sub-30_ses-01_task-highspeed_rec-prenorm_run-01_rois.svg 852 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-41dae613-d169-493a-9527-cbb16a696746"> <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(#p9f19f467ba)"> <image height="165.6" id="image990b0c8b79" 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(#p6422f8b6e2)"> <image height="165.6" id="image3d1652ece9" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="3" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p6422f8b6e2)" d="M 106.260648 45.258877 L 107.80697 44.766094 L 109.353293 44.773037 L 114.080179 47.203738 L 119.942234 53.394393 L 119.969415 54.942056 L 121.484309 56.48972 L 121.807359 58.037383 L 123.270198 59.866924 L 124.499642 61.13271 L 124.497559 62.680374 L 126.036304 64.228037 L 126.006532 65.775701 L 127.575846 67.323364 L 127.516139 68.871028 L 129.043417 70.418692 L 129.063409 71.966355 L 130.542805 73.514019 L 130.656284 75.061682 L 130.652967 79.704673 L 131.143892 81.252336 L 130.530158 84.347664 L 130.11988 87.442991 L 129.455488 90.416104 L 129.414152 90.538318 L 129.054601 92.085981 L 128.698694 95.181308 L 127.909166 96.102923 L 126.362843 96.25908 L 124.81652 97.160875 L 124.069681 98.276636 L 123.270198 98.973956 L 122.718744 99.824299 L 122.683623 101.371963 L 121.723875 106.286908 L 122.301068 107.562617 L 122.792625 109.11028 L 122.558908 110.657944 L 123.270198 112.532986 L 123.801475 113.753271 L 122.925052 115.300935 L 122.417985 116.848598 L 120.177552 118.817331 L 119.310231 119.943925 L 118.477512 121.491589 L 114.673839 124.586916 L 112.445939 126.751501 L 111.672777 127.682243 L 110.899616 130.077366 L 110.058145 133.872897 L 109.353293 134.500529 L 108.501843 135.420561 L 107.80697 136.977356 L 106.260648 137.290947 L 104.714325 138.055926 L 104.254762 138.515888 L 104.021658 140.063551 L 103.168002 140.824641 L 101.621679 140.770856 L 100.075357 142.254798 L 98.529034 142.116786 L 96.982711 142.15405 L 95.436389 142.313664 L 90.79742 142.265659 L 84.61213 142.294989 L 83.065807 141.703789 L 81.519484 142.385047 L 75.334193 142.23523 L 73.78787 142.490825 L 67.60258 142.316221 L 66.056257 142.436299 L 65.422298 143.158879 L 64.509934 143.93271 L 59.870966 143.751774 L 59.278584 143.158879 L 59.091538 141.611215 L 58.324643 140.778093 L 56.778321 139.416591 L 55.231998 139.418788 L 53.685675 138.14654 L 52.139352 138.160914 L 50.59303 137.394509 L 49.046707 137.435852 L 47.500384 136.391931 L 45.954061 135.194449 L 44.407739 134.268443 L 42.861416 134.062804 L 42.671673 133.872897 L 42.178781 132.325234 L 42.140102 130.77757 L 41.841879 127.682243 L 41.315093 127.085216 L 39.768771 125.632019 L 39.110431 124.586916 L 39.198115 123.039252 L 38.222448 121.434273 L 36.676125 119.821727 L 34.989745 116.848598 L 34.861846 115.300935 L 34.450771 113.753271 L 36.084062 110.657944 L 36.140837 109.11028 L 35.994082 107.562617 L 36.676125 106.466509 L 37.112003 106.014953 L 37.679034 104.46729 L 37.272668 101.371963 L 36.676125 99.820834 L 34.817508 98.276636 L 34.351948 96.728972 L 33.58348 96.196349 L 32.037157 96.337716 L 30.490834 96.049946 L 27.398189 93.013286 L 26.699807 92.085981 L 26.19791 90.538318 L 26.424386 88.990654 L 27.027376 87.442991 L 26.625206 82.8 L 26.22208 81.252336 L 26.212763 79.704673 L 27.020157 78.157009 L 26.958345 73.514019 L 27.024359 71.966355 L 28.605291 70.418692 L 28.529207 68.871028 L 28.687797 67.323364 L 30.130825 65.775701 L 30.053311 64.228037 L 33.268354 61.13271 L 33.266865 59.585047 L 34.815092 58.037383 L 35.687148 56.48972 L 36.363573 54.942056 L 42.861416 48.443021 L 44.407739 47.158814 L 45.954061 46.331609 L 52.139352 46.331949 L 53.882117 47.203738 L 55.231998 47.966049 L 56.778321 47.874836 L 58.148094 48.751402 L 58.846394 50.299065 L 59.550431 51.846729 L 60.010976 53.394393 L 61.470792 54.942056 L 62.692312 56.48972 L 62.695603 58.037383 L 64.197817 59.585047 L 64.141912 62.680374 L 67.237012 65.775701 L 67.228244 67.323364 L 68.418005 68.871028 L 69.346217 71.966355 L 70.695225 73.903362 L 72.241548 74.398352 L 73.78787 74.265488 L 78.426839 74.174977 L 79.973161 74.093906 L 81.519484 74.182449 L 83.065807 73.031326 L 86.453992 70.418692 L 87.372755 68.871028 L 87.444679 67.323364 L 88.959194 65.775701 L 88.906427 64.228037 L 88.981514 62.680374 L 90.512463 61.13271 L 90.524607 58.037383 L 90.390115 56.48972 L 92.062264 54.942056 L 92.029426 51.846729 L 95.436389 48.361103 L 96.982711 47.97757 L 98.20335 47.203738 L 98.529034 46.851582 L 100.075357 46.325491 L 104.714325 46.422399 L 105.891707 45.656075 L 106.260648 45.258877 L 106.260648 45.258877 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 18.584149 19.89375 L 25.270399 19.89375 L 25.270399 8.28 L 18.584149 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(18.584149 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 131.477726 19.89375 L 139.815851 19.89375 L 139.815851 8.28 L 131.477726 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(131.477726 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 3.430187 165.6 L 27.418937 165.6 L 27.418937 153.98625 L 3.430187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=0 --> <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 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(3.430187 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-30"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pa2a94a1ac0)"> <image height="165.6" id="image929ae56241" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="162" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pa2a94a1ac0)" d="M 212.085675 82.026168 L 212.858836 82.8 L 212.085675 83.573832 L 211.312514 82.8 L 212.085675 82.026168 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 229.095225 95.95514 L 230.641548 95.95514 L 231.414709 96.728972 L 232.18787 97.502804 L 232.961032 98.276636 L 233.734193 99.050467 L 234.507355 98.276636 L 235.280516 97.502804 L 236.826839 97.502804 L 238.373161 97.502804 L 239.146323 98.276636 L 238.373161 99.050467 L 236.826839 99.050467 L 236.053677 99.824299 L 236.053677 101.371963 L 235.280516 102.145794 L 233.734193 102.145794 L 232.18787 102.145794 L 231.414709 101.371963 L 230.641548 100.598131 L 229.868386 99.824299 L 229.868386 98.276636 L 229.095225 97.502804 L 228.322064 96.728972 L 229.095225 95.95514 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 264.660648 100.598131 L 266.20697 100.598131 L 266.980132 101.371963 L 266.20697 102.145794 L 265.433809 102.919626 L 265.433809 104.46729 L 265.433809 106.014953 L 264.660648 106.788785 L 263.887486 107.562617 L 263.887486 109.11028 L 263.887486 110.657944 L 263.114325 111.431776 L 262.341164 112.205607 L 261.568002 112.979439 L 260.794841 113.753271 L 260.794841 115.300935 L 260.794841 116.848598 L 260.021679 117.62243 L 258.475357 117.62243 L 257.702195 116.848598 L 258.475357 116.074766 L 259.248518 115.300935 L 259.248518 113.753271 L 259.248518 112.205607 L 260.021679 111.431776 L 260.794841 110.657944 L 260.794841 109.11028 L 261.568002 108.336449 L 262.341164 107.562617 L 262.341164 106.014953 L 262.341164 104.46729 L 263.114325 103.693458 L 263.887486 102.919626 L 263.887486 101.371963 L 264.660648 100.598131 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 208.99303 102.145794 L 209.766191 102.919626 L 210.539352 103.693458 L 211.312514 104.46729 L 210.539352 105.241121 L 209.766191 106.014953 L 210.539352 106.788785 L 211.312514 107.562617 L 210.539352 108.336449 L 208.99303 108.336449 L 208.219868 107.562617 L 208.219868 106.014953 L 208.219868 104.46729 L 208.219868 102.919626 L 208.99303 102.145794 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 253.836389 109.884112 L 254.60955 110.657944 L 255.382711 111.431776 L 256.155873 112.205607 L 256.155873 113.753271 L 255.382711 114.527103 L 254.60955 115.300935 L 254.60955 116.848598 L 253.836389 117.62243 L 253.063227 116.848598 L 253.063227 115.300935 L 253.063227 113.753271 L 253.063227 112.205607 L 253.063227 110.657944 L 253.836389 109.884112 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 216.724643 111.431776 L 217.497805 112.205607 L 216.724643 112.979439 L 215.951482 112.205607 L 216.724643 111.431776 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 218.270966 112.979439 L 219.044127 113.753271 L 218.270966 114.527103 L 217.497805 113.753271 L 218.270966 112.979439 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 252.290066 117.62243 L 253.063227 118.396262 L 252.290066 119.170093 L 251.516905 118.396262 L 252.290066 117.62243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 249.19742 119.170093 L 250.743743 119.170093 L 251.516905 119.943925 L 250.743743 120.717757 L 249.19742 120.717757 L 248.424259 119.943925 L 249.19742 119.170093 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 221.363611 122.265421 L 222.136773 123.039252 L 222.909934 123.813084 L 223.683095 124.586916 L 223.683095 126.134579 L 222.909934 126.908411 L 222.136773 126.134579 L 221.363611 125.360748 L 220.59045 126.134579 L 219.817289 126.908411 L 218.270966 126.908411 L 217.497805 126.134579 L 217.497805 124.586916 L 218.270966 123.813084 L 219.817289 123.813084 L 220.59045 123.039252 L 221.363611 122.265421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 250.743743 122.265421 L 252.290066 122.265421 L 253.836389 122.265421 L 254.60955 123.039252 L 253.836389 123.813084 L 252.290066 123.813084 L 251.516905 124.586916 L 250.743743 125.360748 L 249.970582 124.586916 L 249.970582 123.039252 L 250.743743 122.265421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pa2a94a1ac0)" d="M 226.00258 89.764486 L 227.548902 89.764486 L 228.322064 90.538318 L 228.322064 92.085981 L 229.095225 92.859813 L 229.868386 93.633645 L 229.868386 95.181308 L 230.641548 95.95514 L 231.414709 96.728972 L 232.18787 97.502804 L 233.734193 97.502804 L 234.507355 96.728972 L 235.280516 95.95514 L 236.053677 95.181308 L 236.826839 94.407477 L 237.6 93.633645 L 238.373161 92.859813 L 239.146323 93.633645 L 239.146323 95.181308 L 239.919484 95.95514 L 241.465807 95.95514 L 242.238968 96.728972 L 242.238968 98.276636 L 243.01213 99.050467 L 243.785291 99.824299 L 243.785291 101.371963 L 244.558452 102.145794 L 245.331614 102.919626 L 246.104775 103.693458 L 246.877936 104.46729 L 247.651098 105.241121 L 248.424259 104.46729 L 249.19742 103.693458 L 249.970582 104.46729 L 250.743743 105.241121 L 251.516905 106.014953 L 251.516905 107.562617 L 251.516905 109.11028 L 250.743743 109.884112 L 249.19742 109.884112 L 247.651098 109.884112 L 246.877936 109.11028 L 247.651098 108.336449 L 248.424259 107.562617 L 247.651098 106.788785 L 246.104775 106.788785 L 244.558452 106.788785 L 243.01213 106.788785 L 242.238968 107.562617 L 242.238968 109.11028 L 242.238968 110.657944 L 243.01213 111.431776 L 243.785291 112.205607 L 243.01213 112.979439 L 242.238968 113.753271 L 242.238968 115.300935 L 242.238968 116.848598 L 241.465807 117.62243 L 239.919484 117.62243 L 239.146323 116.848598 L 239.146323 115.300935 L 239.146323 113.753271 L 239.919484 112.979439 L 240.692645 112.205607 L 239.919484 111.431776 L 239.146323 110.657944 L 239.146323 109.11028 L 239.919484 108.336449 L 240.692645 107.562617 L 239.919484 106.788785 L 239.146323 107.562617 L 238.373161 108.336449 L 237.6 107.562617 L 236.826839 106.788785 L 236.053677 107.562617 L 235.280516 108.336449 L 234.507355 109.11028 L 233.734193 109.884112 L 232.961032 110.657944 L 232.18787 111.431776 L 231.414709 110.657944 L 231.414709 109.11028 L 230.641548 108.336449 L 229.868386 109.11028 L 229.095225 109.884112 L 227.548902 109.884112 L 226.00258 109.884112 L 225.229418 109.11028 L 226.00258 108.336449 L 226.775741 107.562617 L 226.775741 106.014953 L 227.548902 105.241121 L 228.322064 104.46729 L 227.548902 103.693458 L 226.775741 102.919626 L 226.775741 101.371963 L 226.775741 99.824299 L 226.775741 98.276636 L 226.775741 96.728972 L 226.00258 95.95514 L 225.229418 95.181308 L 225.229418 93.633645 L 225.229418 92.085981 L 225.229418 90.538318 L 226.00258 89.764486 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 244.558452 89.764486 L 246.104775 89.764486 L 246.877936 90.538318 L 246.877936 92.085981 L 246.104775 92.859813 L 245.331614 93.633645 L 244.558452 94.407477 L 243.785291 95.181308 L 243.01213 95.95514 L 242.238968 95.181308 L 242.238968 93.633645 L 243.01213 92.859813 L 243.785291 92.085981 L 243.785291 90.538318 L 244.558452 89.764486 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 235.280516 100.598131 L 234.507355 101.371963 L 235.280516 102.145794 L 236.053677 102.919626 L 236.826839 103.693458 L 238.373161 103.693458 L 239.146323 102.919626 L 238.373161 102.145794 L 237.6 101.371963 L 236.826839 100.598131 L 235.280516 100.598131 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa2a94a1ac0)" d="M 230.641548 112.979439 L 232.18787 112.979439 L 232.961032 113.753271 L 232.961032 115.300935 L 232.18787 116.074766 L 230.641548 116.074766 L 229.868386 115.300935 L 229.868386 113.753271 L 230.641548 112.979439 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pa2a94a1ac0)" d="M 244.558452 20.307268 L 246.104775 20.930152 L 247.824485 22.441121 L 249.19742 24.293991 L 250.743743 25.67041 L 252.290066 25.250452 L 253.004207 25.536449 L 253.836389 26.036729 L 255.382711 27.576514 L 256.929034 27.004709 L 257.107931 27.084112 L 258.475357 28.025308 L 259.155831 28.631776 L 260.021679 29.046835 L 261.568002 29.543182 L 262.150566 30.179439 L 263.114325 31.016567 L 264.660648 30.8085 L 269.299616 30.734484 L 270.845939 30.496712 L 272.392261 30.992925 L 272.981355 31.727103 L 273.326569 33.274766 L 273.408327 34.82243 L 274.950761 36.370093 L 275.899594 37.917757 L 276.23623 39.465421 L 277.031229 40.213127 L 277.70048 41.013084 L 277.990779 42.560748 L 277.62891 44.108411 L 277.261976 47.203738 L 277.629572 48.751402 L 279.036171 50.299065 L 279.054192 51.846729 L 280.590242 53.394393 L 280.786109 54.942056 L 281.670198 55.486715 L 283.21652 56.074057 L 283.507528 56.48972 L 283.717839 58.037383 L 285.251141 59.585047 L 285.14076 61.13271 L 285.490998 62.680374 L 286.679849 64.228037 L 286.650669 65.775701 L 288.173153 67.323364 L 288.024834 68.871028 L 288.084547 70.418692 L 289.160705 71.966355 L 289.541612 73.514019 L 289.430669 76.609346 L 291.072934 79.704673 L 291.039114 84.347664 L 290.948084 90.538318 L 290.948134 95.697606 L 291.04834 96.728972 L 291.003801 98.276636 L 291.079711 99.824299 L 289.554634 101.371963 L 289.205463 102.919626 L 289.18867 104.46729 L 289.533047 106.014953 L 288.141239 107.562617 L 287.549578 109.11028 L 287.570256 110.657944 L 286.309166 112.57108 L 285.670478 113.753271 L 283.770961 115.300935 L 282.982503 116.848598 L 281.670198 118.586714 L 280.123875 121.766325 L 278.284381 124.586916 L 277.571195 126.134579 L 277.031229 126.671403 L 275.484907 128.340281 L 272.392261 131.468219 L 269.872864 133.872897 L 268.876479 135.420561 L 268.593857 136.968224 L 266.869185 138.515888 L 264.660648 140.741701 L 263.114325 142.200584 L 261.568002 143.889842 L 260.021679 145.345064 L 258.475357 145.695665 L 257.828127 146.254206 L 256.929034 146.834081 L 255.382711 146.714516 L 253.836389 146.757951 L 252.290066 146.682585 L 250.743743 146.942832 L 249.19742 148.295506 L 247.651098 148.06363 L 244.558452 147.957933 L 243.01213 148.12328 L 239.919484 146.544961 L 233.734193 146.473143 L 232.13928 146.254206 L 230.641548 146.681653 L 229.883187 147.801869 L 227.548902 150.00817 L 226.00258 150.264957 L 225.353988 150.897196 L 224.456257 151.533285 L 222.909934 151.333034 L 219.817289 151.462247 L 218.222918 150.897196 L 216.724643 149.705671 L 215.178321 149.941302 L 213.57124 149.349533 L 212.085675 147.742077 L 210.539352 146.889781 L 208.99303 146.227265 L 207.446707 144.26049 L 201.261416 138.15385 L 199.715093 136.466397 L 198.168771 134.123686 L 197.933729 133.872897 L 197.323543 132.325234 L 196.208933 130.77757 L 195.673207 129.229907 L 193.831246 127.682243 L 193.529802 127.26356 L 192.906387 126.134579 L 191.788653 123.039252 L 191.710918 121.491589 L 191.222959 119.943925 L 188.063078 116.848598 L 186.801132 115.300935 L 187.029544 113.753271 L 187.10765 110.657944 L 186.251845 106.014953 L 185.409365 102.919626 L 183.872875 101.371963 L 184.140033 99.824299 L 183.98875 98.276636 L 183.120614 96.728972 L 182.576386 93.633645 L 182.711697 82.8 L 183.345972 81.252336 L 184.273632 79.704673 L 184.255376 76.609346 L 185.798189 75.035003 L 186.275059 73.514019 L 187.344512 71.927952 L 189.022596 70.418692 L 189.109572 68.871028 L 188.961907 67.323364 L 189.953903 65.775701 L 190.547789 64.228037 L 190.598816 62.680374 L 190.464998 61.13271 L 191.98348 59.325655 L 193.349197 58.037383 L 193.831201 56.48972 L 194.213912 54.942056 L 195.076125 54.280684 L 196.622448 53.316856 L 197.005055 51.846729 L 195.803915 47.203738 L 196.622448 45.42012 L 197.034874 44.108411 L 198.168771 41.622764 L 198.457067 41.013084 L 198.752794 39.465421 L 199.715093 37.757719 L 201.261416 35.903185 L 202.807739 34.555363 L 204.354061 35.405654 L 205.900384 36.7011 L 207.446707 36.55634 L 212.085675 36.42473 L 216.724643 36.157682 L 218.270966 36.32918 L 219.706437 34.82243 L 219.059441 33.274766 L 219.891952 31.727103 L 220.469373 30.179439 L 220.03404 28.631776 L 220.71794 27.084112 L 221.363611 26.572044 L 222.963279 28.631776 L 226.00258 26.223559 L 229.095225 26.239417 L 230.641548 25.878743 L 232.18787 25.245575 L 235.280516 25.294945 L 238.373161 25.336449 L 239.919484 25.051256 L 241.465807 23.66687 L 243.01213 23.221847 L 243.447544 22.441121 L 243.873411 20.893458 L 244.558452 20.307268 L 244.558452 20.307268 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 176.984149 19.89375 L 183.670399 19.89375 L 183.670399 8.28 L 176.984149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(176.984149 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 289.877726 19.89375 L 298.215851 19.89375 L 298.215851 8.28 L 289.877726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(289.877726 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 161.830187 165.6 L 193.453937 165.6 L 193.453937 153.98625 L 161.830187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=12 --> <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 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(161.830187 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-31"/> <use x="199.902344" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p1450e9521b)"> <image height="165.6" id="image6031f4fd14" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="320" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p1450e9521b)" d="M 421.514325 71.192523 L 422.287486 71.966355 L 421.514325 72.740187 L 420.741164 71.966355 L 421.514325 71.192523 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 378.217289 74.28785 L 379.763611 74.28785 L 380.536773 75.061682 L 380.536773 76.609346 L 381.309934 77.383178 L 382.083095 78.157009 L 382.856257 78.930841 L 383.629418 79.704673 L 384.40258 80.478505 L 385.175741 81.252336 L 385.948902 82.026168 L 386.722064 82.8 L 386.722064 84.347664 L 385.948902 85.121495 L 384.40258 85.121495 L 383.629418 85.895327 L 382.856257 86.669159 L 382.083095 85.895327 L 382.083095 84.347664 L 381.309934 83.573832 L 380.536773 84.347664 L 379.763611 85.121495 L 378.99045 85.895327 L 379.763611 86.669159 L 381.309934 86.669159 L 382.083095 87.442991 L 381.309934 88.216822 L 379.763611 88.216822 L 378.99045 88.990654 L 378.99045 90.538318 L 378.99045 92.085981 L 378.217289 92.859813 L 377.444127 93.633645 L 376.670966 94.407477 L 375.124643 94.407477 L 374.351482 95.181308 L 374.351482 96.728972 L 374.351482 98.276636 L 373.578321 99.050467 L 372.805159 99.824299 L 372.805159 101.371963 L 372.805159 102.919626 L 372.805159 104.46729 L 372.031998 105.241121 L 371.258836 106.014953 L 370.485675 106.788785 L 368.939352 106.788785 L 368.166191 106.014953 L 368.166191 104.46729 L 368.166191 102.919626 L 368.166191 101.371963 L 368.166191 99.824299 L 368.166191 98.276636 L 368.166191 96.728972 L 368.166191 95.181308 L 368.166191 93.633645 L 368.166191 92.085981 L 368.166191 90.538318 L 368.939352 89.764486 L 369.712514 90.538318 L 370.485675 91.31215 L 371.258836 90.538318 L 372.031998 89.764486 L 372.805159 88.990654 L 373.578321 88.216822 L 375.124643 88.216822 L 375.897805 87.442991 L 375.897805 85.895327 L 376.670966 85.121495 L 377.444127 84.347664 L 377.444127 82.8 L 378.217289 82.026168 L 378.99045 81.252336 L 378.99045 79.704673 L 378.217289 78.930841 L 377.444127 78.157009 L 378.217289 77.383178 L 378.99045 76.609346 L 378.217289 75.835514 L 377.444127 75.061682 L 378.217289 74.28785 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 410.690066 74.28785 L 412.236389 74.28785 L 413.782711 74.28785 L 414.555873 75.061682 L 414.555873 76.609346 L 414.555873 78.157009 L 415.329034 78.930841 L 416.102195 79.704673 L 416.102195 81.252336 L 416.102195 82.8 L 416.875357 83.573832 L 417.648518 84.347664 L 418.421679 85.121495 L 419.194841 85.895327 L 419.194841 87.442991 L 419.968002 88.216822 L 421.514325 88.216822 L 422.287486 88.990654 L 423.060648 89.764486 L 423.833809 90.538318 L 424.60697 91.31215 L 425.380132 92.085981 L 425.380132 93.633645 L 425.380132 95.181308 L 425.380132 96.728972 L 425.380132 98.276636 L 425.380132 99.824299 L 425.380132 101.371963 L 425.380132 102.919626 L 424.60697 103.693458 L 423.833809 104.46729 L 423.060648 105.241121 L 422.287486 104.46729 L 422.287486 102.919626 L 422.287486 101.371963 L 421.514325 100.598131 L 420.741164 99.824299 L 420.741164 98.276636 L 420.741164 96.728972 L 420.741164 95.181308 L 419.968002 94.407477 L 419.194841 93.633645 L 418.421679 92.859813 L 417.648518 92.085981 L 416.875357 91.31215 L 416.102195 90.538318 L 415.329034 89.764486 L 414.555873 88.990654 L 415.329034 88.216822 L 416.102195 87.442991 L 415.329034 86.669159 L 414.555873 85.895327 L 413.782711 85.121495 L 413.00955 84.347664 L 412.236389 83.573832 L 410.690066 83.573832 L 409.143743 83.573832 L 408.370582 82.8 L 407.59742 82.026168 L 406.824259 81.252336 L 406.824259 79.704673 L 407.59742 78.930841 L 408.370582 78.157009 L 409.143743 77.383178 L 409.916905 76.609346 L 409.916905 75.061682 L 410.690066 74.28785 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 396.773161 88.216822 L 397.546323 88.990654 L 396.773161 89.764486 L 396 88.990654 L 396.773161 88.216822 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 424.60697 88.216822 L 425.380132 88.990654 L 424.60697 89.764486 L 423.833809 88.990654 L 424.60697 88.216822 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 393.680516 92.859813 L 395.226839 92.859813 L 396 93.633645 L 395.226839 94.407477 L 393.680516 94.407477 L 392.907355 93.633645 L 393.680516 92.859813 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 392.134193 94.407477 L 392.907355 95.181308 L 392.134193 95.95514 L 391.361032 95.181308 L 392.134193 94.407477 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 402.958452 94.407477 L 404.504775 94.407477 L 405.277936 95.181308 L 405.277936 96.728972 L 404.504775 97.502804 L 402.958452 97.502804 L 402.185291 96.728972 L 402.185291 95.181308 L 402.958452 94.407477 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 412.236389 95.95514 L 413.782711 95.95514 L 415.329034 95.95514 L 416.875357 95.95514 L 417.648518 96.728972 L 417.648518 98.276636 L 417.648518 99.824299 L 417.648518 101.371963 L 417.648518 102.919626 L 417.648518 104.46729 L 417.648518 106.014953 L 417.648518 107.562617 L 416.875357 108.336449 L 415.329034 108.336449 L 414.555873 107.562617 L 414.555873 106.014953 L 413.782711 105.241121 L 412.236389 105.241121 L 411.463227 104.46729 L 410.690066 103.693458 L 409.916905 102.919626 L 409.916905 101.371963 L 409.916905 99.824299 L 409.916905 98.276636 L 410.690066 97.502804 L 411.463227 96.728972 L 412.236389 95.95514 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 393.680516 97.502804 L 395.226839 97.502804 L 396.773161 97.502804 L 397.546323 98.276636 L 398.319484 99.050467 L 399.865807 99.050467 L 400.638968 99.824299 L 401.41213 100.598131 L 402.958452 100.598131 L 403.731614 101.371963 L 404.504775 102.145794 L 406.051098 102.145794 L 406.824259 102.919626 L 407.59742 103.693458 L 408.370582 104.46729 L 409.143743 105.241121 L 410.690066 105.241121 L 411.463227 106.014953 L 411.463227 107.562617 L 410.690066 108.336449 L 409.916905 107.562617 L 409.143743 106.788785 L 407.59742 106.788785 L 406.051098 106.788785 L 405.277936 106.014953 L 404.504775 105.241121 L 402.958452 105.241121 L 402.185291 104.46729 L 401.41213 103.693458 L 400.638968 102.919626 L 399.865807 102.145794 L 398.319484 102.145794 L 397.546323 102.919626 L 396.773161 103.693458 L 395.226839 103.693458 L 393.680516 103.693458 L 392.134193 103.693458 L 390.58787 103.693458 L 389.041548 103.693458 L 387.495225 103.693458 L 386.722064 102.919626 L 385.948902 102.145794 L 385.175741 101.371963 L 385.948902 100.598131 L 386.722064 99.824299 L 387.495225 99.050467 L 389.041548 99.050467 L 390.58787 99.050467 L 392.134193 99.050467 L 392.907355 98.276636 L 393.680516 97.502804 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 407.59742 97.502804 L 408.370582 98.276636 L 407.59742 99.050467 L 406.824259 98.276636 L 407.59742 97.502804 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 382.856257 99.050467 L 383.629418 99.824299 L 382.856257 100.598131 L 382.083095 99.824299 L 382.856257 99.050467 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 382.856257 103.693458 L 384.40258 103.693458 L 385.175741 104.46729 L 385.948902 105.241121 L 386.722064 106.014953 L 387.495225 106.788785 L 388.268386 107.562617 L 387.495225 108.336449 L 385.948902 108.336449 L 384.40258 108.336449 L 383.629418 109.11028 L 382.856257 109.884112 L 381.309934 109.884112 L 379.763611 109.884112 L 378.99045 109.11028 L 379.763611 108.336449 L 380.536773 107.562617 L 381.309934 106.788785 L 382.083095 106.014953 L 382.083095 104.46729 L 382.856257 103.693458 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 376.670966 105.241121 L 377.444127 106.014953 L 376.670966 106.788785 L 375.897805 106.014953 L 376.670966 105.241121 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 370.485675 108.336449 L 371.258836 109.11028 L 371.258836 110.657944 L 371.258836 112.205607 L 370.485675 112.979439 L 369.712514 112.205607 L 368.939352 111.431776 L 368.166191 110.657944 L 368.939352 109.884112 L 369.712514 109.11028 L 370.485675 108.336449 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 378.217289 109.884112 L 378.99045 110.657944 L 378.99045 112.205607 L 378.217289 112.979439 L 377.444127 112.205607 L 377.444127 110.657944 L 378.217289 109.884112 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 390.58787 122.265421 L 391.361032 123.039252 L 390.58787 123.813084 L 389.814709 123.039252 L 390.58787 122.265421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 387.495225 123.813084 L 389.041548 123.813084 L 389.814709 124.586916 L 389.041548 125.360748 L 388.268386 126.134579 L 387.495225 126.908411 L 386.722064 126.134579 L 386.722064 124.586916 L 387.495225 123.813084 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 381.309934 125.360748 L 382.083095 126.134579 L 381.309934 126.908411 L 380.536773 126.134579 L 381.309934 125.360748 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p1450e9521b)" d="M 424.60697 77.383178 L 425.380132 78.157009 L 426.153293 78.930841 L 426.926454 79.704673 L 426.926454 81.252336 L 426.153293 82.026168 L 425.380132 82.8 L 424.60697 83.573832 L 423.833809 84.347664 L 423.060648 85.121495 L 422.287486 84.347664 L 422.287486 82.8 L 422.287486 81.252336 L 422.287486 79.704673 L 423.060648 78.930841 L 423.833809 78.157009 L 424.60697 77.383178 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 395.226839 85.121495 L 396.773161 85.121495 L 398.319484 85.121495 L 399.865807 85.121495 L 400.638968 85.895327 L 400.638968 87.442991 L 400.638968 88.990654 L 399.865807 89.764486 L 398.319484 89.764486 L 397.546323 88.990654 L 398.319484 88.216822 L 399.092645 87.442991 L 398.319484 86.669159 L 397.546323 87.442991 L 396.773161 88.216822 L 395.226839 88.216822 L 394.453677 88.990654 L 393.680516 89.764486 L 392.907355 88.990654 L 392.907355 87.442991 L 393.680516 86.669159 L 394.453677 85.895327 L 395.226839 85.121495 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 392.134193 91.31215 L 393.680516 91.31215 L 395.226839 91.31215 L 396.773161 91.31215 L 397.546323 92.085981 L 397.546323 93.633645 L 396.773161 94.407477 L 395.226839 94.407477 L 393.680516 94.407477 L 392.907355 95.181308 L 392.134193 95.95514 L 391.361032 95.181308 L 391.361032 93.633645 L 391.361032 92.085981 L 392.134193 91.31215 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 399.865807 91.31215 L 401.41213 91.31215 L 402.185291 92.085981 L 402.185291 93.633645 L 402.958452 94.407477 L 404.504775 94.407477 L 405.277936 95.181308 L 404.504775 95.95514 L 402.958452 95.95514 L 401.41213 95.95514 L 399.865807 95.95514 L 399.092645 95.181308 L 399.092645 93.633645 L 399.092645 92.085981 L 399.865807 91.31215 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 384.40258 97.502804 L 385.175741 98.276636 L 384.40258 99.050467 L 383.629418 98.276636 L 384.40258 97.502804 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 375.124643 100.598131 L 375.897805 101.371963 L 375.124643 102.145794 L 374.351482 101.371963 L 375.124643 100.598131 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 395.226839 112.979439 L 396 113.753271 L 395.226839 114.527103 L 394.453677 113.753271 L 395.226839 112.979439 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 396.773161 116.074766 L 397.546323 116.848598 L 398.319484 117.62243 L 399.092645 118.396262 L 399.092645 119.943925 L 399.865807 120.717757 L 400.638968 121.491589 L 401.41213 122.265421 L 402.185291 123.039252 L 401.41213 123.813084 L 399.865807 123.813084 L 399.092645 123.039252 L 398.319484 122.265421 L 397.546323 121.491589 L 397.546323 119.943925 L 396.773161 119.170093 L 396 118.396262 L 396 116.848598 L 396.773161 116.074766 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1450e9521b)" d="M 406.051098 119.170093 L 406.824259 119.943925 L 406.051098 120.717757 L 405.277936 119.943925 L 406.051098 119.170093 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p1450e9521b)" d="M 412.236389 18.807995 L 413.782711 18.92492 L 421.514325 18.80995 L 423.060648 18.965379 L 427.699616 23.664919 L 429.245939 24.341186 L 430.792261 25.794045 L 432.49259 28.631776 L 434.262219 31.727103 L 435.492468 33.274766 L 436.182869 34.82243 L 436.977552 36.280117 L 438.523875 36.465038 L 441.095394 39.465421 L 442.043289 41.013084 L 442.272026 42.560748 L 442.208216 47.203738 L 442.102774 51.846729 L 442.490846 53.394393 L 443.162843 54.053345 L 443.83607 54.942056 L 443.932179 56.48972 L 444.709166 57.205506 L 445.421822 58.037383 L 445.181083 59.585047 L 445.368983 62.680374 L 446.887081 64.228037 L 446.757292 65.775701 L 446.865222 68.871028 L 448.388729 70.418692 L 448.370136 71.966355 L 449.923729 73.514019 L 449.814198 75.061682 L 449.836472 78.157009 L 450.939233 79.704673 L 451.348846 81.252336 L 451.434136 88.990654 L 449.76618 90.538318 L 449.7642 95.181308 L 448.957647 96.728972 L 449.46953 98.276636 L 449.348134 98.398137 L 448.220497 99.824299 L 448.118273 102.919626 L 448.179075 104.46729 L 446.654788 106.014953 L 446.637438 107.562617 L 445.165358 109.11028 L 444.894979 110.657944 L 445.115095 112.205607 L 443.62804 113.753271 L 443.474997 115.300935 L 440.586187 118.396262 L 440.302462 119.943925 L 439.057481 121.491589 L 438.791277 123.039252 L 436.977552 125.249169 L 430.792261 131.515406 L 427.699616 134.668647 L 425.958886 135.420561 L 424.60697 136.123659 L 423.882052 136.968224 L 421.514325 139.33452 L 420.830138 140.063551 L 419.653529 141.611215 L 418.421679 142.911742 L 416.875357 143.636782 L 415.329034 144.797927 L 413.782711 145.408714 L 412.236389 146.53316 L 410.690066 147.206951 L 409.143743 148.149715 L 407.59742 148.713206 L 406.996418 149.349533 L 406.051098 149.999781 L 404.504775 149.322248 L 402.958452 148.179003 L 401.41213 148.037439 L 399.865807 148.230939 L 398.319484 147.734464 L 396.773161 145.653262 L 395.226839 144.831955 L 393.680516 144.858614 L 392.134193 145.63562 L 391.737794 146.254206 L 390.241136 147.801869 L 387.495225 149.770457 L 385.948902 150.228162 L 385.193089 150.897196 L 384.40258 151.429863 L 382.856257 151.185839 L 381.309934 151.39151 L 380.431341 150.897196 L 379.763611 150.346744 L 378.217289 149.591531 L 375.124643 149.780446 L 374.392527 149.349533 L 373.578321 148.732929 L 371.592366 147.801869 L 370.485675 147.13481 L 369.46872 146.254206 L 368.215249 144.706542 L 366.282596 141.611215 L 365.846707 141.077506 L 364.058138 140.063551 L 362.754061 138.245993 L 362.105421 136.968224 L 360.4257 135.420561 L 352.820049 127.682243 L 351.929802 125.987584 L 351.462106 124.586916 L 350.38348 122.754095 L 349.991867 121.491589 L 348.952775 119.943925 L 348.525591 118.396262 L 347.442941 116.848598 L 347.001569 115.300935 L 345.794362 113.753271 L 345.566946 112.205607 L 344.291836 110.657944 L 344.452337 109.11028 L 344.373841 106.014953 L 344.198189 105.826981 L 343.141799 104.46729 L 342.894873 102.919626 L 343.012708 98.276636 L 342.890436 96.728972 L 341.305535 95.181308 L 341.472817 93.633645 L 341.442204 92.085981 L 341.672609 90.538318 L 343.149835 88.990654 L 343.006054 76.609346 L 344.502934 75.061682 L 344.610213 73.514019 L 346.135045 71.966355 L 346.29961 70.418692 L 346.114454 68.871028 L 347.501562 67.323364 L 347.846466 65.775701 L 347.728012 64.228037 L 349.268434 62.680374 L 349.47523 61.13271 L 349.288327 59.585047 L 350.38348 57.849173 L 350.959892 56.48972 L 351.000726 54.942056 L 350.916076 53.394393 L 350.96761 47.203738 L 350.945016 45.656075 L 351.649116 44.108411 L 353.192856 42.560748 L 353.476125 42.21022 L 354.146814 41.013084 L 355.022448 39.270112 L 355.749233 37.917757 L 356.00665 36.370093 L 356.568771 35.844781 L 357.277481 34.82243 L 357.596211 33.274766 L 358.115093 32.818667 L 359.661416 31.104625 L 361.207739 29.682024 L 362.754061 28.019983 L 364.300384 26.545133 L 368.047528 22.441121 L 368.939352 21.930811 L 370.485675 20.751537 L 370.627473 20.893458 L 372.031998 22.019024 L 382.856257 21.705457 L 384.40258 20.290923 L 385.948902 20.411587 L 392.134193 20.479312 L 399.865807 20.670287 L 401.41213 20.839396 L 402.958452 20.747886 L 404.504775 19.831672 L 406.051098 21.118833 L 407.59742 20.890272 L 409.143743 19.788971 L 410.690066 19.816073 L 412.236389 18.807995 L 412.236389 18.807995 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 335.384149 19.89375 L 342.070399 19.89375 L 342.070399 8.28 L 335.384149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(335.384149 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 448.277726 19.89375 L 456.615851 19.89375 L 456.615851 8.28 L 448.277726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(448.277726 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 320.230187 165.6 L 351.853937 165.6 L 351.853937 153.98625 L 320.230187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=24 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(320.230187 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-34"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p859ff61d14)"> <image height="165.6" id="imagec6a1e08596" transform="scale(1 -1)translate(0 -165.6)" width="151.44" x="479" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p859ff61d14)" d="M 569.090066 40.239252 L 569.863227 41.013084 L 569.863227 42.560748 L 570.636389 43.334579 L 571.40955 44.108411 L 570.636389 44.882243 L 569.863227 45.656075 L 569.863227 47.203738 L 569.090066 47.97757 L 568.316905 48.751402 L 567.543743 49.525234 L 565.99742 49.525234 L 565.224259 50.299065 L 564.451098 51.072897 L 563.677936 51.846729 L 562.904775 52.620561 L 562.131614 53.394393 L 561.358452 54.168224 L 559.81213 54.168224 L 559.038968 54.942056 L 558.265807 55.715888 L 556.719484 55.715888 L 555.946323 56.48972 L 555.173161 57.263551 L 553.626839 57.263551 L 552.080516 57.263551 L 551.307355 56.48972 L 550.534193 55.715888 L 548.98787 55.715888 L 548.214709 54.942056 L 547.441548 54.168224 L 546.668386 53.394393 L 545.895225 52.620561 L 545.122064 51.846729 L 544.348902 51.072897 L 543.575741 50.299065 L 542.80258 49.525234 L 542.029418 48.751402 L 541.256257 47.97757 L 539.709934 47.97757 L 538.936773 48.751402 L 538.163611 49.525234 L 536.617289 49.525234 L 535.844127 48.751402 L 536.617289 47.97757 L 537.39045 47.203738 L 538.163611 46.429907 L 539.709934 46.429907 L 540.483095 45.656075 L 540.483095 44.108411 L 541.256257 43.334579 L 542.80258 43.334579 L 544.348902 43.334579 L 545.122064 44.108411 L 545.895225 44.882243 L 547.441548 44.882243 L 548.214709 45.656075 L 548.214709 47.203738 L 548.214709 48.751402 L 548.98787 49.525234 L 549.761032 50.299065 L 550.534193 51.072897 L 552.080516 51.072897 L 552.853677 51.846729 L 553.626839 52.620561 L 555.173161 52.620561 L 556.719484 52.620561 L 558.265807 52.620561 L 559.038968 51.846729 L 559.81213 51.072897 L 560.585291 50.299065 L 561.358452 49.525234 L 562.131614 48.751402 L 562.904775 47.97757 L 564.451098 47.97757 L 565.224259 47.203738 L 565.224259 45.656075 L 565.99742 44.882243 L 566.770582 44.108411 L 567.543743 43.334579 L 568.316905 42.560748 L 568.316905 41.013084 L 569.090066 40.239252 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 572.182711 44.882243 L 572.955873 45.656075 L 573.729034 46.429907 L 574.502195 47.203738 L 575.275357 47.97757 L 576.048518 48.751402 L 576.048518 50.299065 L 576.821679 51.072897 L 577.594841 51.846729 L 576.821679 52.620561 L 576.048518 53.394393 L 575.275357 54.168224 L 574.502195 54.942056 L 573.729034 55.715888 L 572.182711 55.715888 L 571.40955 54.942056 L 572.182711 54.168224 L 572.955873 53.394393 L 572.955873 51.846729 L 572.955873 50.299065 L 572.182711 49.525234 L 571.40955 48.751402 L 571.40955 47.203738 L 571.40955 45.656075 L 572.182711 44.882243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 536.617289 52.620561 L 537.39045 53.394393 L 536.617289 54.168224 L 535.844127 53.394393 L 536.617289 52.620561 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 538.163611 54.168224 L 538.936773 54.942056 L 538.936773 56.48972 L 538.163611 57.263551 L 537.39045 56.48972 L 537.39045 54.942056 L 538.163611 54.168224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 564.451098 54.168224 L 565.99742 54.168224 L 566.770582 54.942056 L 565.99742 55.715888 L 565.224259 56.48972 L 564.451098 57.263551 L 563.677936 56.48972 L 563.677936 54.942056 L 564.451098 54.168224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 544.348902 55.715888 L 545.122064 56.48972 L 544.348902 57.263551 L 543.575741 56.48972 L 544.348902 55.715888 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 545.895225 57.263551 L 547.441548 57.263551 L 548.214709 58.037383 L 548.98787 58.811215 L 550.534193 58.811215 L 551.307355 59.585047 L 552.080516 60.358879 L 553.626839 60.358879 L 555.173161 60.358879 L 556.719484 60.358879 L 557.492645 59.585047 L 558.265807 58.811215 L 559.038968 58.037383 L 559.81213 57.263551 L 561.358452 57.263551 L 562.904775 57.263551 L 563.677936 58.037383 L 562.904775 58.811215 L 562.131614 59.585047 L 561.358452 60.358879 L 560.585291 61.13271 L 560.585291 62.680374 L 560.585291 64.228037 L 560.585291 65.775701 L 560.585291 67.323364 L 561.358452 68.097196 L 562.131614 68.871028 L 562.131614 70.418692 L 562.131614 71.966355 L 561.358452 72.740187 L 560.585291 73.514019 L 559.81213 74.28785 L 559.038968 75.061682 L 558.265807 75.835514 L 556.719484 75.835514 L 555.946323 76.609346 L 556.719484 77.383178 L 557.492645 78.157009 L 557.492645 79.704673 L 557.492645 81.252336 L 558.265807 82.026168 L 559.81213 82.026168 L 560.585291 82.8 L 561.358452 83.573832 L 562.131614 84.347664 L 562.904775 85.121495 L 563.677936 85.895327 L 564.451098 86.669159 L 565.224259 87.442991 L 565.99742 88.216822 L 566.770582 88.990654 L 567.543743 89.764486 L 569.090066 89.764486 L 569.863227 90.538318 L 570.636389 91.31215 L 571.40955 92.085981 L 571.40955 93.633645 L 572.182711 94.407477 L 572.955873 95.181308 L 572.955873 96.728972 L 572.182711 97.502804 L 571.40955 98.276636 L 572.182711 99.050467 L 572.955873 99.824299 L 572.182711 100.598131 L 570.636389 100.598131 L 569.090066 100.598131 L 568.316905 99.824299 L 567.543743 99.050467 L 565.99742 99.050467 L 565.224259 98.276636 L 564.451098 97.502804 L 563.677936 96.728972 L 563.677936 95.181308 L 562.904775 94.407477 L 562.131614 93.633645 L 561.358452 92.859813 L 559.81213 92.859813 L 559.038968 92.085981 L 558.265807 91.31215 L 556.719484 91.31215 L 555.173161 91.31215 L 554.4 90.538318 L 554.4 88.990654 L 554.4 87.442991 L 554.4 85.895327 L 554.4 84.347664 L 554.4 82.8 L 555.173161 82.026168 L 555.946323 81.252336 L 555.946323 79.704673 L 555.173161 78.930841 L 554.4 78.157009 L 554.4 76.609346 L 554.4 75.061682 L 554.4 73.514019 L 553.626839 72.740187 L 552.853677 73.514019 L 552.080516 74.28785 L 550.534193 74.28785 L 548.98787 74.28785 L 548.214709 73.514019 L 548.214709 71.966355 L 548.214709 70.418692 L 548.98787 69.64486 L 549.761032 68.871028 L 549.761032 67.323364 L 549.761032 65.775701 L 549.761032 64.228037 L 548.98787 63.454206 L 548.214709 62.680374 L 548.214709 61.13271 L 547.441548 60.358879 L 546.668386 59.585047 L 545.895225 58.811215 L 545.122064 58.037383 L 545.895225 57.263551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 575.275357 57.263551 L 576.048518 58.037383 L 576.048518 59.585047 L 576.821679 60.358879 L 577.594841 61.13271 L 577.594841 62.680374 L 578.368002 63.454206 L 579.141164 64.228037 L 578.368002 65.001869 L 576.821679 65.001869 L 576.048518 65.775701 L 575.275357 66.549533 L 573.729034 66.549533 L 572.955873 67.323364 L 572.182711 68.097196 L 570.636389 68.097196 L 569.863227 67.323364 L 570.636389 66.549533 L 571.40955 65.775701 L 571.40955 64.228037 L 572.182711 63.454206 L 572.955873 62.680374 L 573.729034 61.906542 L 574.502195 61.13271 L 573.729034 60.358879 L 572.955873 59.585047 L 573.729034 58.811215 L 574.502195 58.037383 L 575.275357 57.263551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 539.709934 68.097196 L 540.483095 68.871028 L 539.709934 69.64486 L 538.936773 68.871028 L 539.709934 68.097196 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 576.821679 69.64486 L 577.594841 70.418692 L 578.368002 71.192523 L 579.141164 71.966355 L 578.368002 72.740187 L 577.594841 73.514019 L 577.594841 75.061682 L 577.594841 76.609346 L 577.594841 78.157009 L 578.368002 78.930841 L 579.141164 79.704673 L 578.368002 80.478505 L 577.594841 81.252336 L 577.594841 82.8 L 576.821679 83.573832 L 576.048518 84.347664 L 576.048518 85.895327 L 576.048518 87.442991 L 576.048518 88.990654 L 576.821679 89.764486 L 577.594841 90.538318 L 577.594841 92.085981 L 578.368002 92.859813 L 579.141164 93.633645 L 579.914325 94.407477 L 581.460648 94.407477 L 582.233809 95.181308 L 583.00697 95.95514 L 583.780132 96.728972 L 583.780132 98.276636 L 583.780132 99.824299 L 583.00697 100.598131 L 582.233809 101.371963 L 582.233809 102.919626 L 581.460648 103.693458 L 580.687486 104.46729 L 580.687486 106.014953 L 580.687486 107.562617 L 579.914325 108.336449 L 579.141164 109.11028 L 579.141164 110.657944 L 579.141164 112.205607 L 578.368002 112.979439 L 577.594841 112.205607 L 576.821679 111.431776 L 576.048518 110.657944 L 576.048518 109.11028 L 575.275357 108.336449 L 574.502195 107.562617 L 573.729034 106.788785 L 572.182711 106.788785 L 570.636389 106.788785 L 569.090066 106.788785 L 568.316905 106.014953 L 567.543743 105.241121 L 566.770582 104.46729 L 567.543743 103.693458 L 569.090066 103.693458 L 570.636389 103.693458 L 572.182711 103.693458 L 573.729034 103.693458 L 575.275357 103.693458 L 576.821679 103.693458 L 577.594841 102.919626 L 577.594841 101.371963 L 577.594841 99.824299 L 577.594841 98.276636 L 577.594841 96.728972 L 577.594841 95.181308 L 576.821679 94.407477 L 576.048518 93.633645 L 576.048518 92.085981 L 575.275357 91.31215 L 574.502195 90.538318 L 573.729034 89.764486 L 572.955873 88.990654 L 572.955873 87.442991 L 572.182711 86.669159 L 570.636389 86.669159 L 569.863227 85.895327 L 570.636389 85.121495 L 571.40955 84.347664 L 572.182711 83.573832 L 572.955873 82.8 L 573.729034 82.026168 L 574.502195 81.252336 L 573.729034 80.478505 L 572.955873 79.704673 L 572.955873 78.157009 L 573.729034 77.383178 L 574.502195 76.609346 L 574.502195 75.061682 L 575.275357 74.28785 L 576.048518 73.514019 L 575.275357 72.740187 L 573.729034 72.740187 L 572.955873 71.966355 L 573.729034 71.192523 L 575.275357 71.192523 L 576.048518 70.418692 L 576.821679 69.64486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 570.636389 72.740187 L 572.182711 72.740187 L 572.955873 73.514019 L 572.955873 75.061682 L 572.182711 75.835514 L 571.40955 76.609346 L 571.40955 78.157009 L 571.40955 79.704673 L 571.40955 81.252336 L 571.40955 82.8 L 570.636389 83.573832 L 569.863227 82.8 L 569.863227 81.252336 L 569.863227 79.704673 L 569.090066 78.930841 L 568.316905 78.157009 L 568.316905 76.609346 L 568.316905 75.061682 L 569.090066 74.28785 L 569.863227 73.514019 L 570.636389 72.740187 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 538.163611 74.28785 L 539.709934 74.28785 L 541.256257 74.28785 L 542.029418 75.061682 L 542.029418 76.609346 L 542.029418 78.157009 L 542.029418 79.704673 L 542.029418 81.252336 L 541.256257 82.026168 L 540.483095 82.8 L 539.709934 83.573832 L 538.936773 82.8 L 538.163611 82.026168 L 536.617289 82.026168 L 535.070966 82.026168 L 533.524643 82.026168 L 532.751482 81.252336 L 532.751482 79.704673 L 533.524643 78.930841 L 534.297805 79.704673 L 535.070966 80.478505 L 536.617289 80.478505 L 538.163611 80.478505 L 538.936773 79.704673 L 538.936773 78.157009 L 538.936773 76.609346 L 538.163611 75.835514 L 537.39045 75.061682 L 538.163611 74.28785 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 533.524643 83.573832 L 534.297805 84.347664 L 535.070966 85.121495 L 535.844127 85.895327 L 536.617289 86.669159 L 538.163611 86.669159 L 538.936773 87.442991 L 538.936773 88.990654 L 538.936773 90.538318 L 538.163611 91.31215 L 536.617289 91.31215 L 535.070966 91.31215 L 534.297805 90.538318 L 534.297805 88.990654 L 534.297805 87.442991 L 533.524643 86.669159 L 532.751482 85.895327 L 532.751482 84.347664 L 533.524643 83.573832 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 536.617289 83.573832 L 537.39045 84.347664 L 536.617289 85.121495 L 535.844127 84.347664 L 536.617289 83.573832 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 539.709934 85.121495 L 540.483095 85.895327 L 539.709934 86.669159 L 538.936773 85.895327 L 539.709934 85.121495 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 548.98787 89.764486 L 549.761032 90.538318 L 548.98787 91.31215 L 548.214709 90.538318 L 548.98787 89.764486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 547.441548 91.31215 L 548.214709 92.085981 L 547.441548 92.859813 L 546.668386 92.085981 L 547.441548 91.31215 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 533.524643 92.859813 L 535.070966 92.859813 L 535.844127 93.633645 L 535.844127 95.181308 L 535.070966 95.95514 L 534.297805 96.728972 L 534.297805 98.276636 L 534.297805 99.824299 L 535.070966 100.598131 L 535.844127 101.371963 L 535.070966 102.145794 L 533.524643 102.145794 L 532.751482 102.919626 L 532.751482 104.46729 L 532.751482 106.014953 L 533.524643 106.788785 L 535.070966 106.788785 L 535.844127 106.014953 L 536.617289 105.241121 L 538.163611 105.241121 L 539.709934 105.241121 L 541.256257 105.241121 L 542.029418 104.46729 L 541.256257 103.693458 L 540.483095 102.919626 L 541.256257 102.145794 L 542.80258 102.145794 L 543.575741 101.371963 L 544.348902 100.598131 L 545.122064 99.824299 L 545.895225 99.050467 L 547.441548 99.050467 L 548.214709 98.276636 L 548.98787 97.502804 L 549.761032 96.728972 L 550.534193 95.95514 L 551.307355 95.181308 L 552.080516 94.407477 L 553.626839 94.407477 L 554.4 95.181308 L 555.173161 95.95514 L 556.719484 95.95514 L 557.492645 96.728972 L 558.265807 97.502804 L 559.81213 97.502804 L 560.585291 98.276636 L 561.358452 99.050467 L 562.904775 99.050467 L 563.677936 99.824299 L 564.451098 100.598131 L 565.224259 101.371963 L 565.224259 102.919626 L 565.224259 104.46729 L 565.224259 106.014953 L 564.451098 106.788785 L 562.904775 106.788785 L 561.358452 106.788785 L 560.585291 106.014953 L 561.358452 105.241121 L 562.131614 104.46729 L 561.358452 103.693458 L 560.585291 102.919626 L 559.81213 102.145794 L 559.038968 101.371963 L 558.265807 100.598131 L 556.719484 100.598131 L 555.173161 100.598131 L 553.626839 100.598131 L 552.080516 100.598131 L 550.534193 100.598131 L 549.761032 101.371963 L 548.98787 102.145794 L 547.441548 102.145794 L 546.668386 102.919626 L 546.668386 104.46729 L 545.895225 105.241121 L 545.122064 106.014953 L 545.895225 106.788785 L 546.668386 107.562617 L 547.441548 108.336449 L 548.214709 109.11028 L 547.441548 109.884112 L 546.668386 110.657944 L 545.895225 111.431776 L 545.122064 112.205607 L 544.348902 112.979439 L 542.80258 112.979439 L 541.256257 112.979439 L 540.483095 112.205607 L 539.709934 111.431776 L 538.163611 111.431776 L 537.39045 110.657944 L 537.39045 109.11028 L 536.617289 108.336449 L 535.844127 109.11028 L 535.070966 109.884112 L 533.524643 109.884112 L 532.751482 110.657944 L 532.751482 112.205607 L 533.524643 112.979439 L 534.297805 113.753271 L 533.524643 114.527103 L 531.978321 114.527103 L 531.205159 113.753271 L 531.205159 112.205607 L 530.431998 111.431776 L 529.658836 110.657944 L 529.658836 109.11028 L 529.658836 107.562617 L 528.885675 106.788785 L 528.112514 106.014953 L 528.112514 104.46729 L 528.112514 102.919626 L 528.112514 101.371963 L 528.112514 99.824299 L 528.885675 99.050467 L 529.658836 98.276636 L 529.658836 96.728972 L 530.431998 95.95514 L 531.205159 95.181308 L 531.978321 94.407477 L 532.751482 93.633645 L 533.524643 92.859813 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 541.256257 92.859813 L 542.029418 93.633645 L 542.029418 95.181308 L 542.80258 95.95514 L 543.575741 95.181308 L 544.348902 94.407477 L 545.122064 93.633645 L 545.895225 92.859813 L 546.668386 93.633645 L 546.668386 95.181308 L 545.895225 95.95514 L 545.122064 96.728972 L 544.348902 97.502804 L 543.575741 98.276636 L 542.80258 99.050467 L 541.256257 99.050467 L 539.709934 99.050467 L 538.163611 99.050467 L 537.39045 98.276636 L 538.163611 97.502804 L 538.936773 96.728972 L 539.709934 95.95514 L 540.483095 95.181308 L 540.483095 93.633645 L 541.256257 92.859813 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 576.821679 112.979439 L 577.594841 113.753271 L 576.821679 114.527103 L 576.048518 113.753271 L 576.821679 112.979439 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 531.978321 116.074766 L 532.751482 116.848598 L 531.978321 117.62243 L 531.205159 116.848598 L 531.978321 116.074766 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p859ff61d14)" d="M 555.173161 44.882243 L 555.946323 45.656075 L 555.946323 47.203738 L 555.173161 47.97757 L 554.4 47.203738 L 554.4 45.656075 L 555.173161 44.882243 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 555.173161 49.525234 L 555.946323 50.299065 L 555.946323 51.846729 L 555.946323 53.394393 L 555.946323 54.942056 L 555.946323 56.48972 L 555.946323 58.037383 L 555.946323 59.585047 L 555.173161 60.358879 L 554.4 59.585047 L 554.4 58.037383 L 554.4 56.48972 L 554.4 54.942056 L 554.4 53.394393 L 554.4 51.846729 L 554.4 50.299065 L 555.173161 49.525234 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 558.265807 55.715888 L 559.81213 55.715888 L 560.585291 56.48972 L 559.81213 57.263551 L 559.038968 58.037383 L 558.265807 58.811215 L 557.492645 58.037383 L 557.492645 56.48972 L 558.265807 55.715888 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 558.265807 71.192523 L 559.038968 71.966355 L 559.81213 72.740187 L 560.585291 73.514019 L 559.81213 74.28785 L 558.265807 74.28785 L 557.492645 73.514019 L 557.492645 71.966355 L 558.265807 71.192523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 527.339352 74.28785 L 528.112514 75.061682 L 528.112514 76.609346 L 527.339352 77.383178 L 526.566191 76.609346 L 526.566191 75.061682 L 527.339352 74.28785 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 548.98787 74.28785 L 549.761032 75.061682 L 548.98787 75.835514 L 548.214709 75.061682 L 548.98787 74.28785 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 561.358452 74.28785 L 562.131614 75.061682 L 561.358452 75.835514 L 560.585291 75.061682 L 561.358452 74.28785 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 581.460648 82.026168 L 582.233809 82.8 L 582.233809 84.347664 L 582.233809 85.895327 L 581.460648 86.669159 L 580.687486 85.895327 L 580.687486 84.347664 L 580.687486 82.8 L 581.460648 82.026168 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 555.173161 85.121495 L 556.719484 85.121495 L 558.265807 85.121495 L 559.81213 85.121495 L 560.585291 85.895327 L 559.81213 86.669159 L 559.038968 87.442991 L 559.81213 88.216822 L 560.585291 88.990654 L 561.358452 89.764486 L 562.131614 90.538318 L 561.358452 91.31215 L 559.81213 91.31215 L 558.265807 91.31215 L 556.719484 91.31215 L 555.173161 91.31215 L 554.4 90.538318 L 554.4 88.990654 L 554.4 87.442991 L 554.4 85.895327 L 555.173161 85.121495 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 567.543743 92.859813 L 568.316905 93.633645 L 567.543743 94.407477 L 566.770582 93.633645 L 567.543743 92.859813 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 542.80258 94.407477 L 543.575741 95.181308 L 542.80258 95.95514 L 542.029418 95.181308 L 542.80258 94.407477 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p859ff61d14)" d="M 538.163611 95.95514 L 538.936773 96.728972 L 538.163611 97.502804 L 537.39045 96.728972 L 538.163611 95.95514 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p859ff61d14)" d="M 569.090066 17.756376 L 570.636389 17.193736 L 575.275357 17.215267 L 576.821679 18.565823 L 578.368002 18.649015 L 579.914325 19.951145 L 581.460648 20.355529 L 583.00697 20.221095 L 586.674294 23.988785 L 588.081395 25.536449 L 589.709228 27.084112 L 591.112479 28.631776 L 592.284907 29.47654 L 592.971555 30.179439 L 593.335849 31.727103 L 593.831229 32.256646 L 594.579152 33.274766 L 594.574278 34.82243 L 595.624202 36.370093 L 596.150714 37.917757 L 597.425922 39.465421 L 597.842929 41.013084 L 599.168503 42.560748 L 599.214081 45.656075 L 601.562843 49.775051 L 602.040409 50.299065 L 602.738192 51.846729 L 603.109166 52.199762 L 603.882327 53.394393 L 604.243333 54.942056 L 604.655488 55.319431 L 605.42865 56.48972 L 605.335699 58.037383 L 605.360881 62.680374 L 605.345044 65.775701 L 605.584932 67.323364 L 606.201811 67.893708 L 606.974973 68.871028 L 607.032588 70.418692 L 607.748134 71.049882 L 608.521295 71.966355 L 608.396973 73.514019 L 608.455431 75.061682 L 608.319538 76.609346 L 607.844055 78.157009 L 607.96674 79.704673 L 607.748134 79.923468 L 606.864759 81.252336 L 608.520281 82.8 L 608.920863 85.895327 L 609.779027 88.990654 L 609.898748 90.538318 L 608.367776 92.085981 L 608.398851 99.824299 L 606.799364 101.371963 L 606.832761 102.919626 L 605.266241 104.46729 L 605.195359 106.014953 L 605.267082 107.562617 L 603.677336 109.11028 L 603.741221 110.657944 L 602.165639 112.205607 L 602.181763 113.753271 L 600.639606 115.300935 L 600.630422 116.848598 L 599.156724 118.396262 L 598.1794 119.943925 L 597.544586 121.491589 L 595.377552 123.82255 L 594.604603 124.586916 L 593.831229 125.681105 L 593.367578 126.134579 L 592.993912 127.682243 L 591.600662 129.229907 L 589.192261 131.714852 L 587.645939 131.880974 L 585.432217 133.872897 L 583.00697 136.382381 L 581.396207 136.968224 L 579.914325 137.987321 L 578.368002 138.44109 L 576.821679 138.37622 L 575.275357 138.194258 L 573.111209 140.063551 L 572.182711 141.096198 L 570.636389 141.54213 L 567.543743 141.227099 L 565.99742 142.516234 L 564.451098 144.243485 L 562.904775 144.893052 L 561.358452 144.710355 L 556.719484 144.890472 L 556.431797 144.706542 L 555.173161 142.331877 L 553.626839 142.507776 L 552.080516 143.387732 L 550.534193 142.933825 L 548.98787 144.420697 L 547.441548 144.926786 L 545.895225 144.931863 L 544.348902 143.884794 L 542.80258 143.225386 L 541.256257 143.5025 L 539.368246 143.158879 L 538.163611 143.068104 L 536.617289 143.319144 L 533.524643 141.448437 L 531.978321 141.55271 L 530.431998 141.506828 L 528.885675 141.720959 L 527.339352 140.500789 L 525.79303 139.984311 L 524.246707 139.05187 L 522.233985 136.968224 L 511.622947 126.134579 L 510.775352 124.586916 L 510.329802 122.973674 L 509.283954 121.491589 L 508.78348 119.800037 L 507.747964 118.396262 L 507.459881 116.848598 L 507.237157 116.625681 L 506.16302 115.300935 L 506.260948 112.205607 L 506.058463 110.657944 L 505.690834 110.289996 L 504.684717 109.11028 L 504.561538 107.562617 L 503.133159 106.014953 L 503.200092 93.633645 L 503.208687 90.538318 L 501.872815 88.990654 L 501.677492 87.442991 L 501.633554 79.704673 L 503.051632 78.157009 L 503.287872 76.609346 L 503.233435 71.966355 L 504.509899 70.418692 L 504.859478 68.871028 L 506.057974 67.323364 L 506.425458 65.775701 L 506.383314 62.680374 L 506.380202 56.48972 L 506.742679 54.942056 L 507.795788 53.394393 L 508.009088 51.846729 L 509.556641 48.751402 L 510.329802 47.132387 L 511.876125 45.468047 L 512.649286 44.108411 L 512.577446 42.560748 L 513.162791 41.013084 L 513.422448 40.758487 L 514.195609 39.465421 L 514.157017 37.917757 L 515.559343 36.370093 L 515.919207 34.82243 L 516.515093 34.247809 L 517.288255 33.274766 L 517.853114 31.727103 L 518.061416 31.534845 L 519.84654 30.179439 L 521.485383 28.631776 L 521.862769 27.084112 L 523.73369 25.536449 L 524.246707 25.022986 L 525.79303 25.046178 L 526.566191 23.988785 L 527.565379 22.441121 L 530.431998 20.363638 L 535.070966 20.266768 L 536.617289 21.890485 L 545.895225 21.942713 L 547.441548 20.329519 L 558.265807 20.212594 L 565.99742 20.031882 L 566.621948 19.345794 L 567.543743 17.86644 L 569.090066 17.756376 L 569.090066 17.756376 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 493.784149 19.89375 L 500.470399 19.89375 L 500.470399 8.28 L 493.784149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(493.784149 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 606.677726 19.89375 L 615.015851 19.89375 L 615.015851 8.28 L 606.677726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(606.677726 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 478.630187 165.6 L 510.253937 165.6 L 510.253937 153.98625 L 478.630187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=36 --> <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 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(478.630187 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-36"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p7290357aa0)"> <image height="165.6" id="imagefc3b9857b8" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="637" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAngAAAKyCAYAAABG5KPoAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3duPX9dd//83DbFjj8eeGY/PdpxzmwNp06bloLYCCvQCoRYoLRIgJBDccs89F73gH4ALVBAnCQlKKeLUlOpbVHpImyZtDg2NHR9iz3jsscfnpCm/f2A9X2gvfX5jZ+X5uFyfrH1Ye+3tlZFe7/UjVfW/JUmSpGG841ZfgCRJkmbLBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgfvRWX8Dt7Ed+5Ec2pc8Pf/jDycfqOc9UdF1VVe94R/v/DXqu63//939n2udWX9uWLVsm9/nBD37QbN+M55zO8+abb2KfrVu3NtvvvPNO7PP6668327dv3z75PGl+0m933HHHpPb/6zdy/fr1ZnuaTzdu3Gi209yo4rlOzy09m/SsCV1bejazPH/PN5KureebMms93xu6H7rmdC9T35uqvudGx0vHmnptaSzptzSfev6d7nmes+Rf8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBmOKdjAptUNpn55EUQ86T0/SaJYJ55Qq6xmbnqQmnafn2mb131fl+6RrSyli+m1+fh77pOQn6UnpEbrPlG594403Jh2rip9PmjdTz9Mzb9O8oWeTUrSUpE424xs165T9Zn1Xpx5vlsnjpGdsehK+s6zCsFmVFjaLf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBWCalw2aV9disCH7PsXpi7lOP1Yuu4Ud/tD3d031SGQg6VuqT0PFSKQ76je4nXReN2c2bN7EPHa+ntEoqBbJ169Zme88zoDFLZSB6yqT03CeVkEnjef369UnX1jM3031S2ZkbN25gHxqbWX8HbnX5ip5v4SzLlJB0rJ7zz3KcZ/lvazoWfTtmPWd6rm2W/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgTNEGtzqFlcwyoTXLza97kr890jVTQuquu+5qtlN6sYoTnNu2bcM+lJRMiVRKI6ZrowQljTPdfzrPhQsXsA/NwXTN9GzSfKZxm+W8ff311/E3up8dO3Zgn577nJ+fb7an94bGoCct3JPUpDmY5s0bb7wx+Tz0fvQk/UnPfJrlHOw9z9Tvek+Ktuc+U2KcpGdG707PtfUkuem3nn/X0ndglolp/4InSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYU7TBLPeRm3VCa5b7x/b897Mcm57zpH1It2/f3myn1OPc3BweixKUKZE6dY/YKk6cLS4uYp+VlZVmO6UUe/Zu7Unepv1OKRHbs+duz16TU6+rivdVTUk4ura0RyvN2yQleVs2Njbwt54EJZ2/Z9/jdG2zTD1SSnGz9sKd9XedUJ9Z7xfes8c3pdbTtdE3kp5nT/J41v/mzXLP9h7+BU+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgZjmZTB9MS8ZxnB74mmJxQnT+U7qOwJbeae0GbqaUNoKrnR82xSWQ0qh3L16tVmeypdce3atWZ7uk96BqnkSU/JEULXXMX3SveTrpmcPXsWf6P7SeVbqHREcvny5Wb7m2++2WzfunUrHovGJl3X0tJSsz2Vb6ExSJvTnz9/ftKxqvh9o7Gh9nSs26G0ytSyLz3vWk+Jp/Tt6DHLMik0Bj1zoOfftVnPG+Jf8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBmOKdpP0JIpmvfHx1A27e1JIs95EmY5HSdmqqoWFhWY7PYMrV67gsSipSu3peCnxRxvNX7x4EftQupHaUyK3ZzP3HpR83bJlC/aZmoas4jGgVHRKcNJzS+en39J5aAzS2NAzpfOkFC1Jc+DChQvN9vS9o+Ttgw8+iH0oFZ3eQxoDuuZ0n+lZT9XzXe9Bx0rPpqc6Qs83ouffr6mp4HSfNG96UrRJz33Okn/BkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwQxXJmWWseRZRrl79ETmZx1nn3qetKE9lS1I5TuorAOVFanishJUviSdn+4nbcBOUftUJoXKd9y8eRP7TC1p0PP8U6kBKnmSzjN1Y/QqHutUcmTbtm3NdhrnH/zgB3gs+q2nJFDqQ/OGxrlqeukIuv+qPJ6E5nSat+fPn2+279mzB/ssLy9PPs9dd93VbKcSGRsbG3gsslnlr3r0zM+ebwSNZ5pPdG3pPZx6nlk/m1myTIokSZK6uMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMEMl6Kdpc1KuvQkp6am51Ifkq6LfqP0YhUnUtN1zc3NNdt37NiBfSh1ePny5WZ7uk9KdaVNzikNmRJ/lPztSV3SePbMs5SEo9/S2FCyMc0bus80Bx566KFm+9raWrN9dXUVj0XzKY0njUFK9tF4pmQ6pWLpPD3PsydhnN5pGs/jx49jH5o3aQ7Qu0OJ3PRsKGlPyfwqnh8973TPd31qyr6qL3nac830W+pD19aTFt4sm7WGILfvyEiSJKmLCzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMEMVyblVseSZ7nR+6w3h59aJiP991TWYufOndiHNiZP10zlQ3rKMFCcnzazr+JyF3QvVX1xfirDkFBZC3o2NJZVXG5iYWEB+9B4pjIp9NwuXLiAfei6t2/fjn2oJM3evXub7VevXsVj0X2m94OuLZXVoHeHSqFU8TykdrqXKn4PUpkWGrc0B+h5pjJC9FtPaRMqubK0tDT5WOm9pfkxy290FX8H6F1L3046f5o3JJXXoWtO38ipZWfSffbcz1uRf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRrMcCla0pNOmmUiNp2/Z3P4nj70GyWaUlKUUpcpRUupqp5N29fX17EPJe4o8daT+uzZtH3r1q3YhxKMhw8fxj733Xdfs52SovPz83gsGgPamL2K7yeN58bGRrP929/+NvahTejPnTuHfSj5Sc9zbW0Nj/Xoo48221OKd3Fxsdme5gDN2+eeew77HD16tNlO71S6z2PHjjXbU1KUnnVKUNLxUrKxJ3VJKMWavl09CWdKTKfUfk8idOqx0jjP8t+8ZJYJ35450HP+Wf+7P8vzEP+CJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3nblEkhmxV97unTI52H4uRUUiKVSaEN7RMqG5BKKtDzSaU4ppZJSZup03imPocOHWq2p5InCwsLzfZU2oTKpNCxaJP1Ki6dkMaZSkfs378f+9Czfuyxx7DPl770pWb7P/3TP2EfetZnz55ttqe5/tGPfrTZfu+992IfKuuR5s13v/vdZvuTTz6JfQ4ePNhsP3PmzKT2qqoDBw402y9evIh9qLTKpUuXsA+5evUq/kbjRt+UKn53qcRT+g7Ru5Pm+okTJ5rtsy6TQmVfSPo3gr4DqRTJLEur9JQpSc+N9FzzZpWQmSX/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNJi3fYo2oXTMrd5AuBclBSkNuWXLFjwWbbSeNiandGs6D6Xk0nhSSo02ek/np5TikSNHsM8999zTbL///vuxz759+5rtKcFISU1KI6aN0WkO0Dmq+HmmzcyXl5eb7SlFS2nh5O/+7u+a7ZRKfuKJJ/BYlEr+wAc+gH02Njaa7ZcvX8Y+Dz74YLP9Xe96F/ahBCGlTnft2oXHevzxx5vt6Zq//vWvN9uPHz+OfV555ZVme0qD0judvgP0LepJ0V64cKHZTnOjit+pdB76rSdd2vPvF73vKU1PCdv07aBr60nrpu/N1GP1pGiTnmcwy7Suf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBvG3KpMyyTEmKOFPUP/WZZZw99dm2bVuznUpXpDj/tWvXmu1pI226z1QegX5L56ExoI3BH3jgATzWww8/3Gw/evQo9qHyCFRWpIrLV9CzqeLSDVTWIpU6IGmc6XhpQ3t6nlR2p4rLd/zBH/wB9vnGN77RbKdn/bM/+7N4LLo2KoVSVbW2ttZsp1JFVVWPPvposz2V4jh16lSzfW5urtlO5VOqqu69995meyrVs7i4OOm6qqr+/d//vdm+urqKfU6cONFsT3Oa5i7dD30fq/o2uqe5TmNWxaWM0jeS3ncqOdJTcmWz9JQpGe0+Z8m/4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDWbTUrSz3EB3lma5gXA6Xs95Up+eDZ4pDUibb6c0JCXR6FhVPG6UHEt9Uqrs8OHDzfYPfehDzfb3vOc9eCzanD4l7ii9l9KQNG6UyE1SupNQwjelaOkZ7NmzB/usr69POn9V1dWrV5vtjz32GPb53d/93Wb7uXPnmu0f/OAH8ViU1Ezzlu5naWkJ+2zZsqXZfv78eexDz5qeG6W1q/h5pneakreUsq+q+tjHPtZsT3P9y1/+crP9v//7v7HP8ePHm+1Xrlxptqc5SNeW5gCNQUpSU8KWvvdV/M2n+0nfzhs3bkw+P/2WzkPX3FNRocftvO6Y5bX5FzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMFsWor2VqdWevQkXzcLXRsl8ao4QUfppEuXLuGx3nzzzUnXVcWpsrSfJM2bRx55BPt84hOfmNQnJcQojZgSXXQ/d911F/ahVPLWrVuxD6XxaL9RSshV8fOk9ire7zTdJx0vPQNKvj777LPYh5K8R44cabancabkbxpPmjcrKyvY5zvf+U6zPe13Su87pb/TONOzoeec3HffffgbJVJpr+gqfm5pT+innnqq2f7MM8802yldW8X7vdI4V/GcolR4FSemDx48iH3uvvvuZjvtVZ0Szj3fO0rEpgQ+mWW6tKfaRc/+tT3X7F60kiRJ6uICT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMDMtk7JZG+huFoqGp/vsKa1CfdKxqERG2hh8+/btzfbV1dVmeyrPsG3btmZ7KjVAsfk0Nx566KFm+2//9m9jn5/8yZ9sttPG4KlsAM2BdM1UNiCVnaHSJqmsBZWboOecng2VyEglT3bv3t1sT+NJ5UtSOZaNjY1me7qf1157rdn+wAMPTPrvq7iETSoDQcdLZYyorEaaAzQ/aQ5Qe1XV3r17m+2nTp3CPlSKg+ZmFc+p9L255557mu0LCwvY59FHH222f/7zn2+2//M//zMei8rbUPmUKi4vs7y8jH3oG5FKqywuLjbbqexM+g5Riad0nyTN257yIVNLm/Qca7Ns1lrJv+BJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA1mpina2yEp27OJ8GZI56e0ESVlqzg5RenWKk4DnjlzptmeNtKm+6GkahXfz+HDh7HPpz71qWb7Bz/4Qexz8+bNZjtdM6VeqzjZmDbfpkRoSq9RIjWh66ZEbkpuUbLx0KFD2IfOk5LclIhNfSjBlzaap4Tr008/3Wx/8skn8ViU7kxJUUqX0tys4tRleqfpN0rLpnFeW1trttN3o4qfZ0p9UsqaEtZV/B6m94bm7tLSUrOdxr+q6m//9m+b7WfPnsU+NG9SupRSwSll/r3vfa/Zft999zXbKS1dxcn09Dzp2nr+zX0rVuLoua7Nuhf/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYOZaZmUt6KeDYlnHeWm41FpgCouk5LKd9CG2VQ6Id0nlXug0hlVXLbgN37jN7DPRz7ykWZ7uk+6NorzU9mGKi77kspN0BxI40nXlsoj0BhQezoWzScqn5L6pM3pqRQFlRWp4vcglQ+hZ0qlelLJleeff77ZTqVYqqoOHDjQbF9dXcU+ND9SuSQqq0HS94nemzRv6drSNVP5kNOnT2Mfus/07tI1HDx4sNn+iU98Ao9F1/b5z38e+/SUS6ISKunfAipvQ31SSSB6p+kcVVVvvPFGs72nNFj6rm+Gt2KZlsS/4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDeYtmaJNSZepfWadjOlJ3vYkp8hrr72Gv83Pzzfb6dpok/cqTjula/65n/u5ZvtHP/pR7EPW19fxN3qmd9xxR7M9XfOWLVua7T1pLxr/Kk7c0ebfVbzZPSUL6f6rOJFK56jiZF1KCdLxKIlXxeN28eJF7EMJyu3btzfb03eA+qRnQ9e8b98+7HP+/Plme0qm09ylhC8lZat4TqexofNTWrqK36n0PCl9nNK6R44cabbTu/bII4/gsX7pl36p2f79738f+7z44ovN9vQM6JtLY1ZVtXfv3mY7zc80zvv372+2nzhxAvvQXOupUEH/FqY+9DzTsTYrEduzVpnltfkXPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGsxbskxKT4y4J668WefvKTVAcfp0bVQKY2VlpdmeNqen0g3vec97sM8v/MIvNNvT2NAm9KlsAB0vleIgtPl2KkdDY5Oe540bN5rtqVQNlSnZ2NiYfH4q65FKDdAG7Kl0xdWrV5vtNDeruOxLep47duxotlOJiFQ6gubTgQMHsA+VPFlYWMA+VNYilZ2h50bPmsayqm8D+LvuumvSdSVpbGiup/lJ31VqT/P24x//eLM9zcG/+Zu/abZ/+9vfxj7nzp1rtqfvHY0bzdtXXnkFj/X+97+/2b5nzx7sQ3MqzRt6bj2lTXpKVk09x+1yvKn8C54kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBueYo2JShnmValY/Wka1PSp6cPJd5oE+kq3rCa0oNVnMikzaLTJuf3339/s/3Xfu3XsM/DDz/cbE8bdt9xxx2Tr41QUjKlsGhsEnqeKcVK84PStVWcMKb7ofRgFachKdVXxanP9GzofUvvIR0vzfUf/OAHzXYam5QupXFeXl7GPvTuprQu9Tl27Bj2OXXqVLP9wQcfbLZTirmK5wC9g1U8b9Ncu379erM9pWhXV1eb7T1zje5zfX0dj3XkyJFm+2/91m9hH6oo8Nd//dfY50//9E+b7Wl+Tk0Fp28KVQfYt28f9jl79myzPVVhoH+P01wjdJ50ftKzHpn1GmaW/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQN5paXSbmd9ZRQoVh0KpNC5R5SzPvuu+9utqeSClSegDYGv++++/BYv/7rv95s/8AHPoB9qAwBlduo4hIAVCYm2djYaLbv2rUL+/TE+em31IfOk2L2dDyaT2kO0thQGY50bam0DJXqSWNDG51TuYsqnlM0n1LJlZWVlWZ7etfe/e53N9vT2NDzWVpawj5Uxub06dOTj0XnT+NMzzOVY6F5k0qevPHGG5Paq/i50XcwzUGaT1SKpIrnwD333IN9qBzKn//5n2Mfuh/6rqVxfumll5rt9957L/Y5dOhQsz2Vv+r5d5J+6/m3YGo5tV6bdR7iX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgZjijagVFVPAialgyildunSJexDydeUSKW0EW2a/ju/8zt4rA9/+MPN9pSeo/tJqS5KEqf7pGQdXVtKCVISLaUu6fxp3lASLvWhOfXDH/6w2Z7GbG1trdmeUoqEzl9VtW3btmb79u3bsQ/Nj5RgpOczNzfXbE9JPDp/2gCe0q30rlXxpu3p/aCU3vnz5yf991VVR48ebbansaH5QfdSxUneND970oiU2qfE+OLiIh6r55tP4/bYY49hnz/8wz9stj/zzDPY5+mnn2620/tx8OBBPBalvOnfm/QbpZir+pKv6d/QljTXe+bTrU7E9vAveJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg7nlKdpZJ1DoeJSA6UnabNmyBfv84Ac/mHweOh6lwKp4D0hKz1VxivR3f/d3m+0//dM/jcc6c+YM/kYOHz7cbKfEYRWnrdJ40n1SUvXixYt4LEp3phRtT+qSri0lx6amddPexvRbz/uRrpmSfWk8e/YjpjmwsLDQbE8pXkr+Jq+99lqzPe0FS/eZksw01jdu3Gi2r66u4rHoPumbVsVzIO25S+8BXXMVz480P+l4NG9o/Kv4flICn75raX9n2tf1Yx/7GPZ58cUXm+00byhFXJXvh9A7lZK3Pd/1nv26px5r1m51Wte/4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBmWiYlRZxJT1y453jUnko6ULmLVCaFouk9pVVSWQ3qk0ph3Hvvvc323/u932u2p/IMtDl9Gk8qRZFKVNAcSCUVKJ7/wx/+sNmeNjmncjBpY3IqG5CeJ431HXfcgX0IjRmVKEm/pTlA0hygMgxpDlCJjPTtuHTp0qQ+e/bswWNR6QoqhVLFG63TdVXxfaY5QM+HSnGk7xCVC+ope0Pfzioeg1QqZ/fu3c329B2g36g9fQdonFM5GHL69OnJfZ544gn87QMf+ECz/T//8z+b7VRiq4rfz1QW65577mm279+/H/tQqZb0TtP3m6R5O/VYs9aztunhX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgYz0xTtrBOxPeg8U9urOCGW0og95zl79myzPSXeKAmVEnc/8zM/02x/+OGHm+1PPfUUHotSpCkhduLEiWZ7SjTR5uxpPClhTKmqlLaamlKs4jRi2rSdnltKRVNSsWezavqtZ5zT+0Eb2lP7//UbmZuba7bTxuzpPikluHPnTuyzvr7ebE9pREod0r1U8TOg86d3jRKUqU9KhpOeZPjWrVsnH4uum1K0169fx2PRe5jeaUrTp7QufTvuv/9+7PMrv/IrzfavfOUrzfZ0zZRuTYlY+uan89Bv9Jyrqm7evIm/taR5m76Fs7RZ5yH+BU+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgYz0zIpSU8Zhp6I8dRyLD3nSNF8Km3SU+4iRdNfeeWVZvuuXbuwz4c//OFm++rqarM93SeVAKCYfxVH49fW1rAPlTRIpU1orOlY6dmQVLqC4vlprtFYU5mWKp43dJ6ejbx7yqSkUgdUVoPKM1Rx+YpUjoVKftC8SXPg2LFjzfYjR45gnz179jTbV1ZWsA99O1K5JJoDU0voVPH70VPWJL2fNG/SM6D5sW/fPuxDc5rK7lBpmSSV8KFro2dTVfX666832+fn57HPL//yLzfbv/71rzfb/+RP/gSPRVLJkZdeeqnZnr43VPKE3tuq6WWuUpmWzdJTsmqW/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgMIY2NY36/4eea9iM1EpKiJGUhjx48GCznVJtVVWXL19utqdNqX/qp36q2f69732v2Z42U6f02NLSEva5cOFCs70ndZmShZREo1RVSgnSs0596PzJ1I20q3hO9aQe6b1J6bmeDeCpT9rone4zzQFK4+3YsaPZfu+99+KxSHpm9O70bDSfxpPeQ/repTQmfW9SWnmWm8an9+b8+fPN9pS6pLGmeZPuk5Kvy8vL2IfmGiWsq/ia6f6rqg4dOtRs/+QnP9ls/8xnPoPHou9Aqo4wtWpBFT+D9G8+PZ+eCgCblWLdrPMQ/4InSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDwVx4ivfeDiVUpqJr7ollpzIpFPVPG0wvLCw022kT53QN73vf+7APxfZpk+20+fbi4mKzPW3+ffXq1WZ7KjVAm4zPzc1hn0uXLjXb6Vn3bFqfSldQyY+0+TWVjkhlSug3KkGQzk/ve5rrVJ4hvVNUPiOVyKAyDOm50TVQGZ9UPoSuLW00T3OA3vUqnrepRAW9U/R+pPIlsxznpKeUFZWFOnHiBPah+9m9e3ezPc0B6rNr1y7sQ+9hKplF8yONM93n448/3mxP32iag+n93L59e7M9lT6i72pPCTKS5hP91lNapecd2KzyKf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMByPCnoSIJuVvJ26aXpK7VAKqieJljaYpkRmSlsdPHiw2f6rv/qr2GdlZaXZTgnOtDH62tpasz2lBCml1pOgpM3cq3h+UhoxPU9KI6Z0K6UOKRGcriEl0SiZ3ZMYp4RtSglSKpueWRWPTXoGUzcZr+LUJZ2H3oEqnp+UrKziOZi+nXQ/lGys4jlAY5YSsfQd6vl2pzlAcy290/QM0ryhZ0rHSmNDVQMoDZr6pFQ0PU9Kqlbxv2H0b85P//RP47H+7d/+rdl+48YN7EPPLT0bmuvpGdC7Q2OW/l3peT+nHivpSev28C94kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0mK4yKZulZ1PqqRHj9N/T+dMm49SHSkpUcdmAFDN/5JFHmu1PPvkk9nn66aeb7VQeIY0NlW44ffo09qE4fSpRQSUAUokMis33/PcU208lZOhZU+mOdA2zLJNCJV+qqi5cuDDpHFX83FLpCHp30ly7evVqs53em3QNNG+TvQ0NAAAgAElEQVRTWQ/6ja6rikscpfIIVAqDnk1VLisx9fx0n6mUFM2PnvczlQKhb2G6Nrofak9lNehZp3m7urrabE/P88SJE832VK7o2rVrzfajR4822z/+8Y/jsZ566qlme5rrVEIllcw6depUs31paQn70LOmZ5DmYE/pn1mWL5nlsRL/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNJhbnqKddZpklpsI9yRtKCGWUrSUQkppxEcffbTZnpJLlN6iZGPPZs3Hjx/HPgcPHmy2U+Kwqm8DdhpPOlaaG5R8TZtv0xxI56Fk35YtW7AP3Q89z5QUpT4pxUvvRxqbtbU1/I1QYnnv3r3Yh1KXaUN7QuOWUno0p1MfSpGmpCw9n5T0Jz2JdZqfqQ9JKVr6FqZvx9T5md618+fPN9vX19exD6W8qWpB6jM/P4996BtF38gPfvCDeKzDhw832ympm86/vLyMfWisUyp6qludlL0d+Bc8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkazKaVSemJH1Ofnvhzj55rpqh/irm//PLLzfZUAuC9731vs51KSlRxBJ9KGqQ4P5VhOHfuHPahchPpPHNzc832VIaBfqPzpxIAJJUcodIJaT5RKQwquZJQCYJU9mZxcbHZTuUhqvpKdNCzTuNJ0hygkkC0aTqVVanishpp3tJ4UkmJqqqbN28223fv3o196H2jb2QaMypRkb63dLxU7oL6pLlO8yO9U/TtoPuh72MVz5s0njRvUsksKv1D86mKv1/0vqfyJb/xG7/RbP/0pz+NfdK/OYTetzSe9I2kudYzB9NcfyuWUPEveJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg9m0FC3ZrA2B6TzpWJSCSpupU4qWEl1VVRcvXmy2p7TV448/3mw/e/Ys9qEkL6XXdu3ahcfq2UycpA3t6drS+afOqZSeo/OnhNYsN8xO10YbsFNSMyVFaTzpHFV96TlKiqZEKs3bdD/0TlEa8u6778Zj0abtKZW8srLSbF9aWsI+9NxSunRqKjm9Gz3J26nHquJxo+RzFd9PGhtKk/f8m0PjnM5PVRBSInbPnj3N9uPHj2Mf+kbcf//9zfb079fHP/7xZvtf/uVfYp/vfe97zfY0b2jcUpqe3nf63qZ/2291hY7N4l/wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIGM9MUbU8CZdZ9pu6NmNJ7lLRJ+61SQiqlrei3d73rXdjn0KFDzXba1zadh/a6pHRUFSdsU/KXEpkpjUnPJ+0fS31oL8M0B3r2SKVUW0p10bOhVHZV3qu4JaU+aWwoiVjFe86m89DY0B6cVTyn0jtF10ZzrWdv4zRvaH5Sujf1SXv70rXRc+vZ75VSxFU8P3vem/Rdpe93GpupCfiefUhTH/qupr2FaQ4sLCxgH3rWGxsbzfb0TTl8+HCz/cCBA9jnpZdearan7wDdz9raGvahbwela1NauGfdQfNmlhUlZs2/4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mC6yqTMsrRJKh0xy/NQxDmVDaDyDLSReBWXL0lRaiopsLy8jH2oREaKptNG7xQ/p42vqzjqn0od0BjMzc1hH3oGJ06cmHwemms9MXcasyqO7dP4V3Gpg/R+EJrTaa4TupcqvrZ0nz0lR3bu3Dm5D71TVCKi55rpm1LF36HLly9jn57xpNJDVPYmldah+0lzgO7z+vXr2Ife9/ROkXQ/NJ50nzRm6bc0B2jeJvQ807tL5VCOHTvWbD948CAea35+vtm+f/9+7ENjkMqUPPjgg8329G/r1PJXPd/1Wa9HSJo3syy74l/wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG05Wi7dGTBuw51tSkTUon0XlSH9pEOSW0KD22vr6Ofa5evdpsTwkcSsNROyVYq/h+0kbalPBNyUJ6nik9NzVBmFKCPYkmSo9RUraK51qa6zRvqE86P6VOU7KRUmWUBKzidGVKilKfdB66bkoJplQbnYfewaq+uTbLlDe9a2nM6Dxp3tC4bdu2DfvQ2NAcTMdL82Zq5YSeVHS65gsXLjTbr1y5gn0o5U3HquI5TXMgPZtr164121Pylr63KUlNCeM01+k8NKdT6pXetZ4+PdJ99lQcIf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBoO1O2YdMe6J/s4yLkx9ejaYTmVSaCNtip9X8X3ee++92IfKLaSo/9LSEv7WksqXUKmDVDqCxi31OX/+fLM9jSeVdaBoeppPVGqgZwP2NG+o3EIqw0ClQGjeppISPRtpT93MvYqvLZVjuXTp0rQLK74fOn8qBUIlHU6dOoV96H7SvJla9qaK38OpJUKq+P1I30h6P5KeeUNjk8pNULminn8LqFxTejb0G11Xku6TnimNGX1Tq/i7mv7toLIr6b2lZ53eQxoDKueV5lP6rpJZlknZrPP4FzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMFgbGiWSdUqTrWl9B6lZnoSvnQsSkdV8SbGlNqp4sRdSqTSNaQNnikhtbGxMfnaKMWaNrimFNK5c+ewz+7du5vtFy9exD4kzTVKT1HiL82nnk3jexJ3ND9T8pVQEi0lHnsSxvR+pM3UFxcXm+1pA3TatDy9u7RpO70f6Vg019PYUFIyPU+atykNSGjepmumMUjPM40boWtLyUY6T0pf0ztK97OwsIDHoveD3oEq/t6m95CSvPPz89iHUrR0nvQ86Vh0L1VVe/fubbavrq5iH5rTVIWiir8D9E3pqQwwa7OsTtDDv+BJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgeHflGZtl9LfnWBRzT9F8Kjexa9cu7EPlGagUSRVH46msSBWXW0glR6hUC8Xm19fX8Vi0+XQqAUAlKlIJGYrNp9IRU8ukpA2u6Vg95SF6yqT0xOx7ynosLy8321PZHTpP2hidpNJDVAojzbVUbqGFSndUVZ09e7bZnr4dU0t0VPG3o2fe0LylzeSr+DvUU0KGysRU8fNM84aedepDz5TOn77RNAZp3tK1pZJAVKYklXCh+dEzzjQHDx06hH1orqV5S9eW3luaU/SupRI29B7MujxcTx/65vecx7/gSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQN5i2Zou1JFlJyKG1W3ZOCot/SeSiFlBJaNJ6UhKviDaMpnZTSwtQnPRtK/qY04iz7kPRs6FiUNqvieZPSunQ/KQmWkp8t6T7pWOl59ryHlJJLSc200Tqh8aRn0JNsTN80Gs+UYKS5lvrQ/dCzSe8G3ees9STQ6XnOck6n5C/N2+vXr2Mf+q3n25ES41Rt4cknn2y2P/vss3gsmtN79uzBPj3vJ91nmoP07yHNjZTIpWfTs05J30E6Xk+fHv4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBrNpZVI2y9RYcio10VOKhEoApLIeFPVPJQAoNp/KalA8n2LuKbJ+4cKFZnsqw0DjlmLhPaUbqOwMjU06f88107OeWtakKt8/zQ+a6zQuVXw/tJF3Fd9nGpupG4ZX8UbrqXwIbRz/0ksvNdufeOIJPFYqbzNVGpuebwcdj+ZNupep5YWq+DuUynr0lNfp+Uam+dGS5iCNTboXurZUWoX6XLt2DftcunSp2U5lru655x481iuvvNJsP3/+PPZZX19vtqfx75k3NDb0b1H63vXMwbci/4InSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjSYTUvRUmpllhvrzhqlndImxpS6TMlbShu9/PLL2Od973vf5PPQb5QeS6lPGpueVFtK9lGftGH51D5pk/GejebpflKqqyetS/dJzyCNGSWsKSFXxenOtJk6Jd7SHKD5mVKPJ0+ebLZTivbHfuzH8Fi0yXm65tXV1WZ7ep40bumdpgQ8vbtpDvQkVem7nhKU9Fv63kxNxCZ0rPRsejanp/cjjWdPkpnO89WvfrXZTvO5qmp5ebnZ/u53vxv7XLlypdme3k/6FqaxoWdACeOeqgHpec5yrbJZ6x7/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNJiuFG1PInbqHrE95+/pkxJqtC9eSuds27at2Z4Sd3Rtp0+fxj6UBOvZu5WSS5cvX8Y+lIZMKT2aA2k8SeozdY/WnvmUEn+UHutJ3qb0IM3dixcvNtspcVnFSbw0zpQUPXr0KPY5d+5cs532jq3iOZXGc21trdk+yzmQ9gelxF96BvS+pZQ3pS737dvXbE/XTHqS8T1p3bTnbs++x3QN9K71zIFZp4XpnU7XRt/83bt3T7quqtmm3NO+6FSJIp2HvhE0B2Y9n96K/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNpqtMyq3WE2WmmHmK81OUOpUtoLIS6Tx0bSlOT+URaOPn1IdKSqSNr6nUQSqr0bM5PR0vlQ2g3+j8qVQOPbee86d5S+NJ5TaSVGpgap/9+/djH7o2KtNSxSUd0thQaY9du3ZhHyrDQM96fX0dj0XveypJRPNmY2MD+9BvO3fuxD5UioLGrOfblUrY0FxPpTjou5beKZqfqRTG1PcgPc+eMkY910zvQSo5Qu8B3U86P5U8efnll7FPz/OkckE7duzAPjSn6d+PWZffomdzO5dW8S94kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmD6UrRzjLFOusEytTzpKQPJaRSOotSetu2bcM+lEZMKcGp50/XQGnZlPzt2eCZ+qS0MB0vpcrouVFCqueae5KqadN2egY9yUJKz6Vxfv3115vtad4uLi4221P6+uzZs832lF6jhGua6zQ21J7OT/eTErE0b1IqmhKEaQ5MTbOnY/WkzOldS+nSqcdK15DmGiVCacxSgpOuLb0f6Rs1Fb1rVTwGlH5OY7Z3795m+8rKCvah9zN972hsUpKZ5ufCwkKznapDVPUlbG/ntCzxL3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjSYrjIpJEXwb/Xx6Fip3EVPKRDazHtpaQn70PHe8573YB863vHjx7EPReCpPEDagJ1KbqSSClNLOlRxeYIUwadnTdec4u90rFRqgEoApLIzsyzJ01Pa5dKlS8122si7isswpPI+dLz0PGlsUhmE5eXlZju9a3QvVfxOpzIp9E7RJutVXCLi9OnT2OfIkSOTzpO+D3Nzc832VL6ExjO9U1S+JJWQoWtI56H3fWp7+u3AgQPYJ5VQIfRdoTJGVTx36ftw7do1PBbN9XPnzmEf+ncilTyh39J90reY3rVU2oXmzVuxFEriX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgYz0xRtTxoxJWUpXZnOQ79RgjGdnxJNtLlxFacBU4KRUpcpBUQJqZR6PH/+fLM9pccIPZuUoqWUXE+SOaVYKdlHqbZ0LEpo9aQ+09jQPExznRJnNNcpvZiOlRLOdG00z6p4fqYEJUmpZLo2StdeuXIFj0XPJqUE6Z1Oc/3s2bPN9pR6nDpv0veO5m1K0dL8SO8HSWND73S6H/qu0bHSOBNKn1fxtaV5S9ecErmLi4uTjpXeabo2mptV/P1Mc4DOk66NnhsdK72f9GzSXJ91lZDN4F/wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMDMtkzJrKbI8FUWsU5SbYtanTp3CPg899FCzfWlpCftQzP0//uM/sM9HPvKRZvv+/fuxD21aTmOQ4vz0WxpPKhOSyoeQdB4q+UGlKxKaN0lPmRK6n3T+qaWH0kbeVOogjRnNtZdffhn70PFoo/sqvu40B6h8xc6dOyedI/2WStjQnF5bW8M+9L257777Jvehb2d6p+ma09jQ8Wb57a7ikh/p2qjkBpXqSWU16P149dVXsQ+VFukpB5Pej/n5+Wb73r17J52jit+P9O9KTzkY+hZSWarUh87TU0ZpNP4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMLc8RbtZaRZKdaVNximFtWvXLuxDG1bfc8892Gffvn3N9hdeeAH7nDhxotn+7ne/G/tsbGw02ymhlTbfplRw2jSe0l6UUKvi9FzPBug013rSVnRdVZzs60klp5QgJc4oXZretfX19WZ7Sn3SHFhYWMA+Fy9ebLZTsrGK0409CWNK8abvAI1b2nz88uXLzfZ0zQcOHGi2p9Tl1BRrSh73JLnp/GlsKK2b5mdPFYRt27Y122kOpEoHdD/0Ta3qS+BTn/QdWFlZabbTOKdvJ6XP0/eO5meqGkDPoOd7R9/7NAd73um3YvLWv+BJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgsEzKrOPCs4wYp2ubugF7irJT6Ya0AXuKeZP777+/2f70009jHyotksqUXL16tdl++PDhcHVtVFollS2gqP0sywlUcekGmoM9m8an50zXlsrO0Cbfaa4TuuZU6oCeZyp5QpuZnz9/HvtQOZY0Nj1lUmgMekpH0Hcglfeh4+3evRv7UKmW9L0hNDZpPtGc7nk/qXRF0vNvTnp3p5bPSHOdyofQe1vF8zY9z54yQjRv0r8FU6WSJ/S9TX1IzzVTmZaeOTgaR0CSJGkwLvAkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTCYop31xrqUXErn6UkQTj0PpeqqOLmUUoKnT59utj/xxBPYZ//+/c32+fl57LNnz55me9o0nVJdJCViaWNu2mS9ipNo6TnTNafUI+lJVdH8oORYFY9b6kMJ1zQ2NAY9yV9K9qXEH6Wye9Jz6dpoDqTxvHHjRrOdEneUIq7i59mT5E7XTPMzpTvpfdvY2Jh0jnRt6btBczDNWxrPNAd63nfqQ2NDCdZ0rDRvaAzSHKB3Z9++fdiH/p2ga15ZWZl8rPRvEd1P+nbQtaWxoePROz3rah89a5geszyPf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRoMR0hnjBIgs0zKzvo8lDijhF5V1WuvvTbpuqo4rZuSS3SeJ598EvtQGm7btm3N9pQwpj1FKSlbxfsMppQeJRUPHTqEfSiNR88zpYV37Ngx6VhVffuAkpQqm3qfPSksSspWcRoxpWhpTqVro4RxmjezHANKptN7U8XPjd6bKt6ndnFxEfvQeNJ50lyn55b2MKa5nsaZriGdh+6zJ4FP8/aVV17BY5G0t3DPHq00nmne0BjQXtF0/1X8bM6dO4d9SNo/l+4zjefU72qaTyR912e5tkjvxyxTuf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBrNpZVJmKW08PTWynKLUdB6Kn1f1baRNJQBSGYgvfelLzfaf/MmfxD503XSeFM1fW1trtqeyHj2oVEwqHUHlWG7evNlsp82qq3JJA0JzMJXXod/Sht1UNoDmYHpvaH6mPvRb6kPzI5XvIOnZ0PGuXbvWbE/XTOOc5jrNATpWFW9c33OfVGohlT6i7wC9T+l46XtH95PKQ/SUHqIyNlT2Js0B+nakbyTdTyqvQ9dG7VX83OjZUOmnKr7PZ555BvvQv6HpPPQ8jxw5gn127drVbH/xxReb7el7SzarfMlm8S94kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDueUp2s1KptB5UoqWkmDLy8vYhxJily9fxj60KXNKd37ta19rtn/3u9/FPo8++miz/fjx4832lCrbuXNnsz09TxrPlEaktGxKI9IzoFRZT1I2PRu6z5QU7dm0nZ4PHSttpE3vQc+G3WmuUxowJcZnmdKjlGBKY/Z8O+h46RnQb2mu07XRnE7H6pm36blN7UPPJkkpc0pd0rubvncXL15stvfM2zTX6LmlRCilnE+ePNlsT0lV6vPtb38b+9Cc2r17N/ah+6FxTr/RvEnziZ5BmgNvRf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBnPLy6T06ClpQFKJDopZ98Tp06bUFOdPm1KfPn262f4P//AP2IeORzH7NDYHDhxotp85cwb7kIWFBfytp9zE1I3rr169ir9RaRUqE5OkEgC00XxPmRKan+m9Sb8Rura00TzNwfRO0Xlo3lbxHJg6N1KfVIaBymekcab76dk0vWcO9JSQoT7p/aQ+qYQLlUM5ePAg9qHrpmOlcklLS0vN9rNnz2Ifem7pedK1pbJM9G8elStK4/zqq68221dXV7EPzbW9e/diH7q2VOaLvh30fqa1wGaVZ7vV/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgbnmKticRO8sETDo/pfdSem5lZaXZvrGxgX0oqblnzx7sQ2mn//iP/8A+P/ETP9FsX15ennRd6bc0NpQWTuk1SuOl1CUl0ahPSrVRcuvatWvYh46XrpmSpynxRugZpOdJ0mbqdJ/pmum39B7SHEjpZ0qA0/lTWpmOlfr0pIUpRZvmGo0bJQvTHOhJ/tJ4ptQnfQvTeejbQenzKp4f+/fvb7afP38ej0Up2p65funSJexDFQVSRYUdO3Y026miAX0fqzjpn+Yt/bZ7927sc+HChWY7VYeoqrr33nub7VShYpbVNt6q/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQN5paXSdmsuHLPZuoU/06lQKhPisZT6YJ9+/Zhn1QiglAZBipTksqXUMw9PU8q+5LKTWzfvr3Znja0n9qHShOka6PNsqt4DqSSCmkMCI11TzkUKkWSSkfQ/Vy5cgX79JTvoHmYSg8tLi4226mkBJUdquIyQukdpDlAJVeqeE6lsaE5QM+zpxxMKpFB39XUh0qopG8HlQlJ3wH6jcYgnZ/mbSpfcvfddzfbT548iX3oWafzUAkXmk9Ucub/+o3QXEtlvl544YVmO41zFf/71fNv0duFf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRrMLU/RztrUtGxPcipt/k0bdr/22mvYh9KIabNmuu6UCKWUHKUU09hQQm1+fh77UHouJQtpPGmj+ypOW9H9pGPRbym9l5JghJLZKdVGaVXagD2leCl5TJuPV/F4pgQlSWNGycK0aTo9tyeeeKLZTnOmip91mrf0POnZVPF3hd6BKh4betdSipaeW3qePWldurb07ab5kcaGxprmRvrera6uNtt37tyJfejZpHQp6flG9nwHvvrVr067sOIUb5rrx44da7ZTyr2KU+v03vR8h0bjX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkww5VJmbrBcM9G2pcuXcI+Bw4caLavrKxgHyp3kUqO0GbqVLYgHY/KTaTN3Ok8VHKlqq8UCG2Yvb6+jn1SSYGWVGqBfkvzhko6pLlJx0ulI6aWt0lzg/rMunQFlSPpOQ+V26jiOUBzfe/evXgsKumQ7pNKq6RN4+n5pLIW6ZlORc8gnYP60Ltexc8mnYe+kekZUKkWKgmU5hNJpXro/On7RN/oVMZnarmk9K598YtfnNzn8ccfb7an8lNnzpxptr/73e/GPt///veb7ZZDYf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMDNN0aakTU9Kb2oitkdPsjFtwH7vvfdOPg8lig4dOoR9KEGZ0qWU/qVUV0pBUR9KqFXxptDpPDTWlFJMaPPvhOZAz/l7Nm1P6TlK/VHqMt0/PYOU+KM5ncaGroGSslWcLEzjuX///mb7c88912xP6VbaTD0lRSlBma6ZxiZ9O+hZp/Gcqid9nfrQXEtpeno+6T7p3xb6dqZ5S9URKOVfxc86VUegVG5KUu/cubPZTvM2/RtB95Pm7YMPPthsf+mll7APfbtSKjpVr1Cbf8GTJEkajAs8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBzLRMSk9Zk80ohdKLouFUAqGKY+apBMDzzz/fbKeSK1VcoiGVHDl58mSz/cd+7Mea7al0BG1kTZH9Ko6595R2SRuDTy0dkZ4nHSvNW4r695S7SOUJqA+Vh+i5z1lvdN/TZ3FxsdmexpPm4Ve+8pVmO70DVVW7d+9utq+trWEfej9TWY+eEhlTN1pPpXKoTEg6f89cpzFI17Zv375m++rqKvahby6VSUklT+h+zp49i33oflKZlJ5yYvSdPnz4cLO9p/RSKgm0Y8eOZvvTTz+NfRYWFprt6RnQ/LzVa4hbXeot8S94kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDmWmK9naQEi0tKeVCx0rnOHfuXLM9JWJfffXVZvvVq1exz6FDh5rtFy9exD4vvvhis/0nfuInmu20YXsVJ6euXLmCfa5du9ZsTyk9SutSEq6Kn+kdd9zRbE9jRteWzp/SgFPP09OHkpXpuqhPej8oEUvjXMVJuJQGpfOkxDadhzZgT+leSikuLy9PPn9Pipbem4SedXqedM10XVWcyEzPk64hPQO6tvQtpjGgb1RKl1K6M52fEsbpu07HS8nbdN0tX/3qV/E3mp9prtP388yZM9iHkukpRUvflalJ8qTnWLc6KZv4FzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMEMl6Kdupff1NRtOkcVp4BSSpL2CP3mN7+Jfd73vvc122m/2bbJvB4AABsbSURBVKqq1157rdlOqa60r+3GxkazPSX+ehKplGBMSU1CqbqU3KI+6Zp7ErE0D1PqcmoakVJ9PdeVpGumuZ7eKdqPmJKVVbx36c///M8329OepnRtKZXcs+cuzZs016cmxnvmUzLL1GHa75T2fO1JbNP7nva3pjm4fft27EMVAHoSsT3fu5dffrnZ/ulPf3rysWhf26qq//mf/2m2p/lE38/0Hs6yQsbbhX/BkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwQxXJoVMLZ/Si8pApA3tqRTIq6++in2OHDky6VhVVRcuXGi2v/jii832/fv347GoPEI6P0XjU7kJ+i2VoaDNxKkcTCrPQOdJEXwqL5OumY7XU4aCyj2k8/eU1aDjpfIldJ5UWobGMz2Dxx57rNlO8+ncuXN4LOqztraGfWb5PHvQeKZnQ2V0Uh+aa+l50rxJ30gqR5K+HadPn26203forrvuwmPRdy19O+iaU5mUnTt3NtvTe0j/hn32s59ttp84cQKPRfMzlYWi0ia7du3CPjRuVH6riufhZr1Tb0X+BU+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTBvmxQt6dmQOCVvKdGTEmILCwvN9pScOnnyZLM9pcoohfT//t//a7Z/+MMfxmMtLi4221MasScJRyk92pS7iseNNixPCTFKRadnQwmxtJk5PZuU7KO5RnO6Jw3Zk1BLCUpKCaY++/bta7ZT6rOKE66vvPJKsz3dJ81bmhvp2tJcn2UakJLHaZxJui56D1Jie+qxqvoSlJSmpzmYvik990PfAapmUFV19OjRZjulz6t4rlOKNo0z/UZjWcVzit6bKv534tq1a9jHtOx0/gVPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG87Yvk7JZUvybLC8v42+XL19uts/NzWEfiqYfO3as2U7lU6qqfv/3f3/SdVXxJtvr6+vYh0pRpD5TpdIRVDagZzP11IdK76SSPISuOR2LfkslFUgqB0MlKlIZilTGhvzLv/xLs502QD906BAeq6dEB21On0qrUFmNdB76jUp+pLGk+ZmeDZ0/9aG5lsrekFT6h0rSUBmhVMKG9JRYunr1Kvah7xqVT6mqeuGFF5rtzz//fLM9vdP0fqZxplJOly5dwj6pVIxmx7/gSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxhRtQGkvSmGl32jz7ypONe3YsQP70PHS5vSUbKMk3F/91V/hsX7zN3+z2f7www9jn42NjUntVTw2Kb1Gz2BpaanZntJeNAdSspHSeGnD8J4E4dSEbZq3dD89G3ynFC1tQJ769CSZT5482Ww/cuRIsz09G0KJwyp+19J9Uoo23Sf1oQRnem+mfh+qeE6lpCaNdUre9pxnYWGh2U5jkM5P15zeKZrrKa176tSpZnuqqPCVr3yl2U73k85Pc5rupYoTsWfPnsU+lPLWbPkXPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGszbvkxKKjWRIvBTj5dKDVAZhNXVVexDsXUqDVBVtXfv3mb7xYsXm+1XrlzBY335y19utn/4wx/GPqdPn262p9IRtMl1zybfU89RxdeWzkElFdIcoD6pDATp2QC+5zxTz1/FJWnm5+exD5ULohIhVVX79+9vti8uLjbbUymSubm5SddVVXXt2rVmexpn2mg+oW8UlcJI90nHSn1IKsVB5+l5P3bt2oV9tm3b1mynb0e6Zio/lb4ds3wGqZTUU089Nena0r9rdJ/p23Hu3LlmO70D/9c1aHb8C54kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mDe9inazZLSupQeSymklZWVZnvaFHrfvn3N9jNnzjTb77zzTjzWN77xjWb7T/3UT2GfGzduTGqv4tQhJeTS8SilmJKNlKJNfSill9JzND9SSo/OQ9eWnifNQUovVvH9UBKvihPbaQ7QNaTU4/33399sp/QevQNVVUtLS832lKJNz430JPDTd6UlpRfpt1lXGkj3Q+g9TClaOg+9B2kOUp90L5Q8Td+Oo0ePNtuPHz+Ofc6fP99sv379erOd/h2o4ue5traGfWjcZj1vNJ1/wZMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMFYJmXGZhn/TjHzy5cvN9upDEVV1T333NNsX1hYaLanzc+fffbZZnu6fyrrkUoNTN1MvYpLVFB7Ki1DpQ7m5+exD/2W7vPq1av4G6FSMXNzc832N954A49Fcy1tMk59UpkUep6pRAXNw1SmhK6BjpXKQFy6dKnZ/s53vhP70FxLpXJI6kMlN2ic0/NMz43cvHmz2d7zTicbGxvN9lT6Z2o5lJ7rSs+GvlHpu/7QQw812//xH/8R+9B7Td+15eVlPBbNp1OnTk0+v6VQbj3/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNJi3fYr2dk76pGujtBMl/qo4KfjAAw802ykpW1V14sSJZvvXv/517HPgwIFmO20knqQULaW6KFWXkniU/KX2Kk63pmQhpS5T8pWkayOU4k2pSxq3lMakPrQxehWPQdq0nX674447mu1LS0t4LJLSkHT+Wd8nfSNoDqS5TvM23SfN6TRvaU6l94Ou+8qVK5P70HgePnwYj0WJ1HTNPd+OF154odn++c9/HvtQwvjBBx9stqf5RAljSktX5THQreVf8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBvO2T9GOJu1peuHChWb7nj17mu179+7FY33ve99rtv/rv/4r9vnUpz7VbD9y5Aj2ob0e096hlPqj5G1KFlIiNCV/6fyU4EzXkBJvlGyjPil5TGnMtNcm/ZZSl3SfqQ+dJ90PpVXpPtO+tpQITXOQnk1KI9JvKU1Pv1EiNt0nPZueRGxC7056PyjFms5Pxzt//nyzPY0zzbU0NpSWTdf8R3/0R832b33rW9jnPe95T7OdnnXaY3x1dbXZblL2rcm/4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mAsk/IWRbH1njIMVD7lvvvuw2Ndvny52f7cc89hH4rt//iP/zj2eec739lsn2VJhVQmhUo6pJIKqeQHoWtLx6ISDXSsNGb02+uvvz75/LRheRU/G2qv4pInadN2KgVB50njfOnSpcnnp3JFqexNKrlB6FnTu5bGmc6frpmkPgsLC832nTt3Yh/63qX3kErF0Jze2NjAY9G47d+/H/vMzc012//iL/4C+3zhC19oth89ehT7UCmnEydONNvpfaqqunbtWrPdMilvTf4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMKZo36J6kpqUfKXNtx988EE8Fv2WUrRPPfVUs/373/8+9vnkJz/ZbH/ggQewD6ViKW3Wk15MKUFKV6b0Gh0vJV8p4Uv3T6nCKk7P9cyzlLztSfjSNdA1J5QkT2lMSqTSBvRVfG1pbHrSqjQH6NrS+d98881Jx6ridGlKUtPz7JmfdM3pt927dzfbKS1dxQlfOlZV1ec+97lm+2c+8xnsQ9+ovXv3Yp+TJ0822ykVnOaAadmx+Bc8SZKkwbjAkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajGVS3qKorEMq90ClBtbW1prtL774Ih5r3759zfZU6oBi++k8VFollSeg0hF0bakMBJWuoFIkVVxqgMrUVHEJlVQ+hO6H+qT7pPvpKavR48KFC/gbjWcq6UBjc/Xq1Wb7xYsX8VgHDx5stqdnQ9dGZVqqeDxpPldxiZ8rV64026msSRWX90nPmebU/Pw89qHvED2bKi5Vk65tajmW9O1cXl5utn/2s5/FPn/8x3/cbD99+jT2eeyxx5rtqewMlXehdzeV40ljoLce/4InSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYU7SD6UlBUYLz2LFj2IfSePv378c+lPhbX1/HPv/93//dbP/ABz6AfR588MFmOyUL05hRSjD1obRsz0bzKfVIyVdKD6YULSVC6Zml86TEHyU1UyqZxoY2gK/ipObS0lKzPSU4aQzS2NA7lRKMNJ4pLUx9KLH+jnfw/9NTIjX1oTFICWO65pWVFexz1113NdvTvKFnQNI1U9L/z/7sz7DPq6++2mw/cOAA9qGE75kzZ7APPTd6Nil5bIp2LP4FT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBmOZlNsYlROomm2cnY6VSkdQSYM9e/Zgn6NHjzbbUxkG2oT+7//+77HPL/7iLzbbqUTH7t278VhUpiRtGk/3Q6UeErrmKn5utDl9KtNCJRXSPKP7TPOG0Gby6RpSuQd6PnTNqeQKldtIZVKoTEtC95lKq9CzpmubWjqkKr+fVHonzQF61umdouNR2Zt0bZcuXWq2z8/P47G+8Y1vNNtPnjyJfRYXF5vtd999N/Yh6blNfT8shfL24V/wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIGY4p2k9zqRGy6hp5Nzs+dO9dsT5t/0ybbjzzyCPahFG1Kr/3bv/1bs/3QoUPN9scffxyPRalgStdW9Y0nbXSeNkCnsaYEZ0pj0rWl86dULjl//vzMjpXmGiUy6T7TsS5fvjzpWFU81mk86bmla6P3fW5urtlOm9lXcco7zRtKefdccxobStGm95AStjTX1tfX8VjPP//8pOuqqvrQhz40uc9rr73WbO9JwJP0bxExefvW5F/wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMJZJ2SQpmk6/bVY0nco9pGumqD+VNanichNHjhzBPvRburaVlZVmO20+/sILL+Cx9u7d22ynkhJVXNIgbdpOG4OnPoTKbaQyFDQ2tDF8VdXGxkazPZUPod9SHxrrLVu2YB8q7UHvVCo1Qc/zxo0b2IeeZ5q31Cc9N3qndu7c2WyfWlKjKs9BKoeSznPp0qVme/re0W90rCoeg+vXrzfbn332WTzWd77znWb7u971LuxD43bx4kXsQ+Wnesqk9Pz70VNCRbcv/4InSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYNxgSdJkjQYU7SbpCfRNOsUVM8m31OPlTbsplRZStxRquzxxx/HPpTkpXQppeqqOCmaxpk2dKeN2dM19DwbOg8lZas4wZk2mqcEJY1zFc+blKKl607vBz0fmoPp/HSeNDY0nukZzM3NNdvTvKH3jeYTzc0qTsbTdVXxu0b3X8Vjneb60tJSs73nfigt+9JLL+GxFhcXm+3p2dC3i74pVVU3b95stqdv5CyrLWxW5QZtDv+CJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GFO0t4HNSi5N3fO2Z1/CnvRc2r+W9m3cv38/9jl48GCznZJoaW/Ib37zm8325eVl7HPPPfc029Oeu9u3b2+2p2dAKU7aPzY9GxqbtA8pXdusE390n+l+pu7rSongqr79gEnawzj9RmisKamZ9hamhC8lO6s4rbuwsIB9du3a1WxPz5OSvKnPM88802w/fvx4sz2lv+n9TH3ou9KTok16kuF6e/AveJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNBjLpMzY1FIkvX160Hl6Nv/uueaeDdipRMaJEyewD20MThuWv/zyy3istbW1ZnvagH337t3N9suXL2MfKnWQxoaORyUq0rOhOZD60PxIZUWorEcqd0FzIKGxofI2aZx7ng2NDZXbqOJSLanszPz8fLOdypeksdy2bVuz/caNG9jn/vvvb7anEh0937XV1dVm+5e+9CXs81//9V/NdpoDV65cwWPRuKU5QOWfUpmUnvewp5yV3h78C54kSdJgXOBJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBM0c5YT0JslmnZWSdvZ3keSiOmBCVZX1/H3yiNSAm1AwcO4LEorXvq1CnsQ5vGP/LII9hn7969zfa0OfyePXua7SsrK832LVu24LHomlPqksY5pa9pM/U0ByglmNKd9KxpPNN90vlTH0pXps3kKZmdxpPGjZLcCaWvz5w5g3327dvXbKf5VFX1ta99rdn+3HPPYZ8vf/nLzfZjx45hn507dzbbaQ5cu3YNj0VzgN61Kk7L9qTCk8365uutx7/gSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxgWeJEnSYCyT8hZFsf1bXSYlbTRPfdJm2dQnlci4ePFis51KZ6RjUSmSVOqAykC89NJL2Oe9731vs502c6+qOnnyZLM9lX0hVNaCSk1UcYmOVPKEyodQiY4qngPpGdDG8VReJ93n66+/3mxP5UveeOONZnvP+7Ft2zbsc/369WY7lS+hcamqOnjw4KT2qqqrV68227/1rW9hny984QvN9i9+8YvYZ21trdlO5YWqqvbv399spzFL85bOT/f/fx2PzLKUlORf8CRJkgbjAk+SJGkwLvAkSZIG4wJPkiRpMC7wJEmSBmOK9jbQk4jtSctO7ZP++5R8nXq8nhQtJWKrqi5fvtxsp9RjSilSUjOlPuk8Ka37zW9+s9lOSdnkXe96V7P9gQcewD6UIk0JStpMfXFxEftQunTXrl3Yh1LRaX5+97vfbbavrq4229///vfjsWh+zs/PYx9KPdLcrOJ5eOedd2IfQmOzvLyMfW7evNlsv3TpEvb53Oc+12z/13/9V+xDidStW7din4cffrjZTunvqqoLFy402ykVTddVxfM2JbnTN2qWfSTiX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgbjAk+SJGkwlknRTM26fEtPCRkqNUAlKnrKpKRN47ds2TL5PFRC5ezZs9hn+/btzfZnn3222Z5KdFApjDNnzmAfKhWTSsgsLS0126lER1XV+vp6s/3atWvYh8bt1KlTzfaHHnoIj0WlRVJZDyr7snfvXuxD90PlPqr4PaD7v3r1Kh7rpZdearY/88wz2IfmRyofQiV57r//fuyzY8eOZjuVvama/h1IY0PfoVTWpOfbtVl99PbgX/AkSZIG4wJPkiRpMC7wJEmSBuMCT5IkaTAu8CRJkgZjivY2Rumoqts3ITXr66LjpRQrJdso2ZcSnLSZOaVe0/nn5uawDyVie9LCGxsbzfbnnnsOj/X8889PPj+lSykpW8VpyJRgpBTtnXfeiX1WVlaa7VeuXGm2v/LKK3isH/3R9mfyyJEj2IdStG+++Sb2OXnyZLOd7r+q6rXXXmu2v/rqq832dJ+UpE7jTL/R/VdxipbS51X83F5//XXsQ2nZ69evN9vT95betZ5vdE+f9L2bep7b9d8OzZ5/wZMkSRqMCzxJkqTBuMCTJEkajAs8SZKkwbjAkyRJGowLPEmSpMH8SFWZmb7Fbtc4+x133IG/pU22Z6lnDGg8qdQAlSip4nIP6f6pHMu2bduwD4112rSdxoZKcVB5iNSHSoSka7t27drkPj3S/CR0P4uLi9jnZ37mZ5rtjzzyCPah8iVf/OIXsc+5c+ea7al8CM31VI6FbN26tdme5gCVC0rXTMdLfWhOpfI69Btdc/rW3OpvcU9ZqNv13xVtHv+CJ0mSNBgXeJIkSYNxgSdJkjQYF3iSJEmDcYEnSZI0GFO0t4HbNe2UNsXucavvh5JoKY25Y8eOZntK3lKCsSf1mVKnlDqk+0wbs5O0afzS0lKz/dixY9iHNo1Pc41SjyndSc+AxialopeXl5vtu3fvxj5ra2vN9osXL2IfuoaeFC3NtZTGvOuuuyado4qvOb3rlCan51zFidiUoqVr60kYz/pbOMvzT61okI51q7/Rmi3/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNBgXeJIkSYPhOgN62+gp00JlGDZrw+6eqD+1pzIDqXQD6SlTQmVXUpmUqeOZjkXXnO7/8OHDzfY0ni+//HKzfW5uDvvQNaSSHzTWPXN9dXW12b6ysoJ9qOQItVfx80nlYAjdZyoRcu3atWZ7KtNCx0vjSX3o/FVVN2/ebLanudZTDmWq26GsyO1aZku3nn/BkyRJGowLPEmSpMG4wJMkSRqMCzxJkqTBuMCTJEkajClazTRtNevk1mYkxFLajtKYqc+dd97ZbO9JfaYE4xtvvDHpWCl5nNKd5JVXXmm2p7QuXUO6T+pD91/FyVOaN+n8lBhP56c+6RnQb2ne0H3SM0jHokRqep50nykRS88gpczTNbwd3M7faN2+/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgTNHeBijV1LPf6mbpOX+6n1meZ5bHSntdTu1DicOqvnQnmZogrerbt/PixYvN9pSg3LlzZ7M9pSTp2tJ8mpq67ElFp/Hctm1bsz3NJ7qfrVu3Yp+p8zPdJ83PNJbXr19vtqdEbM8+uVP3l07n6fkO3OrvrdTDv+BJkiQNxgWeJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgLJNyG9usEgCz1HPNs7YZ5+kpd5H60G9pPKkcCknHunHjxqTrquJSIG+88Qb2oVIcVIqkququu+7C3wiV9kjnIVSmJI3/O97R/n/nntJHqUwJjTWVL0nnp9ImPfM2oXIoPe/Urf7e3Q4cGxH/gidJkjQYF3iSJEmDcYEnSZI0GBd4kiRJg3GBJ0mSNJgfqSqjNm8Tm5EunXWKlo43y3vZrLRZzzWn1OeWLVua7ZS6TPdJ6dZ0zT1pYbqfubk57EOpy3RtdD+UiKUEaRWPZ0oL0xjQdVVV3bx5E38jNDZ0P7N+PzcrMT7Lb8cs9aSie45nIlY9/AueJEnSYFzgSZIkDcYFniRJ0mBc4EmSJA3GBZ4kSdJgXOBJkiQNxjIpkiT9f+3YAQkAAACAoP+v+xG6IoIZBw8AYEbgAQDMCDwAgBmBBwAwI/AAAGYEHgDAjMADAJgReAAAMwIPAGBG4AEAzAg8AIAZgQcAMCPwAABmBB4AwIzAAwCYEXgAADMCDwBgRuABAMwIPACAGYEHADAj8AAAZgQeAMCMwAMAmBF4AAAzAg8AYEbgAQDMCDwAgBmBBwAwI/AAAGYEHgDAjMADAJgJ22PhUY5PT5YAAAAASUVORK5CYII=" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p7290357aa0)" d="M 701.20258 44.882243 L 705.068386 48.751402 L 703.522064 50.299065 L 703.522064 54.942056 L 706.614709 58.037383 L 706.614709 67.323364 L 705.841548 68.097196 L 705.068386 67.323364 L 705.068386 65.775701 L 701.975741 62.680374 L 701.975741 58.037383 L 701.20258 57.263551 L 699.656257 58.811215 L 698.109934 58.811215 L 697.336773 59.585047 L 697.336773 85.895327 L 696.563611 86.669159 L 695.017289 86.669159 L 694.244127 87.442991 L 695.017289 88.216822 L 696.563611 88.216822 L 697.336773 88.990654 L 697.336773 92.085981 L 699.656257 94.407477 L 700.429418 93.633645 L 700.429418 92.085981 L 702.748902 89.764486 L 703.522064 90.538318 L 703.522064 95.181308 L 705.068386 96.728972 L 705.068386 99.824299 L 703.522064 101.371963 L 703.522064 104.46729 L 702.748902 105.241121 L 701.20258 105.241121 L 700.429418 106.014953 L 700.429418 107.562617 L 698.883095 109.11028 L 698.883095 110.657944 L 701.20258 112.979439 L 704.295225 112.979439 L 705.068386 113.753271 L 702.748902 116.074766 L 701.20258 116.074766 L 699.656257 117.62243 L 696.563611 117.62243 L 691.924643 112.979439 L 690.378321 112.979439 L 689.605159 112.205607 L 689.605159 110.657944 L 690.378321 109.884112 L 693.470966 109.884112 L 694.244127 109.11028 L 694.244127 106.014953 L 693.470966 105.241121 L 691.924643 105.241121 L 690.378321 103.693458 L 688.831998 103.693458 L 687.285675 105.241121 L 686.512514 104.46729 L 686.512514 101.371963 L 684.966191 99.824299 L 684.966191 88.990654 L 686.512514 87.442991 L 684.966191 85.895327 L 684.966191 81.252336 L 686.512514 79.704673 L 686.512514 75.061682 L 691.151482 70.418692 L 691.151482 67.323364 L 692.697805 65.775701 L 691.151482 64.228037 L 691.151482 62.680374 L 692.697805 61.13271 L 692.697805 58.037383 L 695.79045 54.942056 L 695.79045 50.299065 L 701.20258 44.882243 L 701.20258 44.882243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 725.943743 46.429907 L 729.036389 46.429907 L 731.355873 48.751402 L 731.355873 53.394393 L 732.902195 54.942056 L 732.902195 58.037383 L 734.448518 59.585047 L 734.448518 61.13271 L 735.994841 62.680374 L 735.994841 65.775701 L 737.541164 67.323364 L 737.541164 68.871028 L 739.087486 70.418692 L 739.087486 71.966355 L 740.633809 73.514019 L 740.633809 75.061682 L 739.087486 76.609346 L 739.087486 82.8 L 740.633809 84.347664 L 740.633809 90.538318 L 742.180132 92.085981 L 740.633809 93.633645 L 740.633809 101.371963 L 739.860648 102.145794 L 738.314325 102.145794 L 735.994841 104.46729 L 735.994841 106.014953 L 735.221679 106.788785 L 732.129034 106.788785 L 731.355873 107.562617 L 733.675357 109.884112 L 735.221679 108.336449 L 736.768002 108.336449 L 737.541164 109.11028 L 737.541164 110.657944 L 736.768002 111.431776 L 733.675357 111.431776 L 732.129034 112.979439 L 729.036389 112.979439 L 725.170582 109.11028 L 725.170582 106.014953 L 726.716905 104.46729 L 726.716905 101.371963 L 724.39742 99.050467 L 722.851098 99.050467 L 721.304775 97.502804 L 719.758452 97.502804 L 718.985291 96.728972 L 720.531614 95.181308 L 720.531614 92.085981 L 722.077936 90.538318 L 720.531614 88.990654 L 720.531614 84.347664 L 721.304775 83.573832 L 722.077936 84.347664 L 722.077936 85.895327 L 722.851098 86.669159 L 724.39742 85.121495 L 725.943743 86.669159 L 727.490066 86.669159 L 728.263227 85.895327 L 728.263227 84.347664 L 729.036389 83.573832 L 732.129034 83.573832 L 732.902195 82.8 L 732.902195 81.252336 L 732.129034 80.478505 L 730.582711 80.478505 L 729.80955 79.704673 L 729.80955 65.775701 L 728.263227 64.228037 L 728.263227 58.037383 L 727.490066 57.263551 L 726.716905 58.037383 L 726.716905 61.13271 L 725.943743 61.906542 L 722.851098 61.906542 L 720.531614 64.228037 L 720.531614 67.323364 L 719.758452 68.097196 L 718.21213 68.097196 L 717.438968 67.323364 L 718.985291 65.775701 L 718.985291 61.13271 L 720.531614 59.585047 L 720.531614 54.942056 L 724.39742 51.072897 L 725.943743 51.072897 L 726.716905 50.299065 L 725.170582 48.751402 L 725.170582 47.203738 L 725.943743 46.429907 L 725.943743 46.429907 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 708.934193 66.549533 L 709.707355 67.323364 L 710.480516 68.097196 L 712.026839 68.097196 L 713.573161 68.097196 L 714.346323 68.871028 L 714.346323 70.418692 L 715.119484 71.192523 L 715.892645 71.966355 L 715.892645 73.514019 L 715.119484 74.28785 L 713.573161 74.28785 L 712.026839 74.28785 L 710.480516 74.28785 L 708.934193 74.28785 L 708.161032 73.514019 L 708.161032 71.966355 L 708.161032 70.418692 L 708.161032 68.871028 L 708.161032 67.323364 L 708.934193 66.549533 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 724.39742 69.64486 L 725.170582 70.418692 L 724.39742 71.192523 L 723.624259 70.418692 L 724.39742 69.64486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 707.38787 74.28785 L 708.161032 75.061682 L 708.161032 76.609346 L 707.38787 77.383178 L 706.614709 76.609346 L 706.614709 75.061682 L 707.38787 74.28785 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 716.665807 74.28785 L 718.21213 74.28785 L 718.985291 75.061682 L 718.985291 76.609346 L 718.21213 77.383178 L 717.438968 76.609346 L 716.665807 75.835514 L 715.892645 75.061682 L 716.665807 74.28785 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 702.748902 77.383178 L 703.522064 78.157009 L 702.748902 78.930841 L 701.975741 78.157009 L 702.748902 77.383178 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 710.480516 77.383178 L 712.026839 77.383178 L 713.573161 77.383178 L 714.346323 78.157009 L 713.573161 78.930841 L 712.026839 78.930841 L 710.480516 78.930841 L 709.707355 78.157009 L 710.480516 77.383178 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 719.758452 77.383178 L 720.531614 78.157009 L 719.758452 78.930841 L 718.985291 78.157009 L 719.758452 77.383178 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 719.758452 82.026168 L 720.531614 82.8 L 719.758452 83.573832 L 718.985291 82.8 L 719.758452 82.026168 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 691.924643 83.573832 L 691.151482 84.347664 L 691.151482 85.895327 L 691.924643 86.669159 L 692.697805 85.895327 L 693.470966 85.121495 L 694.244127 84.347664 L 693.470966 83.573832 L 691.924643 83.573832 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 704.295225 88.216822 L 705.068386 88.990654 L 704.295225 89.764486 L 703.522064 88.990654 L 704.295225 88.216822 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 724.39742 88.216822 L 723.624259 88.990654 L 724.39742 89.764486 L 725.943743 89.764486 L 727.490066 89.764486 L 728.263227 88.990654 L 727.490066 88.216822 L 725.943743 88.216822 L 724.39742 88.216822 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 724.39742 109.884112 L 725.170582 110.657944 L 724.39742 111.431776 L 723.624259 110.657944 L 724.39742 109.884112 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 722.851098 111.431776 L 723.624259 112.205607 L 722.851098 112.979439 L 722.077936 112.205607 L 722.851098 111.431776 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p7290357aa0)" d="M 716.665807 46.429907 L 717.438968 47.203738 L 717.438968 48.751402 L 716.665807 49.525234 L 715.892645 48.751402 L 715.892645 47.203738 L 716.665807 46.429907 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 712.026839 51.072897 L 712.8 51.846729 L 713.573161 52.620561 L 714.346323 53.394393 L 714.346323 54.942056 L 714.346323 56.48972 L 714.346323 58.037383 L 714.346323 59.585047 L 714.346323 61.13271 L 714.346323 62.680374 L 714.346323 64.228037 L 714.346323 65.775701 L 714.346323 67.323364 L 714.346323 68.871028 L 713.573161 69.64486 L 712.026839 69.64486 L 711.253677 68.871028 L 710.480516 68.097196 L 709.707355 67.323364 L 709.707355 65.775701 L 710.480516 65.001869 L 711.253677 65.775701 L 712.026839 66.549533 L 712.8 65.775701 L 712.026839 65.001869 L 711.253677 64.228037 L 711.253677 62.680374 L 712.026839 61.906542 L 712.8 61.13271 L 712.8 59.585047 L 712.8 58.037383 L 712.8 56.48972 L 712.026839 55.715888 L 711.253677 54.942056 L 711.253677 53.394393 L 711.253677 51.846729 L 712.026839 51.072897 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7290357aa0)" d="M 713.573161 83.573832 L 714.346323 84.347664 L 714.346323 85.895327 L 714.346323 87.442991 L 714.346323 88.990654 L 715.119484 89.764486 L 715.892645 90.538318 L 715.892645 92.085981 L 715.892645 93.633645 L 715.119484 94.407477 L 713.573161 94.407477 L 712.026839 94.407477 L 711.253677 93.633645 L 711.253677 92.085981 L 711.253677 90.538318 L 712.026839 89.764486 L 712.8 88.990654 L 712.8 87.442991 L 712.8 85.895327 L 712.8 84.347664 L 713.573161 83.573832 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p7290357aa0)" d="M 715.119484 16.470091 L 721.304775 16.683267 L 723.049478 17.798131 L 724.39742 18.111217 L 727.490066 18.116785 L 730.582711 19.13567 L 730.792654 19.345794 L 732.129034 20.189216 L 733.675357 20.620402 L 735.221679 20.582019 L 735.532849 20.893458 L 737.352965 22.441121 L 739.00604 23.988785 L 739.860648 24.930033 L 741.40697 24.84109 L 742.953293 26.364018 L 747.592261 30.282495 L 748.253107 31.727103 L 748.365423 33.274766 L 749.72599 34.82243 L 751.398561 36.370093 L 751.648486 37.917757 L 753.777552 39.945705 L 754.550714 41.013084 L 756.097036 44.108411 L 756.870198 45.171556 L 757.376921 45.656075 L 757.957962 48.751402 L 758.978449 50.299065 L 759.259112 51.846729 L 759.189682 53.394393 L 759.962843 54.619689 L 760.299177 54.942056 L 760.778274 56.48972 L 762.183346 58.037383 L 762.343811 59.585047 L 762.3378 65.775701 L 763.37512 67.323364 L 763.512216 68.871028 L 763.805195 70.418692 L 763.98451 73.514019 L 764.283684 75.061682 L 764.803085 76.609346 L 765.367504 79.704673 L 765.230537 81.252336 L 764.131812 82.8 L 764.601811 83.270407 L 765.374973 84.347664 L 765.327709 95.181308 L 765.215413 96.728972 L 763.793794 98.276636 L 763.82865 102.919626 L 763.608301 104.46729 L 763.055488 105.020582 L 762.22714 106.014953 L 762.282327 107.562617 L 760.681188 109.11028 L 760.736004 112.205607 L 758.41652 114.55431 L 757.595689 115.300935 L 757.632244 116.848598 L 756.870198 117.707271 L 756.100603 118.396262 L 756.097036 119.943925 L 754.643457 121.491589 L 750.684907 125.49987 L 749.138584 126.383502 L 748.403291 127.682243 L 746.965885 129.229907 L 742.953293 133.390245 L 742.030751 133.872897 L 741.40697 134.343707 L 739.860648 135.083727 L 738.314325 134.865264 L 737.602818 135.420561 L 736.768002 136.349044 L 735.221679 136.529892 L 733.675357 138.073449 L 732.129034 138.114824 L 730.582711 139.602793 L 729.036389 139.819629 L 724.39742 139.749293 L 723.811375 140.063551 L 722.851098 140.718039 L 721.304775 141.010118 L 719.758452 140.968026 L 718.21213 141.175271 L 716.665807 139.85413 L 715.119484 139.680634 L 713.573161 139.348476 L 712.026839 139.719602 L 710.480516 139.694175 L 708.934193 139.534415 L 707.38787 141.207177 L 705.841548 141.4118 L 702.748902 141.366309 L 696.563611 141.336375 L 695.017289 141.472469 L 693.385576 140.063551 L 691.924643 139.688234 L 690.378321 139.929013 L 688.831998 138.442895 L 687.285675 138.215333 L 685.739352 136.898866 L 684.19303 136.645306 L 682.601673 135.420561 L 681.100384 133.557313 L 679.554061 132.891399 L 678.995661 132.325234 L 676.461416 128.970034 L 671.822448 124.267566 L 670.843105 123.039252 L 670.240059 121.491589 L 669.23192 119.943925 L 667.18348 117.898573 L 666.330174 116.848598 L 666.257928 115.300935 L 665.256729 113.753271 L 664.791779 112.205607 L 664.725466 110.657944 L 663.235852 109.11028 L 663.215672 106.014953 L 661.708076 104.46729 L 661.735283 96.728972 L 660.998189 95.661972 L 660.529693 95.181308 L 660.188889 92.085981 L 660.188999 90.538318 L 661.64656 88.990654 L 661.77135 87.442991 L 661.381698 85.895327 L 661.740061 82.8 L 661.796639 75.061682 L 661.766369 73.514019 L 663.22082 71.966355 L 663.521412 70.418692 L 664.090834 69.848776 L 664.868445 68.871028 L 664.863996 61.13271 L 665.423918 59.585047 L 665.637157 59.371623 L 666.440838 58.037383 L 666.610801 54.942056 L 667.789556 53.394393 L 668.267826 51.846729 L 668.729802 51.384352 L 669.543901 50.299065 L 669.502964 48.751402 L 672.252227 44.108411 L 672.543384 42.560748 L 673.153031 41.013084 L 673.368771 40.797157 L 676.461416 38.427149 L 676.970367 37.917757 L 677.392894 36.370093 L 678.007739 35.754716 L 678.7809 34.82243 L 679.148905 33.274766 L 679.554061 32.869258 L 681.100384 32.791749 L 682.201064 31.727103 L 682.355217 30.179439 L 683.230453 28.631776 L 684.19303 27.938465 L 687.285675 25.058816 L 688.831998 24.944989 L 690.378321 23.542586 L 691.924643 22.784842 L 693.204608 22.441121 L 693.470966 22.242298 L 695.017289 21.458892 L 695.604057 20.893458 L 696.563611 20.139012 L 698.109934 20.195857 L 699.656257 18.768742 L 701.20258 18.617909 L 707.38787 18.692766 L 713.573161 18.710149 L 714.442923 17.798131 L 715.119484 16.470091 L 715.119484 16.470091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 652.184149 19.89375 L 658.870399 19.89375 L 658.870399 8.28 L 652.184149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(652.184149 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 765.077726 19.89375 L 773.415851 19.89375 L 773.415851 8.28 L 765.077726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(765.077726 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 637.030187 165.6 L 668.653937 165.6 L 668.653937 153.98625 L 637.030187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=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(637.030187 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-39"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p388d32f9ba)"> <image height="165.6" id="image76510d8542" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="795" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p388d32f9ba)" d="M 881.251098 66.549533 L 882.024259 67.323364 L 882.79742 68.097196 L 883.570582 68.871028 L 884.343743 69.64486 L 885.116905 70.418692 L 885.116905 71.966355 L 885.116905 73.514019 L 884.343743 74.28785 L 882.79742 74.28785 L 882.024259 73.514019 L 882.024259 71.966355 L 881.251098 71.192523 L 880.477936 70.418692 L 880.477936 68.871028 L 880.477936 67.323364 L 881.251098 66.549533 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 859.60258 69.64486 L 860.375741 70.418692 L 860.375741 71.966355 L 861.148902 72.740187 L 861.922064 73.514019 L 861.922064 75.061682 L 861.922064 76.609346 L 861.922064 78.157009 L 862.695225 78.930841 L 863.468386 79.704673 L 863.468386 81.252336 L 862.695225 82.026168 L 861.922064 82.8 L 861.148902 83.573832 L 860.375741 84.347664 L 859.60258 85.121495 L 858.829418 85.895327 L 858.829418 87.442991 L 858.056257 88.216822 L 856.509934 88.216822 L 855.736773 87.442991 L 854.963611 86.669159 L 854.19045 87.442991 L 854.19045 88.990654 L 854.19045 90.538318 L 853.417289 91.31215 L 852.644127 90.538318 L 852.644127 88.990654 L 851.870966 88.216822 L 851.097805 87.442991 L 851.097805 85.895327 L 850.324643 85.121495 L 849.551482 84.347664 L 849.551482 82.8 L 850.324643 82.026168 L 851.097805 82.8 L 851.870966 83.573832 L 853.417289 83.573832 L 854.963611 83.573832 L 855.736773 82.8 L 855.736773 81.252336 L 855.736773 79.704673 L 854.963611 78.930841 L 854.19045 78.157009 L 854.963611 77.383178 L 855.736773 76.609346 L 856.509934 75.835514 L 857.283095 75.061682 L 857.283095 73.514019 L 857.283095 71.966355 L 858.056257 71.192523 L 858.829418 70.418692 L 859.60258 69.64486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 884.343743 77.383178 L 885.116905 78.157009 L 885.890066 78.930841 L 886.663227 79.704673 L 886.663227 81.252336 L 885.890066 82.026168 L 884.343743 82.026168 L 883.570582 81.252336 L 883.570582 79.704673 L 883.570582 78.157009 L 884.343743 77.383178 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 887.436389 77.383178 L 888.20955 78.157009 L 887.436389 78.930841 L 886.663227 78.157009 L 887.436389 77.383178 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 890.529034 80.478505 L 892.075357 80.478505 L 892.848518 81.252336 L 892.848518 82.8 L 892.075357 83.573832 L 890.529034 83.573832 L 889.755873 82.8 L 889.755873 81.252336 L 890.529034 80.478505 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 854.963611 91.31215 L 856.509934 91.31215 L 857.283095 92.085981 L 857.283095 93.633645 L 857.283095 95.181308 L 857.283095 96.728972 L 856.509934 97.502804 L 855.736773 96.728972 L 855.736773 95.181308 L 854.963611 94.407477 L 854.19045 93.633645 L 854.19045 92.085981 L 854.963611 91.31215 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 862.695225 103.693458 L 863.468386 104.46729 L 862.695225 105.241121 L 861.922064 104.46729 L 862.695225 103.693458 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 859.60258 105.241121 L 861.148902 105.241121 L 861.922064 106.014953 L 861.148902 106.788785 L 860.375741 107.562617 L 859.60258 108.336449 L 858.829418 107.562617 L 858.829418 106.014953 L 859.60258 105.241121 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 884.343743 105.241121 L 885.890066 105.241121 L 886.663227 106.014953 L 885.890066 106.788785 L 884.343743 106.788785 L 883.570582 106.014953 L 884.343743 105.241121 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 859.60258 109.884112 L 860.375741 110.657944 L 859.60258 111.431776 L 858.829418 110.657944 L 859.60258 109.884112 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p388d32f9ba)" d="M 867.334193 61.906542 L 868.107355 62.680374 L 868.107355 64.228037 L 867.334193 65.001869 L 866.561032 64.228037 L 866.561032 62.680374 L 867.334193 61.906542 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p388d32f9ba)" d="M 873.519484 94.407477 L 874.292645 95.181308 L 873.519484 95.95514 L 872.746323 95.181308 L 873.519484 94.407477 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p388d32f9ba)" d="M 865.78787 25.049036 L 867.334193 25.209159 L 870.426839 25.307256 L 871.973161 24.948379 L 873.519484 24.260803 L 875.065807 24.413683 L 876.61213 24.446324 L 878.158452 24.732478 L 879.704775 25.525781 L 881.588643 25.536449 L 884.343743 25.698475 L 885.890066 26.107191 L 887.436389 26.361099 L 888.425944 27.084112 L 888.982711 27.226354 L 890.549494 27.084112 L 892.45337 28.631776 L 893.621679 29.62891 L 895.168002 29.682205 L 899.80697 33.897648 L 901.097019 34.82243 L 901.724184 36.370093 L 901.906165 37.917757 L 903.372795 39.465421 L 906.781435 42.560748 L 907.368539 44.108411 L 907.359405 45.656075 L 907.538584 45.867205 L 909.084907 46.642156 L 910.631229 48.647999 L 910.739808 48.751402 L 911.411145 50.299065 L 912.177552 51.386808 L 912.693735 51.846729 L 913.156357 53.394393 L 913.226606 54.942056 L 916.038665 58.037383 L 916.107447 61.13271 L 916.81652 62.244808 L 917.228856 62.680374 L 917.710898 64.228037 L 917.592175 68.871028 L 918.362843 70.448982 L 919.254589 71.966355 L 919.156428 75.061682 L 918.980682 76.609346 L 919.199257 78.157009 L 919.240517 79.704673 L 919.909166 82.801061 L 920.356469 84.347664 L 920.615741 85.895327 L 921.004867 90.538318 L 920.682327 92.085981 L 920.804457 93.633645 L 920.58193 95.181308 L 919.909166 95.817818 L 919.156116 96.728972 L 919.36029 98.276636 L 919.136004 99.824299 L 918.618188 101.371963 L 918.362843 101.601731 L 917.589682 102.919626 L 917.616423 106.014953 L 916.399615 107.562617 L 916.043359 109.11028 L 915.850608 110.657944 L 915.270198 111.204592 L 914.497135 112.205607 L 914.509198 113.753271 L 911.168319 118.396262 L 910.631229 118.951656 L 909.084907 120.807983 L 907.538584 122.354894 L 905.992261 122.676356 L 905.62968 123.039252 L 904.445939 124.891138 L 903.597455 126.134579 L 901.353293 128.653366 L 899.80697 128.707783 L 898.260648 130.179313 L 896.553577 130.77757 L 895.168002 132.801637 L 893.621679 133.244831 L 885.890066 133.251458 L 884.343743 134.905599 L 878.158452 134.88591 L 876.61213 135.104859 L 868.803779 135.420561 L 865.78787 137.558832 L 864.241548 137.992185 L 862.695225 137.963374 L 862.107072 138.515888 L 861.148902 139.571567 L 859.60258 139.661587 L 858.056257 138.024739 L 854.963611 137.9705 L 853.417289 136.398172 L 851.870966 136.402121 L 850.324643 136.236967 L 848.778321 135.024841 L 847.231998 133.260733 L 845.66098 132.325234 L 844.139352 131.857261 L 842.59303 130.175378 L 841.046707 128.701589 L 839.500384 128.639947 L 834.861416 123.868802 L 833.315093 122.430582 L 832.517061 121.491589 L 832.364511 119.943925 L 831.768771 119.381175 L 827.018901 113.753271 L 827.528666 112.205607 L 827.129802 111.794058 L 825.58348 110.045983 L 824.810318 109.11028 L 824.951692 107.562617 L 824.810318 106.014953 L 824.037157 104.379412 L 823.263996 102.919626 L 823.233319 101.371963 L 821.792688 99.824299 L 821.867904 98.276636 L 822.17212 96.728972 L 822.807582 95.181308 L 822.490834 94.869307 L 821.754862 93.633645 L 821.717673 92.085981 L 821.812281 90.538318 L 822.23443 87.442991 L 822.490834 87.186364 L 823.263996 85.895327 L 823.319684 82.8 L 823.450059 81.252336 L 823.713675 79.704673 L 824.659398 76.609346 L 824.868609 75.061682 L 824.861832 71.966355 L 825.201327 70.418692 L 826.166053 68.871028 L 826.362041 65.775701 L 827.129802 64.77198 L 827.691718 64.228037 L 828.247714 62.680374 L 829.194154 61.13271 L 829.259445 59.585047 L 831.324599 56.48972 L 831.389375 54.942056 L 831.768771 54.474531 L 832.465681 53.394393 L 832.573077 51.846729 L 833.315093 50.200743 L 834.861416 47.755672 L 835.405158 47.203738 L 836.703855 45.656075 L 837.954061 44.779938 L 838.507845 44.108411 L 839.174165 42.560748 L 839.500384 42.247248 L 840.553386 41.013084 L 840.693561 39.465421 L 842.336681 36.370093 L 845.685675 33.160295 L 849.350978 30.179439 L 850.324643 29.311085 L 851.870966 29.273371 L 853.417289 28.033712 L 854.963611 27.857944 L 856.509934 26.665377 L 858.056257 26.337244 L 861.148902 26.413398 L 862.695225 26.461752 L 864.398279 25.536449 L 865.78787 25.049036 L 865.78787 25.049036 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 810.584149 19.89375 L 817.270399 19.89375 L 817.270399 8.28 L 810.584149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(810.584149 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 923.477726 19.89375 L 931.815851 19.89375 L 931.815851 8.28 L 923.477726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(923.477726 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 795.430187 165.6 L 827.053937 165.6 L 827.053937 153.98625 L 795.430187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=61 --> <g style="fill:#ffffff;" transform="translate(795.430187 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-31"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pcb08249bf9)"> <image height="165.6" id="image7c6eb4f646" transform="scale(1 -1)translate(0 -165.6)" width="151.68" x="954" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pcb08249bf9)" d="M 1027.280516 34.048598 L 1028.826839 34.167403 L 1033.465807 34.224947 L 1038.104775 34.205337 L 1039.651098 35.334485 L 1041.19742 36.797161 L 1042.743743 37.143925 L 1044.290066 38.209791 L 1045.836389 38.699043 L 1047.382711 38.691589 L 1048.929034 39.645057 L 1050.651444 41.013084 L 1051.174413 42.560748 L 1052.021679 43.182758 L 1052.685908 44.108411 L 1054.377702 45.656075 L 1054.641909 47.203738 L 1055.114325 47.746792 L 1056.660648 48.010395 L 1058.20697 49.226131 L 1061.322324 51.846729 L 1061.905663 53.394393 L 1062.35651 58.037383 L 1062.845939 58.548996 L 1064.011506 59.585047 L 1064.749254 61.13271 L 1065.030762 62.680374 L 1065.938584 63.256576 L 1066.693281 64.228037 L 1067.305161 68.871028 L 1067.730856 70.418692 L 1068.253961 73.514019 L 1068.838332 78.157009 L 1069.567738 81.252336 L 1070.049832 84.347664 L 1069.674006 85.895327 L 1068.735323 87.442991 L 1069.412485 88.990654 L 1069.627625 90.538318 L 1069.238129 92.085981 L 1069.031229 92.339219 L 1068.360691 93.633645 L 1069.686897 99.824299 L 1069.563431 101.371963 L 1069.031229 101.892382 L 1067.062427 104.46729 L 1067.366141 106.014953 L 1065.938584 107.798407 L 1065.14842 109.11028 L 1065.219221 110.657944 L 1063.871279 112.205607 L 1064.177316 113.753271 L 1061.959266 116.848598 L 1062.159446 118.396262 L 1059.753293 120.717757 L 1058.20697 121.159645 L 1057.926539 121.491589 L 1056.660648 123.316185 L 1055.676998 124.586916 L 1055.114325 125.087911 L 1053.568002 125.16122 L 1052.849381 126.134579 L 1052.021679 126.908411 L 1050.475357 127.131485 L 1049.95014 127.682243 L 1048.929034 128.456075 L 1045.714631 129.229907 L 1044.290066 130.003738 L 1041.19742 130.003738 L 1040.224683 130.77757 L 1039.651098 131.377082 L 1038.104775 131.045703 L 1037.849147 130.77757 L 1036.558452 130.003738 L 1035.01213 129.354657 L 1033.465807 129.543106 L 1022.641548 129.867896 L 1021.095225 130.007612 L 1013.363611 129.993963 L 1011.817289 129.866603 L 1011.194433 129.229907 L 1008.676963 126.134579 L 1007.178321 125.360748 L 1005.972453 124.586916 L 1005.631998 124.235154 L 1003.363392 121.491589 L 999.41873 116.848598 L 997.900384 114.857957 L 996.354061 113.269738 L 994.807739 113.249974 L 994.100875 112.205607 L 992.675055 110.657944 L 992.646068 109.11028 L 991.715093 107.527774 L 991.171977 106.014953 L 990.828429 104.46729 L 990.168771 103.586414 L 989.495628 102.919626 L 989.461399 101.371963 L 988.513749 99.824299 L 988.200089 98.276636 L 988.823067 96.728972 L 989.385694 93.633645 L 989.763215 90.538318 L 990.846354 85.895327 L 991.715093 80.656133 L 991.988207 79.704673 L 992.306041 78.157009 L 992.799081 75.061682 L 992.44558 73.514019 L 991.435044 71.966355 L 992.116945 70.418692 L 992.635234 67.323364 L 993.46154 65.775701 L 996.192164 62.680374 L 996.354061 62.565222 L 997.029523 61.13271 L 997.532939 59.585047 L 999.164628 58.037383 L 999.254203 56.48972 L 999.446707 56.100632 L 1000.473947 54.942056 L 1000.99303 54.551411 L 1001.671689 53.394393 L 1001.907717 51.846729 L 1002.330395 50.299065 L 1002.539352 50.089927 L 1004.0884 48.751402 L 1004.392028 47.203738 L 1005.631998 45.467264 L 1008.724643 46.04055 L 1010.270966 45.050092 L 1011.319025 44.108411 L 1011.479682 42.560748 L 1011.975457 41.013084 L 1013.363611 40.331777 L 1014.909934 40.05912 L 1016.456257 39.056221 L 1018.00258 39.343246 L 1019.548902 38.463272 L 1021.095225 37.369686 L 1022.641548 37.131268 L 1024.18787 36.084856 L 1025.750325 34.82243 L 1027.280516 34.048598 L 1027.280516 34.048598 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 968.984149 19.89375 L 975.670399 19.89375 L 975.670399 8.28 L 968.984149 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(968.984149 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 1081.877726 19.89375 L 1090.215851 19.89375 L 1090.215851 8.28 L 1081.877726 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1081.877726 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 953.830187 165.6 L 985.453937 165.6 L 985.453937 153.98625 L 953.830187 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=74 --> <defs> <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(953.830187 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-34"/> </g> </g> </g> </g> <defs> <clipPath id="p9f19f467ba"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p6422f8b6e2"> <rect height="165.6" width="151.539627" x="3.430187" y="0"/> </clipPath> <clipPath id="pa2a94a1ac0"> <rect height="165.6" width="151.539627" x="161.830187" y="0"/> </clipPath> <clipPath id="p1450e9521b"> <rect height="165.6" width="151.539627" x="320.230187" y="0"/> </clipPath> <clipPath id="p859ff61d14"> <rect height="165.6" width="151.539627" x="478.630187" y="0"/> </clipPath> <clipPath id="p7290357aa0"> <rect height="165.6" width="151.539627" x="637.030187" y="0"/> </clipPath> <clipPath id="p388d32f9ba"> <rect height="165.6" width="151.539627" x="795.430187" y="0"/> </clipPath> <clipPath id="pcb08249bf9"> <rect height="165.6" width="151.539627" x="953.830187" 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-91033c90-80c0-4d93-8fa7-c24e7f6fe8d7"> <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(#pef2323242a)"> <image height="165.6" id="imageadd6490b33" 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(#pba1ca3fa69)"> <image height="144.96" id="image73dcac944a" transform="scale(1 -1)translate(0 -144.96)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pba1ca3fa69)" d="M 1195.805607 49.110525 L 1197.55514 48.941562 L 1199.304673 49.158543 L 1201.054206 49.689016 L 1204.553271 50.485077 L 1206.302804 49.422258 L 1208.052336 49.022478 L 1209.801869 49.20574 L 1211.551402 49.983436 L 1213.300935 48.976251 L 1215.050467 48.451061 L 1220.299065 49.367754 L 1222.048598 49.867208 L 1223.798131 50.156344 L 1227.297196 50.600435 L 1230.796262 51.294088 L 1232.545794 51.764739 L 1236.04486 52.322189 L 1239.543925 52.743242 L 1240.111095 53.139077 L 1241.293458 53.762619 L 1243.042991 55.12669 L 1244.792523 55.833453 L 1245.665329 56.628597 L 1246.542056 57.82261 L 1248.291589 57.980547 L 1251.790654 58.982104 L 1252.649602 60.118117 L 1253.540187 60.92761 L 1255.40661 61.862878 L 1257.699859 63.607638 L 1259.237251 65.352398 L 1260.538318 66.004309 L 1262.28785 66.053429 L 1264.037383 68.027621 L 1264.747301 68.841918 L 1267.536449 73.34027 L 1268.17808 74.076199 L 1270.544848 75.820959 L 1271.035514 76.310287 L 1272.785047 78.642187 L 1273.465121 79.31048 L 1273.531571 81.05524 L 1273.935966 82.8 L 1275.2258 84.54476 L 1275.766359 86.28952 L 1274.51568 88.034281 L 1273.503527 89.779041 L 1272.785047 93.337659 L 1270.616649 95.013321 L 1270.063472 96.758082 L 1269.949911 98.502842 L 1269.285981 99.164961 L 1267.760533 100.247602 L 1267.039346 101.992362 L 1265.786916 102.889525 L 1264.941682 103.737122 L 1263.924367 105.481883 L 1262.28785 106.222321 L 1260.538318 105.971174 L 1258.788785 105.89298 L 1257.039252 107.371231 L 1255.28972 107.937437 L 1254.949219 108.971403 L 1254.817687 110.716163 L 1253.540187 112.588823 L 1252.081775 114.205684 L 1251.378163 117.695204 L 1249.651391 119.439964 L 1248.975483 121.184724 L 1248.291589 121.932092 L 1246.777958 122.929485 L 1246.182028 124.674245 L 1245.590976 128.163765 L 1244.792523 128.874629 L 1241.293458 130.977384 L 1239.543925 132.285898 L 1237.794393 132.748965 L 1234.295327 132.533995 L 1232.545794 131.925374 L 1232.272962 131.653286 L 1230.796262 129.812107 L 1227.297196 129.274484 L 1225.547664 128.978432 L 1223.798131 128.882335 L 1222.875453 128.163765 L 1222.048598 127.008744 L 1221.117818 126.419005 L 1220.299065 126.035387 L 1216.8 122.041127 L 1215.050467 121.888719 L 1213.300935 121.561916 L 1211.551402 120.976999 L 1209.801869 120.573984 L 1208.052336 120.369489 L 1206.302804 120.288972 L 1204.553271 119.680949 L 1202.803738 118.043502 L 1200.778456 117.695204 L 1199.304673 117.297431 L 1197.55514 117.110919 L 1195.805607 116.768606 L 1193.997137 117.695204 L 1193.355365 121.184724 L 1193.231521 122.929485 L 1192.846954 124.674245 L 1193.116717 126.419005 L 1194.286775 128.163765 L 1195.183232 129.908525 L 1195.805607 130.529203 L 1196.705263 131.653286 L 1196.484097 133.398046 L 1195.805607 134.074685 L 1192.306542 135.896109 L 1190.557009 136.015186 L 1187.057944 136.008599 L 1185.308411 134.270426 L 1180.059813 134.270426 L 1178.31028 133.076744 L 1177.258123 131.653286 L 1175.653088 129.908525 L 1175.979956 126.419005 L 1176.560748 124.072056 L 1176.905823 122.929485 L 1177.368527 119.439964 L 1175.844025 117.695204 L 1174.811215 116.716581 L 1173.061682 115.755073 L 1171.870432 114.205684 L 1171.141887 112.460923 L 1171.78825 110.716163 L 1171.473121 108.971403 L 1171.31215 108.810871 L 1169.562617 106.564104 L 1167.813084 104.54923 L 1167.20624 103.737122 L 1167.544546 101.992362 L 1166.538072 100.247602 L 1166.228139 98.502842 L 1166.595431 96.758082 L 1167.074384 93.268561 L 1166.883905 91.523801 L 1166.063551 90.719252 L 1165.578158 89.779041 L 1166.063551 87.1852 L 1166.48916 86.28952 L 1166.629532 84.54476 L 1168.325707 82.8 L 1168.83655 81.05524 L 1168.974449 79.31048 L 1169.233561 77.565719 L 1170.09923 74.076199 L 1170.495522 70.586679 L 1170.534639 68.841918 L 1171.31215 68.066528 L 1172.651717 67.097158 L 1173.577745 63.607638 L 1175.932911 61.862878 L 1176.560748 61.256864 L 1177.435514 60.118117 L 1178.61345 58.373357 L 1181.091049 56.628597 L 1181.809346 56.0245 L 1183.708515 54.883837 L 1185.308411 53.831295 L 1187.057944 52.370694 L 1188.807477 52.683805 L 1192.306542 50.477982 L 1194.056075 50.467455 L 1195.805607 49.110525 L 1195.805607 49.110525 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 155.207548 L 1155.628125 155.207548 L 1155.628125 143.593798 L 1123.2 143.593798 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=52 --> <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 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(1123.2 152.711923)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-32"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pce5f32551b)"> <image height="144.96" id="image8007459915" transform="scale(1 -1)translate(0 -144.96)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pce5f32551b)" d="M 1010.35514 67.969538 L 1011.229907 68.841918 L 1012.104673 69.714298 L 1012.979439 70.586679 L 1013.854206 71.459059 L 1014.728972 70.586679 L 1015.603738 69.714298 L 1017.353271 69.714298 L 1019.102804 69.714298 L 1019.97757 68.841918 L 1020.852336 67.969538 L 1021.727103 68.841918 L 1022.601869 69.714298 L 1023.476636 70.586679 L 1024.351402 71.459059 L 1025.226168 70.586679 L 1026.100935 69.714298 L 1026.975701 70.586679 L 1027.850467 71.459059 L 1028.725234 72.331439 L 1028.725234 74.076199 L 1028.725234 75.820959 L 1027.850467 76.693339 L 1026.100935 76.693339 L 1024.351402 76.693339 L 1023.476636 77.565719 L 1022.601869 78.438099 L 1020.852336 78.438099 L 1019.97757 79.31048 L 1019.102804 80.18286 L 1017.353271 80.18286 L 1016.478505 81.05524 L 1016.478505 82.8 L 1015.603738 83.67238 L 1014.728972 84.54476 L 1015.603738 85.41714 L 1016.478505 86.28952 L 1015.603738 87.161901 L 1014.728972 88.034281 L 1015.603738 88.906661 L 1017.353271 88.906661 L 1018.228037 89.779041 L 1019.102804 90.651421 L 1019.97757 91.523801 L 1020.852336 92.396181 L 1021.727103 93.268561 L 1022.601869 94.140941 L 1023.476636 95.013321 L 1023.476636 96.758082 L 1024.351402 97.630462 L 1025.226168 98.502842 L 1024.351402 99.375222 L 1022.601869 99.375222 L 1021.727103 98.502842 L 1020.852336 97.630462 L 1019.97757 98.502842 L 1019.102804 99.375222 L 1017.353271 99.375222 L 1016.478505 100.247602 L 1015.603738 101.119982 L 1013.854206 101.119982 L 1012.979439 100.247602 L 1012.104673 99.375222 L 1010.35514 99.375222 L 1009.480374 98.502842 L 1008.605607 97.630462 L 1007.730841 96.758082 L 1006.856075 95.885702 L 1005.106542 95.885702 L 1004.231776 95.013321 L 1004.231776 93.268561 L 1004.231776 91.523801 L 1003.357009 90.651421 L 1002.482243 89.779041 L 1002.482243 88.034281 L 1003.357009 87.161901 L 1005.106542 87.161901 L 1005.981308 86.28952 L 1005.981308 84.54476 L 1005.981308 82.8 L 1005.106542 81.92762 L 1004.231776 81.05524 L 1005.106542 80.18286 L 1005.981308 79.31048 L 1005.981308 77.565719 L 1005.981308 75.820959 L 1006.856075 74.948579 L 1007.730841 74.076199 L 1007.730841 72.331439 L 1008.605607 71.459059 L 1009.480374 70.586679 L 1009.480374 68.841918 L 1010.35514 67.969538 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce5f32551b)" d="M 1038.347664 69.714298 L 1039.22243 70.586679 L 1040.097196 71.459059 L 1040.971963 72.331439 L 1041.846729 73.203819 L 1042.721495 74.076199 L 1042.721495 75.820959 L 1043.596262 76.693339 L 1045.345794 76.693339 L 1046.220561 77.565719 L 1046.220561 79.31048 L 1045.345794 80.18286 L 1043.596262 80.18286 L 1041.846729 80.18286 L 1040.097196 80.18286 L 1038.347664 80.18286 L 1037.472897 79.31048 L 1036.598131 78.438099 L 1034.848598 78.438099 L 1033.099065 78.438099 L 1032.224299 77.565719 L 1031.349533 76.693339 L 1030.474766 75.820959 L 1030.474766 74.076199 L 1031.349533 73.203819 L 1033.099065 73.203819 L 1034.848598 73.203819 L 1036.598131 73.203819 L 1037.472897 72.331439 L 1037.472897 70.586679 L 1038.347664 69.714298 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce5f32551b)" d="M 1001.607477 101.119982 L 1002.482243 101.992362 L 1001.607477 102.864742 L 1000.73271 101.992362 L 1001.607477 101.119982 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce5f32551b)" d="M 1010.35514 101.119982 L 1012.104673 101.119982 L 1012.979439 101.992362 L 1012.104673 102.864742 L 1010.35514 102.864742 L 1009.480374 101.992362 L 1010.35514 101.119982 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce5f32551b)" d="M 1003.357009 102.864742 L 1005.106542 102.864742 L 1006.856075 102.864742 L 1008.605607 102.864742 L 1009.480374 103.737122 L 1009.480374 105.481883 L 1008.605607 106.354263 L 1006.856075 106.354263 L 1005.106542 106.354263 L 1004.231776 107.226643 L 1003.357009 108.099023 L 1002.482243 107.226643 L 1002.482243 105.481883 L 1002.482243 103.737122 L 1003.357009 102.864742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pce5f32551b)" d="M 1026.100935 81.92762 L 1027.850467 81.92762 L 1029.6 81.92762 L 1030.474766 82.8 L 1030.474766 84.54476 L 1030.474766 86.28952 L 1029.6 87.161901 L 1028.725234 86.28952 L 1027.850467 85.41714 L 1026.975701 86.28952 L 1026.100935 87.161901 L 1024.351402 87.161901 L 1023.476636 86.28952 L 1022.601869 85.41714 L 1021.727103 84.54476 L 1022.601869 83.67238 L 1024.351402 83.67238 L 1025.226168 82.8 L 1026.100935 81.92762 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce5f32551b)" d="M 1029.6 88.906661 L 1031.349533 88.906661 L 1032.224299 89.779041 L 1031.349533 90.651421 L 1030.474766 91.523801 L 1031.349533 92.396181 L 1033.099065 92.396181 L 1033.973832 93.268561 L 1033.973832 95.013321 L 1034.848598 95.885702 L 1035.723364 96.758082 L 1034.848598 97.630462 L 1033.099065 97.630462 L 1031.349533 97.630462 L 1029.6 97.630462 L 1028.725234 96.758082 L 1027.850467 95.885702 L 1026.100935 95.885702 L 1025.226168 95.013321 L 1026.100935 94.140941 L 1026.975701 93.268561 L 1027.850467 92.396181 L 1028.725234 91.523801 L 1028.725234 89.779041 L 1029.6 88.906661 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pce5f32551b)" d="M 1005.106542 38.843995 L 1006.856075 38.699605 L 1008.672124 39.180995 L 1010.35514 39.727231 L 1012.104673 38.786595 L 1013.854206 38.733847 L 1015.603738 39.512572 L 1017.353271 39.971368 L 1019.102804 39.897894 L 1020.852336 38.616178 L 1022.601869 38.359894 L 1027.850467 38.077864 L 1031.349533 38.36774 L 1033.099065 38.514243 L 1034.254369 39.180995 L 1034.848598 39.703046 L 1036.598131 40.102413 L 1038.347664 39.828724 L 1040.281003 39.180995 L 1041.846729 39.703014 L 1047.095327 40.421535 L 1047.767502 40.925755 L 1052.343925 43.51539 L 1054.093458 43.549106 L 1055.842991 44.915767 L 1057.592523 45.287656 L 1059.342056 45.287656 L 1062.841121 45.644709 L 1063.357858 46.160036 L 1064.034031 47.904796 L 1064.590654 48.459901 L 1066.340187 48.710037 L 1068.08972 48.779863 L 1068.927379 49.649556 L 1069.839252 50.775214 L 1073.399306 51.394316 L 1075.08785 52.367446 L 1075.65259 53.139077 L 1077.255037 54.883837 L 1079.799602 56.628597 L 1080.336449 57.236862 L 1082.085981 57.727641 L 1083.835514 58.667933 L 1084.716354 60.118117 L 1087.334579 62.66695 L 1089.084112 63.695991 L 1090.833645 66.129199 L 1092.583178 67.436521 L 1094.33271 69.125775 L 1095.207477 70.586679 L 1095.018224 72.331439 L 1096.546078 74.076199 L 1097.385947 75.820959 L 1097.831776 76.284108 L 1100.049251 79.31048 L 1100.456075 81.05524 L 1100.189402 82.8 L 1099.711425 84.54476 L 1100.585771 88.034281 L 1100.713205 89.779041 L 1102.113259 91.523801 L 1101.760875 93.268561 L 1101.330841 94.139268 L 1100.7739 95.013321 L 1098.008967 96.758082 L 1097.831776 96.934789 L 1096.082243 97.840965 L 1092.583178 101.013793 L 1089.084112 103.158768 L 1087.334579 104.495092 L 1085.585047 105.595376 L 1083.835514 106.429528 L 1082.085981 106.372516 L 1078.586916 109.396597 L 1076.837383 108.730848 L 1076.576521 108.971403 L 1073.338318 112.609281 L 1072.231528 114.205684 L 1071.588785 119.047315 L 1071.164292 121.184724 L 1069.439905 122.929485 L 1069.194387 124.674245 L 1068.664668 126.419005 L 1068.08972 126.969054 L 1067.187841 128.163765 L 1066.337534 129.908525 L 1062.841121 133.604393 L 1061.091589 134.537286 L 1060.484413 135.142806 L 1057.592523 137.434917 L 1055.842991 138.358642 L 1054.093458 138.462015 L 1052.343925 137.882951 L 1050.594393 139.169238 L 1047.095327 139.779521 L 1045.345794 140.681362 L 1043.596262 139.911907 L 1041.846729 139.645248 L 1040.097196 139.507883 L 1038.764179 138.632326 L 1038.347664 138.204414 L 1036.598131 135.759949 L 1036.019837 135.142806 L 1035.152389 133.398046 L 1034.848598 133.073178 L 1034.011041 131.653286 L 1034.209188 129.908525 L 1033.099065 129.111455 L 1031.349533 129.075241 L 1029.964836 128.163765 L 1029.6 127.735912 L 1027.850467 126.803629 L 1024.351402 125.847286 L 1017.353271 124.91203 L 1016.020287 126.419005 L 1015.575433 128.163765 L 1014.938347 129.908525 L 1014.746286 131.653286 L 1013.854206 132.774463 L 1013.115629 133.398046 L 1012.473409 135.142806 L 1013.511591 136.887566 L 1012.104673 137.759946 L 1010.35514 136.015186 L 1001.607477 136.015186 L 999.857944 134.270426 L 992.859813 134.270426 L 991.11028 132.525666 L 982.362617 132.525666 L 980.613084 130.780838 L 971.865421 130.780906 L 970.990654 129.908525 L 970.978182 128.163765 L 971.330675 124.674245 L 972.575863 119.439964 L 971.865421 118.73146 L 970.115888 118.326401 L 969.482964 117.695204 L 968.366355 116.141225 L 966.616822 115.183169 L 965.9651 114.205684 L 965.960313 112.460923 L 964.86729 110.590746 L 965.298446 108.971403 L 965.647714 105.481883 L 964.86729 104.713642 L 962.737818 101.992362 L 962.839722 100.247602 L 963.274427 98.502842 L 966.9846 95.013321 L 967.478875 93.268561 L 968.202715 88.034281 L 968.194004 86.28952 L 967.951293 84.54476 L 968.366355 82.728944 L 967.391593 81.05524 L 967.711403 79.31048 L 967.799766 77.565719 L 968.413962 75.820959 L 970.129459 74.076199 L 970.877285 70.586679 L 973.030228 67.097158 L 973.126394 65.352398 L 973.614953 64.769358 L 975.364486 63.417436 L 976.040777 61.862878 L 977.854344 60.118117 L 978.245785 56.628597 L 978.863551 54.825509 L 980.613084 54.019926 L 982.362617 53.858699 L 982.918275 53.139077 L 982.909759 51.394316 L 983.799095 49.649556 L 984.11215 49.380455 L 986.460066 47.904796 L 987.611215 45.741756 L 989.360748 45.030634 L 991.11028 44.692066 L 991.354704 44.415276 L 992.859813 43.351587 L 994.609346 42.496201 L 996.358879 42.38868 L 998.108411 41.074845 L 999.857944 41.465609 L 1000.479005 40.925755 L 1001.607477 40.190529 L 1003.357009 40.179073 L 1005.106542 38.843995 L 1005.106542 38.843995 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 155.207548 L 968.428125 155.207548 L 968.428125 143.593798 L 936 143.593798 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=35 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(936 152.711923)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-35"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p8378ba7c07)"> <image height="144.96" id="image397d3572d7" transform="scale(1 -1)translate(0 -144.96)" width="187.44" x="749" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p8378ba7c07)" d="M 816.157009 60.990497 L 817.031776 61.862878 L 816.157009 62.735258 L 815.282243 61.862878 L 816.157009 60.990497 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 844.149533 60.990497 L 847.648598 60.990497 L 849.398131 62.735258 L 851.147664 62.735258 L 852.897196 60.990497 L 856.396262 60.990497 L 859.895327 64.480018 L 861.64486 64.480018 L 865.143925 67.969538 L 873.891589 67.969538 L 879.140187 73.203819 L 880.88972 71.459059 L 882.639252 71.459059 L 887.013084 75.820959 L 887.013084 77.565719 L 888.762617 79.31048 L 887.013084 81.05524 L 887.013084 84.54476 L 886.138318 85.41714 L 882.639252 85.41714 L 878.265421 81.05524 L 878.265421 79.31048 L 874.766355 75.820959 L 874.766355 74.076199 L 873.891589 73.203819 L 866.893458 73.203819 L 863.394393 69.714298 L 859.895327 69.714298 L 858.145794 67.969538 L 856.396262 67.969538 L 854.646729 69.714298 L 849.398131 69.714298 L 847.648598 67.969538 L 845.899065 69.714298 L 842.4 69.714298 L 840.650467 71.459059 L 838.900935 71.459059 L 837.151402 73.203819 L 835.401869 71.459059 L 833.652336 73.203819 L 831.902804 73.203819 L 830.153271 74.948579 L 828.403738 74.948579 L 826.654206 76.693339 L 824.904673 76.693339 L 821.405607 80.18286 L 820.530841 79.31048 L 820.530841 77.565719 L 819.656075 76.693339 L 818.781308 77.565719 L 818.781308 79.31048 L 820.530841 81.05524 L 818.781308 82.8 L 818.781308 86.28952 L 817.031776 88.034281 L 817.031776 93.268561 L 816.157009 94.140941 L 813.53271 91.523801 L 815.282243 89.779041 L 815.282243 86.28952 L 817.031776 84.54476 L 817.031776 81.05524 L 814.407477 78.438099 L 812.657944 78.438099 L 811.783178 77.565719 L 813.53271 75.820959 L 811.783178 74.076199 L 811.783178 72.331439 L 808.284112 68.841918 L 814.407477 62.735258 L 815.282243 63.607638 L 815.282243 65.352398 L 813.53271 67.097158 L 813.53271 68.841918 L 814.407477 69.714298 L 816.157009 69.714298 L 817.031776 70.586679 L 817.031776 74.076199 L 817.906542 74.948579 L 819.656075 74.948579 L 822.280374 72.331439 L 822.280374 70.586679 L 820.530841 68.841918 L 820.530841 65.352398 L 821.405607 64.480018 L 824.904673 67.969538 L 826.654206 67.969538 L 827.528972 68.841918 L 827.528972 70.586679 L 828.403738 71.459059 L 831.902804 71.459059 L 833.652336 69.714298 L 837.151402 69.714298 L 838.900935 67.969538 L 840.650467 67.969538 L 843.274766 65.352398 L 842.4 64.480018 L 840.650467 64.480018 L 839.775701 63.607638 L 840.650467 62.735258 L 842.4 62.735258 L 844.149533 60.990497 L 844.149533 60.990497 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 837.151402 74.948579 L 838.900935 74.948579 L 840.650467 74.948579 L 841.525234 75.820959 L 841.525234 77.565719 L 840.650467 78.438099 L 838.900935 78.438099 L 838.026168 79.31048 L 837.151402 80.18286 L 836.276636 81.05524 L 835.401869 81.92762 L 834.527103 82.8 L 833.652336 83.67238 L 832.77757 84.54476 L 832.77757 86.28952 L 831.902804 87.161901 L 830.153271 87.161901 L 829.278505 88.034281 L 829.278505 89.779041 L 828.403738 90.651421 L 827.528972 91.523801 L 826.654206 92.396181 L 824.904673 92.396181 L 823.15514 92.396181 L 821.405607 92.396181 L 820.530841 91.523801 L 820.530841 89.779041 L 820.530841 88.034281 L 821.405607 87.161901 L 822.280374 86.28952 L 822.280374 84.54476 L 823.15514 83.67238 L 824.029907 82.8 L 824.904673 81.92762 L 826.654206 81.92762 L 827.528972 81.05524 L 828.403738 80.18286 L 829.278505 79.31048 L 830.153271 78.438099 L 831.902804 78.438099 L 833.652336 78.438099 L 834.527103 77.565719 L 835.401869 76.693339 L 836.276636 75.820959 L 837.151402 74.948579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 854.646729 83.67238 L 856.396262 83.67238 L 857.271028 84.54476 L 857.271028 86.28952 L 856.396262 87.161901 L 855.521495 88.034281 L 854.646729 88.906661 L 853.771963 88.034281 L 853.771963 86.28952 L 853.771963 84.54476 L 854.646729 83.67238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 800.411215 88.906661 L 802.160748 88.906661 L 803.035514 89.779041 L 802.160748 90.651421 L 800.411215 90.651421 L 799.536449 89.779041 L 800.411215 88.906661 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 842.4 88.906661 L 844.149533 88.906661 L 845.024299 89.779041 L 845.899065 90.651421 L 846.773832 91.523801 L 847.648598 92.396181 L 848.523364 93.268561 L 848.523364 95.013321 L 847.648598 95.885702 L 846.773832 96.758082 L 845.899065 97.630462 L 845.024299 98.502842 L 844.149533 99.375222 L 843.274766 100.247602 L 842.4 101.119982 L 840.650467 101.119982 L 839.775701 100.247602 L 839.775701 98.502842 L 840.650467 97.630462 L 841.525234 96.758082 L 842.4 95.885702 L 843.274766 95.013321 L 842.4 94.140941 L 841.525234 93.268561 L 842.4 92.396181 L 843.274766 91.523801 L 842.4 90.651421 L 841.525234 89.779041 L 842.4 88.906661 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 851.147664 88.906661 L 852.897196 88.906661 L 853.771963 89.779041 L 852.897196 90.651421 L 851.147664 90.651421 L 850.272897 89.779041 L 851.147664 88.906661 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 796.91215 101.119982 L 798.661682 101.119982 L 800.411215 101.119982 L 801.285981 101.992362 L 801.285981 103.737122 L 800.411215 104.609503 L 799.536449 103.737122 L 798.661682 102.864742 L 797.786916 103.737122 L 796.91215 104.609503 L 796.037383 105.481883 L 795.162617 106.354263 L 794.28785 105.481883 L 794.28785 103.737122 L 795.162617 102.864742 L 796.037383 101.992362 L 796.91215 101.119982 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p8378ba7c07)" d="M 837.151402 80.18286 L 838.026168 81.05524 L 837.151402 81.92762 L 836.276636 81.05524 L 837.151402 80.18286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 830.153271 81.92762 L 831.028037 82.8 L 830.153271 83.67238 L 829.278505 82.8 L 830.153271 81.92762 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 845.899065 85.41714 L 846.773832 86.28952 L 846.773832 88.034281 L 845.899065 88.906661 L 845.024299 88.034281 L 845.024299 86.28952 L 845.899065 85.41714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 800.411215 95.885702 L 802.160748 95.885702 L 803.035514 96.758082 L 802.160748 97.630462 L 800.411215 97.630462 L 799.536449 96.758082 L 800.411215 95.885702 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 831.902804 99.375222 L 832.77757 100.247602 L 831.902804 101.119982 L 831.028037 100.247602 L 831.902804 99.375222 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 814.407477 101.119982 L 815.282243 101.992362 L 816.157009 102.864742 L 817.031776 103.737122 L 816.157009 104.609503 L 814.407477 104.609503 L 812.657944 104.609503 L 811.783178 103.737122 L 812.657944 102.864742 L 813.53271 101.992362 L 814.407477 101.119982 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p8378ba7c07)" d="M 830.153271 28.687763 L 835.401869 29.569661 L 837.151402 29.744863 L 838.900935 30.046046 L 840.650467 30.88591 L 842.4 30.406798 L 844.149533 29.714368 L 845.899065 31.211161 L 850.087984 32.201954 L 851.147664 32.568713 L 854.646729 33.067911 L 856.396262 33.112039 L 857.23322 33.946714 L 858.145794 35.256727 L 859.895327 35.943543 L 861.64486 36.344454 L 863.394393 36.560966 L 865.143925 36.594354 L 866.893458 36.821339 L 867.919318 37.436235 L 868.642991 38.067823 L 872.142056 38.61048 L 875.641121 39.187081 L 877.390654 39.84248 L 879.140187 41.210121 L 880.88972 41.318527 L 882.639252 41.73724 L 884.388785 43.305918 L 888.728003 44.415276 L 889.637383 44.564552 L 891.386916 46.276072 L 892.401381 47.904796 L 894.011215 49.649556 L 894.885981 50.891093 L 900.134579 55.299753 L 901.884112 56.977974 L 903.633645 58.86438 L 905.383178 59.510193 L 905.992765 60.118117 L 907.13271 62.045538 L 908.882243 62.475518 L 909.688622 63.607638 L 912.381308 67.758938 L 914.638222 70.586679 L 915.488898 72.331439 L 915.880374 72.753311 L 918.098073 75.820959 L 918.893703 77.565719 L 918.415465 79.31048 L 917.629907 79.981763 L 916.75514 81.05524 L 915.803155 82.8 L 914.334007 84.54476 L 913.455828 88.034281 L 913.204042 91.523801 L 913.629858 93.268561 L 914.396103 95.013321 L 914.363042 96.758082 L 915.150671 98.502842 L 914.025182 100.247602 L 912.381308 101.288558 L 910.631776 101.148621 L 908.882243 102.709763 L 906.981276 103.737122 L 904.410412 105.481883 L 903.633645 106.088718 L 901.884112 105.07116 L 900.134579 104.942163 L 898.385047 106.259155 L 896.635514 106.276556 L 893.136449 105.649209 L 891.386916 106.508154 L 889.637383 106.561996 L 888.970919 107.226643 L 886.138318 109.579276 L 884.388785 109.537737 L 882.639252 108.623765 L 882.276196 108.971403 L 880.88972 109.892139 L 877.908909 110.716163 L 877.783045 112.460923 L 877.746277 115.950444 L 877.390654 116.305097 L 873.891589 118.636139 L 873.18289 119.439964 L 873.395029 121.184724 L 873.891589 121.745276 L 875.641121 122.22138 L 876.471543 122.929485 L 877.961839 124.674245 L 878.09909 126.419005 L 877.390654 127.125509 L 873.640797 129.908525 L 873.612596 131.653286 L 872.891382 133.398046 L 872.142056 134.000925 L 870.197347 135.142806 L 868.642991 136.323665 L 866.893458 136.033503 L 865.143925 137.533201 L 863.394393 137.566684 L 860.943674 136.887566 L 859.895327 136.558385 L 858.145794 136.207185 L 856.396262 136.048718 L 854.646729 134.207674 L 852.897196 133.708049 L 852.586345 133.398046 L 851.147664 131.495301 L 849.398131 131.254902 L 847.648598 130.88076 L 845.899065 130.69338 L 844.149533 130.659293 L 841.530266 129.908525 L 840.650467 129.609284 L 838.900935 129.914168 L 838.173217 131.653286 L 835.401869 134.164178 L 833.652336 135.356655 L 831.867867 136.887566 L 830.153271 137.759946 L 826.654206 137.759946 L 824.904673 136.013827 L 816.157009 136.015186 L 814.407477 134.270426 L 807.409346 134.270426 L 805.659813 132.525666 L 796.91215 132.525666 L 795.162617 130.780906 L 788.164486 130.780906 L 786.414953 129.036144 L 777.66729 129.036145 L 776.792523 128.163765 L 775.27616 126.419005 L 775.302905 124.674245 L 774.514967 122.929485 L 774.409691 121.184724 L 774.871342 119.439964 L 775.174115 115.950444 L 774.168224 114.474891 L 772.418692 113.380141 L 770.669159 110.674797 L 769.608182 108.971403 L 769.915357 105.481883 L 769.890712 103.737122 L 768.978535 101.992362 L 768.82459 100.247602 L 768.007894 98.502842 L 768.048008 96.758082 L 768.526409 93.268561 L 769.48729 89.779041 L 770.297399 88.034281 L 770.669159 87.683729 L 771.654465 86.28952 L 772.418692 85.527379 L 774.441851 84.54476 L 775.917757 83.323518 L 776.351975 82.8 L 776.792523 79.31048 L 776.836888 77.565719 L 777.027855 75.820959 L 777.337082 74.076199 L 777.978721 72.331439 L 778.332862 70.586679 L 778.528551 68.841918 L 778.542056 67.097158 L 779.416822 66.061164 L 781.166355 64.664995 L 783.000135 63.607638 L 783.498018 61.862878 L 783.822191 58.373357 L 784.003497 56.628597 L 784.319835 54.883837 L 785.008741 53.139077 L 787.587168 51.394316 L 788.164486 50.847413 L 789.914019 48.381767 L 790.539924 47.904796 L 791.083671 46.160036 L 791.663551 45.521839 L 793.413084 44.19503 L 795.162617 43.542895 L 796.91215 43.768351 L 798.661682 43.398171 L 799.242736 42.670515 L 799.97564 40.925755 L 800.411215 40.458014 L 809.158879 35.140709 L 810.908411 35.376102 L 813.531444 33.946714 L 814.407477 33.499877 L 817.906542 32.679423 L 819.656075 32.900322 L 821.405607 32.710645 L 821.91569 32.201954 L 823.15514 31.150038 L 824.904673 31.329574 L 826.057547 30.457194 L 826.654206 29.862163 L 828.403738 29.557943 L 830.153271 28.687763 L 830.153271 28.687763 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8378ba7c07)" d="M 875.641121 110.311783 L 875.139628 110.716163 L 875.499653 112.460923 L 875.641121 113.780645 L 875.942632 112.460923 L 876.819608 110.716163 L 875.641121 110.311783 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 155.207548 L 781.228125 155.207548 L 781.228125 143.593798 L 748.8 143.593798 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(748.8 152.711923)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(#p92d55be3c0)"> <image height="144.96" id="image502fba63d8" transform="scale(1 -1)translate(0 -144.96)" width="187.44" x="562" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p92d55be3c0)" d="M 660.448598 71.459059 L 661.323364 72.331439 L 660.448598 73.203819 L 659.573832 72.331439 L 660.448598 71.459059 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 665.697196 71.459059 L 667.446729 71.459059 L 669.196262 71.459059 L 670.945794 71.459059 L 671.820561 72.331439 L 672.695327 73.203819 L 673.570093 74.076199 L 672.695327 74.948579 L 670.945794 74.948579 L 670.071028 74.076199 L 669.196262 73.203819 L 667.446729 73.203819 L 665.697196 73.203819 L 664.82243 72.331439 L 665.697196 71.459059 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 656.949533 73.203819 L 657.824299 74.076199 L 656.949533 74.948579 L 656.074766 74.076199 L 656.949533 73.203819 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 649.951402 74.948579 L 650.826168 75.820959 L 649.951402 76.693339 L 649.076636 75.820959 L 649.951402 74.948579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 646.452336 76.693339 L 648.201869 76.693339 L 649.076636 77.565719 L 648.201869 78.438099 L 647.327103 79.31048 L 646.452336 80.18286 L 644.702804 80.18286 L 643.828037 79.31048 L 644.702804 78.438099 L 645.57757 77.565719 L 646.452336 76.693339 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 681.442991 76.693339 L 682.317757 77.565719 L 683.192523 78.438099 L 684.942056 78.438099 L 685.816822 79.31048 L 686.691589 80.18286 L 687.566355 81.05524 L 688.441121 81.92762 L 689.315888 82.8 L 690.190654 83.67238 L 691.065421 84.54476 L 691.065421 86.28952 L 691.940187 87.161901 L 692.814953 88.034281 L 691.940187 88.906661 L 690.190654 88.906661 L 688.441121 88.906661 L 687.566355 88.034281 L 687.566355 86.28952 L 686.691589 85.41714 L 685.816822 84.54476 L 684.942056 83.67238 L 684.06729 82.8 L 684.06729 81.05524 L 683.192523 80.18286 L 681.442991 80.18286 L 680.568224 79.31048 L 680.568224 77.565719 L 681.442991 76.693339 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 655.2 78.438099 L 656.949533 78.438099 L 658.699065 78.438099 L 660.448598 78.438099 L 662.198131 78.438099 L 663.947664 78.438099 L 665.697196 78.438099 L 667.446729 78.438099 L 669.196262 78.438099 L 670.945794 78.438099 L 671.820561 79.31048 L 672.695327 80.18286 L 674.44486 80.18286 L 676.194393 80.18286 L 677.069159 81.05524 L 677.943925 81.92762 L 679.693458 81.92762 L 680.568224 82.8 L 681.442991 83.67238 L 682.317757 84.54476 L 682.317757 86.28952 L 681.442991 87.161901 L 680.568224 86.28952 L 679.693458 85.41714 L 677.943925 85.41714 L 677.069159 84.54476 L 676.194393 83.67238 L 674.44486 83.67238 L 672.695327 83.67238 L 671.820561 84.54476 L 670.945794 85.41714 L 670.071028 84.54476 L 669.196262 83.67238 L 667.446729 83.67238 L 666.571963 82.8 L 665.697196 81.92762 L 663.947664 81.92762 L 662.198131 81.92762 L 660.448598 81.92762 L 659.573832 81.05524 L 658.699065 80.18286 L 656.949533 80.18286 L 655.2 80.18286 L 654.325234 79.31048 L 655.2 78.438099 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 637.704673 80.18286 L 639.454206 80.18286 L 641.203738 80.18286 L 642.953271 80.18286 L 643.828037 81.05524 L 642.953271 81.92762 L 642.078505 82.8 L 641.203738 83.67238 L 640.328972 84.54476 L 639.454206 85.41714 L 638.579439 86.28952 L 637.704673 87.161901 L 636.829907 88.034281 L 636.829907 89.779041 L 637.704673 90.651421 L 638.579439 91.523801 L 638.579439 93.268561 L 637.704673 94.140941 L 635.95514 94.140941 L 634.205607 94.140941 L 632.456075 94.140941 L 631.581308 93.268561 L 631.581308 91.523801 L 631.581308 89.779041 L 631.581308 88.034281 L 632.456075 87.161901 L 633.330841 86.28952 L 633.330841 84.54476 L 634.205607 83.67238 L 635.080374 82.8 L 635.95514 81.92762 L 636.829907 81.05524 L 637.704673 80.18286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 644.702804 90.651421 L 645.57757 91.523801 L 644.702804 92.396181 L 643.828037 91.523801 L 644.702804 90.651421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 642.953271 92.396181 L 643.828037 93.268561 L 642.953271 94.140941 L 642.078505 93.268561 L 642.953271 92.396181 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 637.704673 101.119982 L 638.579439 101.992362 L 638.579439 103.737122 L 637.704673 104.609503 L 636.829907 103.737122 L 636.829907 101.992362 L 637.704673 101.119982 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 634.205607 104.609503 L 635.95514 104.609503 L 636.829907 105.481883 L 635.95514 106.354263 L 634.205607 106.354263 L 633.330841 105.481883 L 634.205607 104.609503 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p92d55be3c0)" d="M 679.693458 64.480018 L 681.442991 64.480018 L 682.317757 65.352398 L 682.317757 67.097158 L 683.192523 67.969538 L 684.06729 67.097158 L 684.942056 66.224778 L 686.691589 66.224778 L 687.566355 67.097158 L 687.566355 68.841918 L 687.566355 70.586679 L 688.441121 71.459059 L 690.190654 71.459059 L 691.065421 72.331439 L 691.940187 73.203819 L 692.814953 74.076199 L 692.814953 75.820959 L 691.940187 76.693339 L 691.065421 75.820959 L 690.190654 74.948579 L 689.315888 74.076199 L 688.441121 73.203819 L 686.691589 73.203819 L 685.816822 72.331439 L 685.816822 70.586679 L 684.942056 69.714298 L 683.192523 69.714298 L 681.442991 69.714298 L 679.693458 69.714298 L 678.818692 68.841918 L 679.693458 67.969538 L 680.568224 67.097158 L 679.693458 66.224778 L 678.818692 65.352398 L 679.693458 64.480018 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 649.951402 66.224778 L 651.700935 66.224778 L 652.575701 67.097158 L 653.450467 67.969538 L 655.2 67.969538 L 656.949533 67.969538 L 658.699065 67.969538 L 659.573832 68.841918 L 658.699065 69.714298 L 656.949533 69.714298 L 655.2 69.714298 L 654.325234 70.586679 L 653.450467 71.459059 L 651.700935 71.459059 L 649.951402 71.459059 L 648.201869 71.459059 L 647.327103 72.331439 L 646.452336 73.203819 L 645.57757 74.076199 L 644.702804 74.948579 L 642.953271 74.948579 L 642.078505 74.076199 L 642.078505 72.331439 L 642.953271 71.459059 L 644.702804 71.459059 L 645.57757 70.586679 L 646.452336 69.714298 L 647.327103 68.841918 L 648.201869 67.969538 L 649.076636 67.097158 L 649.951402 66.224778 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 663.947664 67.969538 L 665.697196 67.969538 L 667.446729 67.969538 L 668.321495 68.841918 L 667.446729 69.714298 L 666.571963 70.586679 L 665.697196 71.459059 L 663.947664 71.459059 L 663.072897 70.586679 L 663.072897 68.841918 L 663.947664 67.969538 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 670.945794 69.714298 L 672.695327 69.714298 L 673.570093 70.586679 L 673.570093 72.331439 L 672.695327 73.203819 L 670.945794 73.203819 L 670.071028 72.331439 L 670.071028 70.586679 L 670.945794 69.714298 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 676.194393 71.459059 L 677.943925 71.459059 L 678.818692 72.331439 L 677.943925 73.203819 L 676.194393 73.203819 L 675.319626 72.331439 L 676.194393 71.459059 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 635.95514 73.203819 L 637.704673 73.203819 L 638.579439 74.076199 L 639.454206 74.948579 L 640.328972 75.820959 L 639.454206 76.693339 L 637.704673 76.693339 L 636.829907 75.820959 L 635.95514 74.948579 L 635.080374 74.076199 L 635.95514 73.203819 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 695.439252 80.18286 L 696.314019 81.05524 L 695.439252 81.92762 L 694.564486 81.05524 L 695.439252 80.18286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 693.68972 83.67238 L 694.564486 84.54476 L 693.68972 85.41714 L 692.814953 84.54476 L 693.68972 83.67238 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 623.708411 85.41714 L 625.457944 85.41714 L 627.207477 85.41714 L 628.082243 86.28952 L 627.207477 87.161901 L 625.457944 87.161901 L 623.708411 87.161901 L 622.833645 86.28952 L 623.708411 85.41714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 648.201869 85.41714 L 649.076636 86.28952 L 648.201869 87.161901 L 647.327103 86.28952 L 648.201869 85.41714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 653.450467 85.41714 L 655.2 85.41714 L 656.949533 85.41714 L 658.699065 85.41714 L 659.573832 86.28952 L 658.699065 87.161901 L 657.824299 88.034281 L 656.949533 88.906661 L 656.074766 88.034281 L 655.2 87.161901 L 654.325234 88.034281 L 655.2 88.906661 L 656.074766 89.779041 L 655.2 90.651421 L 653.450467 90.651421 L 652.575701 89.779041 L 652.575701 88.034281 L 652.575701 86.28952 L 653.450467 85.41714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 644.702804 87.161901 L 646.452336 87.161901 L 647.327103 88.034281 L 646.452336 88.906661 L 644.702804 88.906661 L 643.828037 88.034281 L 644.702804 87.161901 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 646.452336 90.651421 L 647.327103 91.523801 L 646.452336 92.396181 L 645.57757 91.523801 L 646.452336 90.651421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 651.700935 90.651421 L 652.575701 91.523801 L 652.575701 93.268561 L 651.700935 94.140941 L 649.951402 94.140941 L 649.076636 93.268561 L 649.951402 92.396181 L 650.826168 91.523801 L 651.700935 90.651421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 620.209346 92.396181 L 621.084112 93.268561 L 621.084112 95.013321 L 620.209346 95.885702 L 619.334579 96.758082 L 620.209346 97.630462 L 621.958879 97.630462 L 623.708411 97.630462 L 625.457944 97.630462 L 627.207477 97.630462 L 628.082243 96.758082 L 628.957009 95.885702 L 630.706542 95.885702 L 632.456075 95.885702 L 634.205607 95.885702 L 635.95514 95.885702 L 637.704673 95.885702 L 639.454206 95.885702 L 641.203738 95.885702 L 642.953271 95.885702 L 643.828037 95.013321 L 642.953271 94.140941 L 642.078505 93.268561 L 642.953271 92.396181 L 644.702804 92.396181 L 645.57757 93.268561 L 646.452336 94.140941 L 648.201869 94.140941 L 649.076636 95.013321 L 649.076636 96.758082 L 648.201869 97.630462 L 647.327103 98.502842 L 646.452336 99.375222 L 644.702804 99.375222 L 643.828037 98.502842 L 642.953271 97.630462 L 642.078505 98.502842 L 642.953271 99.375222 L 643.828037 100.247602 L 643.828037 101.992362 L 642.953271 102.864742 L 642.078505 103.737122 L 642.078505 105.481883 L 641.203738 106.354263 L 640.328972 107.226643 L 639.454206 108.099023 L 638.579439 108.971403 L 637.704673 109.843783 L 635.95514 109.843783 L 635.080374 108.971403 L 634.205607 108.099023 L 632.456075 108.099023 L 631.581308 107.226643 L 631.581308 105.481883 L 632.456075 104.609503 L 634.205607 104.609503 L 635.080374 103.737122 L 635.95514 102.864742 L 636.829907 101.992362 L 637.704673 101.119982 L 638.579439 100.247602 L 637.704673 99.375222 L 636.829907 100.247602 L 635.95514 101.119982 L 634.205607 101.119982 L 633.330841 101.992362 L 632.456075 102.864742 L 631.581308 103.737122 L 630.706542 104.609503 L 628.957009 104.609503 L 628.082243 103.737122 L 628.082243 101.992362 L 627.207477 101.119982 L 625.457944 101.119982 L 623.708411 101.119982 L 622.833645 101.992362 L 621.958879 102.864742 L 621.084112 101.992362 L 620.209346 101.119982 L 619.334579 100.247602 L 618.459813 99.375222 L 616.71028 99.375222 L 614.960748 99.375222 L 613.211215 99.375222 L 612.336449 100.247602 L 611.461682 101.119982 L 609.71215 101.119982 L 608.837383 100.247602 L 608.837383 98.502842 L 609.71215 97.630462 L 611.461682 97.630462 L 613.211215 97.630462 L 614.085981 96.758082 L 614.960748 95.885702 L 615.835514 95.013321 L 616.71028 94.140941 L 618.459813 94.140941 L 619.334579 93.268561 L 620.209346 92.396181 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 614.960748 101.119982 L 615.835514 101.992362 L 614.960748 102.864742 L 614.085981 101.992362 L 614.960748 101.119982 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p92d55be3c0)" d="M 632.456075 122.057105 L 633.330841 122.929485 L 632.456075 123.801865 L 631.581308 122.929485 L 632.456075 122.057105 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p92d55be3c0)" d="M 641.203738 29.978838 L 642.953271 29.712427 L 645.129199 30.457194 L 646.452336 30.955264 L 648.201869 30.435104 L 649.951402 29.801512 L 651.700935 31.324513 L 653.450467 31.718744 L 656.949533 32.799253 L 658.699065 33.020036 L 660.448598 33.087305 L 662.198131 32.73836 L 665.697196 32.51818 L 667.446729 32.67017 L 669.196262 33.074334 L 670.945794 32.760705 L 672.695327 32.028337 L 674.44486 33.522529 L 676.194393 34.387054 L 677.943925 34.618706 L 679.693458 35.292604 L 683.192523 36.122413 L 684.942056 36.382446 L 685.972103 37.436235 L 686.691589 37.992723 L 688.441121 38.227259 L 690.190654 38.334083 L 691.940187 38.671742 L 692.450833 39.180995 L 693.68972 40.932103 L 695.439252 41.214998 L 697.188785 42.094763 L 697.672598 42.670515 L 698.938318 43.574557 L 700.68785 43.588724 L 701.770562 44.415276 L 702.437383 45.381171 L 704.186916 46.338212 L 705.936449 48.373279 L 707.685981 48.726763 L 709.435514 48.911111 L 710.175979 49.649556 L 712.934579 54.023101 L 713.773395 54.883837 L 716.107517 56.628597 L 716.433645 56.953835 L 717.38217 58.373357 L 718.977856 60.118117 L 720.191798 61.862878 L 721.682243 63.775585 L 723.431776 64.546061 L 723.992122 65.352398 L 725.181308 67.353755 L 726.23155 68.841918 L 726.067065 70.586679 L 727.591845 72.331439 L 727.401542 74.076199 L 728.32919 75.820959 L 727.912083 79.31048 L 726.131744 81.05524 L 725.443806 84.54476 L 724.840241 86.28952 L 724.501799 88.034281 L 724.199681 91.523801 L 725.58298 93.268561 L 725.181308 95.18157 L 724.734061 96.758082 L 723.431776 97.746982 L 722.673848 98.502842 L 722.378039 100.247602 L 720.551296 101.992362 L 720.218483 103.737122 L 719.657159 105.481883 L 718.787154 107.226643 L 718.183178 107.716708 L 716.433645 108.608148 L 716.032503 108.971403 L 715.558879 110.716163 L 714.684112 111.838495 L 712.934579 111.588543 L 711.185047 112.595247 L 709.435514 113.227923 L 707.685981 112.773105 L 707.152296 112.460923 L 705.936449 111.882089 L 704.186916 112.983557 L 702.437383 113.340142 L 700.68785 113.244857 L 698.938318 112.91756 L 697.188785 112.204849 L 695.439252 111.86812 L 688.441121 110.97458 L 686.691589 110.266018 L 683.87761 110.716163 L 683.192523 110.868379 L 681.442991 110.522398 L 677.943925 108.835085 L 676.194393 108.447681 L 674.44486 108.18331 L 670.945794 107.84584 L 669.404776 108.971403 L 668.912742 110.716163 L 668.564244 112.460923 L 667.430027 114.205684 L 665.697196 115.253638 L 663.947664 116.773037 L 662.607956 117.695204 L 661.612665 121.184724 L 660.656296 128.163765 L 660.093513 129.908525 L 659.642139 131.653286 L 658.699065 132.423978 L 657.821919 133.398046 L 657.702897 135.142806 L 657.409545 136.887566 L 656.830242 138.632326 L 655.2 139.504707 L 651.700935 139.504707 L 649.951402 137.758419 L 641.203738 137.759946 L 639.454206 136.015186 L 632.456075 136.015186 L 630.706542 134.270426 L 621.958879 134.270426 L 620.209346 132.525666 L 613.211215 132.525666 L 611.461682 130.780906 L 602.714019 130.780824 L 600.964486 129.036145 L 593.966355 129.036145 L 591.460601 126.419005 L 590.238014 124.674245 L 590.171026 122.929485 L 591.026497 121.184724 L 590.46729 120.516904 L 588.564305 117.695204 L 587.858667 115.950444 L 588.257121 114.205684 L 589.012241 112.460923 L 588.292751 110.716163 L 587.317694 108.971403 L 586.968224 108.622886 L 586.047635 107.226643 L 584.438359 105.481883 L 583.260904 103.737122 L 581.98291 101.992362 L 583.886171 100.247602 L 584.343925 98.502842 L 584.395098 96.758082 L 584.599269 95.013321 L 585.218692 93.010596 L 585.808228 91.523801 L 586.740984 89.779041 L 587.447468 84.54476 L 587.704253 82.8 L 587.486645 81.05524 L 588.438442 79.31048 L 588.717757 79.05954 L 589.646375 77.565719 L 589.882947 75.820959 L 590.46729 73.592465 L 590.856103 72.331439 L 591.183775 70.586679 L 592.216822 68.695089 L 593.221279 67.097158 L 593.830585 63.607638 L 593.966355 63.446066 L 595.825319 61.862878 L 596.565931 60.118117 L 596.742597 56.628597 L 597.465421 55.907745 L 599.053543 54.883837 L 599.615064 53.139077 L 600.964486 52.194893 L 601.758529 51.394316 L 602.196438 49.649556 L 602.714019 49.149922 L 605.354202 46.160036 L 606.213084 45.4551 L 607.962617 44.198909 L 609.71215 43.381844 L 610.425424 42.670515 L 611.461682 41.798135 L 612.730739 40.925755 L 613.211215 40.44659 L 614.960748 39.332358 L 616.71028 39.794904 L 618.459813 38.399003 L 620.209346 37.090374 L 621.958879 36.330645 L 623.708411 34.919885 L 624.573487 33.946714 L 625.457944 32.041084 L 628.957009 31.117384 L 630.706542 31.329574 L 632.456075 30.913406 L 634.205607 31.226886 L 635.95514 30.885698 L 639.454206 31.329574 L 640.755188 30.457194 L 641.203738 29.978838 L 641.203738 29.978838 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 155.207548 L 586.393125 155.207548 L 586.393125 143.593798 L 561.6 143.593798 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=0 --> <defs> <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(561.6 152.711923)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(#pa68222792c)"> <image height="144.96" id="image920cc2c8c8" transform="scale(1 -1)translate(0 -144.96)" width="186.96" x="374" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pa68222792c)" d="M 454.003738 59.245737 L 455.753271 59.245737 L 456.628037 60.118117 L 455.753271 60.990497 L 454.003738 60.990497 L 453.128972 60.118117 L 454.003738 59.245737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 462.751402 59.245737 L 464.500935 59.245737 L 466.250467 59.245737 L 468 59.245737 L 469.749533 59.245737 L 471.499065 59.245737 L 473.248598 59.245737 L 474.998131 59.245737 L 475.872897 60.118117 L 476.747664 60.990497 L 478.497196 60.990497 L 480.246729 60.990497 L 481.121495 61.862878 L 481.996262 62.735258 L 482.871028 63.607638 L 483.745794 64.480018 L 485.495327 64.480018 L 486.370093 63.607638 L 487.24486 62.735258 L 488.119626 63.607638 L 488.994393 64.480018 L 490.743925 64.480018 L 492.493458 64.480018 L 494.242991 64.480018 L 495.117757 65.352398 L 495.117757 67.097158 L 495.992523 67.969538 L 497.742056 67.969538 L 499.491589 67.969538 L 501.241121 67.969538 L 502.990654 67.969538 L 504.740187 67.969538 L 505.614953 68.841918 L 506.48972 69.714298 L 507.364486 70.586679 L 508.239252 71.459059 L 509.114019 72.331439 L 509.114019 74.076199 L 509.114019 75.820959 L 509.988785 76.693339 L 510.863551 77.565719 L 511.738318 78.438099 L 512.613084 79.31048 L 512.613084 81.05524 L 512.613084 82.8 L 511.738318 83.67238 L 509.988785 83.67238 L 508.239252 83.67238 L 507.364486 82.8 L 506.48972 81.92762 L 505.614953 81.05524 L 504.740187 80.18286 L 503.865421 79.31048 L 502.990654 78.438099 L 502.115888 77.565719 L 501.241121 76.693339 L 500.366355 75.820959 L 499.491589 74.948579 L 497.742056 74.948579 L 496.86729 74.076199 L 495.992523 73.203819 L 495.117757 72.331439 L 494.242991 71.459059 L 492.493458 71.459059 L 491.618692 70.586679 L 490.743925 69.714298 L 488.994393 69.714298 L 487.24486 69.714298 L 486.370093 68.841918 L 485.495327 67.969538 L 483.745794 67.969538 L 481.996262 67.969538 L 480.246729 67.969538 L 478.497196 67.969538 L 476.747664 67.969538 L 474.998131 67.969538 L 473.248598 67.969538 L 471.499065 67.969538 L 469.749533 67.969538 L 468 67.969538 L 466.250467 67.969538 L 464.500935 67.969538 L 462.751402 67.969538 L 461.876636 68.841918 L 461.001869 69.714298 L 460.127103 68.841918 L 459.252336 67.969538 L 458.37757 67.097158 L 459.252336 66.224778 L 461.001869 66.224778 L 461.876636 65.352398 L 461.876636 63.607638 L 461.876636 61.862878 L 461.876636 60.118117 L 462.751402 59.245737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 434.758879 62.735258 L 436.508411 62.735258 L 438.257944 62.735258 L 440.007477 62.735258 L 441.757009 62.735258 L 442.631776 63.607638 L 443.506542 64.480018 L 444.381308 63.607638 L 445.256075 62.735258 L 446.130841 63.607638 L 447.005607 64.480018 L 447.880374 65.352398 L 448.75514 66.224778 L 450.504673 66.224778 L 452.254206 66.224778 L 453.128972 67.097158 L 454.003738 67.969538 L 454.878505 67.097158 L 455.753271 66.224778 L 456.628037 67.097158 L 456.628037 68.841918 L 456.628037 70.586679 L 455.753271 71.459059 L 454.878505 72.331439 L 454.878505 74.076199 L 454.003738 74.948579 L 452.254206 74.948579 L 451.379439 75.820959 L 450.504673 76.693339 L 448.75514 76.693339 L 447.880374 77.565719 L 447.005607 78.438099 L 446.130841 79.31048 L 446.130841 81.05524 L 446.130841 82.8 L 445.256075 83.67238 L 444.381308 82.8 L 443.506542 81.92762 L 442.631776 82.8 L 442.631776 84.54476 L 442.631776 86.28952 L 442.631776 88.034281 L 442.631776 89.779041 L 443.506542 90.651421 L 444.381308 91.523801 L 444.381308 93.268561 L 443.506542 94.140941 L 442.631776 95.013321 L 441.757009 95.885702 L 440.882243 95.013321 L 440.007477 94.140941 L 438.257944 94.140941 L 437.383178 93.268561 L 437.383178 91.523801 L 438.257944 90.651421 L 439.13271 89.779041 L 438.257944 88.906661 L 437.383178 88.034281 L 438.257944 87.161901 L 439.13271 86.28952 L 438.257944 85.41714 L 437.383178 84.54476 L 436.508411 83.67238 L 434.758879 83.67238 L 433.884112 82.8 L 433.884112 81.05524 L 433.009346 80.18286 L 432.134579 79.31048 L 432.134579 77.565719 L 432.134579 75.820959 L 431.259813 74.948579 L 430.385047 74.076199 L 429.51028 73.203819 L 428.635514 72.331439 L 429.51028 71.459059 L 430.385047 70.586679 L 430.385047 68.841918 L 430.385047 67.097158 L 431.259813 66.224778 L 432.134579 65.352398 L 433.009346 64.480018 L 433.884112 63.607638 L 434.758879 62.735258 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 438.257944 66.224778 L 437.383178 67.097158 L 437.383178 68.841918 L 436.508411 69.714298 L 435.633645 70.586679 L 435.633645 72.331439 L 436.508411 73.203819 L 438.257944 73.203819 L 439.13271 72.331439 L 440.007477 71.459059 L 441.757009 71.459059 L 442.631776 70.586679 L 442.631776 68.841918 L 442.631776 67.097158 L 441.757009 66.224778 L 440.007477 66.224778 L 438.257944 66.224778 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 455.753271 76.693339 L 457.502804 76.693339 L 459.252336 76.693339 L 460.127103 77.565719 L 459.252336 78.438099 L 457.502804 78.438099 L 456.628037 79.31048 L 456.628037 81.05524 L 456.628037 82.8 L 455.753271 83.67238 L 454.878505 84.54476 L 454.003738 85.41714 L 453.128972 86.28952 L 452.254206 87.161901 L 450.504673 87.161901 L 448.75514 87.161901 L 447.880374 86.28952 L 447.880374 84.54476 L 448.75514 83.67238 L 449.629907 82.8 L 449.629907 81.05524 L 450.504673 80.18286 L 451.379439 79.31048 L 452.254206 78.438099 L 454.003738 78.438099 L 454.878505 77.565719 L 455.753271 76.693339 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 469.749533 80.18286 L 470.624299 81.05524 L 471.499065 81.92762 L 472.373832 81.05524 L 473.248598 80.18286 L 474.123364 81.05524 L 474.998131 81.92762 L 476.747664 81.92762 L 477.62243 82.8 L 478.497196 83.67238 L 480.246729 83.67238 L 481.996262 83.67238 L 482.871028 84.54476 L 481.996262 85.41714 L 481.121495 86.28952 L 481.121495 88.034281 L 480.246729 88.906661 L 478.497196 88.906661 L 477.62243 89.779041 L 476.747664 90.651421 L 475.872897 89.779041 L 474.998131 88.906661 L 474.123364 89.779041 L 473.248598 90.651421 L 472.373832 91.523801 L 472.373832 93.268561 L 471.499065 94.140941 L 470.624299 95.013321 L 469.749533 95.885702 L 468.874766 96.758082 L 468 97.630462 L 466.250467 97.630462 L 465.375701 96.758082 L 464.500935 95.885702 L 463.626168 95.013321 L 463.626168 93.268561 L 463.626168 91.523801 L 463.626168 89.779041 L 464.500935 88.906661 L 466.250467 88.906661 L 468 88.906661 L 468.874766 88.034281 L 469.749533 87.161901 L 470.624299 88.034281 L 471.499065 88.906661 L 472.373832 88.034281 L 472.373832 86.28952 L 472.373832 84.54476 L 471.499065 83.67238 L 469.749533 83.67238 L 468.874766 82.8 L 468.874766 81.05524 L 469.749533 80.18286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 448.75514 88.906661 L 449.629907 89.779041 L 449.629907 91.523801 L 449.629907 93.268561 L 448.75514 94.140941 L 447.880374 93.268561 L 447.880374 91.523801 L 447.880374 89.779041 L 448.75514 88.906661 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 420.762617 90.651421 L 421.637383 91.523801 L 420.762617 92.396181 L 419.88785 91.523801 L 420.762617 90.651421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 429.51028 123.801865 L 430.385047 124.674245 L 429.51028 125.546625 L 428.635514 124.674245 L 429.51028 123.801865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 438.257944 123.801865 L 439.13271 124.674245 L 438.257944 125.546625 L 437.383178 124.674245 L 438.257944 123.801865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 431.259813 125.546625 L 432.134579 126.419005 L 431.259813 127.291385 L 430.385047 126.419005 L 431.259813 125.546625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pa68222792c)" d="M 438.257944 99.375222 L 439.13271 100.247602 L 440.007477 101.119982 L 440.882243 101.992362 L 440.007477 102.864742 L 438.257944 102.864742 L 437.383178 101.992362 L 437.383178 100.247602 L 438.257944 99.375222 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 452.254206 101.119982 L 453.128972 101.992362 L 452.254206 102.864742 L 451.379439 101.992362 L 452.254206 101.119982 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 431.259813 109.843783 L 432.134579 110.716163 L 431.259813 111.588543 L 430.385047 110.716163 L 431.259813 109.843783 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa68222792c)" d="M 443.506542 109.843783 L 444.381308 110.716163 L 443.506542 111.588543 L 442.631776 110.716163 L 443.506542 109.843783 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pa68222792c)" d="M 448.75514 29.959225 L 450.504673 30.267315 L 450.913054 30.457194 L 452.254206 30.956626 L 454.003738 31.318258 L 455.753271 30.981738 L 457.502804 31.086141 L 459.252336 30.365547 L 461.001869 30.613404 L 464.73106 30.457194 L 468 31.282363 L 469.749533 30.741672 L 471.499065 30.762242 L 473.248598 31.205564 L 478.497196 31.545712 L 479.550083 32.201954 L 481.996262 34.54749 L 483.745794 34.819094 L 487.24486 34.924655 L 488.994393 35.258093 L 490.743925 35.847534 L 492.69616 37.436235 L 494.242991 38.309994 L 495.510661 39.180995 L 495.992523 39.746598 L 497.742056 39.794161 L 499.491589 40.327182 L 500.199929 40.925755 L 501.241121 41.592551 L 502.990654 41.636503 L 504.740187 42.086344 L 506.48972 43.193911 L 508.239252 43.647802 L 508.981035 44.415276 L 509.701918 46.160036 L 509.988785 46.446121 L 511.738318 46.919758 L 513.48785 47.566303 L 513.79498 47.904796 L 515.237383 48.946496 L 516.986916 49.188245 L 517.449489 49.649556 L 518.109933 51.394316 L 518.736449 52.019123 L 520.485981 52.388355 L 522.235514 53.317507 L 523.985047 54.011457 L 525.296802 54.883837 L 525.734579 55.492405 L 529.233645 58.71542 L 530.185378 60.118117 L 531.827464 61.862878 L 534.482243 66.150644 L 536.231776 67.404109 L 537.981308 69.242281 L 539.730841 71.612803 L 540.383161 72.331439 L 540.18063 74.076199 L 541.268889 75.820959 L 541.007676 77.565719 L 538.793635 79.31048 L 537.037973 81.05524 L 536.856362 82.8 L 536.231776 85.093091 L 535.843783 86.28952 L 535.357009 89.779041 L 535.479134 91.523801 L 537.063396 93.268561 L 538.427149 95.013321 L 537.243732 98.502842 L 536.982995 100.247602 L 536.231776 100.996772 L 534.482243 100.766134 L 533.462139 101.992362 L 532.73271 103.078181 L 530.983178 103.423429 L 530.525752 103.737122 L 529.233645 104.43904 L 527.484112 104.61514 L 525.734579 104.324275 L 523.985047 104.471818 L 522.235514 105.500206 L 518.736449 105.65784 L 516.986916 106.346445 L 515.237383 106.14437 L 513.48785 107.478816 L 511.738318 106.883202 L 511.393937 107.226643 L 509.988785 108.283761 L 508.239252 108.099023 L 507.069288 108.971403 L 506.48972 109.549391 L 504.740187 110.504822 L 502.990654 110.992194 L 501.241121 110.289074 L 499.491589 110.010643 L 495.992523 109.663055 L 494.242991 109.298818 L 492.493458 108.592895 L 490.743925 108.748667 L 490.49777 108.971403 L 489.711692 110.716163 L 489.436956 112.460923 L 488.531479 115.950444 L 485.495327 118.727094 L 483.745794 118.562958 L 481.996262 119.36273 L 480.106749 119.439964 L 478.497196 120.276933 L 476.747664 120.954474 L 476.516783 121.184724 L 475.978706 124.674245 L 475.770282 126.419005 L 475.198126 128.163765 L 474.998131 128.346515 L 473.248598 129.273583 L 471.499065 130.524365 L 469.533485 131.653286 L 468.874766 133.398046 L 468 134.334338 L 467.003935 135.142806 L 466.648698 136.887566 L 466.250467 137.28471 L 464.500935 137.759946 L 457.502804 137.758344 L 455.753271 136.015121 L 447.005607 136.015186 L 445.256075 134.270426 L 436.508411 134.270426 L 434.758879 132.525666 L 427.760748 132.525666 L 426.011215 130.780906 L 417.263551 130.780905 L 415.514019 129.036145 L 408.515888 129.036145 L 406.766355 127.291385 L 401.517757 127.22977 L 400.704774 126.419005 L 400.91212 124.674245 L 401.286574 122.929485 L 402.020585 121.184724 L 401.517757 119.299455 L 400.631498 117.695204 L 400.585053 115.950444 L 399.768224 115.23513 L 398.018692 114.85759 L 397.365002 114.205684 L 396.269159 112.217838 L 394.519626 111.180303 L 393.980564 110.716163 L 392.587035 108.971403 L 391.854044 107.226643 L 391.590338 105.481883 L 391.020561 104.854172 L 390.301504 103.737122 L 391.090037 101.992362 L 391.441508 100.247602 L 391.020561 99.827803 L 389.981264 98.502842 L 390.694269 93.268561 L 391.020561 92.82068 L 392.770093 90.839155 L 393.380709 89.779041 L 393.839146 88.034281 L 396.269159 85.921808 L 398.018692 83.647905 L 399.379782 82.8 L 399.768224 82.273214 L 400.340633 81.05524 L 400.852642 75.820959 L 401.198107 74.076199 L 401.799922 72.331439 L 402.164031 70.586679 L 402.740092 65.352398 L 403.26729 63.562348 L 405.016822 62.416575 L 405.572034 61.862878 L 406.033854 60.118117 L 406.766355 59.496336 L 407.712407 58.373357 L 407.744721 56.628597 L 408.515888 55.513574 L 409.377329 54.883837 L 410.265421 53.901527 L 410.724947 53.139077 L 412.436945 51.394316 L 413.764486 50.474476 L 414.591663 49.649556 L 415.139218 47.904796 L 415.514019 47.531018 L 417.35591 46.160036 L 419.013084 45.307383 L 420.374504 44.415276 L 420.762617 43.973244 L 421.516893 42.670515 L 422.51215 41.641475 L 426.011215 39.142575 L 427.760748 38.075681 L 429.51028 37.63377 L 429.778248 37.436235 L 431.259813 36.577233 L 433.009346 36.441797 L 434.758879 36.023639 L 435.068971 35.691475 L 436.508411 34.78735 L 438.358986 33.946714 L 441.757009 33.178521 L 443.506542 31.758131 L 445.256075 32.152267 L 447.005607 31.176628 L 448.75514 29.959225 L 448.75514 29.959225 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 155.207548 L 411.1575 155.207548 L 411.1575 143.593798 L 374.4 143.593798 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(374.4 152.711923)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(#p31aac62778)"> <image height="144.96" id="imagef014a14540" transform="scale(1 -1)translate(0 -144.96)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p31aac62778)" d="M 265.054206 67.969538 L 266.803738 67.969538 L 268.553271 67.969538 L 270.302804 67.969538 L 272.052336 67.969538 L 272.927103 68.841918 L 273.801869 69.714298 L 274.676636 70.586679 L 274.676636 72.331439 L 274.676636 74.076199 L 274.676636 75.820959 L 273.801869 76.693339 L 272.052336 76.693339 L 271.17757 75.820959 L 270.302804 74.948579 L 268.553271 74.948579 L 266.803738 74.948579 L 265.928972 74.076199 L 265.054206 73.203819 L 263.304673 73.203819 L 261.55514 73.203819 L 260.680374 72.331439 L 259.805607 71.459059 L 258.930841 70.586679 L 259.805607 69.714298 L 261.55514 69.714298 L 262.429907 70.586679 L 263.304673 71.459059 L 264.179439 70.586679 L 264.179439 68.841918 L 265.054206 67.969538 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 279.050467 69.714298 L 280.8 69.714298 L 281.674766 70.586679 L 282.549533 71.459059 L 283.424299 72.331439 L 284.299065 73.203819 L 285.173832 74.076199 L 284.299065 74.948579 L 283.424299 75.820959 L 282.549533 76.693339 L 280.8 76.693339 L 279.925234 75.820959 L 279.925234 74.076199 L 279.050467 73.203819 L 277.300935 73.203819 L 276.426168 72.331439 L 277.300935 71.459059 L 278.175701 70.586679 L 279.050467 69.714298 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 256.306542 87.161901 L 257.181308 88.034281 L 258.056075 88.906661 L 259.805607 88.906661 L 261.55514 88.906661 L 262.429907 88.034281 L 263.304673 87.161901 L 264.179439 88.034281 L 265.054206 88.906661 L 265.928972 89.779041 L 265.928972 91.523801 L 266.803738 92.396181 L 268.553271 92.396181 L 270.302804 92.396181 L 272.052336 92.396181 L 272.927103 93.268561 L 272.927103 95.013321 L 273.801869 95.885702 L 274.676636 96.758082 L 273.801869 97.630462 L 272.927103 98.502842 L 272.052336 99.375222 L 270.302804 99.375222 L 268.553271 99.375222 L 266.803738 99.375222 L 265.054206 99.375222 L 264.179439 98.502842 L 265.054206 97.630462 L 265.928972 96.758082 L 265.054206 95.885702 L 264.179439 96.758082 L 263.304673 97.630462 L 262.429907 98.502842 L 262.429907 100.247602 L 261.55514 101.119982 L 260.680374 100.247602 L 259.805607 99.375222 L 258.056075 99.375222 L 256.306542 99.375222 L 254.557009 99.375222 L 252.807477 99.375222 L 251.93271 100.247602 L 251.057944 101.119982 L 250.183178 101.992362 L 249.308411 102.864742 L 247.558879 102.864742 L 246.684112 101.992362 L 247.558879 101.119982 L 248.433645 100.247602 L 249.308411 99.375222 L 250.183178 98.502842 L 250.183178 96.758082 L 249.308411 95.885702 L 247.558879 95.885702 L 246.684112 95.013321 L 247.558879 94.140941 L 248.433645 93.268561 L 249.308411 92.396181 L 250.183178 93.268561 L 251.057944 94.140941 L 252.807477 94.140941 L 253.682243 93.268561 L 254.557009 92.396181 L 255.431776 91.523801 L 255.431776 89.779041 L 255.431776 88.034281 L 256.306542 87.161901 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 245.809346 99.375222 L 246.684112 100.247602 L 245.809346 101.119982 L 244.934579 100.247602 L 245.809346 99.375222 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 252.807477 102.864742 L 253.682243 103.737122 L 252.807477 104.609503 L 251.93271 103.737122 L 252.807477 102.864742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 256.306542 102.864742 L 257.181308 103.737122 L 256.306542 104.609503 L 255.431776 103.737122 L 256.306542 102.864742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 282.549533 104.609503 L 284.299065 104.609503 L 285.173832 105.481883 L 284.299065 106.354263 L 282.549533 106.354263 L 281.674766 105.481883 L 282.549533 104.609503 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p31aac62778)" d="M 286.048598 106.354263 L 286.923364 107.226643 L 286.048598 108.099023 L 285.173832 107.226643 L 286.048598 106.354263 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p31aac62778)" d="M 287.798131 81.92762 L 289.547664 81.92762 L 290.42243 82.8 L 289.547664 83.67238 L 287.798131 83.67238 L 286.923364 82.8 L 287.798131 81.92762 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p31aac62778)" d="M 261.55514 38.961704 L 263.304673 39.757887 L 265.054206 39.616382 L 266.803738 38.871758 L 270.302804 38.488584 L 272.052336 38.367195 L 273.801869 38.763102 L 275.551402 39.561797 L 277.300935 39.373306 L 279.050467 38.6907 L 280.8 39.31846 L 290.167922 40.925755 L 291.297196 41.317145 L 293.046729 40.92379 L 294.914719 40.925755 L 296.545794 41.825507 L 298.295327 42.37586 L 300.04486 42.711682 L 301.794393 42.920707 L 303.543925 43.841912 L 305.293458 45.216569 L 306.070582 46.160036 L 307.042991 46.936324 L 310.542056 47.132946 L 311.84351 47.904796 L 312.291589 48.351162 L 315.790654 48.823377 L 317.540187 49.401388 L 317.776604 49.649556 L 321.039252 51.794119 L 322.788785 51.887454 L 324.585352 53.139077 L 325.665241 54.883837 L 328.037383 57.500977 L 330.265155 58.373357 L 331.536449 58.633997 L 333.285981 60.599236 L 335.035514 61.575982 L 335.23857 61.862878 L 334.768429 63.607638 L 335.035514 63.933811 L 336.785047 64.552191 L 337.723945 65.352398 L 339.25622 67.097158 L 340.394099 68.841918 L 342.033645 71.002158 L 343.783178 71.464855 L 344.448773 72.331439 L 346.746151 75.820959 L 346.639431 77.565719 L 346.407477 79.31048 L 347.282243 80.493752 L 347.845267 81.05524 L 349.031776 83.319437 L 349.474622 84.54476 L 348.556803 86.28952 L 349.646357 88.034281 L 349.928674 89.779041 L 349.307247 95.013321 L 349.031776 95.397977 L 347.282243 96.35589 L 345.53271 96.825472 L 340.578218 100.247602 L 340.284112 100.540905 L 338.534579 100.586269 L 336.785047 101.271934 L 335.035514 102.639344 L 333.164648 103.737122 L 331.536449 104.737872 L 329.786916 106.230014 L 328.037383 107.425139 L 326.28785 106.7515 L 325.811408 107.226643 L 323.553091 108.971403 L 323.234916 110.716163 L 322.788785 111.325004 L 321.039252 113.014829 L 319.816666 114.205684 L 321.039252 114.980513 L 322.024753 115.950444 L 321.342168 121.184724 L 320.750379 122.929485 L 320.402126 124.674245 L 320.202412 126.419005 L 320.127491 128.163765 L 319.28972 129.964733 L 317.540187 130.926445 L 315.790654 132.226855 L 312.291589 134.503974 L 311.65101 135.142806 L 309.498448 136.887566 L 308.792523 137.591565 L 307.042991 137.339592 L 305.293458 138.235165 L 303.543925 138.010319 L 301.794393 139.241326 L 300.04486 139.510967 L 298.295327 139.239194 L 296.545794 139.584697 L 294.796262 140.0938 L 290.211233 136.887566 L 289.547664 136.14254 L 287.798131 135.612832 L 286.048598 135.31481 L 285.876124 135.142806 L 284.811581 133.398046 L 284.299065 132.886929 L 281.952982 129.908525 L 282.352839 128.163765 L 280.8 127.215237 L 279.050467 127.02352 L 275.551402 125.88001 L 272.052336 125.54651 L 270.536685 126.419005 L 269.989833 128.163765 L 269.595942 129.908525 L 269.440422 131.653286 L 268.955315 133.398046 L 266.803738 135.604837 L 265.054206 136.015186 L 261.55514 136.015186 L 259.805607 134.269608 L 252.807477 134.270421 L 251.057944 132.525666 L 242.31028 132.525666 L 240.560748 130.780906 L 233.562617 130.780906 L 231.813084 129.036145 L 223.065421 129.036145 L 221.315888 127.291385 L 219.566355 127.174477 L 218.808817 126.419005 L 218.341385 124.674245 L 217.596004 122.929485 L 217.816822 122.48353 L 218.334889 121.184724 L 218.82929 117.695204 L 218.218097 115.950444 L 217.816822 115.619376 L 216.06729 115.357426 L 214.317757 114.46589 L 214.071189 114.205684 L 210.818692 111.710826 L 210.136704 110.716163 L 209.943925 108.971403 L 209.607023 107.226643 L 208.406688 105.481883 L 208.350683 103.737122 L 207.752229 101.992362 L 208.035044 100.247602 L 208.060002 98.502842 L 208.329605 96.758082 L 209.069159 95.562694 L 209.562341 95.013321 L 209.851895 93.268561 L 210.818692 92.492857 L 212.568224 92.162641 L 213.440219 91.523801 L 214.139117 89.779041 L 215.573021 82.8 L 216.481593 79.31048 L 216.726283 77.565719 L 217.139195 75.820959 L 217.816822 75.129561 L 219.288586 74.076199 L 219.64476 72.331439 L 220.689417 68.841918 L 221.315888 68.217157 L 222.247183 67.097158 L 223.065421 65.850321 L 223.721752 65.352398 L 225.111013 63.607638 L 225.343966 61.862878 L 227.206742 60.118117 L 227.529516 58.373357 L 228.314019 57.590994 L 229.558437 56.628597 L 230.400049 54.883837 L 231.813084 54.024661 L 233.562617 52.648604 L 235.31215 51.806882 L 235.725843 51.394316 L 238.123898 49.649556 L 238.811215 48.99256 L 240.705074 47.904796 L 242.572778 46.160036 L 244.059813 44.163773 L 245.809346 43.222 L 246.409842 42.670515 L 247.558879 41.823359 L 249.308411 41.798135 L 251.057944 40.823376 L 254.557009 39.909974 L 258.056075 40.053375 L 261.55514 38.961704 L 261.55514 38.961704 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 155.207548 L 223.9575 155.207548 L 223.9575 143.593798 L 187.2 143.593798 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-34 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(187.2 152.711923)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-34"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p68cbf99254)"> <image height="144.96" id="imaged01fe5269d" transform="scale(1 -1)translate(0 -144.96)" width="187.44" x="0" xlink:href="data:image/png;base64,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" y="-10.64"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p68cbf99254)" d="M 74.35514 49.526908 L 76.104673 49.172997 L 77.854206 49.875921 L 81.353271 50.484544 L 84.852336 50.87035 L 87.004792 51.394316 L 88.351402 51.782059 L 91.850467 52.329897 L 95.349533 52.753969 L 98.848598 53.679413 L 102.347664 54.145958 L 104.097196 54.329359 L 106.457145 54.883837 L 107.596262 55.21868 L 111.095327 55.828974 L 111.856155 56.628597 L 112.84486 57.500977 L 114.594393 57.979681 L 116.532079 58.373357 L 118.093458 59.353825 L 118.593162 60.118117 L 121.592523 62.080212 L 123.342056 63.036457 L 125.091589 63.072969 L 125.680333 63.607638 L 126.847721 65.352398 L 128.590654 66.022238 L 130.340187 66.154596 L 133.839252 69.968089 L 135.145435 70.586679 L 135.588785 70.998991 L 136.679891 72.331439 L 139.182999 74.076199 L 140.179462 75.820959 L 139.910357 79.31048 L 141.44495 81.05524 L 141.125189 82.8 L 140.572475 84.54476 L 140.192478 86.28952 L 140.837383 86.932667 L 142.586916 87.30758 L 143.440437 88.034281 L 143.490917 89.779041 L 143.301894 91.523801 L 142.8077 93.268561 L 143.874539 95.013321 L 143.971216 96.758082 L 143.786768 98.502842 L 142.586916 100.410807 L 140.837383 99.899419 L 139.08785 101.430841 L 138.167012 101.992362 L 137.338318 102.882703 L 135.588785 103.99316 L 133.839252 104.537296 L 128.590654 103.305416 L 126.928771 103.737122 L 127.787568 105.481883 L 127.715888 107.226643 L 128.070061 108.971403 L 127.245163 115.950444 L 126.566542 119.439964 L 125.817701 121.184724 L 125.091589 121.606457 L 124.295427 122.929485 L 123.542268 124.674245 L 123.342056 124.83262 L 121.592523 127.380783 L 120.843935 128.163765 L 119.842991 128.878619 L 118.093458 129.980058 L 116.343925 130.780906 L 114.594393 130.951044 L 112.84486 132.223191 L 111.095327 131.9322 L 109.345794 132.888395 L 107.596262 132.572634 L 105.846729 132.525666 L 104.097196 132.015921 L 100.229644 128.163765 L 98.848598 127.36402 L 97.099065 125.871854 L 95.349533 123.650865 L 93.6 123.331972 L 90.100935 122.306853 L 89.157438 121.184724 L 88.351402 120.401495 L 86.601869 120.291151 L 84.852336 120.042763 L 81.353271 118.893138 L 79.603738 117.684108 L 77.854206 116.796163 L 76.104673 116.561136 L 74.35514 116.729087 L 72.605607 117.149714 L 70.856075 117.186903 L 70.349585 117.695204 L 69.889508 119.439964 L 69.666401 122.929485 L 70.50668 124.674245 L 70.548912 126.419005 L 71.489592 128.163765 L 71.812636 129.908525 L 71.730841 131.653286 L 70.856075 132.726401 L 69.106542 134.089531 L 67.357009 134.270426 L 65.607477 132.525666 L 58.609346 132.525282 L 56.859813 130.780906 L 48.11215 130.780906 L 47.237383 129.908525 L 45.659167 128.163765 L 45.773759 126.419005 L 46.15865 124.674245 L 46.362617 124.470834 L 48.11215 123.490893 L 48.675094 122.929485 L 49.349408 117.695204 L 49.926474 115.950444 L 50.226618 114.205684 L 49.861682 113.841744 L 48.11215 113.109451 L 45.744117 112.460923 L 44.613084 112.108832 L 42.863551 111.843118 L 41.114019 109.809251 L 39.364486 109.587912 L 38.74629 108.971403 L 38.993527 107.226643 L 39.615795 105.481883 L 39.364486 104.932564 L 38.665631 103.737122 L 38.530707 101.992362 L 39.364486 98.023252 L 39.721554 96.758082 L 41.114019 90.073259 L 41.211794 89.779041 L 41.611372 88.034281 L 42.185786 84.54476 L 42.863551 81.901536 L 43.143248 81.05524 L 43.896888 77.565719 L 45.82417 75.820959 L 46.362617 73.455554 L 46.723621 72.331439 L 49.065692 68.841918 L 49.12999 67.097158 L 49.861682 66.271153 L 51.321651 65.352398 L 51.611215 64.860585 L 52.114656 63.607638 L 54.231994 61.862878 L 55.11028 61.068339 L 56.859813 59.84314 L 58.609346 57.616434 L 60.358879 56.102515 L 62.108411 55.287098 L 62.520666 54.883837 L 63.857944 54.022451 L 65.607477 54.230903 L 67.357009 52.780034 L 69.106542 51.90791 L 70.856075 50.545083 L 72.605607 50.578734 L 74.35514 49.526908 L 74.35514 49.526908 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 155.207548 L 36.7575 155.207548 L 36.7575 143.593798 L 0 143.593798 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-51 --> <g style="fill:#ffffff;" transform="translate(0 152.711923)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-35"/> <use x="242.675781" xlink:href="#DejaVuSans-31"/> </g> </g> </g> </g> <defs> <clipPath id="pef2323242a"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="pba1ca3fa69"> <rect height="144.815097" width="187.2" x="1123.2" y="10.392452"/> </clipPath> <clipPath id="pce5f32551b"> <rect height="144.815097" width="187.2" x="936" y="10.392452"/> </clipPath> <clipPath id="p8378ba7c07"> <rect height="144.815097" width="187.2" x="748.8" y="10.392452"/> </clipPath> <clipPath id="p92d55be3c0"> <rect height="144.815097" width="187.2" x="561.6" y="10.392452"/> </clipPath> <clipPath id="pa68222792c"> <rect height="144.815097" width="187.2" x="374.4" y="10.392452"/> </clipPath> <clipPath id="p31aac62778"> <rect height="144.815097" width="187.2" x="187.2" y="10.392452"/> </clipPath> <clipPath id="p68cbf99254"> <rect height="144.815097" width="187.2" x="0" y="10.392452"/> </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-ddd34d38-65d8-4ac1-b034-4dafa788215e"> <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(#p6d969b777c)"> <image height="165.6" id="image0ab1b54de5" 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(#pa1aac1d30d)"> <image height="133.92" id="imagef2ff3ca839" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pa1aac1d30d)" d="M 63.844898 61.20744 L 71.926531 61.418572 L 73.542857 62.988354 L 74.199127 63.440219 L 75.159184 64.30337 L 76.77551 64.916604 L 83.240816 64.885733 L 84.939956 65.053534 L 86.473469 66.086918 L 94.555102 66.128849 L 95.094107 66.666849 L 96.171429 67.51135 L 97.787755 67.62199 L 101.020408 70.719613 L 101.867602 71.506794 L 102.17243 73.120109 L 102.636735 74.683023 L 104.253061 74.223705 L 105.00405 74.733425 L 105.869388 75.184167 L 107.485714 76.427033 L 108.009164 77.960055 L 108.055458 79.57337 L 108.272958 81.186685 L 107.485714 82.972314 L 108.667168 84.413315 L 107.644943 86.02663 L 107.633292 87.639945 L 108.077187 90.866575 L 108.344304 92.479891 L 108.704534 95.706521 L 110.043808 97.319836 L 110.967451 98.933151 L 111.162242 100.546466 L 111.596985 102.159781 L 110.967714 103.773096 L 110.718367 104.0649 L 110.046081 105.386411 L 110.939234 110.226357 L 110.718367 111.053768 L 110.393022 111.839672 L 109.102041 113.461598 L 107.485714 113.629395 L 105.869388 115.16818 L 104.253061 115.169399 L 103.573201 116.679617 L 104.752309 121.519562 L 105.061224 123.132877 L 104.253061 124.832846 L 102.636735 125.55285 L 68.693878 125.55285 L 67.077551 123.939535 L 49.297959 123.838225 L 48.591295 123.132877 L 48.85166 121.519562 L 49.852909 118.292932 L 50.233339 115.066302 L 49.297959 113.543205 L 47.681633 113.767268 L 46.966669 113.452987 L 46.065306 112.905848 L 44.44898 111.622033 L 42.832653 110.68032 L 41.216327 108.431864 L 39.013815 105.386411 L 40.025815 102.159781 L 40.512545 100.546466 L 40.748749 98.933151 L 40.816634 97.319836 L 41.715109 95.706521 L 43.07077 94.093206 L 43.770974 92.479891 L 43.893488 90.866575 L 45.01927 86.02663 L 45.577793 82.8 L 46.47722 79.57337 L 46.69348 77.960055 L 47.164961 76.34674 L 49.039995 74.733425 L 49.297959 74.057936 L 50.914286 73.451091 L 51.440735 71.506794 L 53.407398 69.893479 L 54.972457 68.280164 L 55.539545 66.666849 L 57.379592 64.771581 L 58.995918 64.056518 L 60.612245 64.064904 L 61.276728 63.440219 L 63.218873 61.826904 L 63.844898 61.20744 L 63.844898 61.20744 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 34.156431 L 22.52625 34.156431 L 22.52625 22.542681 L 15.84 22.542681 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 31.660806)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 34.156431 L 142.56 34.156431 L 142.56 22.542681 L 134.221875 22.542681 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 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 149.752577 L 36.7575 149.752577 L 36.7575 138.138827 L 0 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-52 --> <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 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 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(0 147.256952)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-35"/> <use x="242.675781" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p7766f1a1c3)"> <image height="133.92" id="imagefc14c5cd9b" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="158" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p7766f1a1c3)" d="M 215.779592 86.833288 L 216.587755 87.639945 L 215.779592 88.446603 L 214.971429 87.639945 L 215.779592 86.833288 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 217.395918 88.446603 L 218.204082 89.25326 L 218.204082 90.866575 L 217.395918 91.673233 L 216.587755 90.866575 L 216.587755 89.25326 L 217.395918 88.446603 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 249.722449 88.446603 L 251.338776 88.446603 L 252.146939 89.25326 L 251.338776 90.059918 L 249.722449 90.059918 L 248.914286 89.25326 L 249.722449 88.446603 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 256.187755 88.446603 L 256.995918 89.25326 L 256.995918 90.866575 L 256.187755 91.673233 L 254.571429 91.673233 L 253.763265 90.866575 L 254.571429 90.059918 L 255.379592 89.25326 L 256.187755 88.446603 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 249.722449 98.126493 L 250.530612 98.933151 L 249.722449 99.739809 L 248.914286 98.933151 L 249.722449 98.126493 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 212.546939 99.739809 L 213.355102 100.546466 L 212.546939 101.353124 L 211.738776 100.546466 L 212.546939 99.739809 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 252.955102 99.739809 L 254.571429 99.739809 L 256.187755 99.739809 L 256.995918 100.546466 L 256.187755 101.353124 L 254.571429 101.353124 L 253.763265 102.159781 L 252.955102 102.966439 L 252.146939 102.159781 L 252.146939 100.546466 L 252.955102 99.739809 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p7766f1a1c3)" d="M 243.257143 90.059918 L 244.065306 90.866575 L 243.257143 91.673233 L 242.44898 90.866575 L 243.257143 90.059918 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 238.408163 91.673233 L 240.02449 91.673233 L 240.832653 92.479891 L 240.832653 94.093206 L 240.02449 94.899863 L 239.216327 95.706521 L 239.216327 97.319836 L 238.408163 98.126493 L 236.791837 98.126493 L 235.17551 98.126493 L 234.367347 97.319836 L 235.17551 96.513178 L 235.983673 95.706521 L 236.791837 94.899863 L 237.6 94.093206 L 237.6 92.479891 L 238.408163 91.673233 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 228.710204 94.899863 L 229.518367 95.706521 L 228.710204 96.513178 L 227.902041 95.706521 L 228.710204 94.899863 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 249.722449 94.899863 L 251.338776 94.899863 L 252.955102 94.899863 L 254.571429 94.899863 L 255.379592 95.706521 L 254.571429 96.513178 L 252.955102 96.513178 L 251.338776 96.513178 L 249.722449 96.513178 L 248.914286 95.706521 L 249.722449 94.899863 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 215.779592 96.513178 L 217.395918 96.513178 L 218.204082 97.319836 L 217.395918 98.126493 L 215.779592 98.126493 L 214.971429 97.319836 L 215.779592 96.513178 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 236.791837 99.739809 L 237.6 100.546466 L 236.791837 101.353124 L 235.983673 100.546466 L 236.791837 99.739809 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 240.02449 102.966439 L 240.832653 103.773096 L 240.02449 104.579754 L 239.216327 103.773096 L 240.02449 102.966439 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 243.257143 104.579754 L 244.065306 105.386411 L 243.257143 106.193069 L 242.44898 105.386411 L 243.257143 104.579754 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 254.571429 106.193069 L 256.187755 106.193069 L 256.995918 106.999726 L 256.995918 108.613042 L 256.187755 109.419699 L 255.379592 108.613042 L 254.571429 107.806384 L 253.763265 106.999726 L 254.571429 106.193069 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 217.395918 109.419699 L 218.204082 110.226357 L 217.395918 111.033014 L 216.587755 110.226357 L 217.395918 109.419699 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7766f1a1c3)" d="M 254.571429 109.419699 L 255.379592 110.226357 L 255.379592 111.839672 L 254.571429 112.646329 L 253.763265 111.839672 L 253.763265 110.226357 L 254.571429 109.419699 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p7766f1a1c3)" d="M 222.244898 42.063677 L 225.477551 40.859917 L 227.093878 41.131257 L 228.710204 41.110598 L 230.326531 40.894981 L 231.942857 41.897419 L 233.559184 42.273516 L 238.408163 42.719596 L 240.02449 42.487244 L 241.640816 43.903334 L 243.257143 43.237625 L 244.873469 43.025233 L 246.489796 41.84516 L 248.106122 41.4155 L 249.722449 41.425293 L 251.338776 42.65889 L 252.955102 43.224155 L 256.187755 43.111991 L 257.804082 44.291147 L 259.420408 44.833029 L 261.036735 45.76055 L 262.653061 46.346578 L 264.269388 46.434345 L 265.885714 47.876067 L 267.502041 48.457474 L 267.965814 48.920383 L 271.63345 52.147013 L 271.847371 55.373643 L 273.967347 57.371656 L 277.506275 60.213589 L 278.008163 61.826904 L 279.377731 63.440219 L 281.062207 65.053534 L 281.456806 66.666849 L 282.551573 68.280164 L 282.609494 69.893479 L 282.802451 71.506794 L 282.943776 74.733425 L 284.007389 76.34674 L 284.391324 77.960055 L 284.24906 81.186685 L 284.382912 82.8 L 284.669269 84.413315 L 285.082308 86.02663 L 284.838438 87.639945 L 283.90802 89.25326 L 284.252868 94.093206 L 283.414835 95.706521 L 283.601243 97.319836 L 283.529226 98.933151 L 283.818895 100.546466 L 283.803908 102.159781 L 283.665306 102.283285 L 282.6488 103.773096 L 282.971338 105.386411 L 283.285167 108.613042 L 283.072984 110.226357 L 282.041428 111.839672 L 280.432653 113.891918 L 278.07005 116.679617 L 278.497525 119.906247 L 279.001637 121.519562 L 279.352898 123.132877 L 279.573719 124.746193 L 279.640616 126.359508 L 278.172048 127.972823 L 277.2 128.77948 L 217.395918 128.77948 L 215.779592 127.166165 L 194.767347 127.164764 L 193.095145 126.359508 L 192.342857 124.746193 L 192.435343 123.132877 L 192.443395 118.292932 L 192.407846 115.066302 L 192.291317 113.452987 L 191.337417 111.839672 L 190.816588 110.226357 L 191.083575 108.613042 L 190.787069 106.999726 L 189.090366 105.386411 L 187.637364 103.773096 L 187.505301 102.159781 L 187.957485 100.546466 L 187.859073 98.933151 L 186.631076 97.319836 L 187.191858 95.706521 L 188.642853 89.25326 L 188.807873 86.02663 L 188.903959 79.57337 L 189.105671 77.960055 L 189.473336 76.34674 L 190.021377 74.733425 L 190.438136 73.120109 L 190.645835 71.506794 L 190.740382 69.893479 L 192.342857 68.280164 L 193.152008 66.666849 L 193.651567 65.053534 L 194.767347 64.17168 L 195.500174 63.440219 L 195.635472 61.826904 L 196.383673 61.080096 L 199.616327 58.57023 L 201.784605 56.986958 L 202.84898 56.195024 L 204.465306 54.594573 L 207.697959 51.747392 L 209.441039 50.533698 L 211.376972 48.920383 L 211.714929 47.307068 L 214.163265 45.182032 L 215.779592 44.887095 L 217.395918 43.827931 L 219.012245 43.380877 L 222.244898 42.063677 L 222.244898 42.063677 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 34.156431 L 180.92625 34.156431 L 180.92625 22.542681 L 174.24 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 31.660806)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 34.156431 L 300.96 34.156431 L 300.96 22.542681 L 292.621875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 149.752577 L 195.1575 149.752577 L 195.1575 138.138827 L 158.4 138.138827 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(158.4 147.256952)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-38"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p4813c8cbe5)"> <image height="133.92" id="imageec521afa36" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p4813c8cbe5)" d="M 374.179592 64.246876 L 377.412245 64.246876 L 379.028571 65.860191 L 380.644898 65.860191 L 382.261224 67.473507 L 385.493878 67.473507 L 386.302041 68.280164 L 386.302041 71.506794 L 387.918367 73.120109 L 387.918367 74.733425 L 386.302041 76.34674 L 386.302041 77.960055 L 388.726531 80.380027 L 390.342857 80.380027 L 391.959184 81.993342 L 398.42449 81.993342 L 400.040816 80.380027 L 401.657143 80.380027 L 404.081633 77.960055 L 404.081633 76.34674 L 404.889796 75.540082 L 406.506122 75.540082 L 408.930612 73.120109 L 408.930612 71.506794 L 407.314286 69.893479 L 407.314286 68.280164 L 408.122449 67.473507 L 409.738776 67.473507 L 411.355102 65.860191 L 412.971429 67.473507 L 414.587755 67.473507 L 416.204082 69.086822 L 424.285714 69.086822 L 425.093878 69.893479 L 425.093878 74.733425 L 426.710204 76.34674 L 426.710204 86.02663 L 425.093878 87.639945 L 425.093878 89.25326 L 426.710204 90.866575 L 426.710204 100.546466 L 425.902041 101.353124 L 424.285714 101.353124 L 423.477551 100.546466 L 425.093878 98.933151 L 423.477551 97.319836 L 423.477551 94.093206 L 421.861224 92.479891 L 421.861224 84.413315 L 417.012245 79.57337 L 417.012245 77.960055 L 416.204082 77.153397 L 414.587755 77.153397 L 412.971429 78.766712 L 408.122449 78.766712 L 405.697959 81.186685 L 405.697959 82.8 L 403.273469 85.219973 L 401.657143 85.219973 L 400.040816 86.833288 L 398.42449 86.833288 L 397.616327 87.639945 L 400.84898 90.866575 L 400.84898 94.093206 L 400.040816 94.899863 L 396.808163 94.899863 L 395.191837 93.286548 L 393.57551 93.286548 L 391.959184 94.899863 L 390.342857 93.286548 L 387.110204 93.286548 L 386.302041 92.479891 L 387.110204 91.673233 L 388.726531 91.673233 L 391.15102 89.25326 L 391.15102 87.639945 L 390.342857 86.833288 L 388.726531 86.833288 L 387.918367 86.02663 L 387.918367 84.413315 L 386.302041 82.8 L 386.302041 81.186685 L 382.261224 77.153397 L 379.028571 77.153397 L 377.412245 75.540082 L 374.987755 77.960055 L 376.604082 79.57337 L 376.604082 81.186685 L 374.987755 82.8 L 374.987755 84.413315 L 373.371429 86.02663 L 373.371429 90.866575 L 371.755102 92.479891 L 371.755102 94.093206 L 368.522449 97.319836 L 368.522449 98.933151 L 367.714286 99.739809 L 366.097959 99.739809 L 365.289796 98.933151 L 366.906122 97.319836 L 366.906122 89.25326 L 368.522449 87.639945 L 368.522449 74.733425 L 366.906122 73.120109 L 366.906122 71.506794 L 370.946939 67.473507 L 372.563265 67.473507 L 373.371429 66.666849 L 373.371429 65.053534 L 374.179592 64.246876 L 374.179592 64.246876 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 406.506122 64.246876 L 407.314286 65.053534 L 406.506122 65.860191 L 405.697959 65.053534 L 406.506122 64.246876 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 387.110204 65.860191 L 388.726531 65.860191 L 389.534694 66.666849 L 388.726531 67.473507 L 387.110204 67.473507 L 386.302041 66.666849 L 387.110204 65.860191 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 411.355102 81.993342 L 412.971429 81.993342 L 414.587755 81.993342 L 415.395918 82.8 L 415.395918 84.413315 L 415.395918 86.02663 L 416.204082 86.833288 L 417.012245 87.639945 L 417.012245 89.25326 L 417.820408 90.059918 L 418.628571 90.866575 L 418.628571 92.479891 L 418.628571 94.093206 L 419.436735 94.899863 L 420.244898 95.706521 L 420.244898 97.319836 L 420.244898 98.933151 L 420.244898 100.546466 L 419.436735 101.353124 L 418.628571 100.546466 L 418.628571 98.933151 L 417.820408 98.126493 L 417.012245 97.319836 L 416.204082 96.513178 L 414.587755 96.513178 L 413.779592 95.706521 L 412.971429 94.899863 L 412.163265 94.093206 L 411.355102 93.286548 L 410.546939 92.479891 L 409.738776 91.673233 L 408.122449 91.673233 L 407.314286 90.866575 L 407.314286 89.25326 L 406.506122 88.446603 L 405.697959 87.639945 L 406.506122 86.833288 L 407.314286 86.02663 L 407.314286 84.413315 L 408.122449 83.606658 L 409.738776 83.606658 L 410.546939 82.8 L 411.355102 81.993342 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 379.028571 83.606658 L 380.644898 83.606658 L 382.261224 83.606658 L 383.069388 84.413315 L 383.069388 86.02663 L 382.261224 86.833288 L 381.453061 87.639945 L 382.261224 88.446603 L 383.877551 88.446603 L 384.685714 89.25326 L 383.877551 90.059918 L 383.069388 90.866575 L 383.069388 92.479891 L 382.261224 93.286548 L 381.453061 92.479891 L 381.453061 90.866575 L 380.644898 90.059918 L 379.028571 90.059918 L 378.220408 89.25326 L 378.220408 87.639945 L 378.220408 86.02663 L 378.220408 84.413315 L 379.028571 83.606658 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 370.946939 98.126493 L 372.563265 98.126493 L 373.371429 98.933151 L 372.563265 99.739809 L 370.946939 99.739809 L 370.138776 98.933151 L 370.946939 98.126493 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 390.342857 98.126493 L 391.15102 98.933151 L 391.15102 100.546466 L 391.959184 101.353124 L 393.57551 101.353124 L 394.383673 102.159781 L 395.191837 102.966439 L 396.808163 102.966439 L 397.616327 103.773096 L 396.808163 104.579754 L 395.191837 104.579754 L 393.57551 104.579754 L 392.767347 103.773096 L 391.959184 102.966439 L 390.342857 102.966439 L 388.726531 102.966439 L 387.918367 102.159781 L 387.918367 100.546466 L 388.726531 99.739809 L 389.534694 98.933151 L 390.342857 98.126493 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p4813c8cbe5)" d="M 395.191837 73.926767 L 396 74.733425 L 395.191837 75.540082 L 394.383673 74.733425 L 395.191837 73.926767 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 396.808163 77.153397 L 397.616327 77.960055 L 396.808163 78.766712 L 396 77.960055 L 396.808163 77.153397 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 375.795918 90.059918 L 376.604082 90.866575 L 375.795918 91.673233 L 374.987755 90.866575 L 375.795918 90.059918 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 374.179592 93.286548 L 374.987755 94.093206 L 374.987755 95.706521 L 374.987755 97.319836 L 374.179592 98.126493 L 372.563265 98.126493 L 371.755102 98.933151 L 370.946939 99.739809 L 370.138776 98.933151 L 370.138776 97.319836 L 370.946939 96.513178 L 372.563265 96.513178 L 373.371429 95.706521 L 373.371429 94.093206 L 374.179592 93.286548 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 393.57551 94.899863 L 395.191837 94.899863 L 396.808163 94.899863 L 397.616327 95.706521 L 396.808163 96.513178 L 396 97.319836 L 396.808163 98.126493 L 398.42449 98.126493 L 400.040816 98.126493 L 400.84898 98.933151 L 400.84898 100.546466 L 401.657143 101.353124 L 402.465306 102.159781 L 401.657143 102.966439 L 400.84898 103.773096 L 401.657143 104.579754 L 403.273469 104.579754 L 404.081633 103.773096 L 404.889796 102.966439 L 405.697959 103.773096 L 405.697959 105.386411 L 404.889796 106.193069 L 404.081633 106.999726 L 404.889796 107.806384 L 405.697959 108.613042 L 405.697959 110.226357 L 404.889796 111.033014 L 404.081633 110.226357 L 403.273469 109.419699 L 402.465306 108.613042 L 401.657143 107.806384 L 400.84898 106.999726 L 400.040816 106.193069 L 398.42449 106.193069 L 397.616327 106.999726 L 397.616327 108.613042 L 396.808163 109.419699 L 396 108.613042 L 395.191837 107.806384 L 393.57551 107.806384 L 391.959184 107.806384 L 390.342857 107.806384 L 388.726531 107.806384 L 387.918367 106.999726 L 387.110204 106.193069 L 385.493878 106.193069 L 384.685714 105.386411 L 384.685714 103.773096 L 384.685714 102.159781 L 384.685714 100.546466 L 385.493878 99.739809 L 387.110204 99.739809 L 388.726531 99.739809 L 389.534694 98.933151 L 390.342857 98.126493 L 391.959184 98.126493 L 392.767347 97.319836 L 392.767347 95.706521 L 393.57551 94.899863 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 393.57551 99.739809 L 392.767347 100.546466 L 393.57551 101.353124 L 395.191837 101.353124 L 396 100.546466 L 395.191837 99.739809 L 393.57551 99.739809 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 370.946939 104.579754 L 372.563265 104.579754 L 374.179592 104.579754 L 374.987755 105.386411 L 374.179592 106.193069 L 372.563265 106.193069 L 370.946939 106.193069 L 370.138776 105.386411 L 370.946939 104.579754 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 380.644898 107.806384 L 381.453061 108.613042 L 380.644898 109.419699 L 379.836735 108.613042 L 380.644898 107.806384 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 416.204082 107.806384 L 417.012245 108.613042 L 416.204082 109.419699 L 415.395918 108.613042 L 416.204082 107.806384 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 398.42449 109.419699 L 399.232653 110.226357 L 398.42449 111.033014 L 397.616327 110.226357 L 398.42449 109.419699 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4813c8cbe5)" d="M 406.506122 111.033014 L 407.314286 111.839672 L 406.506122 112.646329 L 405.697959 111.839672 L 406.506122 111.033014 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p4813c8cbe5)" d="M 388.726531 32.344651 L 390.342857 32.489145 L 391.959184 32.29413 L 393.57551 33.369766 L 395.191837 34.796769 L 398.42449 34.505923 L 401.657143 34.695597 L 411.355102 35.043908 L 412.971429 35.764817 L 413.220689 36.013862 L 414.587755 36.797347 L 416.204082 37.322365 L 416.484274 37.627177 L 419.436735 39.409044 L 421.053061 40.04715 L 422.669388 41.108815 L 424.285714 42.972206 L 425.902041 43.356072 L 427.518367 44.665812 L 430.75102 47.893299 L 432.367347 48.148238 L 433.323115 48.920383 L 433.983673 49.688909 L 435.6 50.722851 L 437.216327 51.492357 L 439.448778 53.760328 L 441.02441 55.373643 L 441.455295 56.986958 L 442.681538 58.600274 L 443.729391 60.213589 L 445.297959 62.108533 L 446.106122 63.440219 L 446.914286 65.209494 L 447.77771 66.666849 L 449.050604 69.893479 L 449.338776 71.506794 L 449.362234 74.733425 L 450.924955 76.34674 L 450.80114 77.960055 L 452.166844 79.57337 L 452.407806 84.413315 L 451.763265 85.26054 L 451.03615 86.02663 L 450.602662 87.639945 L 450.584579 92.479891 L 450.737698 94.093206 L 451.763265 100.825754 L 451.900799 102.159781 L 450.146939 103.862091 L 449.166985 105.386411 L 449.616155 106.999726 L 448.170878 108.613042 L 448.117895 110.226357 L 446.623638 111.839672 L 445.297959 112.74546 L 443.681633 112.646329 L 442.065306 112.877643 L 441.488888 113.452987 L 440.44898 114.302979 L 438.832653 114.237488 L 437.216327 114.526035 L 436.675745 115.066302 L 435.290794 116.679617 L 435.007156 118.292932 L 434.843309 119.906247 L 434.560688 121.519562 L 433.983673 123.475099 L 432.367347 123.699628 L 432.028872 124.746193 L 432.367347 125.084037 L 433.983673 127.073732 L 435.6 127.160158 L 436.373634 127.972823 L 436.356274 129.586138 L 435.6 130.341003 L 433.983673 131.670869 L 432.367347 131.655843 L 430.75102 132.314679 L 430.554484 132.812768 L 429.134694 133.619426 L 427.518367 133.619426 L 425.902041 132.006111 L 366.097959 132.006111 L 364.481633 130.384354 L 362.865306 130.392795 L 361.24898 130.221728 L 359.632653 128.673921 L 356.4 128.605285 L 355.766358 127.972823 L 355.501877 126.359508 L 355.591837 124.746193 L 356.11413 123.132877 L 356.4 122.84754 L 357.253385 121.519562 L 357.375398 118.292932 L 355.913913 116.679617 L 354.274193 115.066302 L 353.167347 114.172969 L 351.55102 113.45009 L 349.934694 112.10761 L 348.318367 112.063021 L 346.702041 111.399732 L 345.085714 109.994096 L 343.469388 109.641707 L 342.616254 108.613042 L 340.969638 106.999726 L 339.645988 105.386411 L 340.119839 102.159781 L 340.236735 95.668479 L 340.456785 94.093206 L 340.776555 89.25326 L 342.430589 87.639945 L 342.347439 86.02663 L 342.482526 81.186685 L 342.644808 69.893479 L 343.593293 68.280164 L 344.019936 66.666849 L 344.314068 65.053534 L 344.355962 63.440219 L 345.907293 61.826904 L 346.702041 60.132954 L 347.514517 58.600274 L 349.934694 56.224313 L 351.55102 54.742137 L 352.577129 53.760328 L 353.167347 52.033605 L 356.4 49.864802 L 358.016327 48.370641 L 359.632653 48.113725 L 360.855402 47.307068 L 362.865306 45.438759 L 364.679002 44.080438 L 366.097959 43.373634 L 367.714286 42.264353 L 369.330612 41.569967 L 370.946939 40.470482 L 372.563265 40.142519 L 374.179592 39.151114 L 377.412245 38.016821 L 377.783589 37.627177 L 380.644898 35.058909 L 382.261224 33.940093 L 383.877551 33.640588 L 385.493878 33.114904 L 387.326686 32.787232 L 388.726531 32.344651 L 388.726531 32.344651 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 34.156431 L 339.32625 34.156431 L 339.32625 22.542681 L 332.64 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 31.660806)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 34.156431 L 459.36 34.156431 L 459.36 22.542681 L 451.021875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 149.752577 L 345.9225 149.752577 L 345.9225 138.138827 L 316.8 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-4 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 147.256952)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"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pfb564eb689)"> <image height="133.92" id="imageae0b09d243" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="475" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pfb564eb689)" d="M 540.661224 61.020246 L 542.277551 61.020246 L 543.893878 61.020246 L 544.702041 61.826904 L 545.510204 62.633561 L 546.318367 63.440219 L 547.126531 64.246876 L 547.934694 65.053534 L 548.742857 65.860191 L 549.55102 66.666849 L 548.742857 67.473507 L 547.934694 68.280164 L 547.126531 69.086822 L 545.510204 69.086822 L 543.893878 69.086822 L 542.277551 69.086822 L 540.661224 69.086822 L 539.853061 69.893479 L 539.044898 70.700137 L 538.236735 71.506794 L 538.236735 73.120109 L 538.236735 74.733425 L 538.236735 76.34674 L 537.428571 77.153397 L 536.620408 76.34674 L 535.812245 75.540082 L 534.195918 75.540082 L 533.387755 76.34674 L 532.579592 77.153397 L 531.771429 77.960055 L 532.579592 78.766712 L 533.387755 79.57337 L 534.195918 80.380027 L 535.812245 80.380027 L 536.620408 81.186685 L 537.428571 81.993342 L 538.236735 81.186685 L 539.044898 80.380027 L 540.661224 80.380027 L 541.469388 81.186685 L 541.469388 82.8 L 540.661224 83.606658 L 539.853061 84.413315 L 539.853061 86.02663 L 540.661224 86.833288 L 541.469388 87.639945 L 541.469388 89.25326 L 542.277551 90.059918 L 543.085714 90.866575 L 543.085714 92.479891 L 542.277551 93.286548 L 541.469388 94.093206 L 540.661224 94.899863 L 539.044898 94.899863 L 538.236735 95.706521 L 538.236735 97.319836 L 537.428571 98.126493 L 536.620408 98.933151 L 535.812245 99.739809 L 534.195918 99.739809 L 533.387755 98.933151 L 534.195918 98.126493 L 535.004082 97.319836 L 535.004082 95.706521 L 535.004082 94.093206 L 535.812245 93.286548 L 536.620408 92.479891 L 536.620408 90.866575 L 535.812245 90.059918 L 535.004082 89.25326 L 535.004082 87.639945 L 535.004082 86.02663 L 535.004082 84.413315 L 534.195918 83.606658 L 532.579592 83.606658 L 531.771429 82.8 L 531.771429 81.186685 L 530.963265 80.380027 L 530.155102 79.57337 L 529.346939 78.766712 L 528.538776 77.960055 L 527.730612 77.153397 L 526.114286 77.153397 L 525.306122 76.34674 L 525.306122 74.733425 L 525.306122 73.120109 L 526.114286 72.313452 L 526.922449 71.506794 L 526.922449 69.893479 L 527.730612 69.086822 L 528.538776 68.280164 L 529.346939 67.473507 L 530.155102 66.666849 L 530.155102 65.053534 L 530.963265 64.246876 L 532.579592 64.246876 L 534.195918 64.246876 L 535.812245 64.246876 L 537.428571 64.246876 L 538.236735 63.440219 L 539.044898 62.633561 L 539.853061 61.826904 L 540.661224 61.020246 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 568.138776 62.633561 L 569.755102 62.633561 L 570.563265 63.440219 L 571.371429 64.246876 L 572.987755 64.246876 L 573.795918 63.440219 L 574.604082 62.633561 L 576.220408 62.633561 L 577.028571 63.440219 L 577.836735 64.246876 L 578.644898 65.053534 L 578.644898 66.666849 L 579.453061 67.473507 L 580.261224 68.280164 L 580.261224 69.893479 L 581.069388 70.700137 L 581.877551 71.506794 L 581.877551 73.120109 L 582.685714 73.926767 L 583.493878 74.733425 L 583.493878 76.34674 L 582.685714 77.153397 L 581.877551 77.960055 L 581.069388 78.766712 L 579.453061 78.766712 L 578.644898 79.57337 L 578.644898 81.186685 L 578.644898 82.8 L 578.644898 84.413315 L 579.453061 85.219973 L 580.261224 86.02663 L 579.453061 86.833288 L 577.836735 86.833288 L 577.028571 87.639945 L 576.220408 88.446603 L 575.412245 89.25326 L 575.412245 90.866575 L 575.412245 92.479891 L 575.412245 94.093206 L 575.412245 95.706521 L 575.412245 97.319836 L 575.412245 98.933151 L 574.604082 99.739809 L 573.795918 100.546466 L 572.987755 101.353124 L 571.371429 101.353124 L 570.563265 100.546466 L 569.755102 99.739809 L 568.946939 98.933151 L 568.138776 98.126493 L 567.330612 97.319836 L 566.522449 96.513178 L 565.714286 95.706521 L 565.714286 94.093206 L 565.714286 92.479891 L 566.522449 91.673233 L 567.330612 90.866575 L 567.330612 89.25326 L 568.138776 88.446603 L 568.946939 87.639945 L 569.755102 86.833288 L 570.563265 86.02663 L 570.563265 84.413315 L 570.563265 82.8 L 571.371429 81.993342 L 572.179592 82.8 L 572.987755 83.606658 L 573.795918 84.413315 L 574.604082 85.219973 L 575.412245 84.413315 L 575.412245 82.8 L 575.412245 81.186685 L 574.604082 80.380027 L 573.795918 79.57337 L 572.987755 78.766712 L 572.179592 77.960055 L 572.179592 76.34674 L 572.179592 74.733425 L 572.987755 73.926767 L 574.604082 73.926767 L 575.412245 73.120109 L 574.604082 72.313452 L 573.795918 71.506794 L 572.987755 70.700137 L 572.179592 71.506794 L 571.371429 72.313452 L 570.563265 71.506794 L 569.755102 70.700137 L 568.138776 70.700137 L 566.522449 70.700137 L 565.714286 69.893479 L 566.522449 69.086822 L 567.330612 68.280164 L 567.330612 66.666849 L 567.330612 65.053534 L 567.330612 63.440219 L 568.138776 62.633561 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 561.673469 69.086822 L 562.481633 69.893479 L 561.673469 70.700137 L 560.865306 69.893479 L 561.673469 69.086822 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 563.289796 70.700137 L 564.906122 70.700137 L 565.714286 71.506794 L 564.906122 72.313452 L 563.289796 72.313452 L 562.481633 71.506794 L 563.289796 70.700137 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 543.893878 73.926767 L 545.510204 73.926767 L 546.318367 74.733425 L 546.318367 76.34674 L 545.510204 77.153397 L 544.702041 76.34674 L 543.893878 75.540082 L 543.085714 74.733425 L 543.893878 73.926767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 553.591837 73.926767 L 554.4 74.733425 L 553.591837 75.540082 L 552.783673 74.733425 L 553.591837 73.926767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 563.289796 75.540082 L 564.906122 75.540082 L 566.522449 75.540082 L 567.330612 76.34674 L 566.522449 77.153397 L 565.714286 77.960055 L 565.714286 79.57337 L 564.906122 80.380027 L 563.289796 80.380027 L 561.673469 80.380027 L 560.057143 80.380027 L 559.24898 81.186685 L 558.440816 81.993342 L 557.632653 82.8 L 556.82449 83.606658 L 556.016327 82.8 L 555.208163 81.993342 L 554.4 81.186685 L 553.591837 80.380027 L 551.97551 80.380027 L 550.359184 80.380027 L 548.742857 80.380027 L 547.126531 80.380027 L 546.318367 79.57337 L 546.318367 77.960055 L 547.126531 77.153397 L 548.742857 77.153397 L 550.359184 77.153397 L 551.167347 77.960055 L 551.97551 78.766712 L 553.591837 78.766712 L 555.208163 78.766712 L 556.82449 78.766712 L 557.632653 77.960055 L 558.440816 77.153397 L 560.057143 77.153397 L 561.673469 77.153397 L 562.481633 76.34674 L 563.289796 75.540082 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 524.497959 102.966439 L 526.114286 102.966439 L 526.922449 103.773096 L 526.114286 104.579754 L 524.497959 104.579754 L 523.689796 103.773096 L 524.497959 102.966439 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pfb564eb689)" d="M 555.208163 65.860191 L 556.016327 66.666849 L 556.016327 68.280164 L 556.016327 69.893479 L 555.208163 70.700137 L 553.591837 70.700137 L 552.783673 69.893479 L 553.591837 69.086822 L 554.4 68.280164 L 554.4 66.666849 L 555.208163 65.860191 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 566.522449 77.153397 L 567.330612 77.960055 L 566.522449 78.766712 L 565.714286 77.960055 L 566.522449 77.153397 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 555.208163 78.766712 L 556.016327 79.57337 L 555.208163 80.380027 L 554.4 79.57337 L 555.208163 78.766712 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 564.906122 78.766712 L 565.714286 79.57337 L 564.906122 80.380027 L 564.097959 79.57337 L 564.906122 78.766712 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 553.591837 85.219973 L 555.208163 85.219973 L 556.016327 86.02663 L 556.016327 87.639945 L 555.208163 88.446603 L 553.591837 88.446603 L 552.783673 87.639945 L 552.783673 86.02663 L 553.591837 85.219973 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pfb564eb689)" d="M 584.302041 85.219973 L 585.110204 86.02663 L 585.918367 86.833288 L 586.726531 87.639945 L 586.726531 89.25326 L 585.918367 90.059918 L 585.110204 90.866575 L 585.918367 91.673233 L 586.726531 92.479891 L 586.726531 94.093206 L 585.918367 94.899863 L 585.110204 95.706521 L 584.302041 96.513178 L 582.685714 96.513178 L 581.069388 96.513178 L 580.261224 95.706521 L 580.261224 94.093206 L 581.069388 93.286548 L 581.877551 92.479891 L 582.685714 91.673233 L 583.493878 90.866575 L 582.685714 90.059918 L 581.877551 89.25326 L 582.685714 88.446603 L 583.493878 87.639945 L 583.493878 86.02663 L 584.302041 85.219973 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pfb564eb689)" d="M 543.893878 32.767654 L 545.510204 33.167547 L 547.126531 33.068486 L 548.742857 33.475753 L 550.359184 34.867546 L 551.97551 35.189548 L 552.820976 36.013862 L 553.591837 36.566162 L 555.208163 36.449669 L 558.440816 36.663875 L 560.057143 35.797701 L 561.673469 34.227911 L 563.289796 33.493134 L 568.138776 33.713683 L 568.800075 34.400547 L 569.755102 35.207205 L 571.371429 35.651648 L 571.696887 36.013862 L 572.987755 36.82052 L 574.767937 37.627177 L 577.836735 39.325414 L 579.453061 41.077428 L 581.069388 41.815516 L 582.685714 41.715136 L 583.855352 42.467123 L 584.302041 42.964904 L 585.918367 43.362749 L 587.534694 44.553122 L 589.15102 46.386014 L 592.383673 49.919406 L 594 50.267962 L 596.177124 52.147013 L 602.081633 58.616089 L 603.011418 60.213589 L 603.416685 61.826904 L 605.314286 63.813938 L 606.229861 65.053534 L 606.14752 66.666849 L 606.481504 68.280164 L 606.930612 68.728436 L 607.760561 69.893479 L 607.778245 71.506794 L 609.204127 73.120109 L 609.326989 74.733425 L 609.239899 82.8 L 610.782653 84.413315 L 612.033787 86.02663 L 612.443562 87.639945 L 612.414836 90.866575 L 612.254552 92.479891 L 612.244894 95.706521 L 611.494467 97.319836 L 610.355475 98.933151 L 610.253657 102.159781 L 609.852669 111.839672 L 608.546939 113.596924 L 605.314286 116.765732 L 600.465306 121.156048 L 597.232653 121.010605 L 592.383673 120.8526 L 590.767347 121.13596 L 590.383028 121.519562 L 585.918367 125.108984 L 584.302041 125.610408 L 577.836735 125.502578 L 576.220408 126.790543 L 574.598535 126.359508 L 572.987755 125.419293 L 571.371429 125.39349 L 569.755102 125.735096 L 568.138776 127.053714 L 564.906122 127.149508 L 563.289796 128.724564 L 561.673469 130.174288 L 560.057143 130.052607 L 558.440816 130.068333 L 556.82449 131.428563 L 555.208163 131.310761 L 554.016825 132.812768 L 553.399592 134.426083 L 551.97551 134.993179 L 547.126531 135.075824 L 545.665471 134.426083 L 545.510204 134.124978 L 545.125566 132.812768 L 544.874635 131.199453 L 544.186241 129.586138 L 543.893878 129.310022 L 542.277551 129.244635 L 540.661224 127.773596 L 539.044898 127.746981 L 537.428571 126.139124 L 535.812245 125.726719 L 534.195918 125.712185 L 533.399111 124.746193 L 532.579592 123.942527 L 530.963265 124.041139 L 529.684496 124.746193 L 529.346939 125.059938 L 527.730612 124.867563 L 526.679751 126.359508 L 526.114286 126.958953 L 525.32871 127.972823 L 524.497959 128.829052 L 522.881633 128.634917 L 521.265306 126.840629 L 519.64898 126.645111 L 519.384554 126.359508 L 518.032653 125.493717 L 513.183673 120.565006 L 509.95102 120.522673 L 506.718367 120.505795 L 505.102041 120.110435 L 504.897472 119.906247 L 501.869388 116.306058 L 500.253061 114.590955 L 499.023709 113.452987 L 498.08371 111.839672 L 498.30736 110.226357 L 498.312876 108.613042 L 498.520977 106.999726 L 498.206245 105.386411 L 496.850063 103.773096 L 498.606138 100.546466 L 498.356176 98.933151 L 498.941001 97.319836 L 498.892963 95.706521 L 499.20874 90.866575 L 500.764659 87.639945 L 499.268045 86.02663 L 499.423881 81.186685 L 500.159732 79.57337 L 499.668185 77.960055 L 499.435352 76.34674 L 499.498291 74.733425 L 501.061224 73.120109 L 501.129496 68.280164 L 504.334869 65.053534 L 504.488364 63.440219 L 506.060375 61.826904 L 507.387698 60.213589 L 507.824797 58.600274 L 511.567347 55.017549 L 519.703063 47.307068 L 522.881633 46.01365 L 523.170346 45.693753 L 528.388729 40.853807 L 529.346939 40.294762 L 530.963265 39.839911 L 531.679871 39.240492 L 532.579592 38.676296 L 534.195918 38.95329 L 535.812245 38.388877 L 538.196712 36.013862 L 539.044898 35.337733 L 541.073909 34.400547 L 543.893878 32.767654 L 543.893878 32.767654 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 34.156431 L 497.72625 34.156431 L 497.72625 22.542681 L 491.04 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 31.660806)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 34.156431 L 617.76 34.156431 L 617.76 22.542681 L 609.421875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 149.752577 L 507.628125 149.752577 L 507.628125 138.138827 L 475.2 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=19 --> <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 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(475.2 147.256952)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-39"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p3d7f238db9)"> <image height="133.92" id="image42d9987d6e" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="634" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p3d7f238db9)" d="M 700.677551 64.246876 L 701.485714 65.053534 L 701.485714 66.666849 L 702.293878 67.473507 L 703.102041 68.280164 L 703.910204 69.086822 L 705.526531 69.086822 L 706.334694 69.893479 L 706.334694 71.506794 L 706.334694 73.120109 L 707.142857 73.926767 L 707.95102 74.733425 L 707.142857 75.540082 L 705.526531 75.540082 L 704.718367 74.733425 L 703.910204 73.926767 L 702.293878 73.926767 L 701.485714 73.120109 L 701.485714 71.506794 L 700.677551 70.700137 L 699.061224 70.700137 L 698.253061 71.506794 L 697.444898 72.313452 L 696.636735 73.120109 L 696.636735 74.733425 L 695.828571 75.540082 L 695.020408 76.34674 L 695.020408 77.960055 L 695.020408 79.57337 L 695.020408 81.186685 L 694.212245 81.993342 L 693.404082 81.186685 L 693.404082 79.57337 L 692.595918 78.766712 L 691.787755 79.57337 L 690.979592 80.380027 L 690.171429 79.57337 L 689.363265 78.766712 L 688.555102 77.960055 L 689.363265 77.153397 L 690.171429 76.34674 L 690.171429 74.733425 L 690.171429 73.120109 L 690.979592 72.313452 L 692.595918 72.313452 L 693.404082 71.506794 L 693.404082 69.893479 L 694.212245 69.086822 L 695.020408 68.280164 L 695.828571 67.473507 L 696.636735 66.666849 L 697.444898 65.860191 L 699.061224 65.860191 L 699.869388 65.053534 L 700.677551 64.246876 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 720.073469 65.860191 L 721.689796 65.860191 L 722.497959 66.666849 L 723.306122 67.473507 L 724.114286 68.280164 L 724.922449 69.086822 L 726.538776 69.086822 L 727.346939 68.280164 L 728.155102 67.473507 L 729.771429 67.473507 L 731.387755 67.473507 L 733.004082 67.473507 L 734.620408 67.473507 L 735.428571 68.280164 L 735.428571 69.893479 L 735.428571 71.506794 L 736.236735 72.313452 L 737.044898 73.120109 L 737.044898 74.733425 L 737.044898 76.34674 L 737.044898 77.960055 L 737.853061 78.766712 L 738.661224 79.57337 L 738.661224 81.186685 L 737.853061 81.993342 L 737.044898 82.8 L 736.236735 83.606658 L 735.428571 84.413315 L 734.620408 85.219973 L 733.812245 84.413315 L 733.004082 83.606658 L 732.195918 82.8 L 732.195918 81.186685 L 733.004082 80.380027 L 733.812245 79.57337 L 734.620408 78.766712 L 735.428571 77.960055 L 735.428571 76.34674 L 734.620408 75.540082 L 733.812245 76.34674 L 733.004082 77.153397 L 732.195918 76.34674 L 731.387755 75.540082 L 730.579592 74.733425 L 729.771429 73.926767 L 728.963265 73.120109 L 728.963265 71.506794 L 728.155102 70.700137 L 727.346939 71.506794 L 726.538776 72.313452 L 724.922449 72.313452 L 723.306122 72.313452 L 722.497959 73.120109 L 721.689796 73.926767 L 720.073469 73.926767 L 719.265306 73.120109 L 720.073469 72.313452 L 720.881633 71.506794 L 720.881633 69.893479 L 720.881633 68.280164 L 720.073469 67.473507 L 719.265306 66.666849 L 720.073469 65.860191 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 703.910204 70.700137 L 703.102041 71.506794 L 703.910204 72.313452 L 704.718367 71.506794 L 703.910204 70.700137 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 715.22449 73.926767 L 716.840816 73.926767 L 718.457143 73.926767 L 719.265306 74.733425 L 718.457143 75.540082 L 716.840816 75.540082 L 716.032653 76.34674 L 715.22449 77.153397 L 713.608163 77.153397 L 712.8 76.34674 L 713.608163 75.540082 L 714.416327 74.733425 L 715.22449 73.926767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 708.759184 75.540082 L 709.567347 76.34674 L 708.759184 77.153397 L 707.95102 76.34674 L 708.759184 75.540082 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 723.306122 75.540082 L 724.114286 76.34674 L 724.114286 77.960055 L 723.306122 78.766712 L 722.497959 79.57337 L 721.689796 80.380027 L 720.881633 81.186685 L 720.073469 81.993342 L 719.265306 82.8 L 719.265306 84.413315 L 719.265306 86.02663 L 718.457143 86.833288 L 716.840816 86.833288 L 715.22449 86.833288 L 714.416327 86.02663 L 713.608163 85.219973 L 711.991837 85.219973 L 710.37551 85.219973 L 708.759184 85.219973 L 707.95102 84.413315 L 707.142857 83.606658 L 706.334694 82.8 L 705.526531 81.993342 L 704.718367 81.186685 L 704.718367 79.57337 L 705.526531 78.766712 L 707.142857 78.766712 L 707.95102 79.57337 L 708.759184 80.380027 L 710.37551 80.380027 L 711.183673 81.186685 L 711.991837 81.993342 L 713.608163 81.993342 L 714.416327 81.186685 L 715.22449 80.380027 L 716.032653 79.57337 L 716.840816 78.766712 L 718.457143 78.766712 L 719.265306 77.960055 L 720.073469 77.153397 L 721.689796 77.153397 L 722.497959 76.34674 L 723.306122 75.540082 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 703.910204 77.153397 L 704.718367 77.960055 L 703.910204 78.766712 L 703.102041 77.960055 L 703.910204 77.153397 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p3d7f238db9)" d="M 708.759184 62.633561 L 709.567347 63.440219 L 710.37551 64.246876 L 711.183673 65.053534 L 710.37551 65.860191 L 708.759184 65.860191 L 707.95102 65.053534 L 707.95102 63.440219 L 708.759184 62.633561 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 713.608163 70.700137 L 714.416327 71.506794 L 714.416327 73.120109 L 714.416327 74.733425 L 714.416327 76.34674 L 714.416327 77.960055 L 714.416327 79.57337 L 714.416327 81.186685 L 713.608163 81.993342 L 712.8 81.186685 L 712.8 79.57337 L 712.8 77.960055 L 712.8 76.34674 L 712.8 74.733425 L 711.991837 73.926767 L 711.183673 73.120109 L 711.991837 72.313452 L 712.8 71.506794 L 713.608163 70.700137 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3d7f238db9)" d="M 713.608163 83.606658 L 715.22449 83.606658 L 716.032653 84.413315 L 716.840816 85.219973 L 717.64898 84.413315 L 718.457143 83.606658 L 719.265306 84.413315 L 719.265306 86.02663 L 718.457143 86.833288 L 716.840816 86.833288 L 715.22449 86.833288 L 713.608163 86.833288 L 712.8 86.02663 L 712.8 84.413315 L 713.608163 83.606658 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p3d7f238db9)" d="M 703.910204 38.860203 L 705.526531 38.062533 L 708.759184 38.175473 L 720.073469 38.387551 L 723.306122 38.417199 L 724.922449 38.923354 L 725.239857 39.240492 L 726.538776 40.075352 L 729.771429 40.055264 L 733.004082 41.850698 L 734.620408 41.693459 L 735.882088 42.467123 L 736.236735 42.873248 L 737.853061 43.427864 L 739.469388 44.400534 L 741.085714 46.474977 L 742.702041 47.147507 L 744.318367 46.875789 L 745.934694 48.076343 L 749.167347 51.751973 L 752.581533 53.760328 L 754.356711 55.373643 L 755.692011 56.986958 L 760.069043 61.826904 L 760.912635 63.440219 L 761.537834 65.053534 L 763.007468 66.666849 L 762.991457 68.280164 L 764.591177 69.893479 L 764.519239 76.34674 L 766.092934 77.960055 L 766.067938 82.8 L 766.001719 89.25326 L 765.330612 90.429956 L 764.947063 90.866575 L 764.403973 92.479891 L 764.189614 95.706521 L 764.265625 100.546466 L 763.714286 101.273371 L 762.859078 102.159781 L 762.227636 103.773096 L 762.030282 105.386411 L 760.862904 110.226357 L 760.398797 111.839672 L 760.148231 113.452987 L 759.976685 116.679617 L 759.978532 118.292932 L 759.451412 119.906247 L 758.865306 120.563171 L 758.242474 121.519562 L 758.285329 123.132877 L 758.162239 124.746193 L 756.779413 126.359508 L 754.725138 127.972823 L 754.016327 128.557776 L 752.295351 129.586138 L 750.783673 130.804854 L 749.167347 130.868071 L 747.23793 132.812768 L 745.934694 133.813791 L 741.085714 133.733163 L 739.469388 135.12052 L 737.853061 135.034989 L 736.236735 135.409336 L 734.620408 135.367853 L 733.004082 134.969079 L 731.387755 134.978898 L 729.771429 134.86388 L 729.324581 134.426083 L 728.155102 133.635241 L 726.538776 133.409762 L 722.611083 129.586138 L 722.497959 127.972823 L 723.541285 126.359508 L 723.306122 126.034733 L 722.687037 124.746193 L 722.694079 119.906247 L 723.306122 118.886282 L 723.808399 118.292932 L 723.688192 116.679617 L 723.25946 115.066302 L 723.024334 113.452987 L 722.925527 110.226357 L 723.107846 108.613042 L 721.689796 107.349044 L 720.073469 107.367981 L 711.991837 106.873679 L 708.759184 106.769109 L 700.677551 106.364082 L 699.061224 106.793771 L 698.833436 106.999726 L 698.069507 108.613042 L 697.813401 110.226357 L 697.060215 113.452987 L 696.753832 116.679617 L 697.444898 117.565666 L 698.192412 118.292932 L 698.574922 119.906247 L 698.471171 121.519562 L 698.495542 123.132877 L 695.828571 127.256539 L 695.192747 127.972823 L 694.212245 129.67058 L 692.561231 131.199453 L 690.562888 132.812768 L 689.363265 133.887154 L 687.746939 133.730751 L 686.130612 133.722027 L 684.514286 133.850936 L 679.665306 133.653044 L 678.04898 132.059904 L 676.432653 132.128047 L 674.816327 130.388693 L 673.2 128.914217 L 671.583673 128.781561 L 669.967347 127.166165 L 668.620157 126.359508 L 668.116559 124.746193 L 666.209142 123.132877 L 662.983591 119.906247 L 662.456976 118.292932 L 663.490676 115.066302 L 663.205857 113.452987 L 663.109323 111.839672 L 663.256225 110.226357 L 663.134419 108.613042 L 663.571126 106.999726 L 665.069576 105.386411 L 664.142205 103.773096 L 663.671018 102.159781 L 663.942023 100.546466 L 664.019756 98.933151 L 662.246801 95.706521 L 662.999874 94.093206 L 663.952842 92.479891 L 662.583083 90.866575 L 662.451868 89.25326 L 662.609543 82.8 L 662.693878 73.120109 L 663.231534 71.506794 L 663.502041 71.236791 L 664.349949 69.893479 L 664.321321 68.280164 L 664.748787 66.666849 L 665.118367 66.297958 L 666.734694 64.998122 L 667.903215 63.440219 L 668.810651 61.826904 L 669.967347 60.129838 L 671.709209 58.600274 L 673.269781 56.986958 L 674.143045 55.373643 L 674.816327 53.739966 L 676.432653 52.800439 L 678.04898 52.060822 L 679.665306 51.130678 L 682.897959 47.762815 L 684.514286 46.7769 L 686.130612 47.072979 L 687.847429 45.693753 L 689.363265 44.838281 L 690.979592 44.618712 L 692.595918 43.593622 L 694.212245 43.046798 L 695.828571 42.172468 L 697.444898 40.252658 L 699.061224 39.384795 L 702.293878 39.762915 L 703.910204 38.860203 L 703.910204 38.860203 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 34.156431 L 656.12625 34.156431 L 656.12625 22.542681 L 649.44 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 31.660806)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 34.156431 L 776.16 34.156431 L 776.16 22.542681 L 767.821875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 149.752577 L 666.028125 149.752577 L 666.028125 138.138827 L 633.6 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=43 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(633.6 147.256952)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-34"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p221cca37e3)"> <image height="133.92" id="imageda16d744f3" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="792" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p221cca37e3)" d="M 859.077551 72.313452 L 859.885714 73.120109 L 859.885714 74.733425 L 859.885714 76.34674 L 860.693878 77.153397 L 862.310204 77.153397 L 863.118367 77.960055 L 863.926531 78.766712 L 864.734694 79.57337 L 864.734694 81.186685 L 864.734694 82.8 L 864.734694 84.413315 L 864.734694 86.02663 L 863.926531 86.833288 L 862.310204 86.833288 L 861.502041 86.02663 L 860.693878 85.219973 L 859.885714 84.413315 L 859.077551 83.606658 L 857.461224 83.606658 L 856.653061 82.8 L 855.844898 81.993342 L 854.228571 81.993342 L 852.612245 81.993342 L 851.804082 81.186685 L 852.612245 80.380027 L 853.420408 79.57337 L 854.228571 78.766712 L 855.844898 78.766712 L 856.653061 77.960055 L 857.461224 77.153397 L 858.269388 76.34674 L 858.269388 74.733425 L 858.269388 73.120109 L 859.077551 72.313452 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p221cca37e3)" d="M 884.938776 73.926767 L 886.555102 73.926767 L 888.171429 73.926767 L 888.979592 74.733425 L 888.979592 76.34674 L 889.787755 77.153397 L 890.595918 77.960055 L 890.595918 79.57337 L 890.595918 81.186685 L 890.595918 82.8 L 889.787755 83.606658 L 888.979592 82.8 L 888.171429 81.993342 L 887.363265 82.8 L 886.555102 83.606658 L 885.746939 84.413315 L 884.938776 85.219973 L 884.130612 86.02663 L 883.322449 86.833288 L 881.706122 86.833288 L 880.089796 86.833288 L 879.281633 86.02663 L 880.089796 85.219973 L 881.706122 85.219973 L 882.514286 84.413315 L 882.514286 82.8 L 883.322449 81.993342 L 884.130612 81.186685 L 884.130612 79.57337 L 884.130612 77.960055 L 884.130612 76.34674 L 884.130612 74.733425 L 884.938776 73.926767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p221cca37e3)" d="M 875.240816 73.926767 L 876.04898 74.733425 L 876.04898 76.34674 L 875.240816 77.153397 L 874.432653 76.34674 L 874.432653 74.733425 L 875.240816 73.926767 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p221cca37e3)" d="M 872.008163 81.993342 L 872.816327 82.8 L 872.008163 83.606658 L 871.2 82.8 L 872.008163 81.993342 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p221cca37e3)" d="M 872.008163 85.219973 L 872.816327 86.02663 L 872.816327 87.639945 L 872.816327 89.25326 L 872.008163 90.059918 L 871.2 89.25326 L 871.2 87.639945 L 871.2 86.02663 L 872.008163 85.219973 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p221cca37e3)" d="M 865.542857 44.874003 L 867.159184 45.099934 L 872.008163 45.171991 L 873.62449 45.344949 L 875.240816 44.934925 L 876.857143 44.813966 L 880.089796 44.851161 L 881.706122 45.04867 L 883.322449 45.459702 L 883.712689 45.693753 L 884.938776 46.281286 L 886.555102 46.590771 L 888.171429 46.50041 L 889.787755 46.850869 L 890.244806 47.307068 L 891.404082 48.140674 L 893.020408 48.948534 L 895.636347 50.533698 L 896.253061 51.139117 L 897.869388 53.006748 L 899.485714 53.497804 L 901.102041 53.232983 L 902.718367 54.523524 L 904.942405 56.986958 L 907.985074 60.213589 L 909.183673 63.627161 L 910.8 64.254744 L 911.592364 65.053534 L 914.032653 68.50709 L 915.64898 70.416014 L 916.686092 71.506794 L 917.794969 73.120109 L 918.17098 74.733425 L 918.265458 76.34674 L 918.099073 77.960055 L 918.042866 82.8 L 919.619296 84.413315 L 919.539917 90.866575 L 919.494511 95.706521 L 917.800943 97.319836 L 917.7857 98.933151 L 915.64898 101.099068 L 914.032653 101.353124 L 912.826332 102.159781 L 912.797163 103.773096 L 910.8 105.760182 L 909.183673 107.194236 L 906.925781 108.613042 L 904.960563 111.839672 L 904.334694 113.786806 L 903.339115 118.292932 L 902.718367 118.783045 L 901.102041 118.71056 L 900.153938 118.292932 L 899.485714 116.316548 L 898.870493 111.839672 L 897.869388 111.176982 L 896.253061 111.103354 L 894.636735 109.8257 L 893.699649 110.226357 L 893.020408 110.697193 L 892.697186 110.226357 L 891.404082 108.916302 L 889.787755 108.743086 L 889.623646 108.613042 L 888.171429 107.800679 L 886.555102 107.478884 L 884.938776 107.523394 L 878.473469 107.313883 L 876.857143 107.042134 L 875.240816 107.896354 L 873.62449 109.582476 L 872.008163 110.475462 L 870.391837 109.989574 L 868.77551 110.19281 L 865.542857 108.002701 L 863.926531 107.281655 L 863.59448 106.999726 L 862.310204 106.366286 L 860.693878 106.446927 L 850.995918 106.193069 L 847.763265 106.193069 L 846.00503 106.999726 L 845.493802 108.613042 L 844.530612 109.198323 L 842.914286 109.176014 L 841.297959 110.383994 L 839.681633 110.031999 L 838.065306 110.029951 L 836.44898 110.436066 L 836.28713 110.226357 L 835.582004 108.613042 L 834.832653 107.999368 L 833.216327 106.356286 L 831.6 106.108852 L 829.983673 104.903192 L 828.812788 103.773096 L 828.268088 102.159781 L 826.208348 98.933151 L 825.752959 97.319836 L 824.410933 95.706521 L 824.015049 94.093206 L 824.100769 90.866575 L 825.914057 87.639945 L 826.440171 86.02663 L 827.209732 84.413315 L 826.55465 82.8 L 825.95704 79.57337 L 826.509675 77.960055 L 826.75102 77.719158 L 827.58439 76.34674 L 827.559184 74.733425 L 827.759642 73.120109 L 828.62339 71.506794 L 829.983673 68.032064 L 831.6 66.352171 L 833.398693 65.053534 L 835.142174 63.440219 L 836.44898 62.524439 L 838.493702 60.213589 L 840.024167 58.600274 L 840.646403 56.986958 L 841.65657 55.373643 L 843.52563 53.760328 L 844.530612 52.897088 L 846.146939 51.991905 L 849.379592 52.547798 L 850.013021 52.147013 L 850.995918 51.342953 L 852.612245 50.809664 L 854.228571 49.663664 L 856.013574 48.920383 L 857.461224 49.184915 L 857.809488 48.920383 L 859.077551 48.130749 L 860.693878 47.543005 L 860.99894 47.307068 L 862.310204 46.483244 L 864.217358 45.693753 L 865.542857 44.874003 L 865.542857 44.874003 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 34.156431 L 814.52625 34.156431 L 814.52625 22.542681 L 807.84 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 31.660806)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 34.156431 L 934.56 34.156431 L 934.56 22.542681 L 926.221875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 149.752577 L 824.428125 149.752577 L 824.428125 138.138827 L 792 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=66 --> <defs> <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(792 147.256952)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-36"/> <use x="206.591797" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p62c4549d20)"> <image height="133.92" id="imagead83f27cb8" transform="scale(1 -1)translate(0 -133.92)" width="158.64" x="950" xlink:href="data:image/png;base64,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" y="-15.68"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p62c4549d20)" d="M 1022.326531 61.360518 L 1023.942857 60.956378 L 1030.408163 61.063354 L 1040.106122 61.29555 L 1041.722449 61.374402 L 1043.338776 61.264779 L 1044.00249 61.826904 L 1044.955102 62.845851 L 1048.187755 63.594252 L 1049.825467 63.440219 L 1051.768471 65.053534 L 1053.036735 66.543968 L 1056.269388 67.641771 L 1057.207765 68.280164 L 1057.885714 68.593961 L 1059.502041 69.995857 L 1062.029448 73.120109 L 1063.147348 74.733425 L 1062.936131 76.34674 L 1065.195436 79.57337 L 1065.088842 81.186685 L 1066.507717 82.8 L 1065.913369 84.413315 L 1065.484801 86.02663 L 1065.22509 87.639945 L 1065.078366 89.25326 L 1066.473657 90.866575 L 1066.715643 92.479891 L 1067.072239 94.093206 L 1066.753064 95.706521 L 1066.66448 97.319836 L 1065.967347 98.041696 L 1064.35102 98.126493 L 1062.734694 99.439561 L 1061.118367 99.734767 L 1057.885714 99.64162 L 1056.269388 100.601449 L 1054.653061 101.056523 L 1053.036735 101.222092 L 1049.458801 102.159781 L 1048.187755 101.886633 L 1047.759919 102.159781 L 1046.571429 102.734273 L 1044.955102 103.10184 L 1043.338776 103.127088 L 1041.722449 104.140231 L 1040.106122 104.468804 L 1038.489796 104.152318 L 1036.873469 104.311713 L 1035.257143 104.327654 L 1033.640816 105.392101 L 1032.02449 105.997951 L 1030.408163 105.857979 L 1023.942857 105.774713 L 1023.264281 105.386411 L 1022.326531 104.38758 L 1021.908467 103.773096 L 1020.710204 102.82318 L 1017.477551 102.873272 L 1015.861224 101.869721 L 1014.244898 101.390713 L 1012.628571 102.518521 L 1011.012245 101.637303 L 1009.395918 101.321112 L 1007.779592 100.096415 L 1006.163265 99.762907 L 1004.546939 98.372245 L 1002.930612 98.126493 L 1001.791044 97.319836 L 1001.314286 96.843966 L 999.697959 96.524803 L 998.29801 95.706521 L 998.081633 94.086911 L 996.465306 93.753123 L 995.910971 92.479891 L 995.657143 90.866575 L 994.071934 89.25326 L 993.992805 87.639945 L 994.94881 86.02663 L 994.649229 84.413315 L 994.84898 84.141199 L 995.589771 82.8 L 996.465306 82.024282 L 998.67131 79.57337 L 998.970961 77.960055 L 997.273469 76.34674 L 998.081633 75.403364 L 999.697959 74.278732 L 1001.314286 72.318812 L 1002.930612 72.226343 L 1003.7569 71.506794 L 1003.777188 69.893479 L 1004.546939 69.004847 L 1006.163265 68.72869 L 1006.612628 68.280164 L 1007.991696 66.666849 L 1011.012245 64.863905 L 1012.628571 64.246876 L 1013.807585 63.440219 L 1014.244898 62.961692 L 1015.861224 62.590562 L 1017.477551 62.71279 L 1019.093878 62.690494 L 1020.710204 62.791458 L 1022.326531 61.360518 L 1022.326531 61.360518 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 34.156431 L 972.92625 34.156431 L 972.92625 22.542681 L 966.24 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 31.660806)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 34.156431 L 1092.96 34.156431 L 1092.96 22.542681 L 1084.621875 22.542681 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 31.660806)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 149.752577 L 982.828125 149.752577 L 982.828125 138.138827 L 950.4 138.138827 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=90 --> <defs> <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(950.4 147.256952)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-39"/> <use x="206.591797" xlink:href="#DejaVuSans-30"/> </g> </g> </g> </g> <defs> <clipPath id="p6d969b777c"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="pa1aac1d30d"> <rect height="133.905153" width="158.4" x="0" y="15.847423"/> </clipPath> <clipPath id="p7766f1a1c3"> <rect height="133.905153" width="158.4" x="158.4" y="15.847423"/> </clipPath> <clipPath id="p4813c8cbe5"> <rect height="133.905153" width="158.4" x="316.8" y="15.847423"/> </clipPath> <clipPath id="pfb564eb689"> <rect height="133.905153" width="158.4" x="475.2" y="15.847423"/> </clipPath> <clipPath id="p3d7f238db9"> <rect height="133.905153" width="158.4" x="633.6" y="15.847423"/> </clipPath> <clipPath id="p221cca37e3"> <rect height="133.905153" width="158.4" x="792" y="15.847423"/> </clipPath> <clipPath id="p62c4549d20"> <rect height="133.905153" width="158.4" x="950.4" y="15.847423"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>