9"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#pee13cf8fe8)"> <image height="165.6" id="image2eac720076" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#pd5a632c691)"> <image height="151.92" id="imageca4b450a74" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pd5a632c691)" d="M 85.731959 57.777755 L 87.364948 57.32233 L 88.997938 57.873948 L 90.630928 59.17599 L 92.263918 59.534774 L 92.632958 59.948388 L 93.896907 60.528867 L 95.161304 61.580646 L 95.728435 63.212904 L 97.162887 64.900719 L 98.795876 64.627936 L 100.428866 64.710853 L 100.588703 64.845162 L 101.547001 66.47742 L 102.061856 67.072889 L 103.694845 67.389846 L 105.327835 68.529707 L 106.960825 69.215552 L 107.543746 69.741936 L 107.977483 71.374194 L 108.593814 73.0335 L 108.386362 74.63871 L 107.821051 76.270968 L 108.926753 79.535484 L 110.226804 83.851402 L 110.493905 84.432258 L 110.966301 86.064516 L 111.313119 87.696774 L 112.63503 90.96129 L 111.432875 92.593548 L 111.859794 94.397212 L 112.517494 95.858064 L 112.790263 97.490322 L 113.26435 99.12258 L 113.492784 99.429417 L 114.19428 100.754838 L 113.766831 102.387096 L 112.426432 104.019354 L 112.374545 107.28387 L 111.287072 108.916128 L 111.988333 110.548386 L 111.859794 110.660593 L 110.226804 111.217389 L 108.593814 112.873194 L 106.960825 112.966755 L 106.251908 113.812902 L 105.327835 114.593778 L 103.694845 114.447429 L 87.364948 114.354154 L 86.823454 113.812902 L 85.731959 112.493496 L 80.83299 112.427422 L 79.2 113.700798 L 77.56701 113.989671 L 74.301031 115.599561 L 71.035052 116.261289 L 56.338144 116.249758 L 54.705155 115.034674 L 49.806186 115.006033 L 48.173196 113.71746 L 46.540206 113.724003 L 44.907216 113.251025 L 44.090722 112.180644 L 44.506903 110.548386 L 43.699864 108.916128 L 43.274227 108.490682 L 41.641237 108.093942 L 40.859933 107.28387 L 39.684512 105.651612 L 40.008247 105.183043 L 40.629526 104.019354 L 39.358254 102.387096 L 39.672132 100.754838 L 40.008247 100.329444 L 40.700189 99.12258 L 39.598542 97.490322 L 39.641631 95.858064 L 40.008247 95.395442 L 40.774169 94.225806 L 40.008247 92.465657 L 39.071923 90.96129 L 38.87914 89.329032 L 39.364437 87.696774 L 39.717636 86.064516 L 40.008247 85.513949 L 41.4067 84.432258 L 40.903238 82.8 L 42.25323 79.535484 L 43.090913 76.270968 L 43.274227 75.867968 L 45.086118 74.63871 L 45.95781 73.006452 L 46.319711 71.374194 L 46.540206 71.153797 L 48.173196 70.147787 L 49.806186 69.62476 L 51.439175 68.892046 L 52.356909 68.109678 L 53.077436 66.47742 L 53.957388 64.845162 L 54.705155 64.435127 L 56.338144 64.749079 L 57.371691 63.212904 L 59.604124 61.017278 L 61.237113 59.787329 L 62.870103 58.889772 L 64.503093 58.516879 L 66.136082 59.069245 L 67.769072 59.4337 L 69.402062 59.333735 L 71.035052 59.618037 L 72.668041 59.477306 L 74.301031 60.459812 L 75.934021 60.764517 L 77.56701 61.721546 L 79.2 63.208405 L 80.83299 62.817742 L 82.465979 61.394852 L 84.098969 60.496696 L 84.721187 59.948388 L 85.219405 58.31613 L 85.731959 57.777755 L 85.731959 57.777755 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 26.103752 L 22.52625 26.103752 L 22.52625 14.490002 L 15.84 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(15.84 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 134.221875 26.103752 L 142.56 26.103752 L 142.56 14.490002 L 134.221875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(134.221875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 158.699998 L 36.7575 158.699998 L 36.7575 147.086248 L 0 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-47 --> <defs> <path d="M 32.171875 -5.078125 Q 28.375 -14.84375 24.75 -17.8125 Q 21.140625 -20.796875 15.09375 -20.796875 L 7.90625 -20.796875 L 7.90625 -13.28125 L 13.1875 -13.28125 Q 16.890625 -13.28125 18.9375 -11.515625 Q 21 -9.765625 23.484375 -3.21875 L 25.09375 0.875 L 2.984375 54.6875 L 12.5 54.6875 L 29.59375 11.921875 L 46.6875 54.6875 L 56.203125 54.6875 z" id="DejaVuSans-79"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(0 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-34"/> <use x="242.675781" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p79e2f0c74d)"> <image height="151.92" id="imagedd45b79bf4" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="158" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p79e2f0c74d)" d="M 226.169072 67.293549 L 226.985567 68.109678 L 226.985567 69.741936 L 226.985567 71.374194 L 226.169072 72.190323 L 225.352577 73.006452 L 226.169072 73.822581 L 226.985567 74.63871 L 226.169072 75.454839 L 225.352577 76.270968 L 224.536082 77.087097 L 223.719588 77.903226 L 222.903093 78.719355 L 222.086598 79.535484 L 221.270103 80.351613 L 220.453608 81.167742 L 219.637113 81.983871 L 218.004124 81.983871 L 217.187629 82.8 L 218.004124 83.616129 L 218.820619 84.432258 L 218.004124 85.248387 L 217.187629 86.064516 L 216.371134 86.880645 L 214.738144 86.880645 L 213.921649 87.696774 L 213.105155 88.512903 L 212.28866 89.329032 L 211.472165 90.145161 L 210.65567 90.96129 L 210.65567 92.593548 L 209.839175 93.409677 L 209.02268 92.593548 L 209.02268 90.96129 L 209.02268 89.329032 L 209.02268 87.696774 L 209.839175 86.880645 L 210.65567 86.064516 L 210.65567 84.432258 L 210.65567 82.8 L 211.472165 81.983871 L 212.28866 81.167742 L 213.105155 80.351613 L 213.921649 79.535484 L 213.921649 77.903226 L 213.921649 76.270968 L 213.105155 75.454839 L 212.28866 74.63871 L 212.28866 73.006452 L 213.105155 72.190323 L 214.738144 72.190323 L 215.554639 73.006452 L 216.371134 73.822581 L 217.187629 74.63871 L 216.371134 75.454839 L 215.554639 76.270968 L 216.371134 77.087097 L 218.004124 77.087097 L 218.820619 76.270968 L 219.637113 75.454839 L 220.453608 74.63871 L 220.453608 73.006452 L 219.637113 72.190323 L 218.820619 71.374194 L 218.004124 70.558065 L 216.371134 70.558065 L 215.554639 69.741936 L 216.371134 68.925807 L 218.004124 68.925807 L 219.637113 68.925807 L 221.270103 68.925807 L 222.903093 68.925807 L 224.536082 68.925807 L 225.352577 68.109678 L 226.169072 67.293549 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 257.195876 73.822581 L 258.012371 74.63871 L 258.012371 76.270968 L 257.195876 77.087097 L 256.379381 76.270968 L 256.379381 74.63871 L 257.195876 73.822581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 211.472165 93.409677 L 212.28866 94.225806 L 212.28866 95.858064 L 212.28866 97.490322 L 211.472165 98.306451 L 210.65567 97.490322 L 210.65567 95.858064 L 210.65567 94.225806 L 211.472165 93.409677 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 260.461856 95.041935 L 261.278351 95.858064 L 260.461856 96.674193 L 259.645361 95.858064 L 260.461856 95.041935 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 253.929897 96.674193 L 255.562887 96.674193 L 257.195876 96.674193 L 258.012371 97.490322 L 258.012371 99.12258 L 257.195876 99.938709 L 255.562887 99.938709 L 254.746392 99.12258 L 253.929897 98.306451 L 253.113402 97.490322 L 253.929897 96.674193 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 235.96701 99.938709 L 237.6 99.938709 L 238.416495 100.754838 L 237.6 101.570967 L 235.96701 101.570967 L 235.150515 100.754838 L 235.96701 99.938709 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 239.23299 101.570967 L 240.049485 102.387096 L 239.23299 103.203225 L 238.416495 102.387096 L 239.23299 101.570967 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p79e2f0c74d)" d="M 237.6 85.248387 L 238.416495 86.064516 L 238.416495 87.696774 L 237.6 88.512903 L 236.783505 87.696774 L 236.783505 86.064516 L 237.6 85.248387 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 227.802062 91.777419 L 228.618557 92.593548 L 228.618557 94.225806 L 227.802062 95.041935 L 226.985567 94.225806 L 226.985567 92.593548 L 227.802062 91.777419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 221.270103 93.409677 L 222.903093 93.409677 L 223.719588 94.225806 L 222.903093 95.041935 L 221.270103 95.041935 L 220.453608 94.225806 L 221.270103 93.409677 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 258.828866 101.570967 L 259.645361 102.387096 L 258.828866 103.203225 L 258.012371 102.387096 L 258.828866 101.570967 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 216.371134 103.203225 L 218.004124 103.203225 L 218.820619 104.019354 L 218.820619 105.651612 L 218.004124 106.467741 L 217.187629 105.651612 L 216.371134 104.835483 L 215.554639 104.019354 L 216.371134 103.203225 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 250.663918 103.203225 L 251.480412 104.019354 L 250.663918 104.835483 L 249.847423 104.019354 L 250.663918 103.203225 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p79e2f0c74d)" d="M 214.738144 111.364515 L 215.554639 112.180644 L 215.554639 113.812902 L 214.738144 114.629031 L 213.921649 113.812902 L 213.921649 112.180644 L 214.738144 111.364515 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p79e2f0c74d)" d="M 226.169072 38.265267 L 227.802062 37.714357 L 232.701031 37.784836 L 234.334021 37.819869 L 235.96701 38.123967 L 237.6 38.045537 L 239.23299 38.087978 L 240.865979 37.996132 L 242.498969 38.365615 L 243.003444 38.729034 L 244.131959 39.242623 L 247.397938 38.190215 L 249.030928 39.199337 L 250.663918 39.049737 L 252.296907 39.637104 L 252.8646 40.361292 L 253.061883 41.99355 L 253.929897 42.907608 L 254.909536 43.625808 L 256.197344 45.258066 L 257.195876 45.904987 L 258.828866 46.020081 L 260.461856 47.337843 L 262.094845 47.097214 L 263.727835 47.26417 L 264.806589 48.522582 L 265.545268 50.15484 L 268.626804 52.808 L 270.259794 54.114965 L 271.892784 54.396087 L 273.525773 55.287891 L 275.158763 57.009831 L 275.926091 58.31613 L 276.493114 59.948388 L 276.791753 60.298454 L 278.424742 62.002073 L 279.287518 63.212904 L 279.615428 64.845162 L 281.577543 68.109678 L 281.384576 69.741936 L 281.690722 71.569376 L 282.871492 74.63871 L 282.930633 76.270968 L 282.805009 77.903226 L 282.933676 79.535484 L 282.705806 84.432258 L 282.896685 86.064516 L 283.323711 87.731166 L 284.192292 89.329032 L 284.956701 90.438797 L 285.510118 90.96129 L 285.973896 92.593548 L 285.895626 94.225806 L 285.949749 95.858064 L 286.231514 97.490322 L 285.773196 99.12258 L 285.922633 100.754838 L 285.890334 102.387096 L 284.140206 104.019354 L 284.236949 105.651612 L 281.690722 108.118575 L 279.315294 110.548386 L 278.026667 112.180644 L 277.626926 113.812902 L 277.608247 117.077418 L 278.094677 118.709676 L 278.424742 119.071336 L 279.213181 120.341934 L 279.241237 121.974192 L 278.939254 123.60645 L 278.424742 124.120732 L 276.791753 124.41057 L 260.461856 124.422579 L 221.270103 124.422579 L 219.637113 122.790321 L 191.876289 122.769688 L 191.080436 121.974192 L 191.059794 120.341934 L 192.559431 118.709676 L 193.547573 117.077418 L 193.981818 115.44516 L 193.509278 114.986821 L 191.876289 114.186558 L 191.502465 113.812902 L 190.776855 112.180644 L 190.243299 111.677839 L 187.793814 108.916128 L 187.939551 107.28387 L 187.712952 102.387096 L 186.365568 100.754838 L 186.201102 97.490322 L 184.99242 95.858064 L 184.689303 94.225806 L 184.575735 92.593548 L 184.787926 90.96129 L 184.667053 89.329032 L 184.784479 86.064516 L 185.34433 84.346272 L 186.094626 82.8 L 186.44033 81.167742 L 187.06774 79.535484 L 187.787133 77.903226 L 188.170142 76.270968 L 188.408755 74.63871 L 188.445672 73.006452 L 188.266811 71.374194 L 188.423212 69.741936 L 190.083514 66.47742 L 190.243299 64.794767 L 192.909866 61.580646 L 193.62612 59.948388 L 195.413763 58.31613 L 197.516151 56.683872 L 200.041237 54.484112 L 204.940206 51.23589 L 206.573196 50.737778 L 208.206186 48.380692 L 211.472165 45.987525 L 213.105155 44.525118 L 214.738144 43.457784 L 218.004124 42.408884 L 218.419644 41.99355 L 221.270103 39.665148 L 222.903093 39.886202 L 224.536082 39.691614 L 226.169072 38.265267 L 226.169072 38.265267 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 26.103752 L 180.92625 26.103752 L 180.92625 14.490002 L 174.24 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 292.621875 26.103752 L 300.96 26.103752 L 300.96 14.490002 L 292.621875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 158.699998 L 195.1575 158.699998 L 195.1575 147.086248 L 158.4 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-22 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-32"/> <use x="242.675781" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p6c91d7a145)"> <image height="151.92" id="image1412db8bf8" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="317" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJ5CAYAAAD/18teAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3duvXld5N+wBjvfb5f02dmIHZ0cSktICKi1I9KBbKkGlClWlUtUe9ajqWVuVf6Cq1CN6UCSKVIGKVJAqREqBIkQDhISQPRjb2PF2LdvL9rKXN9n0O/lOvvd97l++NcaySdrrOpy3xvPMOeaYc91+pPHzO1pr/90AAGDAO3/eJwAAwNufphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYdsfP+wQAgLeOFStWlLV3vOMdZe2d75z8O1V1vLXWlixZUtZeffXVsnbt2rWyVp3jf//3fy94zJuN67HYn3cr9J6jXyoBABimqQQAYJimEgCAYZpKAACGaSoBABimqQQAYNj/2EihFFOQvPHGG2UtRQ4sX768rO3cuXPi8ddff70cc/HixbJ25cqVstYTi5DG3HFHvUTS+acIiVWrVi34+z760Y+WYx555JGy9sorr5S12dnZsrZmzZoFf97+/fsX/Hmt5fmo5vHy5cvlmLSGk2XLlpW1FN9RrYObN2+WY+bm5srarl27ylq6tur8X3vttXLM/Px8WUtrOD0X6V7PzMxMPH7p0qVyzPr168vahQsXylpaVytXrlzwmJ65b61+/7XW2je+8Y2Jx9N6q869tfxuTM9uup8HDx6ceHz79u3lmHT+P/rRj8ra97///bLWE/GSInnSNadnJq2D9Hewkt4T6W9TUp1j+rzev/1vd4sdb+SXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAY9o7W2qLuJ++JtGktx3f0jOvdJp/OI1mxYkVZ27x584I/79SpU2UtRfn0SDEQKVoizdWWLVvK2tKlS8vae9/73onH77rrrnLM6dOny9rx48fLWorUqK7tpZdeKsesXbu2rP3CL/xCWUvRJDt27Jh4PMUhXb9+vayluU+1nuc6zUdy/vz5spYiUqrzTxE/vc97inRK51jV0pg0jyl6LD3X1felZyKtqw0bNpS19AweOnRo4vH0vKd3UvV5bzaues5aq5/Pbdu2lWNSPM309HRZe/755xc8LsVzpfPojRRKqnWV1mJ6t6R3Uopt6jn/xY7WSd4O0UbdPdQinwcAAP8LaSoBABimqQQAYJimEgCAYZpKAACG1du/Ot2K3Um9O8oX+/NSLe1+rHaipV3hZ86c6TqPtDN8yZIlCx6TdqJNTU2VtY0bN5a19H1VLe1yTbtL027ttLNwfn5+4vG0AzZdc6r95Cc/KWvV9+3cubMcc+XKlbKWdkL37hqvdmGmHZjVWmwt7xRNKQvVbtZ0Hmmu0ri0hnt21a5atarrPNI8JtU5pud92bJlZe3q1atd5/GBD3xg4vEHHnigHJN2/aZ3ahp38+bNsla9e44ePVqOSc9Sr+p9m+5ZWh8rV64sa2nNnTt3rqxVf1tTukFa++m+LPbf/iSlRPSksaRzv507vG8Fv1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMUwkAwLAYKdSztb33PyFPsQhpO//tjBRK55GiWs6ePbvg80gxBSneJam+L33X2rVry9r+/fvLWoofmZmZKWunTp2aeHxubq4ck+b+wx/+cFlL53jjxo2Jx9M6fd/73lfWduzYUdbSZ164cKGsVVJUSHVdreX4jnSOlfS8pLnvjTaqYqBSnEmaj/R8pvNIkUKV9AymeUz3Ol13FRmzevXqrs9LsTDbtm0ra+vXr594PMX/pPNIUVtHjhwpa+k5q95Xae2kNZzWfrru6l6n+J977723rG3ZsqWsnT59uqzNzs6WteqZ6f27msb1/B1Mc9X79/h26o0iWuxYxsQvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwbOHZFwN6YwWSxY49WrJkSVlL0TUrVqwoa1WMQYqPSPORrnlqaqqsVbEwaT5S7MTWrVvLWorUSDEo1VxdunRpwWNaa23Tpk1lbfv27Qsel+5ziiW5evVqWUtxQ9V5pFiPFLWR4ljSuup5PtO6SuexfPnyBX9Xa/nZ7fmutK5SnExSrZ8U55TuS4ovSuefYm0qaQ2k70rr4MqVKxOPpwiXVKvi21prbXp6uqyl91U1x2nu01yl90SK7qrWXJqPEydOlLV0zWk99kQi9cbWpO9Kc1y9XxY7nrBXb8RPT7/zZp+52PxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDbmukUO82+sX+rt5YgRQplGIiqqiTubm5rvPojR+ponzSmBTT8txzz5W1FHOxevXqslZJMURJmqvjx4+XtbVr1048vmrVqnJMiihK85E+s5qrNIfnzp0raylGpPf5rKJVetdwivlJn1nFmWzYsKEck+YjSc/uzp07y1oVvZOuOUWPJek9Vz3XPfe5tRxjlWJhqvlPz0taO0l6f/fEX6X4ovn5+bKW4qhSpFB1jmkNHzt2rKxVcU6t5fd+T+RNuq4Ut7Zu3bqyllTPU3qWeqN8enqXNB/J7eyhevmlEgCAYZpKAACGaSoBABimqQQAYJimEgCAYZpKAACG3dZIodspba/vraXYj0uXLpW1Kh6jihd5Myluo4q/aK2+thQVkj4vnUeKTEiRGitWrChrld4YlFSrohvSNafrSrEqPfczRbikGI4U35FiinojMHo+L81jegbvueeeicdTdMqZM2fK2p49e8rali1bylqKLanicNL9vBX3pTqP9EykSJ50HileJ0WkVFJUUpqrFAGUalVkz8zMTDmmdw33jEtrJ81vih5L0rusujc9kU2t9UcAVXPVGxvU61Z85u36rt6IIr9UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAw7H/s7u8k7VRMO6jSzrwlS5aUtWqnZe9/Dp92PybVLru0+/jixYtd35XmI81jtSM+nUfaXZp2Rm7fvr2sVTscN23aVI6pdom21trGjRvLWrrX1VxVa6q1fM3r168vaymNIF1b2hXco2c+WmvtwoULCx6TdrKeP3++rKW5Sjuoq2ctPS/p+UxrP11bTxJEWldpPaZatVs7pRSk9bFy5cqylj4z1ebm5iYeT+/v3rlK5189g2ntrF27tqylBIP0zKQ1cvLkyYnHe1NVet9zVS397Uzn2Juy0LODunfX9e3caZ74pRIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhnVHClXb3ntjcnq3wy/2Nvp169aVtRSzkKI9UvxI5VbMVRWLkD5vdna267uSVatWlbUq2qM36iTdzx07diy4duXKlXJMip3ojaCppBiRa9eulbUqwqW1OnKqtbweq6iTFIXTG9+xYsWKslad/+XLl8sxaX1UEUWt5WiSFINSSWs4zUeKDUqqdZAiaC5dulTWpqamylpaV9UaSfd5ZmamrD3wwANl7dFHHy1rBw8eLGtf+9rXJh5P7/y0vtO93r9/f1k7derUxOPpfbpr166yluaqilFK59Fa/f5Of0fS358UsdQzLv0NT+/2xe5rbsXf91vxmT38UgkAwDBNJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAw7ojhXq2qKcxvVv2e6KNUkTHxo0by1qKHEgxET0RI+mak555TPORar33LMVVVFEtKVpi+/btZS1F6Bw4cKCsVZFCFy9eLMecO3eurKWYn7Q+Nm/ePPF4mt81a9aUtRTzk2opaqaSYpTS+afYjxQPVN2zNL8p7iZ915YtW8paOv8qPip9V4qcSs9Fenar616+fHk5JknzmNZBdW/Sedxzzz1lLa3TFCFWxWK11tp999038XgVn9Na/luR4pLWr1+/4HHpuqr3R2v5nqXIrDSuup/pmUj3bO/evV3nUb3L0n3p1ft3cLE/73bGBiV+qQQAYJimEgCAYZpKAACGaSoBABimqQQAYJimEgCAYd2RQpXbveW9+szeSJ5Vq1aVtRQLk6I9qnNJMRYp3mXJkiVlrSfGJUWWbN26dcGf11qOkEixDtW5pNiJDRs2lLV0P1MM1NTU1MTjy5YtK8eke5bOI8UenTlzZuLxCxculGPSPUvxI+mepRiU6n6mMem7UiRSinSq7uf8/Hw55tixY2Ut2b9/f1n72c9+Vta2bds28Xi6rrS+07sg1ap7Mzs7W45JES5pPaZnZtOmTQsec/78+bKW4soefPDBspZU9yZdczrHFNeTYoqqGKsUqZaepRRj1fueq/4ep6i+FHuU/q6m90sV75b+hie9/cRbxe3sy/xSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYqRQzzb63u3pi71lP8U2pEiEFMmT4g2qCJo0bnp6uhyTIld6VdENKdIhXdfZs2fLWoomSTEXVbzOzp07yzEPP/xwWXvooYfK2r59+8paFd+R4pBSLUUKpWiPKkop3bMUk5PW1a5du8paup/Lly+feDxFVd28ebOrlp7PKjooXVeK60n3JdV64jtShEv6vGruW8tRSpUjR46UtT179pS19J5IfxOqWJ7q+Wutf65SzE+K4frlX/7licerOKTWWvv2t79d1g4dOlTW0rVV75AUQ7Ru3bqy1hsvdvfdd5e1Ktbr1KlT5Zj09/j48eNlLb1fquigFIuVpDW82L1L+rzbHdnYwy+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAMi7u/e3YT9e6E6t259MYbb0w8vmTJkq7PS7sp5+bmylq1S7e1vNu5knappXNM31XtBEy7GNNO3LT7Lu3oq3Z4t9ba7t27Jx5/4IEHyjEPPvjggj+vtXqnYmutHT16dOLxtBsxzf2KFSvKWtpZXe24vX79ejnmzjvvLGuvvPJKWXv22WfL2v79+8tatSu1d6dl2gGb1mq1M3z79u3lmLRjP11zGpfegVUqRVofaQdvcunSpbJWrYOUKpCel5S2cfHixbK2fv36icd7/46kd0uaj/Qu27hx48Tjv/RLv1SOueuuu8ra888/X9a+8Y1vlLWXX3554vEDBw6UY7Zt21bW0vpO9/ree+8ta88999zE41/96lfLMWk3fLqf6W9TleqQrit9XrLYO7Krnqa1/Jwt9i70Xn6pBABgmKYSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhMVKox634T817PrP3PFLkQIrJqeJMWqu3+qcYixTtUUVctNbarl27ytqpU6cmHk8xBadPny5rKYIhRSylCIzHHnts4vEPf/jD5Zgq0qa1HP0yMzOz4FoVgdJajsJJcSY7duwoa9W6SpFZKYImxR5961vfKmvPPPNMWXvve9878fjKlSvLMWntp+iuFDFSzUlvPFcaNz8/X9Z6YlBSpFA6xxRHdeTIkbJW3Zv03umNG0oRKdW7Mc1Herck6X6mc6zuWVrDv/7rv17W3ve+95W197znPWXtiSeemHg8xWzdc889ZW1qaqqspRionTt3lrXqHZjWx2c/+9myduPGjbLWE+OX3vnp73v6G5lU6zv1J729i0ghAAD+x9BUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwbNEjhZLerfJpXLXVP0UApHiD6enpspbiaZJqXPq8vXv3lrX777+/rKXYjOvXr088/tOf/rQck6IlUgzHhz70obL2yCOPlLVHH3104vEtW7aUY1JcT3XNreVYmCo6KK3FFCu1devWspbWYxWpkdZOOo90/nv27Clr586dK2vPPffcxONpnabvSms4RehU0SrXrl0rx5w9e7asbdiwoaylyJsUg9IjreEUG7R9+/aytnv37onH03WleLE0VykSqVr7aQ2nKJ/e+5LidaqolnRfjh8/XtbS+yq9G++6666Jx9OzlJ6XFC927Nixsvbkk0+WtX//93+feDzFyFXv/NZau3DhQllL83j16tWJx3t6iTcbl9zOmJ90jrfzPPxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDbmukUNrWnrbz92yHT3E36fNSdEqKuZibmytrVbzBzMzMgse01trmzZvLWoqJqOI77rvvvnLMtm3bylqKLEnnWEW/tNbazZs3Jx5/4YUXyjG90hxX6ydFlqRIh7SuUhxL9ZmrV68ux6TolHSO99xzT1l74IEHytrXv/71icdPnjxZjum55tZaW7VqVVmr7llap8nGjRvLWrq29C6r7luKEPvxj39c1tKzdO+995a1ao5T/FKaj/TeSdEvS5YsmXg8re90juvWrStr6b1fnUdr9bs9rdN0/imaKcWLVdK5p7lfu3ZtWXvsscfKWjrHb33rWxOPHz16tByT4uLSd6VIuMqyZcvKWlofqZ9I66Aal76rN77orcIvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAw7B2ttXJv+9tha/vtPMedO3eWtSoKp7XWLl68OPF4inBJ8UV/9md/VtZSZMJDDz008XiKDUqRDik2I0UwnD17tqxVMUspRqSa39ZydEP6zFdffXXi8ZUrV5ZjXn/99bKWYj/S2rnjjsmpX1euXCnHpNidFImUIjrSuO9973sTj+/Zs6cck+YxRT2l56K61ylSqJrf1vL9PHbsWFlL9/PgwYMTj6dIsiqmpbXWHn300bK2fv36slbFTi1fvrwck+YjPWfpflbvqxQNlKT7me5Les9Vc5K+K73/0n1Jz1kVAZQirO6///6ylqLHUlRVUr1TH3/88XLM5z//+bJ24sSJspbWXPU35sKFC+WY9E5Naz/NfzUujemNQ0y9UKpVn9kT5diaXyoBAFgEmkoAAIZpKgEAGKapBABgmKYSAIBh9fa1tvg7q3s/r2cXUu93pV26aQdYtVu4tXp39W/91m+VY1588cWytmvXrrL2zDPPlLVq9/qZM2fKMdVu1dZaO336dFnbvXt3Wbt+/XpZq3Y/pp2KaSdx2lWbdhJXOzTTWkw7+tKOz/Pnz5e1aj2m3apJ2v2Yri3ds2o9pnP86U9/WtZSysKWLVvKWrXzNO1q37BhQ1lLay7dz3Td1XsprYE777yzrKWd/mk3a3UeaQ2k5yWt/WrXcmv1+ad3bXq3p/dwSsa4fPlyWaukXbppZ3iax3T+VcpF+puV/h6ke5bs27evrFXP0yOPPFKO+fSnP13W0u7vu+++u6xVay7Nb3pPpPWY1kHP5yU9u7hvN79UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMCwGCnU+5+X93xeijfo+a4U6ZAiGJJ0/jt27Fjw5507d66sffCDHyxrKc7kYx/7WFmr5vjJJ58sxxw9erSsXbp0qaydPXu2rM3Ozpa1KlIofdfevXvLWoqFSfNfRZ2kuJi0BlK8S4qIqqJ8bkWsSlrfqVY9Tymq6siRI2VtZmamrH30ox8ta5UU33Hz5s2ylq65WqdvpoqFSc/ghz/84bK2Zs2aspbWXLUO0tpJ780UbZTWalqPlXQ/U1xPisVK4yopyizFzKR3SPrM1atXTzye/tZV6621/Dc33c8U0zY9PT3xeIoUev/731/WXnjhhbKW4sBeeeWVicfT857WYm+cVjUuPUu97+HFjoDs5ZdKAACGaSoBABimqQQAYJimEgCAYZpKAACGaSoBABgWI4WSamt7b2xQkuIZqm30PWNay9EB6TNTxMjly5cnHt+6dWs5JsXTpEihjRs3lrUqHmjt2rXlmHTPUkRHiv1IMT/VHKeok/n5+bKWojFSFEd1jml9pPNY7JiIKl6ktXq9tdY/H2l9X716deLxZ599thxz4sSJsrZu3bqyduzYsbI2NTU18XiK70ixR2nc5s2by1qax+r8U/TL8ePHy1qKxdqyZUtZq84xvRvTGkjX3LP20zsuvZPSfKT3d1JdW4qgSfORri3NVRUflWJyUtxaipxK55gihaqYn/T34OGHHy5rKTIrxQ1Vz2c69zSPac319BrpObsVsUE9n5nGJH6pBABgmKYSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhMVJoseOB0uelbfkp2qNHijdIMREpqiVt9a/iJZ555plyTIr52bNnT1lLMUVVJMjOnTvLMem+HDhwoKyl+UifWcU6pPiia9eulbUqZqa11pYuXVrWqnNM1zU9PV3WUhRRei6quJ60BnrjtNIzvXz58rJWRdekc9y2bVtZS9EeKTKrOv9XXnmlHJPeLWl9pPdEOv8f/OAHE4+n+e2Nrkn3s1qPK1euXPCY1vIaTu+yKrprZmamHJOijdK7INVShE4Va5PmN0V+pecznUf17KZnIq3hNB9pPaZIuCoOLD1n991334I/r7UctVVFGyWpL0i1npif3nir3pif2/mZfqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGExUqhnq3yvtK09beev9MYQ9UYKpQiM8+fPTzyeIjoeeeSRspZiP6oImlRL8RFpHtM9S/OYoiwuXbo08XiKPUqRMWk+UhRHdY4XL14sx+zbt6+spXEpGqOKndq/f385JkU9pYiRngia1ur3xK/8yq+UY6oYotZaO3z4cFlL1/2v//qvE49///vfL8f85V/+ZVlL0UDPPfdcWTtz5kxZqyJSHnzwwXLM7t27y1pa36+++mpZq57r9I5LMS3pnZRU8TQpQizdl7m5ubKW3kkpeqzn2tJ39f5tqu5n7z1LtbR2kupc0jWnv50pMqsnojDdy3TP0nz0RiX2fN7bgV8qAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYFnd/p11IVa13x3gal84j7Vhd7PNYv359WZueni5re/funXg87dr77ne/W9buv//+srZ9+/ayVu3yTueRdq+lHcFp92bazV995qlTp8ox6RzTtfXsBEw75atd/q3lXbqPPvpoWavm8ciRI+WYHTt2lLXeHd5pHqu5Srsp03kcPHiwrKU5/slPfrLgMdVu7Nbyjv3qu1rLO1arHfFr1qwpx8zPz5e1VatWdY2rdl2nXbrpeUnXnNb+sWPHJh5P7+G0Uzudx9q1a8tazzspre+0Cz29Q9JnVtK7Nv3tXLFiRVmr1kdrra1evbqsVe/i2dnZckxKZ0h/c9N5VO+XzZs3l2PSOabd34udktPbCyW3c0e5XyoBABimqQQAYJimEgCAYZpKAACGaSoBABimqQQAYFiMFEqqbe9pO3zPf67+Zp9ZbZVP39UTlfRmn5liIqrogxT5cfr06bKWoiDSXFXRKuk8UlxFillI85jiNqrYj3SOKYajN3KliqRIn9c7Hz/+8Y/LWhURdfLkyXJMigNJ559ig5YuXVrWqvm/efNmOWZmZqaspeiXF154oaxV8UCf/OQnyzEpmuk///M/y1qaqxTLU0Xo7Nu3r+vz0tpP74kq5ifF/6TzSO/GVNu0adPE42m9peirdI5pPnr+NqUx6btSfFR6f1fXluYq1VJEVM95tFa/A69cuVKOSe+C3vtZPZ/Vemstx1H1rrnFjhu6nXpjiPxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYqRQz3b4tA29imkZ0bPtPUVBpDiW119/vaxt27atrFXXnaJ1/uAP/qCsPfzww2Xt5ZdfLmtVZMKGDRvKMSkKIkXGJD2xTSn+oopsai1HQaRIimpcb2RWOv8UbVStx927d5djquio1lrbs2dPWUtRPtPT02Xt7NmzE49v3ry5HJPWQIpmStFd1fyn+U2RQile58CBA2WtijZqrV5Xly5dKsekCJpr166VtTTH1Tmme5biadKaS+/Nah2n+ZidnS1rae7T+adzrO5Z+nvW+13pb0IVB5buc+97J31mehds3bp14vEtW7aUY1IkT/r7s3HjxrJ27ty5icfT34o0V+lep/NP97rS20P1RgD1jqv4pRIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhsVIoR6929N74ot6x6Ux6fx7oyB27tw58XiK5LnrrrvK2rJly8ra9evXy1oVmVBFVbSW411SXE+a454IoBT/kyIdUtTT6dOny1p1r9evX1+OSfPRGztRxfVMTU2VY44fP17WTp06VdYee+yxspauu4p/OXr0aDkmzUeKNrr77rvLWhVncvny5XJMmvv3vve9ZS1FxqRrq9ZIehe8+OKLZS3FHu3du7esVe+kCxculGPSOabolxTzU0UipetKc5++K70b0/uqGpfeY0k6jzSP1XWn+UixQWlcikdL46r7tn379nJMeidV0UCt5Xi0ao7TuzHdl96IqB69/Ulv71XFFPVel18qAQAYpqkEAGD2mrvZAAAgAElEQVSYphIAgGGaSgAAhmkqAQAYpqkEAGDYokcK9Urb4dMW+6qWIhHS56VYmCRFYFSqWI/WWpudnS1r09PTC/6u1urIhBQV0ntfUhxB+swq3mDjxo3lmJMnT5a1FBOxb9++slbF5KS4mOrcW8tRLSmup4rDOXbsWDkmrcUnn3yyrKX1mGKnqnij5cuXl2NSjMi3vvWtspZiRA4cODDxeLovKZ4rSffzjjsW/lpNY9LaT7FBa9asKWtPP/30xOPpPqfz2Lx5c9d5VJExKcIlvXdSBFqq9fyNuXHjRjkmvXfSekyqcel9mqLu0t+69OymWhX9Vr1PW2vtzJkzZS09F2keq7+R6bntjfJJvUY1rvfvam9sULLYn+mXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhsVtirdip1GPnp1SaZdu0rsLM+3IrnbZpV2Rhw8fLmsPPvhgWUu7xqudnWkHbNrpl6QdcdUOwdbqHZppp+WVK1fKWrV7urW8Y7Wax5UrV5ZjVq9eXdbSHKf5uPPOOxd0vLXWjhw5UtZeeOGFspZ2RqZzrOYq7WKsdmq31toHPvCBspZ2kVY7XWdmZsox165dK2u9SRBpV2q10z+9W1It3evTp0+XtSr5oNrJ31p+BntVz1NKMEjvpN73TkrAqKS1k9Iv0nmkZ+bixYsTj6dd7envYHoutm3bVtbS+l63bt3E4+k9nJ6zdF/Onj1b1qq5St/Vm2ZyO93uneE9/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMNipFDP9vU0prfWEymUYg9SJEWKjEm1dP5VLEKKWfjGN75R1j70oQ+VtRQFMT8/P/F4iuFI0R4priJFMKTYpmoeq4iI1lrbvn17WUsxP+m6N2zYMPH4+fPnyzHXr18va73re+nSpROPV/eytdYefvjhsvbxj3+8rKUYq/R91TpIEUUpgitFnaRnsPq+dO49UTJvZtOmTWWtiqE5depUOSbNR6ql6JpKilxJz216F6R3cfUMpjHVM9FaPsfemJ9qTlKUT5LWXDrHak7SXKX5SDFnaVwVTddavb6ffPLJcsyhQ4fKWvr70xOllK4rRdOl9b3YUT63IhrodsYN+aUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhmkoAAIbFSKG381b5FI2RYkmSFCuQatX3paiT5OWXXy5rKa6iioI4ePBgOSbNY4q/SNeWIjCqmIsq4qe1PPc3btwoaynmp4otSfFFSYqrSPesmqu0htetW1fWdu3aVdbSZ6YIoEpPdFRrORYrRe9UkU5pfnvPMcWSXbp0acHfl6Kvkvvvv7+sVfEurdXPdXpHpwiaNFcp+qX6vnRfbsXfkZ64oXTN6fN653Ht2rUTj6f3afq8HTt2lLXeSL7qXbxly5ZyTHqnpuc9RadV79uTJ0+WY9LfuvR35Ha6FWu/WiO93+WXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYFiOFUhxBtd28dxt6GrfY55GiNlJ0QIpcSbE2VVRBim1IUQqHDh0qawcOHChrVVTL+vXryzEpCqf3ni12dEM6jyoOpLU6Yqm1Oobm7Nmz5Zgq8uPNziNFrlTrKkWuVHFIrbV29OjRsjYzM1PW0lqtaj3RUa3lSJ7Z2dmyVsW4pPWRol/SM937mVXtjTfeKMekdZXeSSmmqHrOeqN8eiOzqjlOsTVpXaW5T3Ocrq16PtP8pmcwvXfS/FfvkPT3LM1jWjvp/X358uWytnPnzonH77333nJMikBL35Xi0Y4fPz7xeJqP9E7qjaZb7Aig2/ldvfxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYqTQW2WLek90TYqdSBEuKXIgxWakyIEUkdLzXfPz82XtscceK2ubNm2aeDxFyaTzuH79ellL0QcpYqRHutfpu1K0URV1snHjxnJMig1KsR/pPKr1mNbwhQsXylpvPE16Bq9evTrxeIpVSevj5MmTZS1dd3X+KWYmPUsp3mXNmjVlLanWavquubm5spbG9azV9Ez3RoGlcdU96413SbX0bk/ru6qldZVi2nrjxapaikpK85HWTu/7qjqXp59+uhxz5MiRspbm8fz582Wteu+n5zb9HUzrI/396fm8tzu/VAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAsBgplGI/qi3xaUzSExuUpDEpgiFFWaQohfR9aVylN54mjavigVKMRZqPNC5JURZVLUUDpWiPNC7Fp1RrJMWSVDFErfWvxyoCKF1zqlXxP292HmnNVXOSrvn06dML/rzW8nqsri3FiKTIrBQFNjU1VdZSlFK15tI9S890Wt/p2qq4ofQevnz5clnrjY+qvi9dV1qLPd/VWl771XOdPi+dY4qgSe+Q6n2bxvRG66X1mO51FX914sSJcszFixfL2rp168paOsfq70i6z+nvQZI+syc6qHcN91rsz/RLJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAw+Lu77fDf3reszM87YhLn5f+c/tUu3HjxoK/K+1+/OAHP1jWtm/fXtZ++tOfTjyedvOl81i1alVZq665tbzrsKqlHXa3Yld+NS5dV5J2aKYdjtVaTfORdtefP3++rO3evbuspXOsPjPtpkw7vNP6SLvXq/WYdpcePny4rO3atauspR3Z6b25evXqicfTzuq0TnvTGaanpyceTzvG0y769P6bn58va9VcpZ296f2dar0JI9W49C7oTWfoSQ5I556es7SG0zmmeazO8ZVXXinHpGf62LFjZS3Nf5XOkNZ3es4We12lMb19V++u8Z5zTPxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYqTQYuuNdEiqaJX0eSkeoDdWIMW4VPEM165dK8dU0SOttXbhwoWydurUqbK2cuXKicdTPE2qzc3NlbV0r9Nc3U7p2qrzT2sgxQala06xH1VkzK2I5Kkip1rLc1VFxqQImhRHlZ7d9JnVs1vFi7SW44ZS5Eo6//RcVOfY+wym5yyt1U2bNk08vm/fvnJMimNJ6yrFHlXXltZwkp7BVOuJ0En3pffvWU/kTVqnKc4pRX6l5yw5d+7cgj9vy5YtZa23Z6jWT3omkt64np5Ynt7veqvwSyUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADOvOdumJTOiNWUjjej+z0huFk6IKqriKpUuXlmNSbNCJEyfKWvrMKkIixU4kvfORzrGSIkbSPUuxHzdv3ixr1fmnyKneiJFUq74vxbSkuJu1a9eWtbQObty4UdY2bNgw8XhaAynKJ93PFINS3c/NmzeXY3bt2lXW0jxW8Vyt9cXCpDWQnrPeGKvqXqdonfR5aT2mtVO9C9L8pjWcaunZ7YlqSZ+XIpbSuyy9G6t7nc4jrY/0fKb7mT5zx44dE48fOXKkHJPmI0WnpeiuHr1rf7F7kOTtEDfkl0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGNYdKfRWUW2j741wSfEXvREMVdRJiixJEQZr1qwpaymS4ujRoxOPp/iLFO2xYsWKspbmarGlKIh0r9M5VvFAvdeVonBSbEY1x73xEWk+qmig1nJsSRWhk8ak9Z0iRlIMVLX203etX7++rKX7kp6L9H3VWt22bVs5JkVV9cT1tJbP8Xaq5mNqamrRv2vdunVlLb3LeuKX0vqYnZ0ta+m5rp6n3lipdI6plt5l+/fvn3j861//ejnm9OnTZe3AgQNlLb1fqndIGpOk+5Jq1fv2VsT/9MYNLfa5+KUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZ150r0bENPW94X+7t6t9CnmIje6J0qhibFPaxevbqspUiHFC9RRcakOKQUS9IbdZKuu5qr3tig3lp1P9euXVuOSeeY7llPzEWa+/R5aX1cu3atrKVrq56ndI5pXaXnM53/xo0bJx5P9yzdl7RO09pJz1OKEaukeUzzke5ZFZeUPi+dR+9zVj3vaZ7SeSRpzaW5qt7F6TlLfyvSeqzii1prbW5ubuLx9LykWKwUz5Xe31VsUGutfec735l4/Itf/GI5Jj0v6RlMterepPuS1mnvmlvs3uXtwC+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAM6979/XbWu5Mr7fZbsWJFWdu6devE49XOx9byLrVqF2BrrV28eLGsVbvs0q63tEMwzWPa0ZekHZqVtFMx7epMO/anpqYmHk+7Y9POzfXr15e1V199taxV85/mKd3PNFfp2tL3Vc9FWjtJei7Sc1bt0k3zkXbHpt2lae1XaydJz21v8kG6nz3flaTvSju5q/V47ty5ckzvLu60rtL7qloj6f2Rrjnt7u3Z7dyb2pDuWTrHK1eulLVTp05NPJ7+ZqVnOs1HumeXL1+eeDz9DU/rozdNpsetSMnp+cze6/JLJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAwzSVAAAMe8tECvVuX6+2yi/29vrWcvRLUkUfnD9/vhyTIoWeeuqpsvaVr3ylrL3//e+feLyKYmktx06keUxRECkSpBqXojEuXbrUVVu3bl1Zq+5ZOo90XWntpHianucifV46//RdKYqourbeyJK0rnrWQVrfSYqI2rFjR1lL53j9+vWJx9NanJmZKWu977JKilXpXcMptqlaIykmp4qLaS2/d9J67In16o1NS1Fb6Ryr70vn3hsTtmbNmrKW1vf3v//9icePHj1ajknxS2ntpOuu5iqt76T3OavG9cYa9roV/VDFL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMOy2Rgr1xgb1fGbvNvkUSZHiaebm5spaFSExOztbjtmwYUNZm56eLmspimPv3r0Tj6e4mCoCpbUc6ZDiKqampspadf5p7ntjflIkyGuvvTbxeLrPKa5ixYoVZS3ds+ra0j1L35XOMcVcVPORaj3RUa3lGJRUq86jN9ooxXql+U/vnioiJT1LKVYl3et0HtV1p/WRaukZTLVqzaX5SGsxrav0mekcq/dEem7TeaSIq7Tmqs9cu3ZtOab3vqTayZMny9oPfvCDicdTfN7OnTvL2pUrV8pamuPq+bxw4UI5ptet6Gt69Dzvb1br4ZdKAACGaSoBABimqQQAYJimEgCAYZpKAACGaSoBABh2WyOF3g5SrEqqzczMlLVqq3+KA1m3bl1ZS7E2zz33XFlbtWrVxOP33HNPOeaZZ54paymS59ChQ2UtzWMVZZHil1K8S4pmShEjVbTH+vXryzEpuiZ9VxpXzUdvZNb8/HxZS5ExSXUuKVIoxeSkyJiemKI090l6PtNnpvVYnX96JtasWVPW0jymz6yiwtJ1pQiXFEvSE7+U7nOS3kkpniZF6FTXlq4rxaal9Z3Oo4owSpFC1Tu/tTwf6fyfeOKJsvb0009PPJ5ilNJzliKAetdIJb2H07N0O/VGA/X8veiNGvJLJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAwzSVAAAM644U6o006fm83q3tPXqjA6oImtbqa0vxNCm+Y+PGjWXthz/8YVn73Oc+N/H4pz71qXJMir84ceJEWdu3b19ZS1Ec586dm3g83ZcUG5SimU6fPl3WUlRLJcUeVXEgrbV28+bNslatg3R+KZYkPWfpXqe4jeozU5xJ+rw0H2keq+9LMTO9c5Xil3rG9UZfpeeiJ+IqfVdaH+k80vu7ipNJY6o4pNb6I7PSOkjvq0p676QIoHQe1RynMWld3X///WXt5ZdfLmtf/epXy1q1fh544IFyTLqf6Z6lNXfmzJkFf16ax+R29ie9FjtuKPFLJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAw97RWnvLb11a7P8MvXeneRqXatXu07QL8ODBg2Ut7Xq7fPlyWVuzZs3E4/v37y/HfOxjHytrSdq9fv78+bJW7d6cmpoqx6Rdqem+pHOcm5tb8Hel3baLvfuud2dy727KtDOy2nVdrbfW8g7vtGs8nX/1nKXPq9IGWsv3LO3uTedY7XZOu5bT7uPed1k1/1euXCnH9K7vpUuXlrVqjaT1NjMzU9ZSOkBKzUjnXyV7pOtK7/a0dtI7qdpZncb86q/+alm7ePFiWfuLv/iLsvaFL3yhrO3du3fi8d27d5djDh8+XNbSmkvPxc9+9rMFf15v8stiu927yat3SO95+KUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhmkoAAIbVWQRvIYu9xb7383pjYaqIkRRvcP369bJ29913l7VTp06Vtaeeemri8ePHj5dj7rzzzrL2kY98pKzNzs6WteXLl5e1ak56Yklaq6OBWsvxQFUtrYEUSZGuOUWCVOsgrbcUx9IbqZEigCq98UVJmsd03ZU0j1WUTGutrV69uqylCKMqFiadezrH9FykyJUqeiedR1qnvdFd1fqu5qm1fM1pXHqnVnFUrbW2cuXKicfT+k7RTGntp8+snsH77ruvHPP888+Xtb/+678ua48//nhZS5FI1bs4RXel93cVwdVavrZK79/+3uiu26n3HBf7/P1SCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADD3haRQm8Vact+iomoxq1fv74ck6Ixfvazn5W1FP1SxaBcvHixHPPlL3+5rO3du7esPfTQQ2Xt0KFDZa2K70ixB2vXri1rKVYlxR5VUqRNup/z8/NlLcWPVN+3cePGrs9L0jymz6yuLa2rFAuTpGewiktKY9Lzcvjw4bKWonfStVVRVWldpbWTImiS6nlKc5XiXVKtii9KtXQeKf4nvYdTLb1fqkikdM29kULpfVWtuRQj94//+I9l7Utf+lJZ27BhQ1nbsmVLWavOP8VspbWfnsEU+VU9F7czWudWfeZb4bsSv1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMUwkAwDCRQrdBFQUxMzNTjkmRDlUsSWs5ZqH6zBRflCId/v7v/76sffzjHy9rd955Z1mrIkb2799fjqmiZFrL0SRpHqvYkhTlk+JdUgRNUsXJpPNItTQf6RzTXFXrJ0XJpO9KsSopjqWKflm3bl05Jq2dFF2T4qPSXFXflyJozp8/X9Y2b95c1tK7oDrHNL8pQidFxqTYpuqeJWl+q9i01vK19Tyf6b2ZYnLSfUnP544dOyYe/4//+I9yzOOPP17WUvRV+vvTc6/TOv3JT35S1o4fP17W0rP7VonX+d/IL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMEyk0P8hRTr0jqsiMC5cuFCOWblyZVk7ePBgWUsRDFVUy/bt28sxZ8+eLWsvvvhiWUtRFn/zN39T1u65556Jx6enp8sxZ86cKWtVJE9rOfajkmJVUlRIik65fv16WavW1dzcXDmm57payxEdKfKmkiJ50lylaKY0j2vXrp14PMXMpLlPkUipluJMZmdnJx5P8S5Jeof0rP303qnmt7W+aKB0Hml9p+vqjfVKz3V1bel5SbFY6blI5/HDH/5w4vF/+7d/K8dcvny5rG3ZsqWsbdu2rayleZyampp4PL2/jx07VtbS39UUEVURNXTr+aUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhdn8vQO/OsZ5datUu0dbyjs+77767rFU7w6vd6a21tnnz5rKWdmg+99xzZe0f/uEfytqf/umflrXKzMxMWUu7atMO5GoXY9pJfPPmzbKWdj8m1a7rtMs17SCtrqu1vNMy7fisamnu03elWs9npvuc7lk6j4sXL5a1VatWlbXqXNL9TO+dtAs9zdWmTZsmHl+zZk05Jl1Xese9+uqrZa1aO2nuU7pBOo+0Q72nlnZ4p3uWdo2/8MILZe1f/uVfJh5/6aWXyjFpx/6dd95Z1nrnv1pz6e9BWsO9z0WP3uQXO8r/v/xSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDRAr9H25FPEAVc5EiDObn58taip1IcTL33nvvxOOHDx8uxyR79uwpa2fPni1rX/7yl8vasWPHJh7/4z/+43JMikS6fv16WUvRHuvXr594PM3vypUry1qKOknnX0V0pDG9cSZpXPq+6tpSpE2KcEkxPylipIqn6Y272bhxY1lLaz+tuepc0nmk6K60HtetW1fWqmtLETTpu9Icp/dcFdGV5iNFRKV1ldZ+z/pOEUtpnT7++ONl7Z//+Z/LWvVOTffswIEDZS2dY5Ji5g4dOjTx+Pnz57vOo3ddLeaY1sQGLYRfKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGKapBABgmEihn6MUU5CiD65cuVLWnnnmmbL27ne/e+LxqampckyK2lizZk1ZS1EQp0+fLmtVJMVXvvKVcszv/u7vlrWtW7eWtRRbUsWPpOtK9zPFuyRVREr6rioO6c1qFy5cKGtprqq1mqJ10vpOkUJpPVbRJClKJtXS+ac4mRQHttjxS7t37y5rGzZsWPBnVrFMrdXxP63l9ZjWTrUe03ykCJrly5eXtRRF1PMuXrZsWTnmC1/4Qln7zGc+U9bStVXRQSk2KK2dZMeOHWUtvb+PHDky8Xjv37qkJ+YnfZfYoMXhl0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGCZSaAHeDnEEly5dKmtPPvnkxOMHDx4sx+zZs6esnTlzpqylKItt27aVtRMnTkw8/sMf/rAcs2LFirL28MMPl7Vf/MVfLGvVvU73OUWMbN68uaylGJfq2lIUTopRSnN17ty5stYTGZNiYdL5Jzdu3ChrVRxLb2TJ3NxcWZueni5rKdamei5SfFGa+2vXrpW1jRs3lrXq3qT4nxSVlGKg0rugup9pDV++fLnrPNLzmcYdP3584vEUG/TEE0+UtTQfKXrs7rvvnng8xRAlW7ZsKWuvvPJKWXv++efLWrWO0zn2xg31jHur/J3+n8wvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTKTQArwd4ghSBEMVm1HF+LSWI4VS7fz582UtzePKlSsnHk9xN1/60pfK2re//e2y9mu/9mtl7T3vec/E448++mg5ZvXq1WUtRdDs3LmzrK1atWri8RRb0xuhkyJj3njjjQXXesa8mRT9UsUlpcimJMUXXbx4saylKJ8qpiidY3pe0jleuHChrK1du3bi8RRpk2rpHZLWahU1U51fa629613vKmuHDx8ua2mOv/vd75a1v/3bv514PEWqpe9K83jXXXeVtWrtpOiuFCH21FNPlbWzZ8+WtRQ7tdhRPr2RQm+Hv9X/U/mlEgCAYZpKAACGaSoBABimqQQAYJimEgCAYXZ//xz17mxbbJcuXSprzz//fFlLuzDvu+++snbs2LGydu3atbJWee2118pa2jX++c9/vqx973vfm3j8ox/9aDnm/e9/f1nbtWtXWdu0aVNZq3bOXr9+vRyTdlan+V2yZElXrVqraQdsqvU+F9U6SOeeds6uX7++rCVpF321W3vZsmXlmHQ/r169WtbSzt9qd3W1G/vNPi+df9r9XY1LY9asWVPWUiLFn//5n5e1J554oqxVO9vTfdm2bVtZ2717d1lLu66rneFpN/bLL79c1mZnZ8taura0Rhb771ZvSgQ/P36pBABgmKYSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBh72it+Z/X34JSrEqq9UQw9Ea4pGiPRx55pKxVcSattXb48OGJx8+fP1+OSfE0KUInRRFV85jm44EHHihrf/Inf1LW0lxt3bp14vEUJZMiP1Lt0KFDZe3UqVNlrYo0uXnzZtd53HFHnXSW1urKlSsnHk+RK2ktpsiVVatWdX3mlStXJh5PkTwpPiqt4c2bN5e1KtYmvT/uvPPOsrZ9+/aylub/woULE49X89Raa1/72tfK2l/91V+Vtd71WEnvvxQTlu5ZeodU3/fMM8+UY6r3aWv5XvdG+VTPZ3pvvlWi9VgcfqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGEihd6ibmfMwq2IL1q3bl1Ze/e7313WqmiVFGlTxZK0ls/x0qVLZa267hSPkmzYsKGs/c7v/E5Z+8QnPjHxeJrDJUuWlLWTJ0+WtePHj3fVqjlJsUcpdiedf4p+Wb169cTjKZ5mxYoVZW1+fr6spUihqampsnbx4sWJx1OkUG98VIr5uf/++8tapTr31nIsVoqI+sxnPjPx+Kc//elyzPPPP1/WUvxSOo+05qp1tXPnznJMig16+OGHy1p6X73wwgsTjx85cqQcc+PGjbKWLHZsHf97+KUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhmkoAAIbVGQvwJlLsxNzcXFk7evRoWatiUFJMy5YtW8paiiJK0UxVDE2KJUnxLim+6Itf/GJZO3PmzMTjn/zkJ8sxH/nIR8paivJJtTTH1b1Oc7V8+fKydvPmzbJWxbu0ls+/x+XLl8taWvv33XdfWaviWHpjWlIUUYq8qZ6zFJmV4npSbNNzzz1X1j71qU9NPD49PV2OSee4cuXKspbmKkWgVWs/re8U55Tm6umnny5rp0+fnnh86dKl5Zhe6d14O+PuePvxSyUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADHtHa00GALdVisDYtWvXxON79+4tx6SokNdee62sXbt2raydOHFi4vEUDZSiQlL8SIrhqM5/w4YN5Zjf/M3fLGuf+MQnytrGjRvLWoryOXv27MTjr7zySjkmxZLMz8+XtTvvvHPBtatXr5Zj0nV95zvfKWvf/OY3y9of/dEflbUqOmjFihXlmG3btpW1FK9z7733lrUqHiidR3WfW2vt7/7u78ra17/+9bL24osvTjyenpdkzRkpTJEAAAdKSURBVJo1ZS3NYxpXPWs7duwox1RRYK219qMf/aisXbhwoaxVXn/99bKWnrNENBC9/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwu7/p1ruzMFmyZMnE41u3bi3HpB3BN2/eLGsHDhwoa9WOypdeeqkcc+zYsbKWdpqneax2waZdv2nn7NTUVFn71V/91bL2+7//+2XtnnvumXj88uXL5Zi0K39mZqaspd33+/btm3j8oYceKsdU66211j71qU+Vtf/6r/9a8Hm01tpdd9018fgf/uEflmMefPDBspak+X/hhRcmHk/z8fnPf76sfe5znytraUdzlQSxadOmckxKKXjnO+vfSdK4devWlbXly5dPPJ7eLU888URZm56eLms971Q7tXkr8UslAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAwTKcRtl2IzqniMNGb16tVlbcWKFWVtw4YNC66lqJOjR4+WtRSTk+KBqiiiKvKotdaWLVtW1lIMSpqrd73rXWXt937v9yYe/8QnPlGOeeaZZ8rajRs3ytrs7GxZm5+fn3j84MGD5Zgf//jHZe2zn/1sWatilFpr7Tvf+U5Zq+Kvfvu3f7scs3bt2rKWop6q+Witte9973sTj//TP/1TOeab3/xmWUsxVml9V/bu3VvWHn744bKWYpTSO6SKDWqtjgo7efJk13mk+eh5N8JbiV8qAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYSCFuu7dKbMY731n/m6qKGEnROkuXLi1r6bquXr1a1qpYmBRLcu7cubKWoojS+W/evHnBtQMHDpRj0tynaKP77ruvrFUxLi+99FI5JsXCpCifLVu2lLVnn322rKWYn8prr71W1n7jN36jrM3NzZW16enpicePHDlSjklRT+mZ3rlzZ1lbs2bNgo631tqlS5fKWlpX169fL2vHjx9f8PdVcV+t5YilN954o6yl94RIId4O/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMNECvG2l+JMUq0n1mblypXlmK1bt5a11atXd51HNS7FkszMzJS18+fPl7UUU5QiXh566KGJxx955JFyTPLiiy+WtRMnTpS16rrTNaeIpXXr1pW1K1eulLUUAVTNcYpzquKt3ky6tmpdbdy4sRyTIqLS+acYpSqOKkX8PPXUU2UtxUDNzs6WtXSO1fMp/gf+b36pBABgmKYSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhIoX4X6sniihFp9xxxx1lbd++fV3nUUWTpOiUKg6ptRwblGKPUkRKFdWyZcuWckyKjLl06VJZu3nzZlnr+bwkxTal2KBVq1aVtSrmJ93PdM0bNmwoa7t37y5rS5YsmXg8xSil63r22WfLWorMqj7z6NGj5ZgUDZSez56105p4IFgIv1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMUwkAwDCRQjBBFfNTRbG0liNoUizJ8uXL//+f2P9r+/btZS1FyaTvSlEty5YtK2vVtaUon82bN3edx5UrV8padc9SxFJy7dq1rlqKB6rOvyfeqrXWtm7dWtZSRFQViXT58uVyTLrm6enpsrZ+/fqydubMmYnH03pLsVjif+Dnyy+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAMs/sb3sJ6dqEvXbq0rKWd0KlW7RZurd6tnXYmpx3NaWd42v1d7WxP35V2NN+8ebOs3XHHHWXtne+s/61efd/8/Hw5Jp1/+q50z1atWrXgzzt16lRZS/PRsyP79ddfX/AY4OfPL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMEykELwNpZiZFOGSxqVYmKSKf0nflVRxN63lmJxXX3114vEUv5QidNK4dG1vvPFGWavOMY3pjQ1Kn1ldW/qutK5SBFBPpBDw9uSXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYJlIIGFLF0KQombdKzExvNBMA/ze/VAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAMJFCAAAM80slAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAsP8H3C6Q78mJc1IAAAAASUVORK5CYII=" y="-6.68"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p6c91d7a145)" d="M 381.303093 60.764517 L 382.119588 61.580646 L 382.119588 63.212904 L 382.119588 64.845162 L 382.936082 65.661291 L 383.752577 66.47742 L 384.569072 67.293549 L 386.202062 67.293549 L 387.018557 68.109678 L 387.835052 68.925807 L 388.651546 69.741936 L 388.651546 71.374194 L 387.835052 72.190323 L 387.018557 73.006452 L 387.018557 74.63871 L 386.202062 75.454839 L 385.385567 74.63871 L 384.569072 73.822581 L 383.752577 73.006452 L 382.936082 72.190323 L 382.119588 71.374194 L 381.303093 70.558065 L 380.486598 71.374194 L 379.670103 72.190323 L 378.037113 72.190323 L 377.220619 73.006452 L 376.404124 73.822581 L 375.587629 74.63871 L 374.771134 75.454839 L 373.954639 76.270968 L 374.771134 77.087097 L 375.587629 77.903226 L 374.771134 78.719355 L 373.954639 79.535484 L 373.954639 81.167742 L 373.954639 82.8 L 373.954639 84.432258 L 373.954639 86.064516 L 373.138144 86.880645 L 372.321649 87.696774 L 372.321649 89.329032 L 372.321649 90.96129 L 372.321649 92.593548 L 371.505155 93.409677 L 369.872165 93.409677 L 369.05567 94.225806 L 368.239175 95.041935 L 367.42268 95.858064 L 366.606186 96.674193 L 365.789691 95.858064 L 365.789691 94.225806 L 365.789691 92.593548 L 365.789691 90.96129 L 366.606186 90.145161 L 367.42268 89.329032 L 368.239175 88.512903 L 369.05567 87.696774 L 369.872165 86.880645 L 370.68866 86.064516 L 371.505155 85.248387 L 372.321649 84.432258 L 372.321649 82.8 L 372.321649 81.167742 L 371.505155 80.351613 L 370.68866 79.535484 L 370.68866 77.903226 L 369.872165 77.087097 L 368.239175 77.087097 L 367.42268 76.270968 L 366.606186 75.454839 L 365.789691 74.63871 L 365.789691 73.006452 L 366.606186 72.190323 L 367.42268 71.374194 L 368.239175 70.558065 L 369.872165 70.558065 L 370.68866 69.741936 L 371.505155 68.925807 L 372.321649 68.109678 L 373.138144 67.293549 L 373.954639 66.47742 L 374.771134 65.661291 L 376.404124 65.661291 L 377.220619 64.845162 L 378.037113 64.029033 L 378.853608 63.212904 L 379.670103 62.396775 L 380.486598 61.580646 L 381.303093 60.764517 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 410.696907 62.396775 L 412.329897 62.396775 L 413.146392 63.212904 L 413.962887 64.029033 L 414.779381 64.845162 L 415.595876 65.661291 L 416.412371 66.47742 L 417.228866 67.293549 L 418.045361 68.109678 L 417.228866 68.925807 L 416.412371 69.741936 L 416.412371 71.374194 L 417.228866 72.190323 L 418.045361 73.006452 L 418.861856 73.822581 L 420.494845 73.822581 L 421.31134 74.63871 L 422.127835 75.454839 L 422.94433 76.270968 L 422.94433 77.903226 L 422.94433 79.535484 L 422.94433 81.167742 L 422.94433 82.8 L 422.94433 84.432258 L 423.760825 85.248387 L 424.57732 86.064516 L 424.57732 87.696774 L 424.57732 89.329032 L 424.57732 90.96129 L 424.57732 92.593548 L 424.57732 94.225806 L 424.57732 95.858064 L 425.393814 96.674193 L 426.210309 97.490322 L 425.393814 98.306451 L 424.57732 99.12258 L 424.57732 100.754838 L 423.760825 101.570967 L 422.94433 100.754838 L 422.94433 99.12258 L 422.94433 97.490322 L 422.94433 95.858064 L 422.127835 95.041935 L 421.31134 94.225806 L 420.494845 93.409677 L 419.678351 92.593548 L 419.678351 90.96129 L 419.678351 89.329032 L 418.861856 88.512903 L 418.045361 87.696774 L 418.045361 86.064516 L 418.045361 84.432258 L 417.228866 83.616129 L 416.412371 82.8 L 416.412371 81.167742 L 415.595876 80.351613 L 414.779381 79.535484 L 414.779381 77.903226 L 413.962887 77.087097 L 413.146392 76.270968 L 412.329897 75.454839 L 411.513402 74.63871 L 410.696907 73.822581 L 409.063918 73.822581 L 407.430928 73.822581 L 406.614433 74.63871 L 405.797938 75.454839 L 404.981443 76.270968 L 404.164948 77.087097 L 403.348454 76.270968 L 403.348454 74.63871 L 404.164948 73.822581 L 404.981443 73.006452 L 404.981443 71.374194 L 405.797938 70.558065 L 406.614433 69.741936 L 406.614433 68.109678 L 407.430928 67.293549 L 408.247423 66.47742 L 408.247423 64.845162 L 409.063918 64.029033 L 409.880412 63.212904 L 410.696907 62.396775 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 379.670103 75.454839 L 381.303093 75.454839 L 382.119588 76.270968 L 382.936082 77.087097 L 383.752577 77.903226 L 384.569072 78.719355 L 386.202062 78.719355 L 387.018557 79.535484 L 387.835052 80.351613 L 388.651546 81.167742 L 387.835052 81.983871 L 387.018557 82.8 L 386.202062 83.616129 L 385.385567 84.432258 L 384.569072 85.248387 L 382.936082 85.248387 L 382.119588 84.432258 L 381.303093 83.616129 L 379.670103 83.616129 L 378.853608 82.8 L 378.853608 81.167742 L 378.037113 80.351613 L 377.220619 79.535484 L 377.220619 77.903226 L 378.037113 77.087097 L 378.853608 76.270968 L 379.670103 75.454839 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 389.468041 77.087097 L 391.101031 77.087097 L 391.917526 77.903226 L 392.734021 78.719355 L 394.36701 78.719355 L 395.183505 79.535484 L 396 80.351613 L 396.816495 79.535484 L 397.63299 78.719355 L 399.265979 78.719355 L 400.082474 77.903226 L 400.898969 77.087097 L 402.531959 77.087097 L 403.348454 77.903226 L 402.531959 78.719355 L 401.715464 79.535484 L 401.715464 81.167742 L 400.898969 81.983871 L 400.082474 82.8 L 399.265979 83.616129 L 397.63299 83.616129 L 396.816495 84.432258 L 397.63299 85.248387 L 398.449485 86.064516 L 397.63299 86.880645 L 396.816495 87.696774 L 396 88.512903 L 394.36701 88.512903 L 393.550515 87.696774 L 393.550515 86.064516 L 392.734021 85.248387 L 391.917526 84.432258 L 391.917526 82.8 L 391.917526 81.167742 L 391.101031 80.351613 L 390.284536 79.535484 L 389.468041 78.719355 L 388.651546 77.903226 L 389.468041 77.087097 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 409.063918 77.087097 L 410.696907 77.087097 L 411.513402 77.903226 L 411.513402 79.535484 L 412.329897 80.351613 L 413.146392 81.167742 L 413.146392 82.8 L 413.962887 83.616129 L 414.779381 84.432258 L 414.779381 86.064516 L 413.962887 86.880645 L 413.146392 86.064516 L 412.329897 85.248387 L 410.696907 85.248387 L 409.880412 86.064516 L 409.063918 86.880645 L 408.247423 86.064516 L 408.247423 84.432258 L 408.247423 82.8 L 409.063918 81.983871 L 409.880412 81.167742 L 409.063918 80.351613 L 408.247423 81.167742 L 407.430928 81.983871 L 406.614433 82.8 L 405.797938 83.616129 L 404.164948 83.616129 L 403.348454 82.8 L 404.164948 81.983871 L 404.981443 81.167742 L 405.797938 80.351613 L 406.614433 79.535484 L 407.430928 78.719355 L 408.247423 77.903226 L 409.063918 77.087097 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 399.265979 88.512903 L 400.898969 88.512903 L 401.715464 89.329032 L 400.898969 90.145161 L 399.265979 90.145161 L 398.449485 89.329032 L 399.265979 88.512903 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 392.734021 91.777419 L 394.36701 91.777419 L 395.183505 92.593548 L 396 93.409677 L 396.816495 94.225806 L 397.63299 95.041935 L 399.265979 95.041935 L 400.898969 95.041935 L 401.715464 94.225806 L 402.531959 93.409677 L 403.348454 94.225806 L 403.348454 95.858064 L 402.531959 96.674193 L 400.898969 96.674193 L 400.082474 97.490322 L 400.082474 99.12258 L 400.898969 99.938709 L 402.531959 99.938709 L 403.348454 100.754838 L 402.531959 101.570967 L 401.715464 102.387096 L 400.898969 103.203225 L 400.082474 102.387096 L 399.265979 101.570967 L 398.449485 100.754838 L 398.449485 99.12258 L 397.63299 98.306451 L 396.816495 99.12258 L 396 99.938709 L 395.183505 100.754838 L 394.36701 101.570967 L 393.550515 100.754838 L 392.734021 99.938709 L 391.917526 99.12258 L 391.101031 98.306451 L 389.468041 98.306451 L 388.651546 97.490322 L 388.651546 95.858064 L 389.468041 95.041935 L 390.284536 95.858064 L 391.101031 96.674193 L 392.734021 96.674193 L 393.550515 95.858064 L 393.550515 94.225806 L 392.734021 93.409677 L 391.917526 92.593548 L 392.734021 91.777419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 364.973196 96.674193 L 365.789691 97.490322 L 365.789691 99.12258 L 364.973196 99.938709 L 363.340206 99.938709 L 362.523711 99.12258 L 363.340206 98.306451 L 364.156701 97.490322 L 364.973196 96.674193 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 386.202062 99.938709 L 387.835052 99.938709 L 389.468041 99.938709 L 390.284536 100.754838 L 389.468041 101.570967 L 388.651546 102.387096 L 387.835052 103.203225 L 386.202062 103.203225 L 385.385567 102.387096 L 385.385567 100.754838 L 386.202062 99.938709 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p6c91d7a145)" d="M 386.202062 59.132259 L 387.018557 59.948388 L 386.202062 60.764517 L 385.385567 59.948388 L 386.202062 59.132259 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 404.164948 59.132259 L 404.981443 59.948388 L 404.164948 60.764517 L 403.348454 59.948388 L 404.164948 59.132259 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 394.36701 72.190323 L 396 72.190323 L 396.816495 73.006452 L 396.816495 74.63871 L 396 75.454839 L 394.36701 75.454839 L 393.550515 74.63871 L 393.550515 73.006452 L 394.36701 72.190323 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 378.037113 83.616129 L 378.853608 84.432258 L 378.853608 86.064516 L 378.037113 86.880645 L 376.404124 86.880645 L 375.587629 86.064516 L 376.404124 85.248387 L 377.220619 84.432258 L 378.037113 83.616129 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 405.797938 86.880645 L 406.614433 87.696774 L 406.614433 89.329032 L 405.797938 90.145161 L 404.981443 90.96129 L 404.981443 92.593548 L 404.164948 93.409677 L 403.348454 94.225806 L 403.348454 95.858064 L 404.164948 96.674193 L 404.981443 97.490322 L 404.981443 99.12258 L 404.981443 100.754838 L 405.797938 101.570967 L 406.614433 102.387096 L 407.430928 103.203225 L 408.247423 104.019354 L 407.430928 104.835483 L 405.797938 104.835483 L 404.981443 105.651612 L 404.164948 106.467741 L 403.348454 105.651612 L 402.531959 104.835483 L 401.715464 104.019354 L 400.898969 103.203225 L 400.082474 102.387096 L 399.265979 101.570967 L 397.63299 101.570967 L 396.816495 100.754838 L 396.816495 99.12258 L 396.816495 97.490322 L 396.816495 95.858064 L 396 95.041935 L 395.183505 95.858064 L 395.183505 97.490322 L 395.183505 99.12258 L 395.183505 100.754838 L 394.36701 101.570967 L 392.734021 101.570967 L 391.917526 100.754838 L 391.101031 99.938709 L 390.284536 100.754838 L 389.468041 101.570967 L 387.835052 101.570967 L 387.018557 102.387096 L 386.202062 103.203225 L 385.385567 104.019354 L 385.385567 105.651612 L 384.569072 106.467741 L 383.752577 105.651612 L 383.752577 104.019354 L 382.936082 103.203225 L 382.119588 102.387096 L 382.936082 101.570967 L 384.569072 101.570967 L 385.385567 100.754838 L 385.385567 99.12258 L 384.569072 98.306451 L 382.936082 98.306451 L 382.119588 97.490322 L 381.303093 96.674193 L 380.486598 95.858064 L 381.303093 95.041935 L 382.936082 95.041935 L 384.569072 95.041935 L 386.202062 95.041935 L 387.018557 94.225806 L 387.835052 93.409677 L 388.651546 92.593548 L 388.651546 90.96129 L 387.835052 90.145161 L 387.018557 89.329032 L 387.835052 88.512903 L 389.468041 88.512903 L 390.284536 89.329032 L 391.101031 90.145161 L 391.917526 90.96129 L 392.734021 91.777419 L 394.36701 91.777419 L 396 91.777419 L 397.63299 91.777419 L 398.449485 92.593548 L 398.449485 94.225806 L 399.265979 95.041935 L 400.082474 94.225806 L 400.898969 93.409677 L 401.715464 92.593548 L 401.715464 90.96129 L 402.531959 90.145161 L 403.348454 89.329032 L 404.164948 88.512903 L 404.981443 87.696774 L 405.797938 86.880645 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6c91d7a145)" d="M 379.670103 103.203225 L 380.486598 104.019354 L 379.670103 104.835483 L 378.853608 104.019354 L 379.670103 103.203225 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p6c91d7a145)" d="M 384.569072 29.751614 L 387.835052 29.842817 L 389.468041 29.998513 L 391.101031 29.904612 L 392.734021 30.056601 L 394.36701 31.834975 L 396 31.590115 L 397.63299 31.71903 L 399.265979 32.70573 L 400.898969 33.482983 L 402.531959 32.185644 L 404.164948 31.668656 L 405.797938 31.296523 L 409.063918 31.455157 L 410.700947 32.200002 L 412.329897 32.755338 L 415.068521 35.464518 L 416.546195 37.096776 L 418.861856 39.546322 L 420.494845 40.862643 L 422.127835 41.20737 L 422.817307 41.99355 L 423.760825 42.809679 L 425.393814 43.081196 L 427.459322 45.258066 L 428.659794 46.245878 L 432.10891 48.522582 L 433.558763 50.277171 L 436.824742 53.020456 L 438.17112 55.051614 L 438.457732 55.307402 L 440.363932 56.683872 L 441.899217 58.31613 L 442.432407 59.948388 L 445.316682 63.212904 L 445.269959 64.845162 L 446.95672 66.47742 L 446.630102 68.109678 L 446.750887 69.741936 L 448.33641 71.374194 L 448.053785 76.270968 L 448.020046 79.535484 L 448.733495 81.167742 L 449.231107 82.8 L 449.538268 84.432258 L 449.5198 87.696774 L 449.382746 92.593548 L 449.36202 94.225806 L 449.88866 95.941002 L 450.533439 97.490322 L 449.88866 98.214016 L 449.264846 99.12258 L 449.233156 102.387096 L 449.284237 104.019354 L 447.69527 105.651612 L 446.674567 107.28387 L 447.588052 108.916128 L 446.410635 110.548386 L 444.754822 112.180644 L 443.356701 113.956926 L 440.090722 117.23872 L 438.457732 117.285755 L 436.824742 117.786751 L 435.191753 117.681502 L 433.558763 117.790067 L 432.176425 118.709676 L 431.925773 119.161398 L 431.401673 120.341934 L 432.430891 121.974192 L 431.925773 122.418473 L 430.292784 122.093825 L 428.659794 122.273786 L 427.985673 123.60645 L 428.128199 125.238708 L 428.659794 125.746646 L 430.292784 125.811687 L 431.925773 126.122822 L 432.510663 126.870966 L 432.993164 128.503224 L 432.675091 130.135482 L 431.925773 130.884464 L 428.659794 130.951611 L 356.808247 130.896516 L 355.175258 129.349759 L 354.137312 128.503224 L 353.542268 127.116924 L 351.909278 127.150401 L 351.644698 126.870966 L 351.220753 125.238708 L 352.5785 123.60645 L 353.542268 121.809773 L 355.175258 121.740925 L 356.16853 120.341934 L 355.92456 118.709676 L 356.737696 117.077418 L 356.272169 115.44516 L 354.691918 113.812902 L 351.909278 111.445825 L 350.276289 110.576794 L 348.643299 110.63079 L 345.752858 110.548386 L 345.34538 110.548386 L 343.74433 110.221505 L 342.11134 108.449479 L 341.294845 107.28387 L 341.514004 105.651612 L 341.47193 102.387096 L 339.818107 100.754838 L 339.90324 97.490322 L 339.8936 87.696774 L 340.478351 86.656291 L 340.942465 86.064516 L 341.79301 84.432258 L 341.824734 79.535484 L 341.967823 73.006452 L 342.11134 71.325688 L 342.11134 69.513305 L 342.479833 68.109678 L 343.748403 66.47742 L 344.019493 63.212904 L 345.37732 61.452525 L 348.643299 58.0416 L 350.276289 56.643588 L 351.516195 55.051614 L 353.542268 51.599762 L 354.574012 50.15484 L 356.808247 48.07797 L 361.707216 45.082913 L 363.340206 44.634654 L 364.973196 43.01957 L 368.239175 40.939947 L 371.505155 38.223178 L 373.138144 38.188276 L 374.023056 37.096776 L 374.771134 36.354731 L 376.404124 35.94316 L 376.839545 35.464518 L 378.037113 34.616688 L 379.670103 33.092548 L 381.303093 31.802074 L 382.936082 30.959701 L 383.328216 30.567743 L 384.569072 29.751614 L 384.569072 29.751614 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 26.103752 L 339.32625 26.103752 L 339.32625 14.490002 L 332.64 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 451.021875 26.103752 L 459.36 26.103752 L 459.36 14.490002 L 451.021875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 158.699998 L 341.593125 158.699998 L 341.593125 147.086248 L 316.8 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=2 --> <g style="fill:#ffffff;" transform="translate(316.8 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pe2865f9650)"> <image height="151.92" id="imagee46d9f1c0a" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="475" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pe2865f9650)" d="M 542.969072 60.764517 L 543.785567 61.580646 L 543.785567 63.212904 L 543.785567 64.845162 L 544.602062 65.661291 L 546.235052 65.661291 L 547.868041 65.661291 L 548.684536 66.47742 L 547.868041 67.293549 L 546.235052 67.293549 L 544.602062 67.293549 L 543.785567 68.109678 L 542.969072 68.925807 L 542.152577 69.741936 L 541.336082 70.558065 L 539.703093 70.558065 L 538.070103 70.558065 L 537.253608 71.374194 L 537.253608 73.006452 L 537.253608 74.63871 L 536.437113 75.454839 L 535.620619 76.270968 L 534.804124 77.087097 L 533.171134 77.087097 L 532.354639 77.903226 L 531.538144 78.719355 L 530.721649 79.535484 L 530.721649 81.167742 L 529.905155 81.983871 L 529.08866 81.167742 L 529.08866 79.535484 L 528.272165 78.719355 L 527.45567 77.903226 L 526.639175 77.087097 L 525.82268 76.270968 L 526.639175 75.454839 L 527.45567 74.63871 L 528.272165 73.822581 L 529.08866 73.006452 L 529.08866 71.374194 L 529.08866 69.741936 L 529.905155 68.925807 L 530.721649 68.109678 L 530.721649 66.47742 L 531.538144 65.661291 L 532.354639 66.47742 L 533.171134 67.293549 L 534.804124 67.293549 L 536.437113 67.293549 L 537.253608 66.47742 L 538.070103 65.661291 L 538.886598 64.845162 L 539.703093 64.029033 L 540.519588 63.212904 L 541.336082 62.396775 L 542.152577 61.580646 L 542.969072 60.764517 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 567.463918 64.029033 L 568.280412 64.845162 L 569.096907 65.661291 L 569.913402 66.47742 L 570.729897 67.293549 L 571.546392 68.109678 L 572.362887 68.925807 L 573.179381 69.741936 L 573.995876 70.558065 L 575.628866 70.558065 L 577.261856 70.558065 L 578.894845 70.558065 L 579.71134 71.374194 L 580.527835 72.190323 L 581.34433 73.006452 L 580.527835 73.822581 L 579.71134 74.63871 L 580.527835 75.454839 L 581.34433 76.270968 L 581.34433 77.903226 L 581.34433 79.535484 L 580.527835 80.351613 L 578.894845 80.351613 L 578.078351 81.167742 L 578.078351 82.8 L 577.261856 83.616129 L 575.628866 83.616129 L 574.812371 82.8 L 573.995876 81.983871 L 573.179381 82.8 L 572.362887 83.616129 L 571.546392 84.432258 L 571.546392 86.064516 L 570.729897 86.880645 L 569.913402 87.696774 L 569.913402 89.329032 L 570.729897 90.145161 L 571.546392 90.96129 L 572.362887 91.777419 L 573.179381 92.593548 L 573.179381 94.225806 L 573.179381 95.858064 L 573.179381 97.490322 L 572.362887 98.306451 L 570.729897 98.306451 L 569.913402 97.490322 L 569.096907 96.674193 L 568.280412 95.858064 L 567.463918 95.041935 L 565.830928 95.041935 L 565.014433 94.225806 L 564.197938 93.409677 L 563.381443 92.593548 L 564.197938 91.777419 L 565.014433 90.96129 L 565.830928 90.145161 L 566.647423 89.329032 L 565.830928 88.512903 L 565.014433 87.696774 L 565.830928 86.880645 L 566.647423 86.064516 L 566.647423 84.432258 L 565.830928 83.616129 L 565.014433 82.8 L 565.830928 81.983871 L 567.463918 81.983871 L 568.280412 81.167742 L 569.096907 80.351613 L 570.729897 80.351613 L 571.546392 79.535484 L 571.546392 77.903226 L 570.729897 77.087097 L 569.913402 76.270968 L 570.729897 75.454839 L 571.546392 74.63871 L 571.546392 73.006452 L 571.546392 71.374194 L 570.729897 70.558065 L 569.096907 70.558065 L 568.280412 69.741936 L 567.463918 68.925807 L 566.647423 69.741936 L 565.830928 70.558065 L 564.197938 70.558065 L 563.381443 69.741936 L 562.564948 68.925807 L 561.748454 68.109678 L 562.564948 67.293549 L 564.197938 67.293549 L 565.014433 66.47742 L 565.830928 65.661291 L 566.647423 64.845162 L 567.463918 64.029033 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 544.602062 73.822581 L 545.418557 74.63871 L 544.602062 75.454839 L 543.785567 74.63871 L 544.602062 73.822581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 546.235052 75.454839 L 547.868041 75.454839 L 549.501031 75.454839 L 550.317526 76.270968 L 551.134021 77.087097 L 552.76701 77.087097 L 553.583505 77.903226 L 552.76701 78.719355 L 551.950515 79.535484 L 551.134021 80.351613 L 549.501031 80.351613 L 547.868041 80.351613 L 547.051546 79.535484 L 547.051546 77.903226 L 546.235052 77.087097 L 545.418557 76.270968 L 546.235052 75.454839 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 559.298969 75.454839 L 560.931959 75.454839 L 562.564948 75.454839 L 563.381443 76.270968 L 562.564948 77.087097 L 561.748454 77.903226 L 561.748454 79.535484 L 560.931959 80.351613 L 559.298969 80.351613 L 558.482474 79.535484 L 557.665979 78.719355 L 556.03299 78.719355 L 555.216495 77.903226 L 556.03299 77.087097 L 557.665979 77.087097 L 558.482474 76.270968 L 559.298969 75.454839 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 538.070103 80.351613 L 539.703093 80.351613 L 540.519588 81.167742 L 540.519588 82.8 L 540.519588 84.432258 L 539.703093 85.248387 L 538.886598 86.064516 L 538.886598 87.696774 L 539.703093 88.512903 L 541.336082 88.512903 L 542.152577 89.329032 L 542.152577 90.96129 L 541.336082 91.777419 L 540.519588 92.593548 L 539.703093 93.409677 L 538.886598 94.225806 L 538.070103 95.041935 L 537.253608 95.858064 L 536.437113 96.674193 L 534.804124 96.674193 L 533.987629 95.858064 L 533.171134 95.041935 L 532.354639 94.225806 L 532.354639 92.593548 L 533.171134 91.777419 L 533.987629 90.96129 L 534.804124 90.145161 L 535.620619 89.329032 L 535.620619 87.696774 L 535.620619 86.064516 L 535.620619 84.432258 L 536.437113 83.616129 L 537.253608 82.8 L 537.253608 81.167742 L 538.070103 80.351613 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 577.261856 86.880645 L 578.078351 87.696774 L 578.078351 89.329032 L 577.261856 90.145161 L 576.445361 89.329032 L 576.445361 87.696774 L 577.261856 86.880645 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 575.628866 90.145161 L 576.445361 90.96129 L 575.628866 91.777419 L 574.812371 90.96129 L 575.628866 90.145161 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pe2865f9650)" d="M 554.4 62.396775 L 555.216495 63.212904 L 555.216495 64.845162 L 554.4 65.661291 L 553.583505 64.845162 L 553.583505 63.212904 L 554.4 62.396775 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 552.76701 67.293549 L 554.4 67.293549 L 555.216495 68.109678 L 555.216495 69.741936 L 554.4 70.558065 L 553.583505 69.741936 L 552.76701 68.925807 L 551.950515 68.109678 L 552.76701 67.293549 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 567.463918 73.822581 L 568.280412 74.63871 L 567.463918 75.454839 L 566.647423 74.63871 L 567.463918 73.822581 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 560.931959 78.719355 L 562.564948 78.719355 L 564.197938 78.719355 L 565.014433 79.535484 L 564.197938 80.351613 L 563.381443 81.167742 L 562.564948 81.983871 L 561.748454 81.167742 L 560.931959 80.351613 L 560.115464 79.535484 L 560.931959 78.719355 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe2865f9650)" d="M 551.134021 83.616129 L 552.76701 83.616129 L 554.4 83.616129 L 555.216495 84.432258 L 554.4 85.248387 L 552.76701 85.248387 L 551.134021 85.248387 L 550.317526 84.432258 L 551.134021 83.616129 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pe2865f9650)" d="M 542.969072 31.39933 L 546.235052 31.480532 L 551.134021 31.672511 L 552.76701 33.304961 L 557.665979 33.260356 L 559.298969 31.537444 L 560.931959 31.665829 L 565.830928 31.671006 L 567.463918 31.907597 L 569.096907 33.536179 L 570.828154 33.83226 L 572.362887 35.429606 L 573.995876 35.648712 L 575.628866 37.568593 L 577.261856 38.778219 L 578.894845 39.231652 L 580.527835 39.933862 L 580.994394 40.361292 L 582.160825 41.272135 L 582.83463 41.99355 L 583.040808 43.625808 L 583.793814 44.255418 L 587.059794 46.30099 L 587.649392 46.890324 L 588.692784 47.706453 L 590.325773 47.883785 L 590.940523 48.522582 L 591.437748 50.15484 L 591.958763 50.624571 L 593.591753 51.800588 L 595.356981 53.419356 L 596.857732 55.358533 L 598.215707 56.683872 L 600.928209 61.580646 L 602.232243 63.212904 L 601.907006 64.845162 L 602.227825 66.47742 L 603.864575 68.109678 L 605.304558 69.741936 L 605.099899 71.374194 L 605.251227 73.006452 L 606.655212 74.63871 L 606.639213 77.903226 L 606.400515 79.535484 L 607.761115 81.167742 L 608.218498 82.8 L 608.197146 84.432258 L 607.573569 86.064516 L 606.231447 87.696774 L 606.121368 89.329032 L 606.270089 90.96129 L 606.879321 92.593548 L 607.758104 94.225806 L 606.65567 96.153997 L 606.184756 97.490322 L 605.96484 99.12258 L 604.571528 102.387096 L 606.075466 104.019354 L 606.040957 112.180644 L 604.611372 113.812902 L 604.103937 115.44516 L 602.666243 117.077418 L 602.601782 118.709676 L 602.154716 120.341934 L 601.756701 120.860025 L 601.122685 121.974192 L 600.61005 123.60645 L 600.123711 124.046885 L 598.490722 124.366302 L 591.958763 124.188654 L 583.793814 124.000167 L 582.160825 125.330633 L 580.527835 127.23458 L 576.563608 126.870966 L 575.628866 126.423629 L 573.995876 126.490946 L 572.362887 126.268388 L 571.445616 125.238708 L 570.729897 124.833131 L 569.096907 125.036408 L 567.463918 124.813076 L 565.830928 125.918799 L 565.059619 126.870966 L 564.053596 128.503224 L 562.564948 130.41611 L 562.072961 131.76774 L 560.931959 133.656475 L 559.298969 134.689135 L 556.03299 134.568172 L 554.4 135.436147 L 552.76701 135.875495 L 551.134021 135.853362 L 549.501031 134.459149 L 546.235052 134.553077 L 544.602062 133.109472 L 542.969072 133.107214 L 541.960072 131.76774 L 540.651353 128.503224 L 540.429708 126.870966 L 539.703093 125.556946 L 538.070103 125.449964 L 537.913094 125.238708 L 536.437113 124.422579 L 535.620619 125.238708 L 535.617607 126.870966 L 534.804124 127.911469 L 528.272165 127.686349 L 527.600811 126.870966 L 526.639175 126.054837 L 525.006186 126.155235 L 523.373196 126.096464 L 521.740206 124.978747 L 520.926232 123.60645 L 520.107216 122.541798 L 515.208247 122.744808 L 513.575258 124.422579 L 511.942268 124.387266 L 510.309278 124.056952 L 509.858575 123.60645 L 508.676289 122.602689 L 507.043299 122.607328 L 506.40988 121.974192 L 505.9894 120.341934 L 505.410309 119.763103 L 503.77732 118.547629 L 502.070317 117.077418 L 501.345722 115.44516 L 501.239689 113.812902 L 500.51134 113.194466 L 499.70427 112.180644 L 499.908945 108.916128 L 499.872026 100.754838 L 500.443563 99.12258 L 500.020979 97.490322 L 499.843494 95.858064 L 500.51134 95.190517 L 501.708823 94.225806 L 501.814985 89.329032 L 501.980559 84.432258 L 501.378757 82.8 L 500.066919 81.167742 L 500.168652 79.535484 L 500.837058 77.903226 L 501.982779 76.270968 L 502.376714 74.63871 L 502.105024 73.006452 L 502.155063 71.374194 L 502.943 69.741936 L 503.950291 68.109678 L 503.868022 66.47742 L 505.50837 64.845162 L 505.677049 63.212904 L 507.043299 61.435604 L 508.814093 59.948388 L 509.104153 58.31613 L 509.945561 56.683872 L 511.648639 55.051614 L 512.439684 53.419356 L 513.100896 51.787098 L 513.575258 51.391554 L 516.841237 49.192179 L 520.107216 46.222884 L 525.006186 41.270737 L 526.639175 40.033023 L 528.272165 39.207531 L 528.752988 38.729034 L 529.905155 37.915447 L 533.171134 37.973286 L 537.246642 33.83226 L 538.070103 33.054876 L 539.703093 33.140961 L 541.336082 33.063329 L 542.969072 31.39933 L 542.969072 31.39933 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 26.103752 L 497.72625 26.103752 L 497.72625 14.490002 L 491.04 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 609.421875 26.103752 L 617.76 26.103752 L 617.76 14.490002 L 609.421875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 158.699998 L 507.628125 158.699998 L 507.628125 147.086248 L 475.2 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=28 --> <defs> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-32"/> <use x="206.591797" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pa2c600bff0)"> <image height="151.92" id="imagef5b99e172e" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="634" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJ5CAYAAAD/18teAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3cmPXtlZP/BDDx6r7HJV2WW37fbUU2g63SQkUZqmEVECCMQgISEWbGDJgj8F9og1bIAAEgqKIEqAEGVOOulOD57adnsuu6pc5aGH8Nv+kN7n2/E55cJOPp/lfXTe99x7z731+JXO1z/XWvufBgAAAx76v54AAAAPPk0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAsEf+rycA3B927dpV1m7fvl3WHnro7v9tevDgwbL23nvvlbVz586VtZ/7uZ+768975JH6FfjBBx/c9Xd9mNnZ2YnHd+7cWY555513uuaxffv2sraysjLx+L59+8oxW7ZsKWtra2tlbe/evWVtx44dE4/Pz8+XY9JanJ6eLms3btwoaxcuXLjr7/u1X/u1csznP//5snbs2LGy9vjjj5e1hYWFiceXl5fLMY899lhZe+ONN8raF77whbJ28+bNslY9a08//XQ55uLFi2VtdXW1rKXns/LjH/+4rP3P//zPXX9er438ro3ml0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGBYjhXpjMzZSNce0ZX+jz6uKLXn44YfLMSkuYdOmTWWtJzIhxYg8//zzZe39998va9evXy9rKV6iii35/ve/X46Zm5sraymSIl3HmZmZiccvX75cjknXMV2PFHmzefPmicdfffXVckxvFM6VK1fK2v79+8tatQ7SM1hFybSW43VSLExVS7FB6RnsfYek76vWXFof1RporbV33323rKXns1pzS0tLdz2mtXwdUzxQdY3Tc5vuy9mzZ8taikT6xV/8xbv+zNOnT5dj0jsuXY8vfelLZe3P//zPJx5PkTyvv/56WUvxSykiKr1fqlpa39u2bStrKS4p/a3rkZ7p3nfB/RIdtJFz9EslAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAyLkUI92+jvxdb7nnH3UxxSFe0xNTVVjrl582ZZS1EKKWKkijM5f/5813ft2bOnrKUImnTeX/3qVycef+mll8ox3/jGN8rayy+/XNZSzMUPfvCDicfTOacYlBSbkcZVc0yfd+nSpbKWYkTS2llZWSlr1TOYIm3SOR84cOCuvyt9372IF0vxOun7rl27NvF4z3PbWo53Sde/+sw7d+6UY9I5p7ieFAtTXf8UbZTW8K1bt8paes8lb7755sTj6T6n91WKQHvxxRfLWvVcp/vyr//6r2UtSesxRWY9+uijd/15KV6s9/ncyCifnmijB+G8evmlEgCAYZpKAACGaSoBABimqQQAYJimEgCAYZpKAACGxUihnm3vvVvlH3qo7m/TNvr13mK/kVFE6ZxTbEOKZ6giHVqrI0bSPM6ePVvWZmZmylqytrZW1l544YWJx9P1OHfuXNc8UixPFaGzefPmcszs7GxZe/jhh8taOrcqLiStgfRMpBiltA5SxFUVD5SicNJ3vf7662UtxeRUn5muR290SloHKZanJ34kzTFJ31VdkxTvkuJ60n1Ja65a30888UQ5Jj1nV69eLWtvv/12WTtx4kRZW1xcnHj82LFj5ZjLly+Xte3bt5e15MyZMxOPp79Z6R2dosfSuzFFGFXvuRQhliKWHoQInZ6eYaPPayO/zy+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAM01QCADAsRgqlbej3yzb6jYwASt+Vzq2KOkkxM6mWvivFoFSxHyn6JUUUpViY9JlXrlwpa0eOHJl4vIr1+LB5fOlLXypry8vLZa2K4njttdfKMU8++WRZm56eLms7d+4sa9W9TtEpKf4nrY+05lI8zZYtWyYeT9Ejvc9tGtezvnsiilrL16MnIio9Zz3P9Iep7nVaOz2f11peB0tLSxOPp1iptAbSfUm1FEtWPbvVuv+w70rRTGkdvPPOOxOPP/XUU+WYl156qaz98Ic/LGspfumDDz4oa9V5p5itrVu3lrXeaL311vP3/cPGVXrfjfdL/JJfKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGBZ3f6/3zuoHYad2ksal3Y/VDs20ezDtlks74tKuw2qOaXdm2pm8a9euspZ2xK2urpa1avdp2jG5srJS1i5fvlzW0q7DtbW1icevX79ejjl//nxZS7t0U61aI+k+p92ZvTuae3ZJp13XqZae3fRcVHqf93St0s7TNP/t27dPPN57P5O0k7iaY8/7o7W8a3zz5s1lrXr3pGe6N/0i1dJnVu+etGM8vVPTddy9e3dZqxIwfvCDH5RjDhw4UNbS+rh9+3ZZS+dWXePenfLV8/Jh8+iR5tHbT/S8e+6XXdy9/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMNipFDa2l5tsb8X//H6escD3Yv/sD3FEVRSPMqePXvK2tmzZ8tais2opIiLNI9jx46VtVdeeaWspSii5eXlicdfffXVcky6Lyl2It2zpaWlicfTtUr3JcV3pHlUtXSf0/pO809SLEwVN5Se97T2U9xQitepzjvNI12rtHbSZybV/UznnNZHijZKqut4L97Raf7VZ6br0fseTmsuPRdVvFE65xSx9J//+Z9l7Vd+5VfK2uHDhyceP3XqVDkmreEUG7Rjx46yltZc9Z5I748UMdcbPVbpjQ1K1rsHESkEAMDPPE0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYv5Mzxb73miJ9dYbHXAvYgWqz0xxCSm2oTdSY3p6euLxKqqitdY+8pGPlLUbN26UtRRN8sQTT5S1N998c+LxFNdTRdq0lqN8bt26Vda2bNky8XhvPE2KM9m6dWtZq+5nitZJ8R0pOiWdW1qP1bgUZ5Kka5X0xJylWrrGvZFC1XXctm1bOWZtba2s9c6/GpfWR1pXvfe60hu5ksZt3769rKVrVb2ne9dHulbvvPNOWXv55ZcnHr9y5Uo55sSJE2UtPdPpOk5NTZW16tntjV9K33Xt2rWy1hNz1vue2MjIwwchbsgvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwLEYKrff29d64nqSa4734rqTn+x55pL78V69eLWsp9iPFXFQROnNzc+WYH/3oR2VtaWmprD3//PNlLc2/irlI8UtJb7RHFUWU4m6qGKLW8r1Oc6xioG7fvt31eenap4iodK2qtZ+eiXQ90jVO76TqvNOY3vvSG01SXZN0fVNkVpp/T9RWmntaO+m7UsxZNY/0HksRXOk67tixo6yltd/z3lxZWSlrKT4qxfxUcUMpdmdxcbGsJSmKLb17quvfG7eWYqB6pLXYGxu0ke5F1NZ693l+qQQAYJimEgCAYZpKAACGaSoBABimqQQAYJimEgCAYTFSKKm2qKft6Q/Clv17sS2/isNJ0QwpoiONSxEMN2/enHj80qVL5ZgTJ06UtRdeeKGs7dmzp6ytra2VtSqKo5p7a63Nzs6WtTQuRZPs2rXrrj8vSdEvKb6jiq5JMSK9z2Bacz3PZ+/zkqJrUmRMdY3TmHvxTuqJMKpiaz7s85IUcVWdW4rySXE3ae303Ov0TGzevLmspXHpeuzbt++uP7N6R7TW2je+8Y2ytnv37rJ28eLFsla9C5588slyTHIv4peq9ZMiuNI7NT2Daf4pOqjnu5L1juRZ78+7V59Z8UslAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzrjhSqtqjfi2356TM3Muqkd1wV85NiD3qiU1pr7c6dO2Wtmv/Zs2fLMfv37y9rMzMzZa2KUWqttbfffrusVZEaKYZj7969d/15reX5VxEjKf7i1VdfLWvpeqR7try8PPF4uh7pu9L8p6eny9rq6mpZ64mn6V3fKW6o+r703KYonCRFpPRGOlV63ztpjlWEUYrrSe+rFOWTVNFYKRrt13/918taWnNp7T/zzDNlbX5+fuLxa9eulWN27txZ1tKaS7FHS0tLE4+nSLUUlVTFt7WW49bOnTtX1qr1mN5xKaoqzT/dzyp2r/dZ6tUTvfig80slAADDNJUAAAzTVAIAMExTCQDAME0lAADDund/Vx6EXU0bPceenZFpF2ba1bm2tlbWqt29u3btKseknXlpHmn3Y7XztLV6R+JLL71Ujnn22WfLWrV7urU8/6tXr048nnZWP/7442UtrYETJ06UtWo36/Xr18sx27ZtK2tp52nadZ3Ou2cHddqFmXbwph3I1Wf2JlKk9ZFqaf7VOkhj0vsqjat2wLZWX5P03knrI+3mT7t0jx07NvH4k08+WY5Jz3tKq0hz7Hku0nNW7WpvrbXLly+XtUOHDpW11157beLxGzdulGOef/75svZv//ZvZS1dx5Q8Ue1QT9e+9/lMSRCVjf7b/yD0Q+vNL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMGzdI4XuhbQtvzeOYL3nkaJOqjiWFNfT+x/fp6iTKhrj7bffLscsLCyUte3bt5e1FBuUxlURIylq47nnnitrKXonXf8qLuTKlSvlmN///d8va1VEUfqu1ur4kTfffLMck+KLUnRKiqdJ97Na+1u2bCnH3Llzp6wlaX1Xz0xvrEd6pnviTFqrr2P6vBTlk+5nOu/qM1OkUIoJS7U0x8OHD088Pj8/X465ePFiWasiyVrrj8yqns/0/kjftWPHjrKWnpmtW7dOPP75z3++HHPw4MGydvTo0bKWYo/m5ubK2rlz5yYeT89Serekd2Naq1WMVW8vsd7RQBv5XRvNL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMGzdI4U2MuKnV5pjij5I41KMy+3btycen5mZKcekGI5US1EWVRzL7OxsOea9997rqi0tLZW1Ku6htdaefvrpicf3799fjknnnKJaqoiO1uoojhRjka5Hiu9IsR9nzpyZeDzFepw/f76sXbp0qayldZWifKpx6XokvZEa1fOZntveWu97ojq3dM69tZ4oohT3NTU1VdaeeOKJspaesyqKKH1XWqe9ay6t7+r9na59mmOKyUnzqOKX9uzZU445ffp0WUvvpJMnT5a1FHu0d+/eiccvXLhQjklSbFP6m1u999Nzu97vneRBjw1K/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMPWPVLoXmyV74n96I3h6I1E6on2SHEJKZLixo0bZS3FVVSRFMm1a9e6vivFBqXasWPHJh5PMRbp8zZt2lTWqqiQ1lpbXV2deHx+fr4ck9bAjh07ytqBAwfKWhX7kSJXXnnllbK2uLhY1tJ1TFEnqVbpibv5MFVcSO8zncal+fdEj6VrnyJ50jOYruP09PTE41UkTGs5bijVqtig1lrbtWtXWauktZ/uS5KiZqrr2DOmtXw/U0xOFZf0sY99rBzzzW9+s6ylGKgUM1e9G1tr7erVqxOPp/WdYt+SNK6nD7kXcYjrPY8HIYrIL5UAAAzTVAIAMExTCQDAME0lAADDNJUAAAzTVAIAMKw7UuhebL/vsd5b7Hviiz5sHlX0QYqd6I1Z2LdvX1l7/vnnJx7/9re/XY7Zs2dPWUvRHl//+tfLWrpWVTRJiu9IUmzTrVu3yloV1ZIiUNbW1srapUuXylpSnXeKJdm/f39Ze/LJJ8vaqVOnylqKEaliXHqidVrLEUVVrEpr9TOT1k76rt5YshRrU80/zTHVeuOGnnnmmYnH0/O+efPmspYis2ZmZspaNcd0n9N7J71Te6PkqjkuLy+XY6rIptZyvE4at7S0NPF4iv/pff8tLCx0fWYVSfWRj3ykHHP+/Pmylu5ZWvtVlNydO3e6vmsj3S/z6OWXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhnXv/q707rBb73Eb/Z+ypx2at2/fnni82uncWp7/pz/96bKWdnxWu/2qXYWttfaZz3ymrKVzTruF0w7NnTt3TjyedpBWO/1a69st3Fq90zWdV9qN+MEHH5S1tJuyWiNpl+gTTzxR1rZs2VLW0q7UNP9qHaTvSjtP047sNI/qfvbu1E7j0i7S9JnV/FNqQ7pWaY7pmZmbm5t4vHr+Wsu7jNd7N3xaO+kdl9Zwb7JH9b5Kz3uqpfdmmke1vtO1Su/Gd955p6wdPHiwrN24caOsVe+yP/3TPy3HfP7zny9rP/zhD8taShyormPv3/7e/mS95/Eg8EslAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAzrjhS6X7bE92zZTxEASfrMFE9T1XrjTFZWVsra/Px8WTt9+vTE4wcOHOj6vPPnz5e1CxculLVPfOITZe3w4cMTj6drlWIzUgRNioWpIoVSHEiKwpmamiprVeRUa3XcU4r1qOJiWmvt6NGjZe1b3/pWWTt37lxZq9Z3inNK1zHds1Srrv+jjz5ajklxTumeJWmO1bsnRfmkd0uKrknnXT0zaQ2n5yXNcW1traxV8UDV89dafl7Suz29Q5IqUihFGyUpAijds+repGi69Jyld3SKFNq7d29ZO378+MTjf/EXf1GOuXLlSllL62q948WSjY4ofJD5pRIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhnVHClV643p6x93v82itjpC4detWOSbFsaQohRQxUn3mM888U45J3njjjbKW4keeeOKJslZFCqX4ixQxkiIpUrRHNf/p6elyTJLu5+OPP17WLl68OPF4ikf54Q9/WNbeeeedspbuZ08sTFoDKTolre+eWJh0n9N3pdimFL2TatX75eTJk+WYJL2vdu3aVdaqWJjl5eVyTFrDR44cKWsplmx2dnbi8fQe64lsai3HR6V1VdVS7FFSRRR9mB07dkw8nu5ZiutZXFwsa08//XRZS+/A6l5XUUOt5b+DaQ2n61itg/Rspviln+bYoJ5YxsQvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwbN0jhdI29HsR17PeUqxAip1I51ZFqzz33HPlmG984xtlLUWkpHidKu4hRX5UkTattXb16tWyliJjzpw5U9aqGJcUDbRp06aydv369bKW5lh9X4o6SVZWVspammOKwKi8+uqrZe3b3/52WUsRHSnGpYpqSRE06T2RnsF0r6t5pGeiNxYmSeeWrmMlXce0htN5f+UrX5l4PK23o0ePlrUUKfTss8+Wter70vOe4q3S2kmRQumdWkXepHd+uo4pkufatWtlbc+ePROPnz59uhyT5ri0tNQ1j5mZmbJ26NChicdXV1fLMUl6b6bIsvWOyUnSNe75vvX+vA+z3p/pl0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGLbukUL3wnpvy78X80hRM9u3b594/NKlS+WYFNswOztb1lIUxMGDByceTzEtKc6kiv9pLcd3XL58uaxV0RPpeqRoo2RqaqqsVd+X4kx2795d1g4fPlzW0j2r4pdS1FOaY4qgSdcjfWYVubJjx45yzL2IjKnOLT231dxb63+HpJiiav7pOdu2bdtdf15r+dyqd1KKIUqRU2mOaR1U9zpFyaRrVZ1Xa/m9meLiqjmmmJz0XSm+KD0Xi4uLE4+nd0GS1nd6J1WxQa21trCwMPH42bNnyzHLy8tlLUUzpWu1kdY7kudexAZtJL9UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwbEN3f/fuaroXO7l7vuuDDz7oGlft0Hz77bfLMQcOHChrafdg2jlbjUu7v9Mu7rQbNO3Me+6558patYM67UpN9yXtBk07C6v7mXb5px2kaZfuzp07y9rP//zPTzz+iU98ohzzi7/4i2Xtb/7mb8rad7/73bKWVOeddsemnebpWUrrqloHabdweielHc1pPaZatTM8rY8kreG5ubmydv369YnHX3jhhXLMZz/72bL28Y9/vKyl61jtFj516lQ5JqVmpJ336dlN783p6emJx3vTL9Ju55TOUKVmvPrqq+WYKj2itfz+rtZHa/l9Wz2facf4j370o7KW/talZ7d6LtLzks6Ln5xfKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGKapBABg2LpHCqU4kBQBsN7jer/rXsy/igtJcTcpOuXKlStd46o5pmiJEydOlLUUwfDYY4+VtRRb0hNPU0V+tJavRxVf1FprN2/enHg8xS+luIoUM5Pmv7i4eNdjUvTLuXPnylpaV1evXi1rVRxLOudbt26VtZ5nqbXW7ty5M/F4byxJWt+98VHVZ6YomVRL6zGd20c/+tGJx//kT/6kHHPkyJGyVl371vL8q/Wd5v7444+XtXTPUrRUmn9aP5UUKZTWfrrGVRRRiihK12PHjh1lLb0n0rt4ZmZm4vH0TKR3dIqISvdzI2MI+d/8UgkAwDBNJQAAwzSVAAAM01QCADBMUwkAwDBNJQAAw9Y9UihFQdwL6/19vZ+XYhF6pCiIpIp0aK2OQUnxF9euXStrVexOazmC5uTJk2XtiSeeKGuVFPmRYieqKJw0LsUGJTt37ixrKXJlaWlp4vEUR5WiQg4cOFDWDh06VNZSPFC19vft21eOuXjxYllLaz/VquuY1vf8/Pxdf15r9X1pLa+RKk5mbm6uax4pOiWd2y/90i9NPP7kk0+WY44dO1bW3nrrrbL2+uuvl7UbN25MPJ6uR4oCS3FDZ86cKWvpGlfrJ70/pqamylpa++ldVj2727ZtK8ek9ZHejendntZ+9Z5L0UBpjim6K0XhVdLf6d6/ufxvfqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGExUiht9a+id3rGfJh78Zk9n5fmkSIYqliEFP+zadOmsvbjH/+4rE1PT5e1Ktbh+PHj5ZgUx5LiHu7cuVPWXn311bJWRZ2kqI10z1LsRLqOVcRIOq8USZGifNK6WlhYmHi8Nwpn7969ZW3r1q1lLcXkpGtSSfdzdXW1ax5VzFJaAysrK2UtRbWkeaRnpoo0SWPSuyC9Q9K7oKrt2bOnHJOe9xTVMjs7W9aqe5Pibl577bWylq5jbwzX4uLixOMp9ihdqypWqrXW3njjjbL2qU99auLxz33uc+WYCxculLXl5eWyltZcipmr3kvp2qd1Wl371nJMUXX907piffilEgCAYZpKAACGaSoBABimqQQAYJimEgCAYZpKAACGxUih9Y7rSdEp6/2ZvXNPUSHpM1MEQxU1k2Isbt++XdbSdUwxC9W4U6dOlWNS7ESK5EmRMWmOPfctXY8U7ZEiY6qIqDT3FOWTYjhSrE11jXuidVrL8S4p9uj06dNlrTq33vuyc+fOspbWRxXVku5L+q5du3aVtRQflVTnnWKU0rsl1dIzuHv37onH0zsprZ205lLkVBWTk2Kg0uelZ+nrX/96WXvqqafK2tTU1MTj6Rm8evVqWUv3JfnRj3408fhzzz1XjvnDP/zDsvbVr361rL311ltlLf1NqO5betema//973+/rCXV921kPOHPKr9UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwLO7+fpDdi53mabdfz7hqh3Freff3/Px8WUu77N59992Jx9NOxbTLNe2WO3r0aFn7gz/4g7JW7bhNOz7fe++9sjYzM1PW0jWuzi3ttl1YWChraf5pl3E1Lu0WTrt0jxw5UtY+85nPlLV0rW7cuDHxeNoRvLi4WNbSmkvzr9ZBSjfYunVrWZueni5rBw8eLGvpubh06dLE42kNX7hwoayl5yztqq2uYzrnpaWlspbW9+HDh8ta9U5aW1srx6R1lbz44otl7dVXXy1r1d+StIs7XY+05qqd5q3V16S6hq3l99W+ffvKWppjlbLQWk51qKS/Welep79blYcffrispTQTfnJ+qQQAYJimEgCAYZpKAACGaSoBABimqQQAYJimEgCAYXH/v/98/X9L55wiJKpYh/fff78cs2PHjrJ24MCBspZiLk6fPj3xeIqkSDE5KQrn937v98raCy+8UNbefvvticfTeVVjWmvt4sWLZS1FrlRxGyn6JUVEpSiLzZs3l7UqPirFzKR5pLVz6NChsnbs2LGyVkWdpAialZWVsra8vFzW0vWfm5ubeDytnUcffbSspTiWJEUiXblyZeLxZ599thzz0ksvlbX03knru4oiSs9Les7StUr3s1qrvVFg6TlL6zG9b6s196Mf/agcU63F1vJ7M72Lq3v93e9+txyT3gVPP/10WXvjjTfKWnoGq7ih1EukqL707KbnrKr1xgLyk3OFAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGBYjBRKUkTAetvIaKP0XT/+8Y/L2s6dO8va1NTUXX9XFSXTWmt79+7tmsfx48cnHt+2bVs5ZnZ2tqw98cQTZS1FgqS4iip+5PDhw+WYKv6ntda+/e1vl7UUqVHF5Jw6daocs3379rJWrYHWcixMFQmSIlxSLEy1BlrLa+53f/d3y9rzzz8/8fjnP//5ckyKhUlxQ2ntfPrTn554fPfu3eWY9LykuKGrV6+WtTTH6rxTTMvjjz9e1lIUUapVMVYpNihFuCRpfVefma5vumfpHZ3uZ6pVz+6TTz7Z9Xk3btwoa+n5vHTp0sTjKYaoivhpLb8nHnmkbg2qWKzW6vWd3tHdM2fAAAAgAElEQVTpvZmimdL8q3mk9cH68EslAADDNJUAAAzTVAIAMExTCQDAME0lAADDNJUAAAyLkUI9cT33ImoozWMjo40eeqjuwVOtimfYunVrOSZFUlRxIK3leKDqWqXre+jQobKW4oYuXLhQ1lJ8SjWX69evl2M+97nPlbUUbZSiPaoYlBTlk6Jf0r1O96yKNnr//ffLMel+pnFJGrewsDDx+Msvv1yOeeqpp8paigB65ZVXytqZM2cmHk8RNK+99lpZO3HiRFlL93P//v1l7Td+4zcmHk/XI0XXpKiqFM1UjUvxLimOJT3TPZFC6TlLn5dqKcaq52/dtWvX7npMa3l9b9mypaxV55bif9LfihQRldZjisyqYo/Sd6Vrn/7GPPzww2Wt+r70dzWt4fXuM9Y7CvF+4pdKAACGaSoBABimqQQAYJimEgCAYZpKAACGaSoBABgWI4XSNvpqS3xv/E8al+J6qs9M8RcbHXtUxcKkKJlU27FjR1m7efNmWasiRlKUws///M+XtV27dnWNSzEoX/ziFyceP3/+fDkmxXCkCIm0DqprnO7LrVu3ylq6L+ncqiiftN5SfEeKPUoxLilep7r+L774YjkmzTFF6FTxRa3VkUKPPfZYOSbF7vzWb/1WWTt8+HBZS8/FRz/60YnHU8zM6upqWUv3JcVwVWs/xbSk9Z2epfQMVu/2NCY9S+lapb8j1Ts6febevXvLMSmq6uTJk2UtrasqOi1Fo6W/FcvLy2Ut3c8UmVVFyaU5Tk9Pl7X0Tkr3s3onpfNKkVNJehdXtd5e6EHgl0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIbF3d890q6m3lrP7qqkd3dV2lF+586dslbtYFtaWirH9O4MT7sY33333YnHjxw5Uo6pdqu2lnfmzc3NlbXjx4+Xteo6ph2CaTfl9u3by1pac9Xu5HReaffg5s2b7/q7kjQmzePy5ctlbevWrV3fV12TtLM6XY9nnnmmrKU199xzz008Xu1Iba21v/3bvy1rf/RHf1TW0nNx7ty5slbt8k7XN+3iTs/F4uJiWbt69epdf15vakZKZ6h2lKf3afUe+7DvqpIUWsuJFI88MvnPZJpjSlmYnZ0ta2n+1U7utFM+PdOptnPnzrL20ksvlbU33nhj4vF0z9K7INXSzvbqPdGbCpNq6500cy++ayN3lPulEgCAYZpKAACGaSoBABimqQQAYJimEgCAYZpKAACGxUihtA29N16i57vWW/qP6JOHH3646zOruJBdu3aVY1LcQ4oVuHnzZlmroneOHTtWjkmxDSmuJ0XXpEiNj3/84xOPp2iJNI8UQZPiO6q4p+Xl5XJM7xxTjEu1dlIcVVofVYRLa/3n1hOJlJ6lnliV1lqbn5+feDzFbPVGrqSYn1Srzi3FQKV3YxV301q+VpW0PlIsTIq1ee+998paz3s/zSPds7SG0zxWV1cnHk/X/ujRo2Xt2rVrZS09g1euXJl4PN2zKsKqtTpWqrW8Hl988cWy9i//8i8Tj9+4caMck6R7tm/fvrJ25syZicfT38fe6MKNjDXc6M/s4ZdKAACGaSoBABimqQQAYJimEgCAYZpKAACGaSoBABgWI4XWOzboXnzXem+jT/PonWMVafLYY4+VY2ZmZspailxJ0R7V/B9//PG7HtNajvZIUqxDFT+SYnLSHFPU08rKSlnbtm3bxOMpsiTFcLz//vtlLUWTVONSJE9aA+mepWcpxdNU809zTDEoKS5pbm6urFXzTxE/H/3oR8taOucUB1atndZaO3/+/MTjaQ2ntZPinFKM1Z07d+7qeGv9z3ta3z3v7973X7oePVEz6XosLi6WtTTH9H6pnqd0PdJ7M/2NSVFsKRKpeqemaKC09tP8U626Vr2f1xtDeL/E/Gwkv1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMUwkAwLAYKZS2w/fE62zk9vo0v9559MYRVHEKO3fuLMdMT0+XtRT7kVTft3v37nLMkSNHylqKzUiRMencqhiXFNdTxRB92DzSOqiucfquFKGTIilSNEk1/xQzk9ZHqqU4k6S6Jr3RRineJUUAVc98it158803y9rrr79e1v7sz/6srKVIocuXL088Pjs7W45J6yqdW+/7qpLWfnrfpjiZSjrn3niatPZ7rkd6BtPzPjU1VdZu3LhR1qp3QW/8XLqfyYEDB8rawYMHJx5P8W29azhd/+pa9cZiPci90EbzSyUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADIuRQkm1Jb5ne33vd6Xv692yfy+2+lcRGNu3by/HbNq0qeu7UnRD9ZlpHktLS2UtRUGk2IwUXVPFfjzySL1UU/zItWvXylpaq9X3pbibdF4pyiKdW7V20uel6JQUw5GuY4r26InvSBFRKQYlxRRV0jq9cOFCWXv66afLWppjuo7V++XSpUvlmP3795e1FM+V1mp1P3ufs/TeTLVqjaR3UqqlmJzV1dWyluZYfWZ6ztIcq9i01vI76Z133pl4PD3T6XqkZzpFIu3Zs+eua1WUVmv5+UzXOMUvVesq3ed0zvzkXEUAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZ17/7eSD07ynt3od+LcdUuzLSzOu3MS9+Vdo0/9thjE48fOHCgHHPw4MGylua/uLhY1tbW1spaJe2sTrtSd+7cWdbSzsKqluaedgSn+5J2P1a7FdNOxW3btpW1tCM77SJNOy2rHdlpDad7trCwUNbSbtZqp/wnP/nJru9Kz0WafzIzMzPx+MWLF8sxac2lefTsZk278tO1700+qJ6ZlB7Ru1s41XqSCu7FMzg/P3/X80g7q3fv3l3W0k7/2dnZsjY3N1fWqndBlRDRWn43pnNLf3+q92Za3/ci3WA9x3yY3t5lvefil0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGPZARArdL9KW/RSZUMVjXL16tRyTohRS1EmKTKgiGFL0S4oRSRE0VbzLh6kiRnoim1prbXV1tayla1VdkxRncu3atbKWIkbS9a/iZHo/L93PFLmS4keqez09PV2OSdEpqZbiRyrp2UyRU2l990YKHTp06K6/K92zFAeSxlVxOCnuJkXopPuS1mP1bkxrMc0j1dK7IJ139e5J55yez/QuS+e9ffv2icfTWuyNQEufmdZqVUvnnN4TKZruzJkzZa1ac+l5SXNM7/00rqqlMb0RP/cipqiHXyoBABimqQQAYJimEgCAYZpKAACGaSoBABimqQQAYNiGRgr1bqPvjQHo+bwkfVeKpKjiDc6fP1+OSVEKKQYlSVEQld64niTFDVXRNcvLy+WYnmig1vL1qM77XkSW7N27t6zt2rVr4vEUPZIidFLESLovPREp6XlJ1zHdz/RcVNc4jUnz2L17d1lL75AUx1I9u1VcTGutXblypayl9Z1UESkpOiV9V28cVfXMpPWWopLStUrPYE9k1tatW7s+L13H9OxW62pubq7ru3qjmVJ0WhVbl9ZHitarPq+1HLv36KOPTjyeziut/aS3d6nci7ihjeSXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAY1h0ptJFRPj02MqKotRwjUsUppLieFJeQajMzM2WtcvHixbJ25MiRsrawsFDWjh8/XtZSrE0V+5EiKVIETRqXIiSquKG0dlJE0Y0bN8paikip1tWWLVvuekxr/TEimzZtKmtVfEqKcHn77bfLWopmSs9ndf3T9UixMG+99VZZS1Et6X5WkUIpzilFuMzPz5e1dM/OnTtX1irpWqVzTs9ZFSeTnqV07dM5p3WQalW8UfqutPbTO2S9I2/SHNOzlCKuetZBilg6c+ZMVy1dxyqaKa2d+6U/6e1B7hd+qQQAYJimEgCAYZpKAACGaSoBABimqQQAYJimEgCAYd2RQj3uly37veNSpEOKgqg+M8UsnDx5sqylOJAUMVLFd5w9e7YckyIpUgzKwYMHy9obb7xR1qoIoBRDlCKFUjRJup89sQ7pfqYoi+vXr5e16vqn+aV71rNOW8vxV1NTUxOPp+uR7mcVB9Jajq6p1kFv9Ev6rlRLn1nFJaWYllRLUTgpxqqKEUufl+LKUnRXWgfVekzPZm9cz6OPPlrWetZIegbTOadxvVF4ld41vGPHjrKW7vWVK1cmHk/v4dOnT5e16m9Wa/k69qyrZCMjgDayT7oX/FIJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMPWPVJoo7fD93zfekcAfJgqkiJF8lTRDK3VcSCttXbo0KGyVsWFpO9aWloqa1U8Smt5jnv27Clr1f1M9yzFVfTGDVURIylypXeO27ZtK2tVNMm9iFxJsUfp3FZWViYeT+ec4m5S1MmWLVvK2sLCwsTjKS7mxIkTZW3nzp1lLUVmpWemuibpnJMUzZRU80/3ZXl5uayl2KOeGKv0nKX3ZhqXrnGKzKrWT3oGU6RQiuvpeXZ7n9skvTdff/31snbq1KmJx9M7P80x3bM0rromvXFOG90zPMj8UgkAwDBNJQAAwzSVAAAM01QCADBMUwkAwLDu3d/3+396nnZr9e7kWu/dYWnX76OPPlrWfvCDH5S1o0ePlrX9+/dPPH7hwoWueUxNTZW1s2fPlrV9+/aVtWqHadrxmXZMplo6tzt37kw8nu5zup9pB2z6zGo36/bt28sxaZ2mHavpGqddmFUt7UpNu4XTztlUq3bppl3cu3btKmvpvqTd32kdnDlzZuLxdF/StUrrO92zan2n3dPpWqX5p9r8/PzE4+nZTDu102746pxby3O8fv36xOMzMzPlmLR2enfsV+N630lpXLpWJ0+eLGvV+/upp54qx6Q5pndSeqem3euV+72neVD4pRIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhnVHCj3IeqMDeqNaqnEp9iDFoFy9erWsvfXWW2WtihQ6ffp0OSbFR3z0ox8tawcOHChrS0tLZa2KpEhRMik6JcWxbNmypaxV9yytgRR/kbz//vtlLZ1bJc0xxXAkKWKkiiZJ55XmmGJy0jNTxdBMT0+XYw4dOlTW0vzTGl5cXCxrPVEnaUyKAOqJVeu9Z6mW4oGq9Z3W29zcXFlL780URbS6unrXtVu3bpVjduzY0fVd6X1VRWYl6Z2UPi+tnbfffrusVTFiaQ2ne53Wt9ig+5NfKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGKapBABgWIwUSrEC98vW/DTH9ZbiWNL1qOJwbty4UY7Ztm1bWdu9e3dZO378eFmrYn5StM4///M/l7VnnnmmrKXYjBS5UkWapKiTXbt2lbUUV5HiO6oYlPR5PbE7reXIm7W1tbv+rl5pjinSqecZrKJHWssRNOm8qzU3OztbjumNVUlRT+ncqmcwRaek76oiuFrLMWeV3giXdM7pOk5NTU08niJ5emOP0jpI512dW4oUWllZKWvpvZPitHo+L92XmZmZu/6u1lp78803y1p1/av3WGt5jtevXy9r6VptZF/A/+aXSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYFiOF7pfYoKSaY2+kQO85p++rIhNSjEWKCkmRKyn2o4rASJEOf/d3f1fWXnzxxbKWImhSFEcV8ZLinFL8Uk+sSrJ58+aylqI9UgxKuh5VnEyKwknrKl2PFNHRE6eVnom0hlNEVHo+q7ihdH3TOk3XMV3/+fn5slZdxxRB0xs3lO51ihGrpDWQ3jspBqp6z6UImp07d5a1dF9u3rxZ1hYWFsranj17Jh4/e/ZsOebatWtlrXddVfNPazi9r9J787//+7/L2n/913+VtSoeLf2NSbX0vD8IkYc/i/xSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDYqTQRuqNB+iJDkqfl2Izej+zmmOae080UGs5nuHcuXMTj6eIi+PHj5e1b33rW2Xtt37rt8razMxMWavmcuPGjXJMiutJ8SMpQmdpaWni8XSfUy1Fv6TIlSr6pfd56Y2nSeuxkmKDqpiW1nKcVloHR44cmXg8XY8qAqW11hYXF8taumfpM6uonBT/k573tPZTrXrPpXn0flf6zGqNpGufooHm5ubKWnq3nzhxoqxNTU1NPJ6ir1K8WFrf1XuntTo6KMUGpfdfui/f+c53ylqKS9q7d+/E4+naX7lypayld1JvbCD3ll8qAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYdt/s/u79D+B7xqVdY2n39Hrr2Z35YePS7t5qR2LapZt2nv7Hf/xHWfvUpz5V1vbv31/Wqp2A1c7H1vIaSON6PrPavdtaa6urq2Ut6dnF2LsTN93rJF2rahd92jGe7tmmTZu6xlXzSNf37NmzZS3tqk3PWXpmqjmmXe3pOqbdseleVzt/UyJCkt5XqVbNI92ztPM+7SROO6GrlIXW6uufvqvaMd5aTr9Iu7+r+5mel7SGv/a1r5W1L3zhC2Wt59zSOymtufTeSX+re/sJxvmlEgCAYZpKAACGaSoBABimqQQAYJimEgCAYZpKAACG3TeRQustRVL0xg2s92emqI0Ul7CyslLWUjTGtm3bJh5PkRQpOuW73/1uWfvyl79c1n7zN3+zrFWxRynKZ3l5uaylWJWeKI4UjZHiXXqjX6rvq6JY0pgP+65US+u7WqtpDac4lj179pS1+fn5snb+/PmJx1OES1pXCwsLZW3v3r1l7cKFC2WtWqspUijdz3SNU62KaknrNL2vqndLa/Uznb4vnXN6/6V4mmp9tJajd6oInR07dpRj0jlfunSprL322mtl7fr16xOP//Ef/3E5ZnZ2tuu7Xn/99bKWopmq+5n+dvb+Xe35TFFD955fKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGKapBABg2E9tpNC9iA5Y789MkR+9bt26Vdaq2JIUEbFv376yliI6vvKVr5S1j33sY2WtinhJESMpRinds8XFxbJWRYKkGIsUx9IbC1NFOqV4l96IqOTOnTtlrTq39F3p2q+urpa1FF1TxcKkqKQUJfNv//ZvZe3ll18ua2mOVeTN3NxcOSbFHqX1ncZVkVTpnlXROq3l9Z3mUd2btL7T/UzPZ4rhunnzZlmrnusq4qe1HDeUnvcnnniirFXfd/z48XLMV7/61bL2ta99raz1XuPqXqd3dLr2aT2mNcf/Hb9UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMCwn9pIoV4pLqE3UqhnXJpHryrOpIoaaq21lZWVspYiHV555ZWy9vd///dl7dOf/vTE4wsLC+WYRx6pl3E6txQBVMV3pGiddM/SHFNsRvWZKQonxZmkWJWlpaWy1hOJlM451dI1rtZwa3WUT4ozSev7zTffLGu/8Au/UNYee+yxsnblypWJx9P1mJ2dLWtpfadata5SlMz09HRZS1Fmaa3evn174vH0bPZEcLXW2szMTFlL590jzSOtuaeffrqsVffzr/7qr8oxX//618taeqZTLFm6VtU6Xl5eLsck6W/nvYgNZJxfKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGKapBABg2M9kpNC9iA1ab2keaf49sTZVFEtrOdojxYisrq6WtX/8x38sa1VcxWc/+9lyTIrCSXNcW1sra1XUSYrTSNEpDz3U9++36jO3bt1ajkn3LEWdpPmnKJ9qrabolxTzk6JO0ri0jiu7d+8ua5/5zGfKWoptunbtWlmbmpr6ySb2/0nrNNWSaj2ma5/eLb1RW9V6TPNItfRcpPWY5ljFcKXnLMUvHT58uKwtLi6Wta997WsTj1+8eLEck97D6V2W1unc3FxZq+KSUqRQitPqvWeV++Xv+08zv1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADDsZ3L394OgZ2dba3l3W7VTtNqx11pr27dv76pVu6fTPFpr7a233pp4/Jd/+ZfLMWn3YNp1neZf7e7t3dGc7mfaRVrNv3e3bdohnXaGJz07eKsdta317/isrlVKAOhJS2gtn9vNmzfLWnouKjdu3ChraVd+z27ttAZ61mlr+fpX6zHtTE7vuLSuet+pmzZtmng8PYPpHbewsFDW0r2+dOnSxOPpvqRnKV3HXbt2lbX0nrt8+fJdzyPNP1nvndwPQirMg8AvlQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAw7GcyUuhexANsZBxB+rw0jyp+ZHFxsRxTxWm01trWrVvLWppjilU5derUxOPf//73yzHHjh0ra2n+KV6nkqJTUpxJin5JcRtVxEuKfklzTOec5pEidKrvS3NM35WifHriZNKYdF9Onz5d1paWlsras88+e9ffl65viplJ67snTqaK0motz3Hz5s1lLX3m6urqxOPpWep9n6Z11XOt0nN2+PDhspaizL7zne+UtbNnz048fu7cuXJMWh9pHtPT02Utrf3r169PPJ6u1f0S13O/zONB55dKAACGaSoBABimqQQAYJimEgCAYZpKAACGaSoBABj2MxkpdC88yHEEd+7cKWspzmRubq6sPfroo2UtRQpduHBh4vF/+Id/KMf8+q//eln73Oc+V9ZmZmbK2pkzZyYeT/Eoy8vLZS2dc4r9qKTrmz4vRXukWopjqWJy1jvuprUcY1VFGC0sLJRj1tbWytprr71W1o4ePVrWkmqO6ZzTtUqxMCn6pRqXYqDSGk5rf35+vqwdOHBg4vE33nijHJOijXrjo1KtWnMHDx4sx6T78pWvfKWsffvb3y5rJ0+enHh8ZWWlHJPecdW1by1f44sXL5a1FGnHzwa/VAIAMExTCQDAME0lAADDNJUAAAzTVAIAMExTCQDAMJFC/4dS/EJvRFEaV0XGfPDBB+WYa9eulbUUMzM1NdVVW11dnXj8/Pnz5ZgvfvGLZW3Lli1l7bd/+7fL2vT09MTj1fxayzEcSYqMqaQIlGruH6Yn2qi1+rzT9Uhr/9atW2Vt165dZa1axykKJ93PdI3TPFK8TnVN3nvvvXJMilFK49J5V89FOucUOZVig9I1rmKPHn/88XJMFa3TWp5jkqLC9u7dO/F4em5TJNIrr7xS1i5dulTWquig9B6enZ0ta+kZPHfuXFlLMVxVJFW6Vr0xRA9yjN9PM79UAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwkUIboCcyoTdmIemJYEiRJVeuXClrjz76aFlLkTdVJEX6rsXFxbKW4l0WFhbKWhVrk+KX0rXavn1717jKzp07y1qKGEnRTCnqqSceKMW7pM+r1sCHjavOO62PVLtz505Zq+JdPkwV85O+K8X8pHHpGazmkdbitm3bur4rjbtw4cLE40ePHi3HpPiiFIGW1vdjjz1W1qrrX829tdbOnDlT1r75zW+WtRMnTpS1KsbqyJEj5ZjNmzeXtatXr5a19Fykv0098WjJen8e955fKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGGb39wa4X/7j+54d5b07eG/cuFHW0s7lLVu2TDyedjHevHmzrP3nf/5nWXv22WfL2qc+9amJx9fW1soxadd1Glft6myttd27d088nnahX7x4sayl63j58uWylnYFV7v509pJn5d2fK6urpa1atf4pk2byjFJ2rVc7Z5uLT9nVapAepbSd6UdzVu3bi1r1RzTc5vuS3oG03NR7Ro/efJkOWbHjh1lLd3r6t3SWj7vakf2pUuXyjFf/OIXy9r3vve9spbuZ5UgUb0jWmvt+PHjZe369etlLf3NSuu7GtczhgeTXyoBABimqQQAYJimEgCAYZpKAACGaSoBABimqQQAYJhIoQdQbzzDesc9pHHLy8tlLanidWZmZsoxKUbk9OnTZe2v//qvy1oVdfLyyy+XY1L0S4r5SdE777777sTjKQ4kxdPcuXOnrKX5pxio6vqnSJ4UT5PiklIUUSWdV3V9W8vrquc5a62+12ke1VpsLcfrpAidah49sWOt5Wuc1mPPOynF5KTIrBQb9IMf/KCsfec735l4PMUeXbhwoaylqKe05ubn5yceP3v2bDnmypUrZS29C9I7qScCqOeZ6P0u/m/5pRIAgGGaSgAAhmkqAQAYpqkEAGCYphIAgGGaSgAAhokUegD1xiz0xoX0zCPFwvTEDVVRQ621Njs7W9ampqbK2qlTp8raX/7lX048/rWvfa0c8zu/8ztlLcXCpOtYReikCJdkbW2trG3fvr2s9aydFGmze/fusnb58uWylmJQqjk+8kj9mut9JlJ0TYo9qp6LFLGUYmbSPUufWdXS9UiflyK/0rilpaWJx9Nz+9prr5W1FBuU3klf/vKXy1qK76qk2KDp6emyVsUGtdba6urqxONnzpwpx6S1+PDDD5e1dK3W++9IWh88ePxSCQDAME0lAADDNJUAAAzTVAIAMExTCQDAME0lAADDRAr9DKmia1JERIq76Y2WeP/998taFZuRIoUWFha6aisrK2Xt3LlzE4//0z/9Uznm9ddfL2t79+4ta5/+9KfL2gsvvDDxeE9cTGs52iip7ktrdaxNFRfTWo5VSTE5KUqpOrd0zr1rP63hd999t6xV0hxTfFGaY4rluXbt2sTj6fqm2KDDhw+XtRTJU0VEff3rXy/H/Md//EdZSxE6N2/eLGtpjlU8UIoNSu+rdD+TCxcuTDyezjmt7xQblPRG2vGzwS+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMpBD3JCIiRVmkWhWHc/Xq1XLMjh07ylqK/XjsscfK2uzs7F3P44c//GFZO336dFm7fPlyWTt+/PjE4ynCJcX1bNu2raylaJJHHqlfFVUcToosqSJtWsvRNWmO1TzS51UxLa219tBD9b+50zyqmJz0mb3RL2sUDSMAAAaxSURBVCm2KcVYVes4re9PfvKTZS1F8rz55ptlrYru+vd///dyzMmTJ8vaww8/XNZS1NaWLVvK2vz8/MTju3fvLsds2rSprKV4rhMnTpS1W7duTTyezrk3Ngh6+aUSAIBhmkoAAIZpKgEAGKapBABgmKYSAIBhP9da87/Dc9+odsGmHerbt28va2kndNoVXO3eXF5eLsekHbBpx2falTo1NTXx+P79+8sxadfvwsJCWZubm+v6zGoX7KFDh8ox6ZzTvU67dKva2bNnyzHVjtrWWrty5UpZe/rpp8ta2v1d7XbevHlzOabafdxaa7/wC79Q1r7//e+XtX/8x3+ceDztFv7IRz5S1tIu+u9973tlrUo+OH/+fDkm7ZRPa6dKB2ittWeffbasVc9FehesrKyUtbR7PV3/6rzTswQbzS+VAAAM01QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMpBAPhN4YkSoaqLXWtm3bVtaqOJwUS3Lq1KmyluaY4obefffdslZJ8TQ7d+4sayl+KdWOHDky8fiv/uqvlmP27NlT1nrvdRXH8qUvfakck+J6rl69WtZStNEf/uEflrXbt29PPF5F67RWxxC11tqNGzfK2he+8IWyduLEiYnH09qp5t5aa2tra2VtvaVrn9b3vn37ylqKzKrigU6fPl2OSRFLaX1vZDxQ73MGiV8qAQAYpqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGDYI//XE4CfRIq4eOih+t9GKZIn1arooBRLcuzYsbJ28+bNsnbt2rWyVkXGpLnfuXOnrKXomlRL8SNvv/32xOPXr18vx3zkIx8pawsLC2Utef/99yceX1xcLMe89dZbZS2tqxT9UkUbtVafW5rH9773vbJ25syZspbWXHVuKd6q18MPP1zWqucsRVil2KMdO3aUtampqbKW1nd1b65cudL1eeJ6+Gnml0oAAIZpKgEAGKapBABgmKYSAIBhmkoAAIZpKgEAGPZzrTX5BvzUStEeqVZFxmzbtq0cc/To0Z98Yv+f2dnZslbFsZw9e7YcU8UQtdba7du3y9ra2lpZq+J6khTJ87GPfaysHTlypKylOJaqdurUqXLMO++8U9ZSNFOSIoWqOJyVlZVyTIqPWm9VxE9rrT3ySJ1Al56L7du3l7Uq5mfXrl3lmBQblKKZrl69WtbSvb5161ZZA/43v1QCADBMUwkAwDBNJQAAwzSVAAAM01QCADBMUwkAwDCRQjBBFYdTRQ19mJmZmbI2Pz9f1vbu3Tvx+M2bN8sxaY5LS0tlLcUNpZicKooozTFF16QImjTHSk8c0si4HlV0VGutbdmypWtcFdfTWh3Lk+KLNm3a1PVd6TpW9zPFF6U5njlz5q6/C1g/fqkEAGCYphIAgGGaSgAAhmkqAQAYpqkEAGCY3d8AAAzzSyUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADNNUAgAwTFMJAMAwTSUAAMM0lQAADPt/n9+OXzYVdO4AAAAASUVORK5CYII=" y="-6.68"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pa2c600bff0)" d="M 694.837113 68.925807 L 696.470103 68.925807 L 698.103093 68.925807 L 699.736082 68.925807 L 700.552577 69.741936 L 699.736082 70.558065 L 698.919588 71.374194 L 698.919588 73.006452 L 699.736082 73.822581 L 701.369072 73.822581 L 703.002062 73.822581 L 703.818557 74.63871 L 704.635052 75.454839 L 705.451546 76.270968 L 704.635052 77.087097 L 703.002062 77.087097 L 702.185567 76.270968 L 701.369072 75.454839 L 699.736082 75.454839 L 698.103093 75.454839 L 696.470103 75.454839 L 695.653608 76.270968 L 695.653608 77.903226 L 696.470103 78.719355 L 697.286598 79.535484 L 697.286598 81.167742 L 696.470103 81.983871 L 694.837113 81.983871 L 694.020619 81.167742 L 694.020619 79.535484 L 693.204124 78.719355 L 692.387629 77.903226 L 692.387629 76.270968 L 693.204124 75.454839 L 694.020619 74.63871 L 693.204124 73.822581 L 692.387629 73.006452 L 692.387629 71.374194 L 693.204124 70.558065 L 694.020619 69.741936 L 694.837113 68.925807 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 724.230928 70.558065 L 725.863918 70.558065 L 727.496907 70.558065 L 729.129897 70.558065 L 729.946392 71.374194 L 729.946392 73.006452 L 730.762887 73.822581 L 731.579381 74.63871 L 732.395876 75.454839 L 733.212371 76.270968 L 734.028866 77.087097 L 734.845361 77.903226 L 735.661856 78.719355 L 736.478351 79.535484 L 735.661856 80.351613 L 734.028866 80.351613 L 733.212371 81.167742 L 732.395876 81.983871 L 731.579381 82.8 L 730.762887 83.616129 L 729.129897 83.616129 L 728.313402 82.8 L 728.313402 81.167742 L 728.313402 79.535484 L 727.496907 78.719355 L 726.680412 77.903226 L 726.680412 76.270968 L 725.863918 75.454839 L 724.230928 75.454839 L 722.597938 75.454839 L 721.781443 74.63871 L 722.597938 73.822581 L 723.414433 73.006452 L 723.414433 71.374194 L 724.230928 70.558065 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 720.964948 75.454839 L 721.781443 76.270968 L 721.781443 77.903226 L 720.964948 78.719355 L 719.331959 78.719355 L 718.515464 77.903226 L 719.331959 77.087097 L 720.148454 76.270968 L 720.964948 75.454839 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 712.8 78.719355 L 714.43299 78.719355 L 715.249485 79.535484 L 714.43299 80.351613 L 712.8 80.351613 L 711.983505 79.535484 L 712.8 78.719355 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 704.635052 81.983871 L 706.268041 81.983871 L 707.084536 82.8 L 707.901031 83.616129 L 708.717526 84.432258 L 707.901031 85.248387 L 706.268041 85.248387 L 705.451546 84.432258 L 704.635052 83.616129 L 703.818557 82.8 L 704.635052 81.983871 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pa2c600bff0)" d="M 706.268041 68.925807 L 707.084536 69.741936 L 706.268041 70.558065 L 705.451546 69.741936 L 706.268041 68.925807 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 714.43299 70.558065 L 715.249485 71.374194 L 714.43299 72.190323 L 713.616495 71.374194 L 714.43299 70.558065 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa2c600bff0)" d="M 712.8 73.822581 L 713.616495 74.63871 L 713.616495 76.270968 L 713.616495 77.903226 L 713.616495 79.535484 L 712.8 80.351613 L 711.16701 80.351613 L 710.350515 79.535484 L 710.350515 77.903226 L 710.350515 76.270968 L 711.16701 75.454839 L 711.983505 74.63871 L 712.8 73.822581 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pa2c600bff0)" d="M 699.736082 38.56207 L 701.369072 38.907025 L 701.675903 38.729034 L 703.002062 37.74417 L 704.635052 37.357061 L 706.268041 37.370673 L 707.901031 37.52032 L 709.534021 39.201393 L 711.16701 39.081655 L 716.065979 39.197429 L 720.964948 39.273188 L 722.597938 41.06179 L 724.230928 41.063818 L 725.020095 41.99355 L 725.863918 42.786994 L 729.129897 42.738661 L 734.028866 42.798437 L 737.294845 46.175205 L 738.927835 46.116203 L 740.560825 46.420387 L 742.193814 48.052891 L 742.858686 48.522582 L 743.826804 49.444714 L 745.459794 49.561042 L 747.092784 49.8924 L 747.35534 50.15484 L 748.725773 51.883038 L 751.584158 55.051614 L 752.483534 56.683872 L 752.816933 58.31613 L 753.624742 59.105874 L 754.315939 59.948388 L 754.04205 61.580646 L 754.10315 63.212904 L 755.257732 64.029033 L 756.890722 64.337086 L 758.972807 66.47742 L 758.795446 68.109678 L 760.386578 69.741936 L 760.441256 71.374194 L 761.918398 73.006452 L 762.174623 74.63871 L 761.805569 76.270968 L 763.156099 79.535484 L 763.636746 81.167742 L 763.623828 82.8 L 763.345951 86.064516 L 763.417889 89.329032 L 763.218059 90.96129 L 762.901919 92.593548 L 761.453924 95.858064 L 761.207857 97.490322 L 758.523711 99.539872 L 756.673714 100.754838 L 756.324835 102.387096 L 756.471718 105.651612 L 754.782958 107.28387 L 755.205158 108.916128 L 754.720957 110.548386 L 756.202369 113.812902 L 756.289981 115.44516 L 756.102447 118.709676 L 756.228073 120.341934 L 754.441237 121.974192 L 754.573955 125.238708 L 752.824581 126.870966 L 752.373853 128.503224 L 751.991753 128.890091 L 748.725773 129.669781 L 748.259863 130.135482 L 747.092784 130.951611 L 742.193814 130.912107 L 740.560825 129.372946 L 738.927835 129.46026 L 737.294845 129.365503 L 735.661856 129.15606 L 734.028866 129.127965 L 732.395876 127.385548 L 727.496907 127.13617 L 727.231585 126.870966 L 726.680412 125.238708 L 725.863918 124.193485 L 724.230928 122.882649 L 723.494537 121.974192 L 723.639223 120.341934 L 722.686361 118.709676 L 722.76541 117.077418 L 723.692192 115.44516 L 723.662385 112.180644 L 723.700855 105.651612 L 722.597938 104.756525 L 720.964948 104.801544 L 719.331959 104.299489 L 719.051699 104.019354 L 717.698969 102.997732 L 712.8 102.971963 L 704.635052 102.814753 L 703.002062 103.151574 L 701.369072 104.629962 L 699.736082 104.767354 L 699.120405 105.651612 L 699.282965 107.28387 L 699.254122 108.916128 L 695.748751 112.180644 L 695.80124 113.812902 L 695.990582 115.44516 L 697.429429 117.077418 L 695.811718 118.709676 L 695.785958 120.341934 L 694.33161 121.974192 L 693.204124 124.431299 L 692.789995 125.238708 L 692.057264 128.503224 L 691.571134 129.074639 L 689.938144 128.542504 L 686.672165 129.216183 L 685.039175 129.267028 L 683.406186 130.486822 L 679.777005 130.135482 L 676.874227 129.089384 L 675.241237 128.701099 L 675.080959 128.503224 L 674.531231 126.870966 L 672.681919 125.238708 L 671.975258 123.319544 L 671.40177 121.974192 L 671.233285 120.341934 L 671.328994 115.44516 L 670.8022 113.812902 L 669.96947 112.180644 L 669.719897 110.548386 L 669.825238 107.28387 L 669.847169 104.019354 L 668.48093 102.387096 L 668.296837 100.754838 L 667.655592 99.12258 L 666.606738 97.490322 L 664.974956 95.858064 L 665.213317 94.225806 L 664.059464 92.593548 L 663.5721 90.96129 L 663.693633 89.329032 L 663.748406 82.8 L 663.915594 81.167742 L 663.584654 79.535484 L 664.028155 77.903226 L 665.443299 74.588599 L 666.112142 71.374194 L 667.540744 69.741936 L 667.440587 68.109678 L 669.247453 66.47742 L 669.114655 64.845162 L 670.924607 63.212904 L 670.878345 61.580646 L 672.454063 59.948388 L 672.952542 58.31613 L 675.241237 55.307529 L 677.268498 53.419356 L 677.559904 51.787098 L 678.596487 50.15484 L 680.592234 48.522582 L 681.773196 47.65167 L 683.406186 47.227431 L 685.039175 45.479616 L 686.672165 45.700767 L 688.305155 45.201008 L 690.530637 43.625808 L 691.571134 42.553604 L 693.204124 42.256616 L 694.837113 42.331811 L 696.565201 41.99355 L 698.103093 40.160005 L 699.736082 38.56207 L 699.736082 38.56207 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 26.103752 L 656.12625 26.103752 L 656.12625 14.490002 L 649.44 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 767.821875 26.103752 L 776.16 26.103752 L 776.16 14.490002 L 767.821875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 158.699998 L 666.028125 158.699998 L 666.028125 147.086248 L 633.6 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=53 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(633.6 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-35"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pb60ef532a6)"> <image height="151.92" id="image052deae90b" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="792" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pb60ef532a6)" d="M 882.630928 83.616129 L 884.263918 83.616129 L 885.080412 84.432258 L 885.896907 85.248387 L 886.713402 86.064516 L 885.896907 86.880645 L 884.263918 86.880645 L 883.447423 86.064516 L 882.630928 85.248387 L 881.814433 84.432258 L 882.630928 83.616129 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#pb60ef532a6)" d="M 866.301031 46.074195 L 874.465979 46.142535 L 875.543326 46.890324 L 876.098969 47.539028 L 877.731959 47.91456 L 879.364948 47.873249 L 880.997938 48.023978 L 882.630928 49.655262 L 884.263918 49.867945 L 885.896907 51.505875 L 887.529897 51.460142 L 887.958332 51.787098 L 889.162887 53.137657 L 890.795876 53.525271 L 891.936634 55.051614 L 892.428866 55.4706 L 894.061856 55.95631 L 894.770544 56.683872 L 895.694845 57.204721 L 897.327835 59.115479 L 898.089416 59.948388 L 899.772317 63.212904 L 901.126385 64.845162 L 902.226804 65.769381 L 903.491352 66.47742 L 903.859794 67.053967 L 904.373095 68.109678 L 905.618752 69.741936 L 908.316522 74.63871 L 910.444477 77.903226 L 910.731691 79.535484 L 910.573377 81.167742 L 912.024742 82.974898 L 913.657732 84.007068 L 913.995337 84.432258 L 913.686494 86.064516 L 913.858834 87.696774 L 913.824909 89.329032 L 913.162332 90.96129 L 912.017874 94.225806 L 911.779986 95.858064 L 911.681161 97.490322 L 911.750914 99.12258 L 911.540462 100.754838 L 912.288537 102.387096 L 911.561521 105.651612 L 911.421511 107.28387 L 909.568295 108.916128 L 908.758763 109.593921 L 907.125773 110.493254 L 905.492784 110.234509 L 900.593814 110.245802 L 898.960825 109.884217 L 897.327835 108.750919 L 895.694845 108.358117 L 894.061856 107.670032 L 892.428866 107.826307 L 889.162887 107.603768 L 885.896907 108.406394 L 882.630928 110.083709 L 880.997938 109.960454 L 879.364948 110.005068 L 877.731959 109.768313 L 876.098969 108.243141 L 872.83299 109.936822 L 869.56701 109.895022 L 867.934021 109.613743 L 867.308035 108.916128 L 866.301031 108.099999 L 864.668041 108.220304 L 859.769072 108.157258 L 854.870103 107.989927 L 853.237113 107.130056 L 849.971134 106.347787 L 848.338144 106.46514 L 846.595359 107.28387 L 845.072165 106.951089 L 843.439175 107.513005 L 840.173196 109.730141 L 838.540206 109.60428 L 836.907216 109.701604 L 835.274227 109.226232 L 834.96784 108.916128 L 832.008247 106.574028 L 830.727383 105.651612 L 830.375258 105.122694 L 829.824464 104.019354 L 830.196278 99.12258 L 830.047979 97.490322 L 828.789169 95.858064 L 828.564759 94.225806 L 828.458068 92.593548 L 828.524952 90.96129 L 828.742268 89.058666 L 828.506884 87.696774 L 828.832951 86.064516 L 830.523165 84.432258 L 831.544544 82.8 L 832.008247 82.402234 L 833.641237 81.467641 L 833.941271 81.167742 L 833.947988 79.535484 L 833.792339 77.903226 L 834.216477 76.270968 L 835.274227 75.381004 L 836.992488 74.63871 L 837.507697 71.374194 L 838.116207 69.741936 L 838.540206 69.370854 L 841.806186 65.936579 L 843.439175 64.680478 L 845.072165 64.433322 L 846.068125 63.212904 L 845.984737 59.948388 L 846.705155 59.313486 L 848.338144 57.60315 L 849.971134 56.578126 L 850.94057 55.051614 L 851.604124 54.451212 L 853.237113 54.197793 L 853.932158 53.419356 L 854.870103 52.701788 L 856.503093 52.754468 L 858.865408 50.15484 L 861.402062 47.706453 L 863.035052 47.823813 L 864.668041 47.671343 L 866.301031 46.074195 L 866.301031 46.074195 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 26.103752 L 814.52625 26.103752 L 814.52625 14.490002 L 807.84 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 926.221875 26.103752 L 934.56 26.103752 L 934.56 14.490002 L 926.221875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 158.699998 L 824.428125 158.699998 L 824.428125 147.086248 L 792 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=79 --> <defs> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(792 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-37"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pbabf94800c)"> <image height="151.92" id="image19c67559f5" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJ5CAYAAAD/18teAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3E2PZedZLuBld9d3VXf7o223O4mxSQLISgApSCBGkSJmTJghRvwCJJQ/gvgXDDJkFDEhCQ4BhRBCgh3LiRO7Hbs/q+u7ujpnco50js5+7k69z97lKvu6huvRu9faa6/affeW3vupaZp+PQEAQMPTH/cFAABw8QmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0Xf64L+D/eOqpp8rZr3/96zO8kjHp+uftvNyP8/KZPf10/X+jS5culbPl5eVytrm5eeo16X48fvy4nF2+XP8Zrq+vzzye3nOaJen6Hz16VM52d3dnHk/PQJrt7e2Vs/R5Hh0dnXrNyclJOUuqz2Wa8n1cXV099bmq+ztN9XuepvyZVba2tspZuvb0fO/v75ez7e3tmcfTe+bjNfK9n76TRr8nOJ/8UgkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAEDbuakUuujVARf9+kecl/ecKi5SXU+aVa+Z6mnSLF3jSOXN4eFhuSYZrb46Pj4uZ9W1HBwclGvSs5NqfkaeufR6qeok3avRWXUf07OY3nNal2p+qkqkjY2Nck26j6m+KN3j6jWXlpbKNaPPcLof6R5X687L999ZG3nfn9Z79Wnkl0oAANqESgAA2oRKAADahEoAANqESgAA2oRKAADazk2l0KdRqsYYrWAYec1FXEeqEUmvOXK+0VqYVOVT1YikWpLRuqH0nquqltF6lFQLs7q6Ws6S6lrS55Kk60/VRmdZ/bKzs1PO0vuurnGk3upJ5xr5uxi5v086V3L16tVTn2v080wVV0l1T9Lf0uj1X4TqnZFKp7Qm3SsuHr9UAgDQJlQCANAmVAIA0CZUAgDQJlQCANAmVAIA0PaJrRQaqT04T0YrOs7SaBXRvD+b0RqOkZqfVCOyvLxcztK6dP0j1Ubp2RmpUXrS7Ojo6NRrRiunRp650RqoF198sZzduXOnnO3u7paz6n0fHh6Wa5J0r9bX18tZVWE0Wm2UZlUt1jRN09ra2szj6e8lqZ7FaRqv9aqqiNK50nsefW8j/yacl/qii1CVxHyc/+QCAMC5J1QCANAmVAIA0CZUAgDQJlQCANB2IXZ/n5fdwqO7H0fON3qNZ7lrfN7vOb3m6I7gtCM77XSt1i0tLZVr0u7SdK60rtphmnaXptdLO0/TNSbVZ5N2x857h/eTZpW06/rDDz8sZ+n+p+uvdqKf9d/7c889N/P41tZWuWZnZ6ecjX4uI89ceobT53l8fFzO0nurdn+nZ2D0+UhGvhtHjf5bVz3f837P0zT2HWIX+uL5pRIAgDahEgCANqESAIA2oRIAgDahEgCANqESAIC2M60Umnc10KhFVOGMVqTM+/VSxUhVc7GIz2X0GqtKiiStGa392NjYmHl8dXW1XJPeV6o2Sqp16drTdaRZ9Z6nKVeuVNVBqd5lEZUrI/U66VxVlcyT1o08w6MVLqniand3t5xVtTw3b94s1zx8+LCcpbqepLpX+/v75Zr0Oad7tbe3V87Se6vWpWqjdI3z/rdi1Fl/749YxL/HLJZfKgEAaBMqAQBoEyoBAGgTKgEAaBMqAQBoEyoBAGg700qhs9zmf9a1QSPrRipQpilXloxUk4xWXCyiGqO6J6m+I50r1dqk66/u8fXr18s1zz//fDlL0nVUlUKXLl0q16R7ldZdvlx/HTx48KCcVXVDo59ZMvKZJaN/S8nKyko5q6p3Rq59muo6p2nKn+cvf/nLmcdfeeWVcs1v/dZvlbP79++Xs3v37pWzqloqVXClqqdUG5SuI1UKjXx/L+Lfn+rvabSOKknP43mpROJ88kslAABtQiUAAG1CJQAAbUIlAABtQiUAAG1CJQAAbU9N03R2PT/MxbxrG1JFRKrNWERFVFWDsoh6mrRuaWlp5vGrV6+Wa65cuVLOUkXK+vp6Oaved6pVSe9rc3OznKVamF/96lflrKpjSdcxWlmSVOtStU6qWEp1VC+99NLQuupepfsxWj2W7n/1XN28ebNc8+qrr5az27dvl7Oqcmqapmlra2vm8fQ3cffu3XJ2586dcra7u1vO0vfLiPQMj85GLKLaCBK/VAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQJlQCANCmUugU5l3PMO9qoNHXHK2WWERdRVWfkipX0nWkyphUI1LV0KR6l3Qda2trQ+uqa0y1NY8ePSpnq6ur5ez4+LicpfNV1z9aRzX6WVevmZ6B0ecjVURVdVTTVFdBpXufpPsx8l2Q3nN6dqpqoGnKz071maX7m56PqrJpmvJ7m3el07yf4URt0P+vuief1vtxlvxSCQBAm1AJAECbUAkAQJtQCQBAm1AJAECb3d+nMLpb+9O4M3ze0nWM7jIeOV+1K3yaxj+ztFu7kt5z2uU6Kp2v2kGddsCOniu9t5HPbHSHd1qXZtUzMnqv0vM9sjM8vV6apXuVrqPa9b6IRopRI5/Z6OeSVK95EXZ/L+Jzmbfzcq8uOr9UAgDQJlQCANAmVAIA0CZUAgDQJlQCANAmVAIA0KZS6AyM1HecZQXDWVdSjJzvrO/VvCtXqtqdJzkvdVSLeG8j5xqpcVlaWhp6vWS0TqaqSxp9zyO1Qek1UzVQqr4avY8jdVSpcioZfc1q3eh30lnWJV2Empz0/TH6fTvPNZyOXyoBAGgTKgEAaBMqAQBoEyoBAGgTKgEAaBMqAQBoUyl0BkbqaeZ9rkUYPddI3cYiKkZGLOIzO8vaoLOsZkpVIWl2fHxczuZ9jYuohRm5xtHaoHlXrqS/pZWVlXJ2cnJSztLnOWKk/udJRuqXFvE3OGK0Vmrez84izLsyi8XzSyUAAG1CJQAAbUIlAABtQiUAAG1CJQAAbUIlAABtlz/uC/ikmHfVySKqgarXXEQNR6r9GKmyGK3GSEbrKiqjtTAjlUjpPafXG63hGLnHozVQqW4oGXl2Rp/9paWlodesqndG/94vX66/wud9HelzSetS3dDI+x6tcxr9+6ze9+jfS7qPI/fqLP+tmKazrRu6CLVH/L/8UgkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbSqE5mXe9wWhtxryvY/Rco5Ua1bqzrhGZ93WMmnflymjdUDJSAbSI2qPqNVPtzt7eXjkbfb5H/gYX8XeWjHxmh4eHcz9X9Zk9evSoXDPvaqAnGfkuSM93uv5UVVVd//HxcblmEd+bSfWa6n8+PfxSCQBAm1AJAECbUAkAQJtQCQBAm1AJAECb3d9nYN47eEd39I1cx+iO4LR7cHl5uZxVOxzTztOLsLPwvLQDnJycDJ1v5LlKu67T7tgkXf/q6urM4+na03Wk5zS95tHRUTmb93OQrn+kgSHtPk5/02kHclKtS/c3XWPaNZ6k56q6lnQdo7vQ02um52rE6LM4739HLsL3N785v1QCANAmVAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQplJoTuZdG3SWzrq+KNV3bG5uzjy+vr5ertnb2ytnqYYjVaRUtR9pTTJazTTyeqO1MGmW6oFGKldSXU+abW9vn3pduldVDdE0TdPNmzfLWaquuXXrVjmr7vHIszhN+e9z5DVHK4pGK3RGzpWucbSqam1trZxVz3F6X6O1Uun6q7/B9CyOfl8l5+XfLc4nv1QCANAmVAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQplLoFFJtxnmpWRitB5r3uUbXHR8fzzxeVQ1NU66uGamgmaa6EuTg4KBcM+9alWnKdSGVdH/TvUrXn65jpJ5mf3+/nKWanzSrPs+NjY2h13vhhRfKWXqu0j2u7uNoNVCSnrnqOlLdV7qOlZWVcpbqwKrzpQqr6jtimqbp8PCwnI3WNlXPVbqOkb/bacrXX92rRdQGwSi/VAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQJlQCANCmUugUzrI2KNW7jDovtUepiqOqoakqfqYp14Fcv369nKX6lNu3b888nu5h+sxGP89Uy1MZrTNJ9zHdq+q97ezsDF3Hw4cPy1m6HyO1TalS6O7du+UsVUulCp2qKifd3/T3ktaNzEZrsdLnkp7Hat3a2lq5JlU2jVYzpQqj6hrT/U33Kp0rPVfpO3DEIv6NGXERqvr4zfmlEgCANqESAIA2oRIAgDahEgCANqESAIA2oRIAgDaVQqdwXioYktHKm3mfa7QKoqpPSVUbKysr5SzV06Rqj+Xl5ZnHU71Lur8jlTzTNP9KjVRLMlqJVL1muvZUCzNa11N9ZqnSJp0rPR+piuiFF14oZ9W1pOvY3d0dmqX7P1KTkyp5Rmusqs8s3d/R751U8zNyvpG6r2kar4g6L87y3xEuHr9UAgDQJlQCANAmVAIA0CZUAgDQJlQCANBm9/cpjO5Sq3bLzfv1RtctYvfx6C70aodp2jFZ7SB90nWk3azVzs60a3l0V+fI55l2no7u4h5V7apN50r3Ku3w3tjYOPW6dK8ODw/LWdr9fePGjaF1VRtBeha3t7fLWXquRv4G0w7p0Z3V6f5X9yqda21trZyNPvvp77raYZ/ufXq+0+wsd0Iv4lzVPU7PN58sfqkEAKBNqAQAoE2oBACgTagEAKBNqAQAoE2oBACgTaXQGRipblhELUx1HaP1P4uoIqpe89GjR+WaRdQNrayszDye6lF2dnbKWZLqNkZqoEbrO9J7S7Oq5iddR5qlepqDg4Nytre3N/P49evXyzWpoii9583NzXKWntVqluppUkVR9ZxO09hzld7z6DWmCqDK6L1P17G/v3/q65imsb+nRdTFnWXd0CjVQfilEgCANqESAIA2oRIAgDahEgCANqESAIA2oRIAgDaVQnMyUvNzESoiFlE3NHK+9HqpUmi0cqWqB1pfXy/XbG1tnfr1nnQd1f1I9S6pjiVVriTpNZeWlk79eukzOzo6Kmcjz2OqFEr1Pw8ePChnqZ7mgw8+KGfvvPPOzOPpfqT7m/4u0nur7mN6PtK50jWmSqFnn332VMef5NatW+UsPcPp/o/cq/R66TrS831e/r04L9fB+eSXSgAA2oRKAADahEoAANqESgAA2oRKAADahEoAANpUCl1Ao7UTozU/8z5XqtAZOVeqTknVHukaL126NPN4qihKFSNplqprquuvrm+acmVJMu8aqKtXr5ZrUm1Q+jxTbVN1rw4PD8s1qSLqvffeK2f37t0rZyN/F6M1LemzXl5eLmcj50v3KlUAvfTSS+Xsxo0bM4+nZ/EnP/lJOTs4OChnGxsb5Wx7e7ucVfc4fbckZ1kbNO/v/GlSKUTml0oAANqESgAA2oRKAADahEoAANqESgAA2oRKAADaVAqdgZEKhtFKnrRupM5kEZUUqQalem/pGtP9SNU1a2tr5ayqDtrc3CzXpNqgJN2P3d3dmcfTe051Q6muZ+RzmaZp2tnZOfWa0bqb6n5MU10n884775Rr0v1IVThf+MIXytmbb75ZzlZXV2ceX1paKtekSqR0/ekeV7P0DL/88svl7POf/3w5e/HFF8tZdb7333+/XJNqg6r7O035+T45OSln1fOY1oy83pNmlUV8R4+eT90QfqkEAKBNqAQAoE2oBACgTagEAKBNqAQAoM3u7zmZ966987KLLl1H2k05amSHepJ2x6bdydWO2wcPHpRrrl69Ws7SrtS0U7S6xtHdpWl37+hu1uoep53aoztg0zNX7aC+c+dOuSbZ3t4uZ2kn9Ne+9rVy9t3vfnfm8bfeeqtcs7W1Vc7S850+s+o1/+AP/qBc84d/+Ifl7HOf+1w5S59ntVP+7bffLtfcvXu3nD377LPlbG9vr5yl74J5f7ePtjNUrzn678jod+rI9/55+feMxfNLJQAAbUIlAABtQiUAAG1CJQAAbUIlAABtQiUAAG0qhS6gVCGRVLUOi6g2SuvS+UbeW1qTalUODg7KWVUBVFUNTdM03bt3r5ylWpgrV66Us+p8t2/fLtek+7GyslLOUq1Kuo/V+VJ1SpLOtbGxUc6Ojo5mHk+fc3q94+PjcvbKK6+Us7/5m78pZ9W1vPHGG+WaVK8zWilU1V+9+uqr5Zq1tbWhc6XnsXrN6rN80rmSVOuVVNVY6bsgVXelzyz9zVTfqenvdvTfitF14JdKAADahEoAANqESgAA2oRKAADahEoAANqESgAA2lQKsZDaoNFZVWUxWnuU1qUqjqefnv3/rVSrkqpCqlqSaZqmzc3Ncvbyyy+Xs5FzpdnS0lI5q+7HNNUVL6Of2fLycjlL11jdx/S5pNqg7e3tcvaDH/ygnP393/99Ofvrv/7rmcf/8i//slzzj//4j+Xs2WefLWepdqq6/+ne7+zslLO0LlUAVTVc+/v75ZokVfmk2cOHD8vZWVaxJSPXMe/6tnQdyVnfKz4+fqkEAKBNqAQAoE2oBACgTagEAKBNqAQAoE2oBACgTaXQBTTvCoZF1E7Mu0Ji9D2nKpw0q86XKm1WVlZ+8wv7v6Q6k9XV1ZnHr1+/PnQdad2DBw/K2f3798tZVbN09erVck26j+nZSe/tM5/5zMzjqUbpww8/LGdf+cpXyln1uUzTNL399tvl7PDwcObxn/3sZ+WaVMmT7lWq+dna2jrV8Wmapvfff7+c3b17t5zdunWrnFXvO31mo1IlUqqdSt8TI6+nQodPMr9UAgDQJlQCANAmVAIA0CZUAgDQJlQCANAmVAIA0KZSaE5GKnRGqyVGa35GXm/0XI8fP57rtSyihmPkfaeqkPX19XK2ublZzlJVS1Xl89nPfrZcc+PGjXL22muvlbOqkmeapml/f7+cVdU16Vyp3iXVyaRr/NWvfjXz+EcffVSuSdVAb7zxRjk7ODgoZ6+//no5e+6552Ye/+CDD8o1ydHRUTlLz9ydO3dmHv/+979frvnhD39YzlIl0u3bt8tZdR8vXbpUrkm1UsfHx+UsSd9X1XfB6Pdm+i47L3VDF+EaOZ/8UgkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm93fc5J2xJ3ljuaR6zhrI9cxeu3pfqSd3NVsZJfok851cnJSzvb29mYer3aFT9M0Xbt2rZyl6//qV79azv7kT/6knFXXn3Y0p+tPO7J///d/v5w9fPhw5vFnn322XPNv//Zv5Szt/v7Sl75UzpJ/+Id/mHk8vefr16+Xs/fee6+cpV3X1U75tJt8aWmpnG1sbJSzDz/8sJzdvXt35vH0nD79dP1bSPpbSt8F6Xzzbu+Y9/f+Ir7X7fBmlF8qAQBoEyoBAGgTKgEAaBMqAQBoEyoBAGgTKgEAaFMpdAYucj3D6LWnmos0O8t7NVI3lOpMLl+u/5x2dnbKWaozqWpcUl3P5uZmOatqd6Zpmr773e+Wsy9/+cunPl+qmVlfXy9nu7u75SzV5KytrZWzyhe/+MVy9kd/9Efl7Otf/3o5297eLmff/OY3Zx5Pz1VVuzNN+V6l+1F9nleuXCnXpGv86U9/Ws7+6Z/+qZxV15+qklZWVspZevaXl5dPfR3TVN//9P2xiO+xs6ymg1F+qQQAoE2oBACgTagEAKBNqAQAoE2oBACgTagEAKBNpdAFNFohUa1Lr5fqf1LFyLxrg0avMbl06dKpZ1XV0DRN0/HxcTkbqQ2apvoep2qgO3fulLOXX365nO3t7ZWzb3/72+XsS1/60szjN2/eLNek60/3OFUKVZUxqeJndXW1nD3zzDPl7MUXXyxn6R4fHh7OPL6/v1+u+fnPf17Ofud3fqecpb+Le/fuzTye/iaef/75cpbucaraqtalZyBVCqW/s3QdqeKqqhQ6OTkp14xWqiXVd+Dod60qIhbBL5UAALQJlQAAtAmVAAC0CZUAALQJlQAAtAmVAAC0qRS6gOZdSTG6JtV3JPOu2xi9H/OWKnnSfUy1NlW1yksvvVSuSZUrP/vZz8rZ66+/Xs5u3bpVzqp6oD//8z8v17z//vvlLNW7bG5ulrPd3d2Zx9fW1so1qUIn1eT88pe/LGevvPJKOXvzzTdnHk+fWaquee6558pZqm26du3azOOpRilViL377rvlrKrkmaa6YildR/o8U21Q+r4aqSI6Ojoq1yyiUmhk3Wht0Lwr4fj08EslAABtQiUAAG1CJQAAbUIlAABtQiUAAG1CJQAAbSqFPmHOsu4hnessa35G33NV15Pcv3+/nKVamFSTk2ptqrqhVO+SalV++tOflrP/+I//KGdf/vKXy9nOzs7M47/4xS/KNVtbW6d+vWnKdTLHx8czjy8vL5dr0me2v79fzv7u7/6unP3t3/5tOasqkVINUVWVNE31e56mfI9fffXVU5/rjTfeKGepcipVM1X3//r16+Wa9OynZyfdq1S/VK1Lf7eL+B4+L9/tkPilEgCANqESAIA2oRIAgDahEgCANqESAIA2oRIAgDaVQufUWVbypHOlaolU7ZFchLqKx48fzzw+WiNyeHhYzlLVydWrV2cev3btWrnm5OSknKVqo+pc0zRNX/ziF8vZj370o1Mdn6Zp+u3f/u1ylmqD9vb2ytmDBw9mHk/VOkn1DEzTNP3Lv/xLOfvOd75Tzr72ta/NPJ7ec6q+SvVRH330UTn793//95nHr1y5Uq556623ytnPf/7zcpbqep555pmZx9N3S6r1SjVQaZb+Pqu/+XSN6TNL3xMjs/T9PfrdDqP8UgkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm93f59RZ7swbPVfaHTu6e726lkXsNB/ZGZl2iR4dHZWztEs3zZaWlmYeT7tLqzXTlHd4v//+++XsG9/4Rjn73Oc+N/P4D3/4w1OvmaZp+uM//uNy9u6775azF198cebx9Ayk3eTpHv/pn/5pOfuzP/uzcraxsVHOKqurq+UsPcOf/exny9m3v/3tmcfTjv27d++Ws3v37pWzdP3VzvB0roODg3KWvpN2d3fLWWp1WF5ennk8fRcko7u/530uWAS/VAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQJlQCANCmUoiFGK2yqCpSRl9vtFJo5PVS7dHx8XE5S9Uk1flSNc3W1lY5S/VF29vb5eyf//mfy9lXv/rVmcfTvfre97536tebpml67bXXylnlf/7nf8rZ2tpaOauqZKZpmn7wgx+Us3/9138tZ1Wl0+/+7u8OXUeqsUpVPpubmzOPf+tb3yrXPHjwoJxV1UDTlJ+56vpT1VP6W0p/g6k2KM2qazw5OSnXnCW1QZwnfqkEAKBNqAQAoE2oBACgTagEAKBNqAQAoE2oBACgTaUQ0UjtzjQtpgJoRLr+x48fz/X1klR1kl6zqk9JlSupoihdR1UzM03TdOfOnXJ25cqVmcefe+65cs3bb79dzv7iL/6inCVVXc/+/n655vOf/3w5S1U4H3zwQTlL9TSvv/76zOPp3qd79c4775Sz//zP/yxnP/nJT2YePzg4KNe89dZb5Szdq1S9Uz076Xtg9Fzp2U/VTJX0d5uuI61TD8RF55dKAADahEoAANqESgAA2oRKAADahEoAANqESgAA2lQKEZ2XiotFVBSN1gPN+zpSBU1Vg/Lo0aNyTapcWV1dHVqXKlJ+/OMfl7PKq6++Ws6+8Y1vlLNUA/WZz3xm5vEvfOEL5Zp33323nKV6nVRT9F//9V/l7Ctf+crM47du3SrX/Pd//3c5+9a3vlXOvvnNb5azqiLqvffeK9dUlU3TlD+XVH9Vve/0LKZZ+rtIz/BZ1ovBJ5lfKgEAaBMqAQBoEyoBAGgTKgEAaBMqAQBoEyoBAGhTKcSFkOo7RmuD0rqqymcR5l1nkmapvihdR1pXVe/cvn27XHP//v1ydnR0VM5eeumlU1/H7/3e75Vr/uqv/qqcpSqce/fulbPvfOc75Wxzc3Pm8VTX8+abb5az733ve+Xs+9//fjmrzrexsVGuSc9H+ltKNVaHh4czjy+iGmjeFUDnpW4NzhO/VAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQ9tQ0Tbawce6N7uKe9/lGd12PnCtJ73lpaamcXb5cFz6kWdqRXe3GTbt0027yakfwNOXdydXsxo0b5Zrnn3++nKVd1w8ePChnW1tbpz7fa6+9Vq555513ytmPf/zjcpYsLy/PPL6yslKuSc9H2q2dXvPu3bszj+/v75drUjPD6O5vO7lhPvxSCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtKIZhh3jU/qQYlzarrSGtSvUtaV9XMTNM0ra6ulrPj4+OZx3d2dso1qVIo3cf03qrrv3r1arkm2d3dLWep9mh9fb2cVZU3BwcH5Zp0r1LNT/qsq2tMz0B6z0mq+anh+RLKAAAHo0lEQVTucaqjSq+Xnp3RGfCb80slAABtQiUAAG1CJQAAbUIlAABtQiUAAG1CJQAAbXUfBXyKzbtiZLQGZWlp6dRrUgXNyspKOUu1QcmVK1dmHk+VNnt7e+VspM5pmqbp6Oho5vGHDx+Wa9J7Hq3QqT6zaaqvMVX5pNdLrl27duo1qconqWqlpik/q9VnPfoMAB8vv1QCANAmVAIA0CZUAgDQJlQCANAmVAIA0CZUAgDQ9tQ0TfPtTgHmpqrlSXU9qY4lzdbW1k59HWldqsJJ1TWpAqiq5EmzVGlz+XLdqpZqckbvYzXb3Nws16R7leqj0vVvbW3NPH779u1yzYMHD8rZo0ePytnI8zhawQV8vPxSCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtKIT61UtXJea8tGa0NSu9reXm5nK2urp563SuvvFKuSRVFP/rRj8pZqimqKnRSPU16vVTXk+5xWnfz5s2Zx9P9+Oijj8pZqhs6PDwsZ9X17+3tlWuSVF+Unrn02Yy83nn/u4VPOr9UAgDQJlQCANAmVAIA0CZUAgDQJlQCANB2+eO+ALhILsKO8XQd6frTTuKDg4NTr7t792655sqVK+Xsxo0b5ezhw4flrNpJnHZBr62tlbO0MzxdxwsvvFDOKr/4xS/K2TPPPFPO9vf3y9nW1lY5S59nJe3wTru40+y8/M0A8+GXSgAA2oRKAADahEoAANqESgAA2oRKAADahEoAANpUCvGpNVq9c96l9zVa4ZJqYZ5+evb/TVOl0N7eXjlbX18vZ+n6V1dXZx6/dOlSuWZzc7OcpUqh5eXlcraxsVHO0rVU7t27V85Szc+1a9fKWfV5jj4fqY7qLF2Eyi/4JPNLJQAAbUIlAABtQiUAAG1CJQAAbUIlAABtQiUAAG1PTdOkZwGIqtqgNEtrHj16VM5SlU96zapSaGVlpVyTKmjSudJrXr5cN7VV7217e/vUa6ZpmnZ3d8tZusf7+/unOv4k6nqAafJLJQAAcyBUAgDQJlQCANAmVAIA0CZUAgDQJlQCANBWd18A/G+PHz8+9SzV9Vy6dKmcHR8fl7NUXVNV6KRqoPS+0rr79++Xs6S6J6k2aG1trZwdHh6Ws1Q3dHJyMvO4aiCgwy+VAAC0CZUAALQJlQAAtAmVAAC0CZUAALQJlQAAtD01TZMOCeDcWF5eLmepAqiqw1ldXS3XpCqfVG2U6nouX66b2qprTBVLqeanqgaapnyvABbBL5UAALQJlQAAtAmVAAC0CZUAALQJlQAAtNn9DZwrTz9d/1/3qaeeOvXrpZ3VSdr9nXZ4p/NVO7LTLu40AzhP/FIJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm0ohAADa/FIJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBAm1AJAECbUAkAQJtQCQBA2/8Cbe8Y0kmB3BYAAAAASUVORK5CYII=" y="-6.68"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pbabf94800c)" d="M 1023.068041 67.227373 L 1024.701031 67.21697 L 1026.334021 66.913322 L 1027.96701 66.997915 L 1029.6 67.008323 L 1031.23299 67.033632 L 1032.865979 67.067589 L 1034.498969 67.053497 L 1036.131959 67.214606 L 1037.764948 67.326917 L 1039.397938 67.694944 L 1039.812858 68.109678 L 1041.030928 69.689705 L 1041.197412 69.741936 L 1042.663918 70.116803 L 1044.296907 70.959467 L 1044.71182 71.374194 L 1045.929897 72.529619 L 1047.329895 73.006452 L 1047.562887 73.151731 L 1048.429753 74.63871 L 1049.195876 76.244682 L 1049.213108 76.270968 L 1050.223372 77.903226 L 1050.828866 78.774184 L 1051.363129 79.535484 L 1051.734052 81.167742 L 1051.516193 82.8 L 1052.461856 84.411332 L 1052.477597 84.432258 L 1052.461856 84.455642 L 1050.828866 85.774001 L 1050.554028 86.064516 L 1050.828866 86.429867 L 1051.381047 87.696774 L 1052.261034 89.329032 L 1052.461856 89.581991 L 1053.271845 90.96129 L 1054.094845 92.251572 L 1054.37367 92.593548 L 1054.094845 93.365642 L 1053.732036 94.225806 L 1052.461856 95.424797 L 1051.889915 95.858064 L 1052.377226 97.490322 L 1052.461856 98.302124 L 1052.54734 99.12258 L 1052.461856 99.208026 L 1050.828866 99.511577 L 1050.430075 99.12258 L 1049.195876 98.334507 L 1047.562887 98.038505 L 1046.995346 97.490322 L 1045.929897 96.796823 L 1044.296907 96.929451 L 1042.663918 96.860393 L 1041.030928 96.895471 L 1039.397938 96.746801 L 1038.103306 97.490322 L 1037.764948 98.180353 L 1037.341208 99.12258 L 1036.131959 100.749281 L 1036.122499 100.754838 L 1034.91786 102.387096 L 1034.498969 102.82263 L 1032.865979 103.141526 L 1032.03509 102.387096 L 1031.23299 101.462859 L 1029.949675 100.754838 L 1029.938146 99.12258 L 1031.001417 97.490322 L 1029.854138 95.858064 L 1029.94992 94.225806 L 1029.6 92.724176 L 1029.562156 92.593548 L 1028.575904 90.96129 L 1027.96701 90.396009 L 1026.334021 90.690277 L 1024.701031 90.704547 L 1023.068041 90.712504 L 1021.435052 89.632233 L 1019.802062 89.880923 L 1018.169072 89.774713 L 1016.665836 89.329032 L 1016.536082 89.287589 L 1014.903093 88.488742 L 1013.904648 87.696774 L 1013.270103 86.681569 L 1012.659612 86.064516 L 1011.637113 85.36522 L 1010.004124 85.934215 L 1008.95816 84.432258 L 1009.111603 82.8 L 1010.004124 82.079879 L 1011.159987 81.167742 L 1011.042468 79.535484 L 1011.637113 78.654318 L 1012.132241 77.903226 L 1012.205127 76.270968 L 1012.505498 74.63871 L 1013.270103 74.070398 L 1014.903093 73.573333 L 1015.470228 73.006452 L 1016.536082 71.908986 L 1018.169072 71.487567 L 1018.266895 71.374194 L 1019.802062 70.379007 L 1020.439418 69.741936 L 1021.435052 68.640806 L 1021.966418 68.109678 L 1023.068041 67.227373 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbabf94800c)" d="M 1024.701031 99.63904 L 1025.552331 100.754838 L 1024.701031 100.929646 L 1024.507279 100.754838 L 1024.701031 99.63904 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 26.103752 L 972.92625 26.103752 L 972.92625 14.490002 L 966.24 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1084.621875 26.103752 L 1092.96 26.103752 L 1092.96 14.490002 L 1084.621875 14.490002 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 23.608127)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 158.699998 L 990.463125 158.699998 L 990.463125 147.086248 L 950.4 147.086248 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=104 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(950.4 156.204373)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-30"/> <use x="270.214844" xlink:href="#DejaVuSans-34"/> </g> </g> </g> </g> <defs> <clipPath id="pee13cf8fe8"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="pd5a632c691"> <rect height="151.799995" width="158.4" x="0" y="6.900002"/> </clipPath> <clipPath id="p79e2f0c74d"> <rect height="151.799995" width="158.4" x="158.4" y="6.900002"/> </clipPath> <clipPath id="p6c91d7a145"> <rect height="151.799995" width="158.4" x="316.8" y="6.900002"/> </clipPath> <clipPath id="pe2865f9650"> <rect height="151.799995" width="158.4" x="475.2" y="6.900002"/> </clipPath> <clipPath id="pa2c600bff0"> <rect height="151.799995" width="158.4" x="633.6" y="6.900002"/> </clipPath> <clipPath id="pb60ef532a6"> <rect height="151.799995" width="158.4" x="792" y="6.900002"/> </clipPath> <clipPath id="pbabf94800c"> <rect height="151.799995" width="158.4" x="950.4" y="6.900002"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>