| 1234567 |
- <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">
- <g>
- <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-51f4b1cc-e44e-4c1d-a5cb-b848a6bcf8a5"> <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(#pa2f0d56810)"> <image height="165.6" id="image36e637d688" 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(#p88c620a42c)"> <image height="165.6" id="image3e7e9b7366" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="8" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p88c620a42c)" d="M 73.985796 111.891892 L 75.475568 111.891892 L 76.220455 112.637838 L 76.220455 114.12973 L 76.220455 115.621622 L 75.475568 116.367568 L 74.730682 115.621622 L 74.730682 114.12973 L 73.985796 113.383784 L 73.240909 112.637838 L 73.985796 111.891892 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p88c620a42c)" d="M 84.414204 111.891892 L 85.159091 112.637838 L 84.414204 113.383784 L 83.669318 112.637838 L 84.414204 111.891892 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p88c620a42c)" d="M 105.271022 52.823175 L 106.760795 52.829031 L 106.893737 52.962162 L 112.23417 58.92973 L 112.719886 59.416137 L 113.464772 60.421622 L 113.57254 61.913514 L 116.480059 64.897297 L 117.934091 66.389189 L 117.934917 67.881081 L 119.384262 69.372973 L 119.423863 70.864865 L 120.16875 71.998435 L 120.542698 72.356757 L 120.828393 73.848649 L 122.286786 75.340541 L 122.401794 76.832432 L 123.548176 78.324324 L 126.367834 81.308108 L 126.872727 82.8 L 126.872727 84.291892 L 126.376277 85.783784 L 126.12784 86.032574 L 125.382954 87.275676 L 125.500079 88.767568 L 125.382954 90.259459 L 125.44301 91.751351 L 125.965802 93.243243 L 125.451585 94.735135 L 125.172818 96.227027 L 124.638068 96.762538 L 123.148295 97.636886 L 120.16875 97.696936 L 115.694065 97.718919 L 115.699431 97.724293 L 116.579734 99.210811 L 116.390008 100.702703 L 115.699431 102.284312 L 116.569639 103.686486 L 116.444509 105.178378 L 116.436992 106.67027 L 117.728311 108.162162 L 119.071377 109.654054 L 120.16875 114.171811 L 119.400524 115.621622 L 119.47779 117.113514 L 119.012318 118.605405 L 118.678977 118.939027 L 117.934091 120.097297 L 117.71827 121.589189 L 117.189204 122.109303 L 116.444318 123.081081 L 116.345393 124.572973 L 114.209659 126.74089 L 113.464772 127.556757 L 113.450748 129.048649 L 111.967774 130.540541 L 111.975 132.032432 L 109.740341 134.358782 L 108.250568 134.415146 L 106.760795 135.784148 L 105.271022 135.873268 L 103.78125 135.843377 L 102.291477 137.477857 L 99.311932 137.435464 L 97.822159 139.017936 L 94.842613 138.944058 L 93.352841 140.404814 L 81.434659 140.300903 L 79.944886 141.604736 L 78.455114 142.332137 L 75.475568 142.244123 L 72.496023 142.244244 L 71.00625 141.558627 L 66.536932 141.604201 L 65.047159 140.735211 L 63.557387 140.686167 L 62.067614 139.054044 L 60.577841 137.703529 L 59.088068 137.687674 L 57.598296 137.485984 L 56.108523 137.470527 L 54.61875 135.916745 L 53.128978 135.916724 L 47.169887 129.79773 L 43.521097 126.064865 L 43.445455 124.572973 L 42.087865 123.081081 L 40.675518 121.589189 L 40.465909 120.097297 L 40.465909 115.621622 L 41.698183 114.12973 L 41.394221 112.637838 L 41.210796 112.354039 L 40.654738 111.145946 L 41.210796 110.589097 L 41.970963 109.654054 L 41.915272 108.162162 L 42.1391 106.67027 L 42.700569 106.123032 L 43.45456 105.178378 L 43.31109 99.210811 L 42.700569 97.66682 L 38.23125 97.717459 L 37.639391 96.227027 L 37.47945 94.735135 L 35.996591 93.243243 L 35.09026 91.751351 L 33.761932 90.782274 L 33.23986 90.259459 L 32.83734 88.767568 L 31.753906 87.275676 L 32.578298 85.783784 L 33.017046 84.291892 L 33.761932 82.734355 L 34.510021 81.308108 L 34.506819 79.816216 L 34.751409 78.324324 L 35.251705 77.838759 L 35.999832 76.832432 L 35.996591 75.340541 L 36.144196 73.848649 L 36.741478 73.260756 L 37.486364 72.356757 L 37.532464 70.864865 L 38.988173 69.372973 L 39.305304 67.881081 L 39.721023 67.441649 L 40.437698 66.389189 L 41.881433 64.897297 L 41.955682 63.405405 L 43.297366 61.913514 L 48.960047 55.945946 L 50.149432 54.979945 L 51.639205 54.514255 L 53.128978 54.802998 L 56.108523 54.782577 L 57.598296 56.215797 L 60.577841 56.100723 L 60.732399 55.945946 L 62.067614 54.439707 L 62.081941 54.454054 L 64.302273 57.437838 L 64.585072 58.92973 L 65.047159 59.375112 L 65.792046 60.421622 L 65.929954 61.913514 L 68.026705 64.056125 L 68.771591 64.897297 L 68.795115 66.389189 L 70.261853 67.881081 L 70.257908 70.864865 L 71.673294 72.356757 L 71.741012 75.340541 L 72.496023 76.373024 L 75.475568 76.326852 L 76.965341 77.969659 L 84.414204 77.969937 L 85.159091 76.832432 L 85.339246 75.340541 L 85.903977 74.775006 L 86.650525 73.848649 L 86.70197 70.864865 L 88.138636 69.372973 L 88.138636 64.897297 L 89.523834 63.405405 L 90.993574 61.913514 L 91.118182 60.421622 L 91.863068 59.420193 L 92.383381 58.92973 L 92.607954 57.437838 L 93.545681 55.945946 L 94.842613 54.495625 L 96.332386 54.454977 L 97.822159 54.75476 L 99.311932 54.545444 L 100.801704 54.628501 L 101.015962 54.454054 L 102.291477 53.774535 L 103.78125 53.774541 L 105.271022 52.823175 L 105.271022 52.823175 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 21.992728 19.89375 L 28.678978 19.89375 L 28.678978 8.28 L 21.992728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(21.992728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 128.069147 19.89375 L 136.407272 19.89375 L 136.407272 8.28 L 128.069147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(128.069147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 7.69091 165.6 L 31.67966 165.6 L 31.67966 153.98625 L 7.69091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=4 --> <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 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(7.69091 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"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p43323e7bd8)"> <image height="165.6" id="image4ae0541be2" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="166" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p43323e7bd8)" d="M 244.303977 101.448649 L 245.79375 101.448649 L 246.538636 102.194595 L 245.79375 102.940541 L 245.048864 103.686486 L 244.303977 104.432432 L 242.814204 104.432432 L 241.324432 104.432432 L 240.579545 103.686486 L 241.324432 102.940541 L 242.814204 102.940541 L 243.559091 102.194595 L 244.303977 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 235.365341 102.940541 L 236.110227 103.686486 L 235.365341 104.432432 L 234.620455 103.686486 L 235.365341 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p43323e7bd8)" d="M 229.40625 101.448649 L 230.896023 101.448649 L 231.640909 102.194595 L 231.640909 103.686486 L 232.385796 104.432432 L 233.130682 105.178378 L 233.875568 105.924324 L 235.365341 105.924324 L 236.855114 105.924324 L 237.6 106.67027 L 237.6 108.162162 L 236.855114 108.908108 L 235.365341 108.908108 L 233.875568 108.908108 L 233.130682 108.162162 L 232.385796 107.416216 L 231.640909 108.162162 L 230.896023 108.908108 L 229.40625 108.908108 L 228.661364 108.162162 L 227.916477 107.416216 L 227.171591 106.67027 L 227.171591 105.178378 L 227.171591 103.686486 L 227.916477 102.940541 L 228.661364 102.194595 L 229.40625 101.448649 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 242.814204 104.432432 L 243.559091 105.178378 L 242.814204 105.924324 L 242.069318 105.178378 L 242.814204 104.432432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 224.936932 105.924324 L 225.681818 106.67027 L 224.936932 107.416216 L 224.192046 106.67027 L 224.936932 105.924324 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 226.426705 107.416216 L 227.171591 108.162162 L 226.426705 108.908108 L 225.681818 108.162162 L 226.426705 107.416216 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p43323e7bd8)" d="M 232.385796 30.704706 L 233.875568 30.704708 L 235.365341 32.449858 L 236.855114 32.449226 L 238.344886 32.830861 L 241.324432 32.763648 L 242.814204 32.77795 L 244.303977 33.29532 L 245.79375 33.101815 L 247.283523 33.149332 L 247.559594 33.567568 L 247.283523 33.902206 L 245.79375 33.886081 L 244.303977 34.129613 L 244.088329 35.059459 L 244.303977 35.275414 L 246.306686 38.043243 L 246.976612 39.535135 L 247.283523 39.842482 L 248.773295 39.803421 L 250.263068 42.00436 L 250.727486 42.518919 L 249.919223 44.010811 L 250.263068 44.355145 L 251.752841 46.501092 L 254.732386 46.505727 L 255.207917 46.994595 L 254.732386 48.053196 L 251.752841 48.053067 L 251.510752 48.486486 L 251.752841 48.760049 L 254.732386 48.757663 L 256.222159 48.893891 L 263.671022 48.895646 L 264.041385 48.486486 L 264.704661 46.994595 L 265.160795 46.524837 L 266.650568 44.355267 L 269.630113 44.347987 L 271.119886 46.511108 L 271.609976 46.994595 L 271.119886 48.226064 L 269.630113 48.085125 L 269.356298 48.486486 L 269.630113 48.798151 L 270.40366 49.978378 L 270.302928 51.47027 L 269.630113 53.030349 L 268.140341 53.102482 L 266.478524 52.962162 L 266.650568 53.088202 L 267.23812 54.454054 L 268.429124 55.945946 L 272.609659 60.4965 L 273.354545 61.913514 L 273.903426 63.405405 L 274.099431 63.592788 L 275.589204 65.32213 L 277.823863 67.881081 L 277.848291 69.372973 L 279.313636 70.864865 L 280.820658 73.848649 L 282.293219 75.340541 L 282.28841 78.324324 L 283.688249 79.816216 L 283.802529 82.8 L 283.782954 84.291892 L 285.025119 85.783784 L 285.272727 87.275676 L 285.268849 91.751351 L 285.272727 96.227027 L 285.271873 99.210811 L 284.991831 100.702703 L 284.212633 102.194595 L 283.813202 103.686486 L 283.597991 105.178378 L 283.038068 106.46276 L 281.445732 106.67027 L 280.858238 108.162162 L 282.105181 109.654054 L 281.548295 111.400668 L 280.971139 112.637838 L 280.803409 114.12973 L 280.803409 117.113514 L 279.79242 118.605405 L 279.189082 120.097297 L 278.56875 121.10289 L 277.926786 121.589189 L 277.078977 122.056201 L 273.948939 124.572973 L 273.354545 126.064865 L 273.317461 129.048649 L 272.45126 130.540541 L 271.119886 131.39973 L 270.488082 132.032432 L 270.263948 133.524324 L 268.885227 135.016216 L 267.677647 136.508108 L 266.650568 137.276051 L 265.925052 138 L 265.663041 139.491892 L 265.160795 140.042949 L 262.021436 140.983784 L 260.691477 141.93016 L 259.201704 141.923669 L 257.711932 143.296006 L 256.222159 144.647698 L 254.596098 145.459459 L 253.242613 145.853981 L 248.773295 145.856021 L 247.283523 145.38931 L 245.79375 144.656476 L 239.834659 144.649309 L 238.344886 143.270461 L 236.855114 141.910641 L 235.365341 141.91394 L 233.875568 143.378677 L 230.896023 143.273452 L 229.40625 143.279699 L 228.498347 143.967568 L 227.916477 145.55212 L 226.426705 145.552124 L 224.936932 145.856722 L 223.447159 145.828038 L 223.062136 145.459459 L 221.957387 144.650234 L 218.977841 141.92118 L 217.488068 141.921171 L 216.31073 140.983784 L 215.998296 140.429491 L 213.01875 140.52171 L 211.528978 140.01246 L 211.009149 139.491892 L 210.48955 136.508108 L 210.039205 135.561227 L 208.549432 135.614028 L 208.210497 135.016216 L 207.849712 133.524324 L 207.694314 132.032432 L 207.059659 131.396875 L 204.080114 129.429402 L 203.699901 129.048649 L 201.863985 127.556757 L 201.39813 126.064865 L 201.100569 125.749792 L 199.610796 124.415457 L 197.830895 123.081081 L 197.323943 121.589189 L 195.914191 120.097297 L 194.448271 117.113514 L 197.284042 112.637838 L 196.481284 111.145946 L 195.141478 110.344634 L 194.436791 109.654054 L 194.396591 105.178378 L 192.874082 103.686486 L 192.493191 102.194595 L 191.699363 100.702703 L 191.419376 99.210811 L 189.988445 97.718919 L 189.916999 94.735135 L 189.927273 90.259459 L 190.387516 88.767568 L 190.67216 88.358359 L 191.245104 87.275676 L 191.417046 85.783784 L 191.417046 81.308108 L 191.514745 79.816216 L 192.906819 78.324324 L 192.917816 75.340541 L 194.412395 73.848649 L 194.396591 72.356757 L 195.819331 70.864865 L 195.896688 69.372973 L 197.359949 67.881081 L 197.374357 66.389189 L 198.563849 64.897297 L 199.87562 63.405405 L 200.355682 61.913514 L 201.159351 60.421622 L 204.080114 57.017866 L 205.569887 56.977508 L 207.059659 55.644042 L 208.549432 55.57658 L 210.039205 53.560772 L 211.528978 53.506638 L 213.01875 53.750677 L 213.819401 52.962162 L 214.508523 52.492362 L 217.488068 52.494997 L 218.977841 51.099466 L 221.957387 51.106988 L 222.759919 49.978378 L 223.680376 48.486486 L 222.972037 46.994595 L 223.447159 46.506146 L 225.280781 44.010811 L 224.472511 42.518919 L 224.936932 42.004357 L 229.40625 41.976369 L 230.100393 41.027027 L 229.936542 39.535135 L 229.40625 38.63894 L 226.426705 38.644693 L 226.006809 38.043243 L 226.426705 37.517066 L 229.40625 37.516636 L 230.066136 36.551351 L 230.057253 35.059459 L 229.175393 33.567568 L 229.40625 33.059841 L 230.896023 32.773956 L 232.385796 30.704706 L 232.385796 30.704706 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 265.160795 41.995245 L 266.650568 42.002731 L 267.117295 42.518919 L 266.650568 43.418724 L 265.160795 43.410385 L 264.686878 42.518919 L 265.160795 41.995245 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p43323e7bd8)" d="M 226.426705 57.972091 L 225.686735 58.92973 L 225.681818 60.421622 L 226.094208 61.913514 L 226.426705 62.246483 L 227.171591 63.405405 L 227.469482 64.897297 L 227.916477 65.326507 L 228.661364 66.389189 L 228.858765 67.881081 L 229.40625 68.41187 L 230.151136 69.372973 L 230.222568 70.864865 L 230.896023 71.526012 L 231.718947 72.356757 L 232.385796 73.024554 L 233.875568 73.024554 L 235.365341 73.024516 L 236.855114 73.024516 L 238.344886 73.024516 L 239.834659 73.024516 L 240.50147 72.356757 L 241.324432 71.52612 L 242.814204 71.502318 L 243.450752 70.864865 L 244.303977 70.015175 L 244.945267 69.372973 L 245.79375 68.529774 L 246.442984 67.881081 L 246.538636 66.389189 L 246.5579 64.897297 L 246.538636 63.405405 L 246.691226 61.913514 L 246.528661 60.421622 L 246.375872 58.92973 L 245.79375 58.176109 L 244.303977 57.965909 L 242.814204 57.965752 L 241.324432 57.964983 L 239.834659 57.959466 L 238.344886 57.959475 L 236.855114 57.93139 L 235.365341 57.939686 L 233.875568 57.937608 L 232.385796 57.949597 L 230.896023 57.949637 L 229.40625 57.949738 L 227.916477 57.951142 L 226.426705 57.972091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 180.392728 19.89375 L 187.078978 19.89375 L 187.078978 8.28 L 180.392728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(180.392728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 286.469147 19.89375 L 294.807272 19.89375 L 294.807272 8.28 L 286.469147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(286.469147 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 166.09091 165.6 L 197.71466 165.6 L 197.71466 153.98625 L 166.09091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=13 --> <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 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(166.09091 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-33"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pe185490a3d)"> <image height="165.6" id="image12241ccaaf" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="324" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pe185490a3d)" d="M 413.132386 82.054054 L 413.877273 82.8 L 413.132386 83.545946 L 412.3875 82.8 L 413.132386 82.054054 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 413.132386 93.989189 L 414.622159 93.989189 L 416.111932 93.989189 L 416.856818 94.735135 L 416.111932 95.481081 L 414.622159 95.481081 L 413.132386 95.481081 L 412.3875 94.735135 L 413.132386 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 402.703977 96.972973 L 403.448864 97.718919 L 403.448864 99.210811 L 403.448864 100.702703 L 402.703977 101.448649 L 401.959091 100.702703 L 401.214204 99.956757 L 400.469318 99.210811 L 401.214204 98.464865 L 401.959091 97.718919 L 402.703977 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 390.785796 98.464865 L 391.530682 99.210811 L 392.275568 99.956757 L 393.020455 100.702703 L 393.765341 101.448649 L 395.255114 101.448649 L 396 102.194595 L 396 103.686486 L 396 105.178378 L 396 106.67027 L 396 108.162162 L 395.255114 108.908108 L 394.510227 108.162162 L 393.765341 107.416216 L 393.020455 106.67027 L 392.275568 105.924324 L 391.530682 105.178378 L 391.530682 103.686486 L 390.785796 102.940541 L 390.040909 102.194595 L 390.040909 100.702703 L 390.040909 99.210811 L 390.785796 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 420.58125 98.464865 L 422.071022 98.464865 L 422.815909 99.210811 L 422.815909 100.702703 L 422.815909 102.194595 L 423.560795 102.940541 L 424.305682 103.686486 L 424.305682 105.178378 L 424.305682 106.67027 L 424.305682 108.162162 L 424.305682 109.654054 L 423.560795 110.4 L 422.815909 111.145946 L 422.815909 112.637838 L 422.071022 113.383784 L 421.326136 114.12973 L 420.58125 114.875676 L 419.836363 114.12973 L 419.091477 113.383784 L 418.346591 112.637838 L 419.091477 111.891892 L 419.836363 111.145946 L 420.58125 110.4 L 421.326136 109.654054 L 420.58125 108.908108 L 419.836363 108.162162 L 419.836363 106.67027 L 419.836363 105.178378 L 419.836363 103.686486 L 420.58125 102.940541 L 421.326136 102.194595 L 421.326136 100.702703 L 420.58125 99.956757 L 419.836363 99.210811 L 420.58125 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 398.234659 99.956757 L 399.724432 99.956757 L 400.469318 100.702703 L 399.724432 101.448649 L 398.234659 101.448649 L 397.489773 100.702703 L 398.234659 99.956757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 369.928978 102.940541 L 370.673864 103.686486 L 370.673864 105.178378 L 371.41875 105.924324 L 372.163637 106.67027 L 372.163637 108.162162 L 372.163637 109.654054 L 372.163637 111.145946 L 372.908523 111.891892 L 373.653409 112.637838 L 373.653409 114.12973 L 372.908523 114.875676 L 372.163637 114.12973 L 371.41875 113.383784 L 370.673864 112.637838 L 370.673864 111.145946 L 370.673864 109.654054 L 369.928978 108.908108 L 369.184091 108.162162 L 369.184091 106.67027 L 369.184091 105.178378 L 369.184091 103.686486 L 369.928978 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 410.152841 102.940541 L 411.642613 102.940541 L 412.3875 103.686486 L 412.3875 105.178378 L 411.642613 105.924324 L 410.897727 105.178378 L 410.152841 104.432432 L 409.407954 103.686486 L 410.152841 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 377.377841 113.383784 L 378.122727 114.12973 L 377.377841 114.875676 L 376.632955 114.12973 L 377.377841 113.383784 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 410.152841 114.875676 L 410.897727 115.621622 L 410.897727 117.113514 L 410.152841 117.859459 L 409.407954 117.113514 L 409.407954 115.621622 L 410.152841 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 417.601704 114.875676 L 419.091477 114.875676 L 419.836363 115.621622 L 419.836363 117.113514 L 419.836363 118.605405 L 419.091477 119.351351 L 418.346591 120.097297 L 417.601704 120.843243 L 416.111932 120.843243 L 415.367045 121.589189 L 415.367045 123.081081 L 414.622159 123.827027 L 413.132386 123.827027 L 412.3875 123.081081 L 413.132386 122.335135 L 413.877273 121.589189 L 413.877273 120.097297 L 414.622159 119.351351 L 415.367045 118.605405 L 416.111932 117.859459 L 416.856818 117.113514 L 416.856818 115.621622 L 417.601704 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 374.398296 116.367568 L 375.143182 117.113514 L 375.143182 118.605405 L 374.398296 119.351351 L 373.653409 118.605405 L 373.653409 117.113514 L 374.398296 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 383.336932 116.367568 L 384.081818 117.113514 L 383.336932 117.859459 L 382.592046 117.113514 L 383.336932 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 381.847159 119.351351 L 383.336932 119.351351 L 384.081818 120.097297 L 384.826705 120.843243 L 385.571591 121.589189 L 386.316477 122.335135 L 387.061364 123.081081 L 387.061364 124.572973 L 386.316477 125.318919 L 385.571591 124.572973 L 384.826705 123.827027 L 384.081818 124.572973 L 384.081818 126.064865 L 383.336932 126.810811 L 382.592046 126.064865 L 381.847159 125.318919 L 381.102273 124.572973 L 380.357387 123.827027 L 379.6125 123.081081 L 380.357387 122.335135 L 381.102273 121.589189 L 381.102273 120.097297 L 381.847159 119.351351 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 408.663068 119.351351 L 410.152841 119.351351 L 410.897727 120.097297 L 410.152841 120.843243 L 408.663068 120.843243 L 407.918182 120.097297 L 408.663068 119.351351 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 408.663068 122.335135 L 409.407954 123.081081 L 408.663068 123.827027 L 407.918182 123.081081 L 408.663068 122.335135 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pe185490a3d)" d="M 389.296023 95.481081 L 390.785796 95.481081 L 391.530682 96.227027 L 392.275568 96.972973 L 393.765341 96.972973 L 395.255114 96.972973 L 396.744886 96.972973 L 397.489773 97.718919 L 397.489773 99.210811 L 398.234659 99.956757 L 398.979545 99.210811 L 398.979545 97.718919 L 399.724432 96.972973 L 401.214204 96.972973 L 402.703977 96.972973 L 403.448864 97.718919 L 404.19375 98.464865 L 405.683523 98.464865 L 406.428409 99.210811 L 407.173295 99.956757 L 408.663068 99.956757 L 409.407954 100.702703 L 408.663068 101.448649 L 407.918182 102.194595 L 407.173295 102.940541 L 406.428409 103.686486 L 407.173295 104.432432 L 407.918182 105.178378 L 408.663068 105.924324 L 410.152841 105.924324 L 410.897727 106.67027 L 411.642613 107.416216 L 412.3875 108.162162 L 411.642613 108.908108 L 410.897727 109.654054 L 410.152841 110.4 L 408.663068 110.4 L 407.173295 110.4 L 406.428409 109.654054 L 407.173295 108.908108 L 407.918182 108.162162 L 407.173295 107.416216 L 406.428409 106.67027 L 405.683523 105.924324 L 404.938636 105.178378 L 404.938636 103.686486 L 404.19375 102.940541 L 402.703977 102.940541 L 401.959091 102.194595 L 401.214204 101.448649 L 400.469318 102.194595 L 399.724432 102.940541 L 398.979545 103.686486 L 398.234659 104.432432 L 397.489773 105.178378 L 397.489773 106.67027 L 398.234659 107.416216 L 398.979545 108.162162 L 398.234659 108.908108 L 397.489773 109.654054 L 397.489773 111.145946 L 396.744886 111.891892 L 396 111.145946 L 396 109.654054 L 396 108.162162 L 395.255114 107.416216 L 394.510227 108.162162 L 394.510227 109.654054 L 393.765341 110.4 L 393.020455 109.654054 L 393.020455 108.162162 L 393.020455 106.67027 L 393.020455 105.178378 L 392.275568 104.432432 L 391.530682 103.686486 L 390.785796 102.940541 L 390.040909 103.686486 L 389.296023 104.432432 L 388.551136 105.178378 L 388.551136 106.67027 L 388.551136 108.162162 L 387.80625 108.908108 L 386.316477 108.908108 L 385.571591 108.162162 L 385.571591 106.67027 L 386.316477 105.924324 L 387.061364 105.178378 L 387.061364 103.686486 L 387.80625 102.940541 L 388.551136 102.194595 L 387.80625 101.448649 L 386.316477 101.448649 L 384.826705 101.448649 L 384.081818 100.702703 L 384.826705 99.956757 L 386.316477 99.956757 L 387.061364 99.210811 L 387.061364 97.718919 L 387.80625 96.972973 L 388.551136 96.227027 L 389.296023 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 407.173295 95.481081 L 407.918182 96.227027 L 407.173295 96.972973 L 406.428409 96.227027 L 407.173295 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 395.255114 99.956757 L 394.510227 100.702703 L 394.510227 102.194595 L 395.255114 102.940541 L 396 102.194595 L 396 100.702703 L 395.255114 99.956757 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 392.275568 110.4 L 393.020455 111.145946 L 393.765341 111.891892 L 394.510227 112.637838 L 394.510227 114.12973 L 393.765341 114.875676 L 393.020455 114.12973 L 392.275568 113.383784 L 391.530682 112.637838 L 391.530682 111.145946 L 392.275568 110.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 401.214204 110.4 L 401.959091 111.145946 L 401.959091 112.637838 L 401.214204 113.383784 L 399.724432 113.383784 L 398.979545 112.637838 L 399.724432 111.891892 L 400.469318 111.145946 L 401.214204 110.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 404.19375 114.875676 L 404.938636 115.621622 L 404.19375 116.367568 L 403.448864 115.621622 L 404.19375 114.875676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe185490a3d)" d="M 396.744886 120.843243 L 397.489773 121.589189 L 397.489773 123.081081 L 396.744886 123.827027 L 396 123.081081 L 396 121.589189 L 396.744886 120.843243 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pe185490a3d)" d="M 386.316477 25.242621 L 395.255114 25.257206 L 402.703977 25.233709 L 408.663068 25.244344 L 410.152841 26.770881 L 417.601704 26.76756 L 419.091477 28.302086 L 420.58125 29.681272 L 422.071022 29.891031 L 427.175758 35.059459 L 428.785122 36.551351 L 428.775 38.043243 L 429.979417 39.535135 L 431.555035 41.027027 L 431.786033 42.518919 L 431.728081 44.010811 L 433.244318 46.994595 L 433.730533 48.486486 L 433.989204 48.73875 L 434.734291 49.978378 L 433.723344 51.47027 L 433.244318 52.962162 L 433.233856 54.454054 L 432.93438 55.945946 L 432.137568 57.437838 L 431.773272 58.92973 L 431.754545 60.421622 L 436.143776 64.897297 L 436.223863 66.389189 L 437.562283 67.881081 L 437.713636 69.372973 L 438.458522 71.253055 L 439.004091 72.356757 L 439.203409 73.848649 L 440.693181 76.832432 L 441.198461 78.324324 L 441.438068 78.552263 L 442.182954 79.816216 L 442.182954 82.8 L 442.375175 84.291892 L 442.92784 84.843567 L 443.672727 85.783784 L 443.718027 90.259459 L 445.1625 91.751351 L 445.162818 108.162162 L 444.687317 109.654054 L 444.417613 109.924142 L 443.672727 111.145946 L 443.384353 112.637838 L 442.92784 113.077095 L 442.182954 114.12973 L 442.000656 115.621622 L 441.438068 116.165577 L 440.693181 117.113514 L 440.670548 118.605405 L 436.223863 123.081081 L 435.683435 124.572973 L 435.478977 124.780292 L 434.701242 126.064865 L 434.741378 127.556757 L 432.000925 130.540541 L 431.754545 132.032432 L 429.519886 134.70881 L 429.212917 135.016216 L 427.965048 136.508108 L 427.270461 138 L 426.540341 138.907822 L 423.560795 141.242636 L 422.071022 142.663292 L 419.091477 144.489398 L 417.601704 146.085215 L 416.111932 146.029157 L 414.622159 147.482261 L 413.132386 147.546307 L 411.642613 148.486762 L 410.152841 148.514513 L 408.663068 149.139917 L 407.173295 149.139917 L 405.683523 148.528758 L 404.153908 148.443243 L 402.703977 147.479674 L 401.214204 146.131346 L 399.724432 144.694416 L 392.275568 144.672466 L 390.021578 146.951351 L 389.296023 148.614642 L 387.80625 148.528659 L 386.316477 149.139915 L 384.826705 149.157907 L 383.336932 148.528768 L 380.316049 148.443243 L 378.867614 147.557091 L 377.377841 147.554797 L 375.888068 146.023813 L 374.398296 146.089679 L 371.41875 143.616756 L 369.669003 140.983784 L 367.880416 139.491892 L 366.949432 137.823993 L 365.459659 137.7432 L 364.686241 136.508108 L 364.328984 135.016216 L 363.969887 134.498241 L 363.439444 133.524324 L 362.945887 132.032432 L 361.485407 130.540541 L 360.598658 129.048649 L 359.500569 128.302703 L 358.010796 126.923062 L 357.260524 126.064865 L 356.309618 124.572973 L 355.03125 123.738168 L 354.388865 123.081081 L 354.286364 121.589189 L 353.776474 120.097297 L 353.541478 119.762819 L 352.955939 118.605405 L 352.778639 117.113514 L 352.796591 115.621622 L 351.503506 114.12973 L 350.105302 112.637838 L 349.817046 111.145946 L 348.820126 109.654054 L 348.327175 108.162162 L 348.327273 99.210811 L 348.22562 97.718919 L 347.128586 96.227027 L 348.016587 94.735135 L 348.318752 93.243243 L 348.423506 87.275676 L 349.83178 85.783784 L 349.893899 82.8 L 350.31011 81.308108 L 350.561932 81.024692 L 352.051705 78.562119 L 352.289162 78.324324 L 352.796591 76.832432 L 352.959096 75.340541 L 353.541478 74.805522 L 354.286364 73.848649 L 354.610814 72.356757 L 355.03125 71.973982 L 355.776137 70.864865 L 355.851038 67.881081 L 358.755682 64.897297 L 358.755682 60.421622 L 360.190486 58.92973 L 359.891439 57.437838 L 359.05564 55.945946 L 358.497079 52.962162 L 357.63234 51.47027 L 358.485632 49.978378 L 358.803731 48.486486 L 358.731695 45.502703 L 359.247663 44.010811 L 359.500569 43.757545 L 360.456072 42.518919 L 361.060132 41.027027 L 362.029633 39.535135 L 362.480114 39.084013 L 363.225 38.043243 L 363.289087 36.551351 L 365.459659 34.442923 L 366.949432 34.289801 L 367.540308 33.567568 L 368.439205 32.821622 L 369.928978 31.947285 L 371.41875 31.32973 L 372.908523 29.912636 L 374.398296 28.293718 L 375.888068 28.293608 L 377.377841 27.421131 L 380.357387 27.422728 L 380.526459 27.6 L 381.847159 28.303165 L 384.826705 26.76728 L 386.316477 25.242621 L 386.316477 25.242621 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 338.792728 19.89375 L 345.478978 19.89375 L 345.478978 8.28 L 338.792728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(338.792728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 444.869147 19.89375 L 453.207272 19.89375 L 453.207272 8.28 L 444.869147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(444.869147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 324.49091 165.6 L 356.11466 165.6 L 356.11466 153.98625 L 324.49091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=22 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(324.49091 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-32"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p441e91aefd)"> <image height="165.6" id="image920ff47b73" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="483" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p441e91aefd)" d="M 561.103977 47.740541 L 562.59375 47.740541 L 563.338636 48.486486 L 563.338636 49.978378 L 562.59375 50.724324 L 561.103977 50.724324 L 560.359091 49.978378 L 560.359091 48.486486 L 561.103977 47.740541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 546.20625 49.232432 L 546.951136 49.978378 L 546.20625 50.724324 L 545.461364 49.978378 L 546.20625 49.232432 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 555.144886 52.216216 L 555.889773 52.962162 L 555.889773 54.454054 L 555.144886 55.2 L 553.655114 55.2 L 552.165341 55.2 L 550.675568 55.2 L 549.930682 54.454054 L 550.675568 53.708108 L 552.165341 53.708108 L 553.655114 53.708108 L 554.4 52.962162 L 555.144886 52.216216 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 561.103977 53.708108 L 561.848864 54.454054 L 561.103977 55.2 L 560.359091 54.454054 L 561.103977 53.708108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 543.226705 74.594595 L 543.971591 75.340541 L 543.971591 76.832432 L 544.716477 77.578378 L 545.461364 78.324324 L 545.461364 79.816216 L 544.716477 80.562162 L 543.971591 81.308108 L 543.971591 82.8 L 543.971591 84.291892 L 543.226705 85.037838 L 542.481818 85.783784 L 542.481818 87.275676 L 542.481818 88.767568 L 541.736932 89.513514 L 540.992046 88.767568 L 540.992046 87.275676 L 540.992046 85.783784 L 540.247159 85.037838 L 539.502273 85.783784 L 539.502273 87.275676 L 539.502273 88.767568 L 540.247159 89.513514 L 540.992046 90.259459 L 540.247159 91.005405 L 539.502273 91.751351 L 539.502273 93.243243 L 538.757387 93.989189 L 538.0125 94.735135 L 538.0125 96.227027 L 538.0125 97.718919 L 537.267614 98.464865 L 536.522727 99.210811 L 536.522727 100.702703 L 535.777841 101.448649 L 535.032955 102.194595 L 535.032955 103.686486 L 534.288068 104.432432 L 533.543182 105.178378 L 533.543182 106.67027 L 532.798296 107.416216 L 532.053409 108.162162 L 532.053409 109.654054 L 532.053409 111.145946 L 532.053409 112.637838 L 531.308523 113.383784 L 529.81875 113.383784 L 529.073864 112.637838 L 529.073864 111.145946 L 529.073864 109.654054 L 529.073864 108.162162 L 529.073864 106.67027 L 529.073864 105.178378 L 529.073864 103.686486 L 528.328978 102.940541 L 527.584091 102.194595 L 528.328978 101.448649 L 529.81875 101.448649 L 530.563637 100.702703 L 531.308523 99.956757 L 532.053409 99.210811 L 532.798296 98.464865 L 533.543182 97.718919 L 533.543182 96.227027 L 534.288068 95.481081 L 535.032955 94.735135 L 535.777841 93.989189 L 536.522727 93.243243 L 536.522727 91.751351 L 537.267614 91.005405 L 538.0125 90.259459 L 538.0125 88.767568 L 538.0125 87.275676 L 538.0125 85.783784 L 537.267614 85.037838 L 535.777841 85.037838 L 535.032955 84.291892 L 535.032955 82.8 L 535.777841 82.054054 L 536.522727 82.8 L 537.267614 83.545946 L 538.757387 83.545946 L 539.502273 82.8 L 539.502273 81.308108 L 540.247159 80.562162 L 540.992046 79.816216 L 540.992046 78.324324 L 541.736932 77.578378 L 542.481818 76.832432 L 542.481818 75.340541 L 543.226705 74.594595 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 567.063068 76.086486 L 567.807954 76.832432 L 567.807954 78.324324 L 567.807954 79.816216 L 568.552841 80.562162 L 569.297727 81.308108 L 570.042613 82.054054 L 570.7875 82.8 L 571.532386 83.545946 L 572.277273 82.8 L 573.022159 82.054054 L 573.767045 81.308108 L 574.511932 80.562162 L 575.256818 81.308108 L 575.256818 82.8 L 575.256818 84.291892 L 574.511932 85.037838 L 573.022159 85.037838 L 572.277273 85.783784 L 572.277273 87.275676 L 572.277273 88.767568 L 571.532386 89.513514 L 570.7875 88.767568 L 570.7875 87.275676 L 570.7875 85.783784 L 570.042613 85.037838 L 568.552841 85.037838 L 567.807954 84.291892 L 567.063068 83.545946 L 566.318182 82.8 L 565.573295 82.054054 L 564.828409 81.308108 L 565.573295 80.562162 L 566.318182 79.816216 L 566.318182 78.324324 L 566.318182 76.832432 L 567.063068 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 573.022159 79.07027 L 573.767045 79.816216 L 573.022159 80.562162 L 572.277273 79.816216 L 573.022159 79.07027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 555.144886 91.005405 L 555.889773 91.751351 L 555.889773 93.243243 L 555.889773 94.735135 L 555.889773 96.227027 L 556.634659 96.972973 L 557.379545 97.718919 L 558.124432 98.464865 L 558.869318 99.210811 L 558.869318 100.702703 L 559.614204 101.448649 L 560.359091 102.194595 L 561.103977 102.940541 L 562.59375 102.940541 L 564.083523 102.940541 L 564.828409 103.686486 L 564.828409 105.178378 L 565.573295 105.924324 L 566.318182 106.67027 L 567.063068 107.416216 L 567.807954 108.162162 L 568.552841 108.908108 L 569.297727 109.654054 L 570.042613 110.4 L 570.7875 111.145946 L 571.532386 111.891892 L 572.277273 112.637838 L 571.532386 113.383784 L 570.042613 113.383784 L 569.297727 112.637838 L 568.552841 111.891892 L 567.807954 111.145946 L 567.063068 110.4 L 566.318182 109.654054 L 565.573295 108.908108 L 564.083523 108.908108 L 563.338636 108.162162 L 563.338636 106.67027 L 563.338636 105.178378 L 562.59375 104.432432 L 561.103977 104.432432 L 559.614204 104.432432 L 558.869318 105.178378 L 558.124432 105.924324 L 557.379545 105.178378 L 556.634659 104.432432 L 555.144886 104.432432 L 554.4 105.178378 L 553.655114 105.924324 L 552.910227 105.178378 L 552.165341 104.432432 L 550.675568 104.432432 L 549.185796 104.432432 L 547.696023 104.432432 L 546.951136 105.178378 L 546.20625 105.924324 L 545.461364 105.178378 L 545.461364 103.686486 L 546.20625 102.940541 L 547.696023 102.940541 L 548.440909 102.194595 L 549.185796 101.448649 L 550.675568 101.448649 L 552.165341 101.448649 L 553.655114 101.448649 L 555.144886 101.448649 L 556.634659 101.448649 L 557.379545 100.702703 L 556.634659 99.956757 L 555.889773 99.210811 L 555.144886 98.464865 L 553.655114 98.464865 L 552.165341 98.464865 L 551.420455 97.718919 L 552.165341 96.972973 L 552.910227 96.227027 L 552.910227 94.735135 L 552.910227 93.243243 L 553.655114 92.497297 L 554.4 91.751351 L 555.144886 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 573.022159 93.989189 L 573.767045 94.735135 L 574.511932 95.481081 L 575.256818 96.227027 L 576.001704 96.972973 L 577.491477 96.972973 L 578.98125 96.972973 L 579.726136 97.718919 L 580.471022 98.464865 L 581.960795 98.464865 L 582.705682 99.210811 L 583.450568 99.956757 L 584.195454 100.702703 L 583.450568 101.448649 L 582.705682 102.194595 L 581.960795 102.940541 L 581.215909 103.686486 L 580.471022 104.432432 L 579.726136 105.178378 L 579.726136 106.67027 L 578.98125 107.416216 L 578.236363 106.67027 L 578.236363 105.178378 L 577.491477 104.432432 L 576.001704 104.432432 L 575.256818 103.686486 L 575.256818 102.194595 L 575.256818 100.702703 L 574.511932 99.956757 L 573.767045 99.210811 L 573.022159 98.464865 L 572.277273 97.718919 L 572.277273 96.227027 L 572.277273 94.735135 L 573.022159 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 578.98125 101.448649 L 578.236363 102.194595 L 578.98125 102.940541 L 579.726136 102.194595 L 578.98125 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 538.757387 102.940541 L 540.247159 102.940541 L 540.992046 103.686486 L 540.992046 105.178378 L 540.247159 105.924324 L 539.502273 106.67027 L 538.757387 107.416216 L 538.0125 106.67027 L 538.0125 105.178378 L 538.0125 103.686486 L 538.757387 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 571.532386 102.940541 L 572.277273 103.686486 L 572.277273 105.178378 L 571.532386 105.924324 L 570.042613 105.924324 L 569.297727 105.178378 L 570.042613 104.432432 L 570.7875 103.686486 L 571.532386 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 544.716477 105.924324 L 545.461364 106.67027 L 546.20625 107.416216 L 546.951136 108.162162 L 546.20625 108.908108 L 545.461364 109.654054 L 544.716477 110.4 L 543.971591 111.145946 L 543.226705 111.891892 L 542.481818 112.637838 L 541.736932 113.383784 L 540.247159 113.383784 L 539.502273 112.637838 L 540.247159 111.891892 L 540.992046 111.145946 L 540.992046 109.654054 L 541.736932 108.908108 L 542.481818 108.162162 L 543.226705 107.416216 L 543.971591 106.67027 L 544.716477 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 547.696023 105.924324 L 548.440909 106.67027 L 547.696023 107.416216 L 546.951136 106.67027 L 547.696023 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 537.267614 107.416216 L 538.0125 108.162162 L 537.267614 108.908108 L 536.522727 108.162162 L 537.267614 107.416216 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 577.491477 107.416216 L 578.236363 108.162162 L 578.98125 108.908108 L 579.726136 109.654054 L 578.98125 110.4 L 578.236363 111.145946 L 578.236363 112.637838 L 578.236363 114.12973 L 577.491477 114.875676 L 576.746591 114.12973 L 576.746591 112.637838 L 576.746591 111.145946 L 576.746591 109.654054 L 576.746591 108.162162 L 577.491477 107.416216 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 535.777841 108.908108 L 536.522727 109.654054 L 536.522727 111.145946 L 535.777841 111.891892 L 535.032955 111.145946 L 535.032955 109.654054 L 535.777841 108.908108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 531.308523 114.875676 L 532.053409 115.621622 L 531.308523 116.367568 L 530.563637 115.621622 L 531.308523 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 573.022159 114.875676 L 573.767045 115.621622 L 573.022159 116.367568 L 572.277273 115.621622 L 573.022159 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 576.001704 114.875676 L 576.746591 115.621622 L 576.746591 117.113514 L 576.001704 117.859459 L 575.256818 118.605405 L 575.256818 120.097297 L 574.511932 120.843243 L 573.767045 120.097297 L 573.767045 118.605405 L 573.767045 117.113514 L 574.511932 116.367568 L 575.256818 115.621622 L 576.001704 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 532.798296 116.367568 L 533.543182 117.113514 L 532.798296 117.859459 L 532.053409 117.113514 L 532.798296 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 535.777841 116.367568 L 536.522727 117.113514 L 536.522727 118.605405 L 535.777841 119.351351 L 535.032955 118.605405 L 535.032955 117.113514 L 535.777841 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 534.288068 120.843243 L 535.777841 120.843243 L 536.522727 121.589189 L 536.522727 123.081081 L 535.777841 123.827027 L 535.032955 123.081081 L 534.288068 122.335135 L 533.543182 121.589189 L 534.288068 120.843243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 571.532386 123.827027 L 572.277273 124.572973 L 571.532386 125.318919 L 570.7875 124.572973 L 571.532386 123.827027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p441e91aefd)" d="M 552.165341 88.021622 L 552.910227 88.767568 L 552.165341 89.513514 L 551.420455 88.767568 L 552.165341 88.021622 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 555.144886 88.021622 L 555.889773 88.767568 L 556.634659 89.513514 L 557.379545 90.259459 L 558.124432 91.005405 L 558.869318 91.751351 L 558.869318 93.243243 L 558.869318 94.735135 L 558.124432 95.481081 L 557.379545 96.227027 L 558.124432 96.972973 L 558.869318 97.718919 L 558.124432 98.464865 L 556.634659 98.464865 L 555.144886 98.464865 L 554.4 97.718919 L 554.4 96.227027 L 554.4 94.735135 L 553.655114 93.989189 L 552.910227 93.243243 L 552.910227 91.751351 L 553.655114 91.005405 L 554.4 90.259459 L 554.4 88.767568 L 555.144886 88.021622 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 577.491477 89.513514 L 578.236363 90.259459 L 578.98125 91.005405 L 579.726136 91.751351 L 579.726136 93.243243 L 578.98125 93.989189 L 578.236363 93.243243 L 577.491477 92.497297 L 576.001704 92.497297 L 575.256818 91.751351 L 576.001704 91.005405 L 576.746591 90.259459 L 577.491477 89.513514 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 552.165341 93.989189 L 552.910227 94.735135 L 552.165341 95.481081 L 551.420455 94.735135 L 552.165341 93.989189 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 550.675568 95.481081 L 551.420455 96.227027 L 551.420455 97.718919 L 550.675568 98.464865 L 549.930682 97.718919 L 549.930682 96.227027 L 550.675568 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 553.655114 108.908108 L 554.4 109.654054 L 555.144886 110.4 L 555.889773 109.654054 L 556.634659 108.908108 L 557.379545 109.654054 L 557.379545 111.145946 L 556.634659 111.891892 L 555.889773 112.637838 L 555.144886 113.383784 L 554.4 112.637838 L 553.655114 111.891892 L 552.910227 111.145946 L 552.910227 109.654054 L 553.655114 108.908108 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 555.144886 114.875676 L 555.889773 115.621622 L 555.889773 117.113514 L 555.889773 118.605405 L 555.889773 120.097297 L 555.144886 120.843243 L 554.4 120.097297 L 554.4 118.605405 L 554.4 117.113514 L 554.4 115.621622 L 555.144886 114.875676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p441e91aefd)" d="M 543.226705 117.859459 L 544.716477 117.859459 L 545.461364 118.605405 L 544.716477 119.351351 L 543.971591 120.097297 L 543.226705 120.843243 L 542.481818 120.097297 L 542.481818 118.605405 L 543.226705 117.859459 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p441e91aefd)" d="M 567.063068 22.498513 L 568.552841 22.551322 L 570.042613 24.119238 L 571.532386 24.144051 L 573.022159 25.518835 L 574.511932 26.689238 L 576.001704 27.282761 L 577.491477 27.685798 L 579.21949 29.091892 L 580.633243 30.583784 L 581.960795 31.294366 L 582.66008 32.075676 L 583.188642 33.567568 L 583.450568 33.820443 L 585.142072 35.059459 L 585.73654 36.551351 L 587.175 38.043243 L 587.528486 39.535135 L 587.919886 39.912473 L 588.664772 41.027027 L 590.090801 42.518919 L 590.275554 44.010811 L 593.134091 46.994595 L 593.140224 48.486486 L 593.360274 49.978378 L 593.878977 50.523514 L 594.590312 51.47027 L 594.625372 57.437838 L 594.491869 58.92973 L 593.74308 60.421622 L 594.093443 61.913514 L 595.36875 63.757455 L 595.946936 64.897297 L 596.493016 66.389189 L 596.858522 66.755215 L 597.603409 67.881081 L 597.789891 69.372973 L 598.348295 69.915237 L 599.093181 70.864865 L 599.130829 75.340541 L 600.582954 76.832432 L 600.582954 78.324324 L 601.32784 79.922713 L 602.072753 81.308108 L 602.072727 87.275676 L 603.261662 88.767568 L 603.562499 90.259459 L 603.562499 94.735135 L 604.7897 97.718919 L 604.307386 98.201919 L 603.562499 99.210811 L 603.545456 105.178378 L 602.070824 106.67027 L 602.072727 109.654054 L 600.627453 111.145946 L 600.582954 112.637838 L 599.24727 114.12973 L 599.093181 115.621622 L 597.755459 117.113514 L 597.603409 118.605405 L 596.858522 119.792847 L 596.533405 120.097297 L 596.113636 121.589189 L 593.878977 124.704657 L 593.134091 126.064865 L 592.711214 127.556757 L 592.389204 127.864195 L 590.154545 130.540541 L 590.046618 132.032432 L 586.430113 135.678501 L 578.98125 143.34163 L 577.491477 143.327986 L 576.001704 144.867847 L 573.022159 144.865361 L 571.532386 146.416758 L 568.552841 146.417314 L 567.063068 147.97673 L 561.103977 148.03122 L 559.614204 147.587494 L 558.124432 146.326017 L 556.634659 146.326017 L 555.144886 144.868068 L 553.655114 144.871525 L 552.165341 146.326017 L 550.675568 146.441105 L 549.185796 148.035217 L 544.716477 147.976725 L 541.736932 147.981299 L 540.247159 146.315141 L 537.267614 146.326361 L 535.777841 144.870791 L 534.288068 143.64411 L 531.308523 142.878232 L 529.81875 142.831876 L 529.411473 142.475676 L 528.328978 141.801488 L 522.369887 135.677014 L 521.7035 135.016216 L 521.269994 133.524324 L 520.880114 133.131316 L 519.390341 131.062994 L 517.494932 129.048649 L 514.819562 124.572973 L 513.43125 122.93872 L 512.686364 121.589189 L 512.281043 120.097297 L 511.941478 119.776424 L 511.196591 118.605405 L 510.967987 117.113514 L 510.451705 116.615207 L 509.706819 115.621622 L 509.746118 114.12973 L 509.6426 112.637838 L 508.216811 111.145946 L 508.220798 109.654054 L 507.242084 108.162162 L 506.735399 106.67027 L 506.727223 88.767568 L 507.025767 87.275676 L 507.47216 86.828649 L 508.23062 85.783784 L 508.220153 81.308108 L 509.736608 79.816216 L 509.818267 78.324324 L 509.708786 76.832432 L 510.583937 75.340541 L 511.133726 73.848649 L 511.183085 70.864865 L 512.461945 69.372973 L 512.686364 67.881081 L 514.419653 64.897297 L 514.233468 63.405405 L 514.174495 60.421622 L 514.176137 55.945946 L 514.362486 54.454054 L 514.921023 53.894723 L 515.666792 52.962162 L 515.679207 48.486486 L 517.167517 46.994595 L 517.157171 45.502703 L 518.51639 44.010811 L 518.645455 42.518919 L 519.059698 41.027027 L 519.390341 40.706754 L 520.135228 39.535135 L 521.454115 38.043243 L 521.850271 36.551351 L 522.369887 36.004664 L 523.086167 35.059459 L 524.10529 33.567568 L 525.529779 32.075676 L 526.839205 30.448418 L 528.328978 28.81454 L 529.81875 28.812552 L 531.54359 27.6 L 534.288068 25.576736 L 535.777841 25.486768 L 537.267614 24.142836 L 541.736932 24.09031 L 544.716477 24.265552 L 546.20625 24.266192 L 547.696023 25.823737 L 549.185796 25.53758 L 552.165341 25.537581 L 553.655114 24.124094 L 565.573295 24.12124 L 567.063068 22.498513 L 567.063068 22.498513 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 497.192728 19.89375 L 503.878978 19.89375 L 503.878978 8.28 L 497.192728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(497.192728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 603.269147 19.89375 L 611.607272 19.89375 L 611.607272 8.28 L 603.269147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(603.269147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 482.89091 165.6 L 514.51466 165.6 L 514.51466 153.98625 L 482.89091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=32 --> <g style="fill:#ffffff;" transform="translate(482.89091 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-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p87ded259ba)"> <image height="165.6" id="imagebf4ba8b9f1" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="641" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlQAAAKyCAYAAAAThUC2AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VuMXtdZ//GnJU3i03h8mhkfart2js2BpgFK2qKmJVVRaSoOUUQJ10hI3FWIC+6QEJeAhEBCoCJ6wwWVUBoEVOVQ0pKmSQiu0zgnH+LDeGzPjMee2ElogP/V/wJ4vk+79tqesZ3v5/KZ933Xu9dee3vlVX77eU9E/HdIkiRpsPeu9heQJEm61rmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKnTDav9BXTtes973pPW//u//7vp9e99L+/rb7755rR+ww350v2P//iPtP5f//VfTfWIiHXr1qX1d955J62/9dZbaZ2Om44hIuI///M/8W8ZOu6VQMfxIz/yI/gemvf3ve99aZ3WFPn+97+Pf6Mx6Dg2b96c1hcWFtI6rY/qb9V7xtJ6LZHqmqG53bBhQ1q/dOlSU731uqjQmqL70ZCx6RoY8zjo/lKdJ10Z/kIlSZLUyQ2VJElSJzdUkiRJndxQSZIkdXJDJUmS1MmU31WE0hpD3tOaihpTldrLVMdNaS06vhtvvLHpcyqU0KE6jU1pmyrZRe+huV27dm1ar9JElPqi8/Hmm282vZ4+P4ITka2pKEqVDdGatKOxq3QVHR8l7WiMm2666Qd8u/+LrgH6rCGp3I0bN6b19evXp/X5+fm0PiS1Smuk9V5I52/I/ZnGpvpKpAJbVce9mv/OXI38hUqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkym/q0iVmGjt19SaSBkydmvPPnr9kJ5TlFhas2ZNWh+SnqH3tPYAo9cP6d9W9cdrfT0ly+h70fFRSozORYW+77Zt29I6pceOHTuGY1CCjBJ1lEhsTaBWWtcIJUqr1CP1pmztNVklZi9cuJDWz549m9bffvvttD7k2mi9H1Gdxq6upSvdF3AlknZXY2L8WuMvVJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmdTPldI1YzgdE6Ruvrh6RnCCV0KOFU9SWjsamnHaWfhvREI60JJEqDRbQnRGkO6TtRSqyyYcOGtE5JwtbkYUTE8vJyWqeEHK2DIcfXmgYj1CexOm56D6Ue6bzS/EXwtUFrrfWaGWKslPIQY92fr9berEMS2tczf6GSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6mTK7xq3mgmWsT6rSoq0plsoNUQpuKovGaWf6D10HFSv0o2UzqPPokRW1RONUm00Nn0W9WOjVFn1nkuXLqX1paWltE79AunzI3jd0nmlfoH0OVWfNvpb6xqhtTkkkUXn9fLly2mdehsOGaO1v+eQZGxrL7/W67j6XmP1/VyJXn5DPmfMnrHXA3+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKnTeyLi+s4xXifGfNxBZiUis6SKQrdGmymqT01333jjDRyb5qS1oStF5avmuvQ3mqvWeH0EP3KAjo+Oo7VhcwTP7cTEBL6n5TtVjy5oPU/0mACaP3ocRQQ/zqF6zEOG1kfVDLt1roY8aqT1OMZEa4qOYyUe2TCW6v58pZvXV1of23O98xcqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE6m/K4RrYm6MVOBYyU2hqRkWpvG3nTTTWl9SCNbSq+1Jg8pYVil/Og9b775ZlrftGlTWp+cnMQxXnrpJfxbhs4fJcuqlN+5c+fS+m233ZbWKY15+vRpHIPs3r07ra9bty6tU1JyeXk5rS8uLuLYNIeUnKM1SOeVmktH8Pmg9UzNkekai6gbCGdamyZX12vrfaq1afKQ+yCdb6pXzcwJfa8hjZavtOs9/ecvVJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmdOGakawKlRShtsxLpP0p9taZRqs+qEmSZqv8YaZ1bej0dH6XNIiI+/vGPp/UtW7akdUr5LS0t4RhTU1NpnXrRUQKptQdeBK/DHTt2pHVKnFECb9euXTj2Aw88kNanp6fTOqX/yPnz5/FvFy9eTOuUejx79mxaP3jwYFqvevlRUpLqlDSlcxHBCcDWvpiUgK1ShHT90fqk79R6HUeMd18dco8krWnFMdONq5kkXE3+QiVJktTJDZUkSVInN1SSJEmd3FBJkiR1ckMlSZLUyV5+q2BIAmKsRMqQJEfrZ7X2RKv6c1HPMkoatSbw3n77bRybkkY0H/T6/fv3p/WHHnoIx/7kJz+Z1uk4KFn2wgsv4Bizs7NpnVJ+e/bsSesf+tCH0vr8/DyO/Xu/93tp/Z577knrlFaklNhv/uZv4ti0Pun80Rqk46t6+VGaj66N1qTpU089hWMvLCykderpePLkyabvFMHp29b7FL2+6lVIczLWvXDIfbv1PUN6GI6V9B5y3CvRm2/M9OGV5i9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3s5bcKxkyRrETSgZI7lDyhlBip+nNR+onmihIvdAxr1qzBsWluKWFIfeh+8id/Mq1/+tOfxrGpz9/c3Fxa37p1a1r/2Mc+hmPQ96XzQSk46vlGr4+I+Ou//uu0fuLEibR+5syZtP7TP/3TTfWIiGeffTat0/k+cuRIWqd1XvW6m5iYSOs055QwpLGrvoM7d+5M6y+//HJa/4M/+IO0furUKRyjNQFL1zFdr3Q/+EF/axmD7iFD+oHS8bUmEqtk5Vh981ail9+Qz7oa03zEX6gkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uRjE65xYzX+rKKprQ2HKSJNseMhzTdp7Jtuugk/K3PjjTc2j03Hd/vtt6f1T33qU2l97969OPby8nJap+M+e/ZsWt+8eTOO8frrr6f16enptP7GG2+kdWqiu337dhz7l3/5l9P6b/zGb6R1av78iU98Iq1/+9vfxrGpQXHr+aaYPj1GIoLPK805XXs0Bq3BiIgtW7ak9ZtvvjmtU1NvenRHBDcbp+Og64/q9KiD6j30eBf6TtVjXEjrowtax6gem9D6Wa2PIRhyf76WHnUwJn+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSepkym8VDGkceaUbYFbpGUo5tSY5WhuCRnBy55133mka+4477kjru3btwvesXbs2rVMi66Mf/WhaX79+fVpfWlrCsY8fP57WKalF80TJvAhOnFH9rbfeSuu0pij9F8ENo++///60fuzYsbR+2223pfVXX30Vx6bGwhcuXEjr+/btS+uUvKKkWwQnA+kaoDmnNUXNlCN4jVDT5A9/+MNpvZpbOnY6vkuXLjW9vkq00d/ofL/55ptpvTUtWP2ttSk0WYnkoYm9fv5CJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHVyQyVJktTJlN8qWInUBCVbqJ9ehRJ1a9asSeut/byqNAq9h1JOH/zgB9M69dOrev9RYur9739/WqeeaNRnr+rPtXXr1rROSTRKLFXnm5JJlG6kxBl9V0q0RXD68OGHH07rL774YtPnVCnQiYmJtN6aUKPjpvMdwed8cXExrdOaooQovT6CE610Hf/6r/96Wr/33ntxjPn5+bR+6NChtP6Nb3wjrR8+fDitV2k3Ws+UYKY+l9Q3ku6p1fdqvddf74m6IQn3a4m/UEmSJHVyQyVJktTJDZUkSVInN1SSJEmd3FBJkiR1MuV3FRnSr4/eQz2kKPFS9ami1Be9p7VHFn3XiIhNmzal9QcffDCtU981SuxVY9P3pSTTWCmjCJ7D2dnZtE7ftUoSUrqLjoPOxdTUVFqnVGAEp9Tos+g46BiqtNu6devSOiUoKcFFn1MlR+k80Vy1Xq9nzpzBsen8UfqPzsUjjzyCYxw9ejStUzKQ+gj+/u//flqnPpMRPO+U3qSenHTtVf1OKU1L9ZVItdEYY/WF1f/lL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJndxQSZIkdfKxCSNYzYaPNDbFyalpbBWlpaagFC+mz6LY8Z133oljf+ITn0jru3fvTusUcadIdXXcdP4uX76c1unxEjR29ciGI0eO4N8ydBwU7a/Gpwg/HQfNU9XIlj6L1ho1WqYY/YYNG3DsS5cupfXW6PvFixfTetWYeePGjWmdjoMej0CPX6ii/fT4AGpcTHNe3deo8TSdj0cffbRp7D/6oz/CsampMd0LqbE2zSGduwh+nEnrY21orVWPP6mus8yYj1Ow+fP/5C9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1M+Y1gJZILlPKgtBQ1h6VkUpUGo3QQHTd9V2pc/OlPfxrHpvfQ2JSSoXmqGvgSSsNQ2oZSQ1WjV0o5tTY0rtJulDSiz6K1Q8m8KnFGSTv6TpTIoobGVbNv0tpclxo803eK4OuS6rQ+aZ1XSTSaQ0ol0uur+x1dGzQGze0XvvCFtF7dp/7kT/4krZ86dSqt0xqk+xfNR0TEzMxMWqckNI1Nc1ut57GaHbfez6v3kNVMxK8Ef6GSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6mTK7xq3fv36tE6Js9a+TxGcRqNkxvbt29M69eWrevm1prWqZFmGeqJF8PG1JlIoBUe9xyI4WUPHR30EKS0YwYmw+fn5tE5JNBqDjjuC553SYJRWpBRctc4nJyfTOn1fSu219v4bgtYBjVH1EaRrieo0h1WqjJKPtHboOOj1v/iLv4hjUx/BP/3TP03rhw8fTut0fVNiL4Lvw3QvPHbsWFofct++0km76yWBtxL8hUqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkym/K2jMvkWt76HkFfVKq3raUbKMju9Tn/pUWn/ggQfSOiXUIrh3Fx0fJRKH9CWjhBWlwVqTa9TPK4L7ylGSib7rkDFak4St81SNTakvSqLRnFfruUrCZWid0xoccn3TXFGvO0p9VX3X6D2XL1/+Ad/uh/ucCD5/tKbouGl9VOfuIx/5SNNn/eEf/mFaf+GFF9J6lQimOaT3UCqwtfdfBJ8PU3srz1+oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjqZ8lsFQ9J/lJKhhAelouhzqvQM9dW655570vov/dIvpXVKtlACrxqbUi80H5Q+qvqS0dhr1qxp+k6UBqv6FFKajxJLNIc7duzAMaiXIB0fzSEly6anp3FsSq/RNXD69Om0vmvXrrRO/foiOElFiSw6T3Req6Rda99DSuVSf8ExU51DkoR0fFSnNdWaPIzgtfPjP/7jaf2xxx5L67/927+d1qt0IyVgjx8/ntapNyV9zpD5IGOmz+0L+D/5C5UkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJnXxswg+pite3RkEpdlx9DkWeCUW9KYZdHR991qOPPprWb7vttrR+5MiRtE6R6oiIkydPpnWaDzoOioZXKNrf+vgHegxB1TyY3kOPt6DvVDWepig2xcPpO9EjHigaHsGPLmhtjkzHsHnzZhyb1lvrYxNofdDjNiL4+1IzZzqvNDY9XiKCzytdM9X6JNTMnNbt0tJSWl9cXGz6/Ahen/Sez3/+82n9q1/9alp/7rnncGy69un80eMtaM6rc9HaHJlU/wa0GvPRDNcSf6GSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6nTdpPzGShWMmU4YM2VBaS1Kz9DYrUmfiIi77rorrf/Mz/xMWqfkDo1Nr4+IWF5eTuv79u1L65TooeTVsWPHcGxKqZ07dy6tU5KQzkXVZJZSPZQmotQQpTojOL1G34s+i9bm7Owsjk1zSOlNGoOSXRcvXsSx6Xvt3bs3rdOaonNEScUI/r6U2qM537hxY1qvErOUMKR1S8dHCc0KnVeaD0pcVvepTZs2pfWFhYW0To3Df/7nfz6tf+c738Gx6Rqn46C5pfs5zVMEr52x/i0bs2ny9c5fqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6XTcpv7GsRK8hSu5U6SBKGs3Pz6d1SkVRCogSeBERjz32WFqnlNjRo0fTOvW1qnzwgx9M69T7jNJuVK/6rtHxtabjKKlYjd2a0qTedVUii9YCpZ9ofZ4/fz6t03FHRGzbti2tU+KMEmqUHqvmdmZmJq1TMomuPUqBnjp1Csem1FfVc7Hl9dU1RmPTuqX0WIXWFH1fGpu+a9WTkxJytBboHvLII4+kderxFxHxzW9+M63T9UfHTfNX9cUkV2PfvOu9x5+/UEmSJHVyQyVJktTJDZUkSVInN1SSJEmd3FBJkiR1um5SfmOlBIb0IKKx6bOoj1N1DJRgaU2i0XfatWsXjk29/I4cOZLWKakyJDVE6S5KnFFyh3q7Vakhmiuq03elZF7Vn4vOHx333Nxc03eK4HPemqij+ZiYmMCxKTlHicHWnm9VT7vJycm0TtfY2bNn0/rWrVvTepW0o9QXrUNaO/R6OkcRfH+hz6K+kXTuItrveZTAo+OoelPSGtm+fXtapz6eu3fvTutf/OIXceyDBw+m9QsXLqT11qR3lVpt7SlZJboz1b+JK9EX8FriL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJna6blF+rIWm+1s+iOqWAqgTLuXPn0jolWyhNROmxn/3Zn8WxqY8UpYMoeUVjb9y4EcemtBYdNyWTaM7pO1UogUQJlqpHI6HPmp6eTutnzpxJ61WPOJp3SvlV6zNTJXpOnz6d1inNRGuK1sHCwgKO3ZrGJNQfcmpqCt/TOoeUWqV5qs433UNa+wtW6VRK8tJ1ScdBPUqHpHJPnjyJ78m8/vrraf2Tn/wkvufhhx9O61/60pfSOh0H3WurFDatEboGWu9HYybzxvx392pMDPoLlSRJUic3VJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmd3rWPTWhVRTTHemxC1dCV4tbvfW++J6ZoM41977334thLS0tpnSLS9F0prl41/qTHGtBnUaNQOhdVVJ6a5dJ7aI0MafRaNbnN7N27N63TMURELC8vp3VqakyfReujOgY6TzQGRb1pfVTxenoPXUt0nmgdLC4u4th0XdLYrfNUrWf6LHoPnb/qUSN0LdMaoce7kOqRDfSYB7pX7NixI6233u8iIn71V381rT/xxBNpnR65QXNePQaE7un0mAxC62AlHnUwZgPmVmOO7S9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1WJOVH/xf91djccEgKoTUdRGOcP38ex6AGppSSoZTT5z73ubS+f/9+HJsalRL6TpRirFJDNIet9dZEYgQ3HaW0FNVpjCqBR2kfmtvWZtHV96JEXfVZmSHpGVrnFy5cSOs0T1Uii46Pzh+lHmkM+q4RnKRat25dWqd5okRbdY5obFoHNB90XUTwvXBycjKt07odcs203hNoPiiB9+KLL+LY999/f1p/5JFH0vqXv/zlprEvXryIY9NaoHNB6/9a+nd6TGMen79QSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHVakZTfSqQExuw3NNbnUwJpSF85Su1RHydK6Dz00ENpfXZ2FsduTa9R7yxaB5RsieDjpu9Er6fvWvVPbP1Orcm1Ki1FSRzqlUZ9+ap0EK0dOn+0bmmdV3NLqa8tW7ak9ddeey2t05xv27YNxz5z5kxapwQZrU9K/1WpVRqDziul4Ghu6dxF8Lql7zRm6otSjDRXlKCs1hTNIa01+k5TU1PNY5Nf+ZVfSet//ud/ntZpzqsehidPnkzrdNx0/mgdDDnfrWn56yVJ6C9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1WJOU3liG9weg9Y9UjuGcSJTMowVUlHSiBQcmdxx57LK1TsuWVV17BsT/ykY+kdUoUUXqNek5VfdcIpdooKUlpoio9Q0lCQmuE0ke0DiIiTp061TR2a4oqgtOHtNZoPuj1VZ9EmqvW3pT0OdW5a00aUY9NOu4NGzbg2HSvaO0LSMlDusYieA5pbOoLWK2prVu3No1ByTlKqNExRPC8UwqV7hU0Nt1zIiKOHj2a1u+88860/rGPfSytP/3002m9ShjS/Xlubi6t032nuh+N5XpJ8xF/oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSp06iPTWiNI69mo8QxvxP9rTUuX0W96VEEMzMzaZ3iy+SOO+7Av1FsnCLaVWw8U8XraU4o8kyvp0c8VHNO34vi8qR1rUXw8VHsnmzcuBH/Rp9FMXNat0OafdPjAOg9dC5oDVaNp+l8UCSfHuVA81fF6+k9FIunR1vQ59A9J6Kek0xrg+4IPg5aU5s3b07rdL6rY1haWkrrdP5a53bTpk04Nj1igh7L8mu/9mtp/cknn0zr1ZzTNT4/P9/0ejp31XVMf6vubWMZcl9t+Zwh/IVKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqdM11Ry5+r/xVzMx2Jo4o5QYJWEiOKVGTXEpkUIpmSrtRmkfSlhRcofQMVQWFxfTOiW16DtVDUFpTdH5m5iYaHo9pYyqv9Faa23sG8FzReeVvlNrM+wIbrBLTX9bU49V0o4SZJR+orHXr1+f1hcWFnBsmnO6vum80netErN0HK3Ng6uUa2sylpJlZ86caXp9BN/D6Bqn46P1XN3XWpNlH/rQh9L63Xffndar5vXUSL015Ufnrkr50XXcmv6rxljNf9tb+QuVJElSJzdUkiRJndxQSZIkdXJDJUmS1MkNlSRJUieMhIzZ026s16/UZ7V+fmvCg3rdVckkGmPnzp1pfdu2bWl9SL8mSuFRj6yLFy+mdUpFVakh6oVFc0jHR+mqKuVH55zq9F1b00cR7ck5OheUwqneQ3NI52/79u1pfUhPO0omUa806llJ3zWi/fxRjzjqR0jzGsHrkJJXW7ZsSeuUhqTPj+C1Q9c+pTqr46M5oV509Hpat1WKkc45jU11SlzSnEdETE5OpvWDBw+mderBet9996X1Q4cO4dh0r6D7MK2D1sTeD/pby+urf0PH+rd9JVKB/kIlSZLUyQ2VJElSJzdUkiRJndxQSZIkdXJDJUmS1AkjE6vZJ2dIwnCsfj+tib0ITta0JiCq1BehpAolNqheHTelRVr7ylGarxr77bffTuuUQKJzQcm1as5bU1H0WdQrreqfSMk5SiBR8qrqF9h6bVBqr0qWkdbr9fXXX0/rdI6mpqZwbFpTtM7Pnj2b1ql3Y4VSe3TcrfeE6pzSvYJ6D1Jyreo5Ojc3l9Zb+1zS+avGpr9RvXXdUgo0gs8T3XdoHTz44INp/fHHH8ex6ZzTtU8J29Z/r6qxh/w72molevy1juEvVJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmduDHSKhryf+mPlebD/3sfkhER7Sk/6kdVJXoo9fXRj340rR84cCCt33vvvWm96qfXms5rTSxVc0vvoVRba/KQ+hRG8PFRsoxQ2qZKLC0uLqZ1SpxRgov6fEXwXNF6pnTcuXPn0np1fHQNUIqRUn50XVS9/CjVRuuQ6jQf1Zqi1Nf58+fT+vT0dFqn3n9V70b625jXK/UQpfM6ZhKN1i1dx7Q+6RxVybVNmzaldbp30vHt37+/6TtVY9B9iq4NSmgOMWb6bzWThK38hUqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTje0Rt+rqOJqNlRuNWYUc6z4ZjV/t9xyS1q/66670vqpU6fS+okTJ9L6jh07cGyKF7c2YKZHHVDkP4Lj1hS7p7Epnl3FsOl8tDZVbY2MVyhGT81nL1y4gJ9FjyKgWDXNLc1H9RgQioHTGDt37kzrtDbpkQbVGPSd6DxRs9zqESS0bmkO6fxRJH7z5s049tLSUlqnJt10bVRNvek9GzZsSOv0+Aeap+oeSeec7s/0eAta/9X1unXr1rROjz+ha2P37t1pne7/ERGvvPJKWqfjrs5fy+dUf1vNBsVj7mla+QuVJElSJzdUkiRJndxQSZIkdXJDJUmS1MkNlSRJUqcbWv9v/CH/9/5KJAFajfp/9kOjS0oNUaqtmg9KcVEihdJgs7Ozab1KrrWm8yihQ416q2ar9DdKqrQmOaqmo/RZdNyXLl1K65Q+qsamFNfU1FRapwRSlTijz6LmwZRqI0Ma2ZIPfOADaX3Lli1pvUo30nHQeaLXtzaXjuC1Mzk5mdZpjdA1RtdqRMTFixfTOl1LdO1V6U1CSdexGq9H8DVAn0XHQQ2eq7k9fvw4/i1DiUsa+0d/9Efxsw4fPpzW6R5Cc96a4q2sZtJuTK17FH+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSeqUR0WuUmMmAVo/q3p9a+KGXl+lZyhxQ8kWSmZQr6+qnx4ljSiZRImeTZs2pfVqbqnfFs1Ha7qEzkUEpxIpLUWfRXXq8xXBvc8IrbWqtxv1waPjphQcpYmq9dzaJ5HmkJKVVcKQ/kbrmb4TpaVoPiK4V1trco4SWfPz8/geOn9VyrYVndfW3o2kul7pfNB5PX36dFqn9UFrLYKP+9baE5zhAAAgAElEQVRbb03rdJ7oen3jjTdw7NbvRJ81JFlJc9W6pqoxrvSTCMZ82oC/UEmSJHVyQyVJktTJDZUkSVInN1SSJEmd3FBJkiR1umE1++ytRL+f1uOgMaqxKdFAqRNKRlSJl127dqV16llGPc7oOKr0DCUA6fjOnz/f9J2qfnOUYmxNRdE6qPrT0fei3meE1seQvmvvf//70zrN+ZDeZ/v370/rR48eTeut/eYi+NgpUUfJ0db0a/U3+r50jdHnUJo1ov1eQdf9kSNH0jolNCN4bumeQPcjSgtG8Bxu3LgxrVOalb5rdV7pOGjOW8eoetrR9dra/5LG2LdvH76nOh8trx+yF2j9N3klevmN9Z2G8BcqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjrdsBKPKKB6awPF6juNFX0cMh+tsVyKI1fHsGfPnrROsVz6TvT6auypqam0To9/oOPeunVrWq9iv9SQlGL0dBw059WjKujxCNRslR5dQI94qJro0vmjhsoU9a4ezUDNkSnCT9F3+k7VYxPoeqL1SeeCvisdWwSvW2pYS48NoWuSrpcIXiPbtm1L67Sel5eX03p1n6K/0XzQ4zCqx5zQXA1pjJ6pHl0wOzub1peWltL6LbfcktbpnlA9soG+1+HDh9M6zRPdW/bu3Ytj02M96BErdHx0P6ruIa2G7CtaH+ewEo98Iv5CJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHVyQyVJktSJYzhgzP+DvvX/0qc0yhBjNmOk9AelZGjsqukuNRGlsSk5R+mnqqlqa6KO6ufOnUvrVXqGxqakCiXLKD1WHTeh1Etr2rNKudJ5otQQrQ9KVkZwWosSSDt27EjrtJ4XFhZw7PXr1zeNTeeJzmt1r6C/0RiU2qMUVbWmWhswnz59Oq3TNVbdQ+i4aR3Sd63unbRuaQxKwFK9ShhOTEykdUpQ3nrrrWmdkpjHjh3DsTdv3pzWT5w4kdbpHkLXa3WPbE3A0uvpWqoa0dMYK7FPuBr5C5UkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJ0z5jfl/1rf24hmitQffWK+P4NQEJTkoBVSNQcmTU6dOpXVK9FBSi1IqEZwYpD579HpKPVaJLEqetPZwo5QRpeMiuAcYfV9aO5Roq1J+tHYoyfTKK6+k9WpNTU9PN72HxqY5PHDgAI5Na4HQGJSgHHItbd++Pa3v27cvrVMKjpKpERHHjx9P67SeKWFIqa+qN+W6devSOvVwa13n1WdVPfgyrT05IyLuuuuutE5JybNnz6Z1mlta/9Vn0bVPvQ1p/ubm5nBsGoP6AtJ3HbNn37uVv1BJkiR1ckMlSZLUyQ2VJElSJzdUkiRJndxQSZIkdbphJRJ415Ihx01zSCmu5eXltF4lWCgl05oYpJ5hlKaL4HQQfV9KcFH6r0qX0PeiOafv9Pzzz6f1Bx98EMemMagnISUoKQ1ZoYQV9dWiHnjz8/M4xm233ZbWKb1G65nO665du3BsSlBSMunMmTNpneZ2ZmYGx6b1Sb35KAFLaUE6tkrrPYReP6TPHiXL6LxW/QLp+9Kc072Q7ndVKveNN95I65S6fPbZZ9M6rf8q5Ud9K++88860TuuTjpvS3NV7aAyaJ1oflAocYsh+YyWS+mON7S9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1uWM0032r+3/hVGiZTJfAowUKpCUpwVcdNaZj9+/c3vZ4SSNXxUd8pSgzScVNirzpuSnHRZ1Eii/pzUTougntknTx5Et+Tobmtjpvec/HixbS+c+fOtP7UU0/hGJQCovQfpb4OHz6c1iktFRFx6623pnVKZNHxUYqRkpgR3B+PEoaUsKL5qPrW0Ri0FujeQuuWrvsITufRcVCirkqtUhqTvi8dHyXqqvs2rQVKQtP6pzEo1RnBfTEp/UfHTf0IqyQ03ds2btyI78lQgrjqtVr9LdP67+61xl+oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerEueZrzEo0SiQUHaWoMD2GYHZ2Fseg46AIOEVgqb59+3Ycmx6PQHFdivZXTVUJjUFR6HfeeSet0/FVUWiKHVMTZHrUAX2naj7o+OiRFHR81aMLXnrppbRODV0puv3cc8+ldXr8QkTE3XffndZpne/bty+tnzhxIq1T49tqDIq4Uxyfzl/1CBI6rxSjp0d3kNYYewQ/ooAej7C4uIifRWuEHhdBjxugc1QdH611qtNjE+geSY/uiIjYtm1bWqd7Ol3Hc3NzTZ8Twd+X5pyaI1N9zH8r6bOGNEdeCa3H7i9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1WJOU3VkpgzCQAvb61HsEpC/q+u3btSuuU/IjgpBglqdatW5fWjx8/ntarRpqUQKImsNSYlhJOVSpq9+7daZ0aFFOj1y1btqR1OnfV3+i4qbEvHV+VwKvWQoaa0lKz1Qhuavzqq6+mdTq+9743/++y22+/HcemJCglyCgNRkk0agIeweePEoN0Lmit0fUSwdcxpddonmjOKRUb0d7MnD6L0nHVGHQvpDmn5ud03NUYhM4f3QurhCGtKUoE05xTnRKoEZzOa0180txW9+eV0Hpex0wltvIXKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqROGDMa0gOv9T2UKqB0wmr29KkSE/S9KLF09OjRtF4lu6jHEyXqWueKPieiPdXWev6qNUW9wbZu3ZrWqS8ZjU192iI4rUXpP0pWUkqm6uVHc0KfRa+vesFRAunQoUNpneaQev/RfERwGozuCdTL7Hvf+15ap1RnhcamNThkPVOyk64xSvlRWpA+p0L3KUq7VUk7mnf6XrQ+KaVJybwKnT+6/ijdWKU3aQ5prqiH6P3335/Wq/NK9wTqJdvaJ5Tmr7ISSbuV6NPbvKcZbWRJkqR3KTdUkiRJndxQSZIkdXJDJUmS1MkNlSRJUqdRe/nR//ne+n/Kr0Sab8yx6bMo5dTaYymCU06UGKT0DKVRqoQh9UujFMnatWvTOiXwqG9XBKeZaGw6DkokVkm71h589Fl0Lqo+gvRZlNChdUuvj+B5p++1adOmtL5z5860TmstgueWzvfrr7+e1s+ePZvWqcdlBCesCKW+hvSmpOQcJci2bduW1ukeUp1vuv7ofNN1v3nzZhyDrg1K7dFc0XddXl7Gsem+03r9UW+86h5J9xdK59F3pZ59VWKW7hVUp6QkXXtDUnNj/htO44+13xgyNvEXKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqROmPJbiV48rWNXPaRaURJgSEKA0jDU1+qBBx5I6//4j/+IY1D6g9IzlEwiVYKF0lqUtNuwYUNap7mt0m70t9aUGPWjqs5ra8KQjo9eXyV36PvSmqKUEaWuIjjtQ30SaY2cPHkyrU9PT+PY9Fm0nunap2uvOq90bVCdPotSVLRuInjOWxOlNEaVWqU5pOQhXXtVSrK1VyGl+WjOq552lM6ja4bGaE09RrT3x2s9f9V1TOevte8nHfeQ/pBkSMK99d/k1dy7+AuVJElSJzdUkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ1GbY5MxooxjtmkkT6LYp1VdJSisRTjpagwxXsjOE5OcV36vnTcVSSYxqbHAdAYFMevxqbjoMcKtD5ao3q8BDWsbW38SfHlIY+LoPU5ZN2S1uMbEl+ma4bW1MWLF9M6rQO6xiqtjy5ofZxCBF+vtG5bz0V13LSm6DEn9HiEqpk5fV+6h7TeI6v1TPcROm46r3SOqvXc+jgAej2NUT1ipWpWnbn77rvT+gsvvND0naq/tf67O6SZ8phNkMfiL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJnUZN+a3E/9k/ltbvVKXHKLFB6QtKJu3ZswfHePnll9N6axqMUjKUaKveQ3NIn0UNninBFdF+HNQkmL7r5OQkjk1rgRrcUrqL0kdVQ2o6r60NTKskYev12trIls53BM8VHQfNISVHqyQapddoLVD6j9ZBda+gFCN9Fq1/GmPt2rU4Nt136PjoXFAKLoLXGzUDpvNK81GdV5pbau6+fv36tN7a6DiiPSFK1x7NBzUgj4iYmZlJ6xcuXEjrdNxD0nGt63PIv/mrmdpr5S9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ0w5TdmAm+szxryf/uP1WuIUhzVZ1EqipIwVU+mubm5tE7JHeqRNT09ndar/mPLy8tpnRJ1lNCh9F/VB4uSRpTIojmksWmeIvi8tvabo/NNaZsInkP6TjRP9DnVZ1Fvt9YejZQyiuAkFX0nuv5oDilVVn2vbdu2pXWaW/pO1diUwqM1RWPTWquuJUpeUbKMxqD1UY2xcePGtE7HR/ecqu8nzS1d49RfkM5flQim66z12p+fn0/rr732Go79cz/3c2n92LFjaf3FF19M65RirFKdZKx/d6v3tI69EvyFSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKnTDWP+H/RXupffSiQPW1NUEXx8rb2lbr/9dhxjamoqrR88eDCtU/rvgQceSOvV8bX29Grt53XjjTfi2JRaotQeJQ/pXFS9z1p7nFGdjq9Kz1APMEoH0fmu+o/R+DRX1EettfffkM+iJCG9vko3UlqL5oM+q7XvYASvBVrnlL6lc1T15KwSgC1jVHPb2tOO0HFXx0f3HZpzGoMSidUx7Ny5M61TWpGu4+9+97tpvUrM7t69O60/8cQTaX3Tpk1pfXZ2Nq1X/+7SnLSutWoM+qyx9g9jpgL9hUqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTjeMGRkc67PGeszCmJ9VxUApKkwx3hMnTqT1j3/84zjGjh070vqBAwfS+k/8xE+kdYp0D4nw05zQfFDkmRqqVmhuKV5Mjw+gaHhExLp169I6NY2lMShmXjXcpjmh46NHUlRRbxqDHsFAjzqg467OKz0Ggea8tVF11cCX1iFdlzT2li1b0nrVcJvWbetjXOh8V/cpeqQIPVaAzt+QZuY053Rt0BjVI1Zorug9tJ7psQILCws49pkzZ9I6Pe6G1shzzz2X1um6iODjbr0X0rkY8u9663vG/Ld9rNcP4S9UkiRJndxQSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3aOlZG/X/jX+n/637I/6Xf2hBxzDEoZUFjVA2KKXlCzZGp+SaNcf78eRx7eno6rVPajQxJcozVvJvSblUjW0o50XdqTT1WKT9KcdH5a20iXb2HEp/0nWZmZtI6Jdoi2ueQEll33HFHWq+Sdq+88kpap5Tf/v370zqtKWq6G8GJM0pY0bmoUrmktWFta/PgCG4GTMlRqtO1USVHW5uT0xqktbN582Yce35+vmmMb33rW2n92WefTeuUio3gexj9G7C4uIif1WolknPXEn+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSep0w1gpqjG1JvMqrb38hvT+o/dQKorSF1XSjpJU//qv/5rWKdFDSRj6ThGcQKIUF6VqKDVE8xTBvdpozicmJprGqHrd0XHTHNIYQ9YtpbjWrl2b1ockKCkdRCkuSgxSn7FqbindRQkkSl7R+a7SYJQYpOPetm1bWqf5qM4FzQml2qj/Hq2D6lpqvQZa+wj+oL9laJ0P6e9J67lK02boPky9GyN4HdJae/nll9P6uXPn0vp9992HYx8/fjyt072zNe25En32rhf+QiVJktTJDZUkSVInN1SSJEmd3FBJkiR1ckMlSZLUqbmX39VqrGQgfU6VdKC/UbqEUjXUDyqi7iOVeeGFF9I69eUb0hvspptuSuutqaEqhUNJKkqJtaYbKYUTwd+XEj2tCdEqyUR/o+Oj+aj6Q1Lqks4fnW9KdlHaM4J7U7b2EWxN0kZEfPjDH07rdG3QPFFPwGo9UxKN5pzW55CEIaE5pDVYpZHp2Fvvz/Q5VX9I+r6UnKO+gzQGXWMRvHbofFNqla4x6lkZEfHMM8+k9dY+ieTdmtgbwl+oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjrdMKR33ZU2Zs++VpQUGTIflMQhCwsL+Le9e/emdeozNjc3l9YpRUV9zCI4gUS97ijdRa+vjrs17UPJHfocSuxFRExOTqZ1StrRPFGKqkosjfVZVT89OnZKGtE1RnNOnxPBa4S+EyVg6XOqdCP1ZKM5fO2119I6JfCqsZeWltI6JQmpTyKtg6pPG33fCxcupHVKStL5juDzQXM7NTWFn5UZ0keQEqWUwKN7Pd2/Ivj+smHDhrROc0jzQZ8Twfd6+veHruPWesR4+4TrJUnoL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJndxQSZIkdRq1OXJrA8yxGhqP+Z0odlw1sqXILMVy6dEFVRyZIsz33HNPWj927Fhap/gtxbkjuDEzNd+kGDbFeKuYOaHzWj0mILN27Vr8G0XWKeJOa4deXzVbpcdYXLx4sWmMys0335zWaa3TNUOvr66Zy5cvp/XW80px/GpNUWPa1ma5tHaqKDmdJ6rTd6VHIFT3ztZ7G81H9fgAmnd6D92PhjT2pfVMj++g46bPqR5JUT1+JXPgwIG0/tBDD6X16hE8tD6rR0xkVuJRSSvxb/5q8hcqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE4YiVqJBsWrmeYjrem/CqUsqE6JnghOyVDT5McffzytP/nkk2n9k5/8JI5NqURqWEtzRXVKMEZELC4upvXW1Be9ntJmEZxYak0TUTKpStXQ2DSH9PohzWTpGqBkGaWlquQhJUHpPTQ2HQOdowodd+vcVnPemkqkuaX7QXUtUVKM5pZSflWSlr4XXRs0Ruu5qMY4c+ZMWm9t5Fxdr9PT02n9b//2b5s+a/fu3Wm9SoBTwpASwa0pXv3w/IVKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqRPGNa61njtj9QtciX5GlCKhegSn3SjhQT2y/viP/zit33HHHTg2pUKoVyH1/qNEXdXTjv5GSaPWZF6VrKQUEM0HzTmlq6rkKH0vWiOUjqsSWa2JQbo2KAVK9QhOPtKc05qiMYb006N0HvXsO3/+fFqn1FwEzy0dB50/Or4qDUbXAB03rfNqTbUmy+j1mzZtSuvVeaV7OqX/KBFJ1141Nv3tW9/6Vlq/88470zqttZdeegnHrv7dyNA8tdarv11r+4ex+AuVJElSJzdUkiRJndxQSZIkdXJDJUmS1MkNlSRJUqdRe/ldjVYz/UcpKkplVKmvpaWltD4zM5PWKf13+PDhtP7ss8/i2NTnr7UvGaVnqP9X9VmUGqLEEo1Bn/OD/pah9Bgl16ge0Z6WotQcpYaqz6JUVGsPMPpOEZyEo0QkpdeqfoGE1m21DjN0T6hScJOTk2md0qyUpKX5qxJfdG20ph6rZCytEbq3UT9QWjvVv0t0PdHc0hh076z6JB49ejStf+c730nrn/nMZ9I6zR/1I4zge0XrcQ/pV7sSqfhrib9QSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHXiOMq71JDUQmv6aUjvM+obRt9348aNaZ2+68GDB3Hs++67L61TIovqQ/rN0WcRmnNKP1HqKoLTblSnVBR9p+q46bzSfNDrq+OjVE9rTzT6HJqPCD4f1O+RkkzUP7FKu9H3pfNB1yVdS1VvSroG6Pqm5BoltapkKq2R1p59VXqzNSlGa43mY0hvytZepHS+z549i2M///zzaZ3OH6Wzae1QyrvSej8a4np5GsBY/IVKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE7v2scmjNU0echnUfSdYrwREQsLC2mdorEUl6c4+enTp3FsahpLx7Fu3Tr8rMyQKDQdx5CGtYQaM1P0ncammHkVP6cxWh9JQY86iOC5pc9qbap64cIFHJsa7NJ76FzQOjh37hyOTdcGzS3N4ZAm562PO6DPGvLYBPq+9Fmt968IPk/U3LpV1VCcHjlAj9aguaUxqmP4t3/7t7T+kY98JK1v3bo1rR85ciStV3NOj3mge17rvXNI0+R3K3+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSep03aT8WtN5rU2QhzRNbk1NUAPYiIgTJ040fdbExERaX7NmTVqn1ElExI4dO9I6JQN3796d1il5RYmvCE7utDZCpTQkNeONiLj55pvTOqW+KG1DyaeqeXD1twwl86pUFKU3CaWDaJ5ozUZELC4upnVKum7atCmt0/HRnEe0rxFKiVFasLqOKa1bNXNuUTVYb00S0r2zSqe2Nidfu3ZtWqd1MGbKj74r3SNnZ2dx7BdffDGtf/azn03rdL2+/PLLab1KmbfeI8lY/1ZWn3W98xcqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE7XTcqv1ZiJhrHSFEN62s3Pz6d1SiDR2JSEieBUDyW1KGFIvbAo+RTBCRY6T5Q4o1RNhdKH69evb3o9fadqrVEii9JrlEyidRARsbS0lNbp/FFSi9J8J0+exLGpNxldA60JvCrlR0m4mZmZtE6JM5rb6lqiBCCtBZpzOr7qHkLpVLou6Z5TzS2dV1rPrUnCqqcdzRWlWWkMur5PnTqFY9McUoqR7hWUnD579iyOTcdBcztmAm/MnrjXA3+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSer0rk35kZVIQJCqR9a6devS+qFDh9I69ZCinn1V37WNGzemdUqvUVKFki1DEniUZmqd86pnHiWKKN3YmmypjpvSjfRZlLyicxTB/fEozURJI+qHWPWVo1QiHTe9nuaj6g9JiTOq07VHY9PrIzhpR+ePEmp0Xqs5pzmhOqX8hvQdpLmia4zuhVWimhJ1lLqkuaLr+PXXX8exae1MTU2ldbrf0vof0vdzNRN113uaj/gLlSRJUic3VJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmdrpvHJlzpmCbFYoeMTbHc6rEJFBd+7bXX0vqFCxfS+kc/+tG0/vjjj+PYFJenJrqtDaYpEh8RceONNzaNQZFuOn9VBJyi7NRUmL4rReUpEh/R3nSU1gc9wiIi4vz582n9+PHjaZ0i7tRMtnpkA80JnQ86vtZ6BM8tPQ6Drkt6BEmF1iGdV4rE09qpHptAkXx6D52/am5bHx3S2vy5WlP0HnqMBR0HrfPvfve7ODYdNz3ehRqH01qrHpvwbn1EwdXIX6gkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOl03Kb9WrUm0CqUsKNFDSY4qSdia6pmdnU3r73//+9M6JYAiuJHnzp070zolUigVVaUbKQXUev4oAVQllmjOKblDzVnp+KipcPWe1qa41Og4IuLixYtpvfX4KLFHaanqb5QYpCRoNQahNUXnm9bz5ORkWt+8eTOO3dr0l9YtHXd1XVRrPUPHTd+pGoPWFL2eEsTUqD2iPUlIdTpuSsVG8L2NPosaLdN3qu6Runr4C5UkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSp+s+5deaBmvtoVb9bawefxERly5dSuvUP+7o0aNp/Y477kjrlKqJiHj22WfT+szMTFqn9NrU1FRaX1hYwLEp9UWpl9ZeWEP6klGqjcamNF21PijxSe+hlF91fJQYbL1mhqRW3/e+9zWNQXNIyTxaaxERb7zxRtNn0dqhJG2VPKSxKd1F81T1oGxF64DOKyX2ItrTirTW6LqvxqYkKJ2/6enptE7nr0ra7dixI63TfZvWwRBjJdbtCdjPX6gkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOl03Kb/WpF1rMmJIGmys10dELC8vp/V169aldUogkXvuuQf/9o1vfCOtP/LII2mdEj2U5qvSJZQYpDls7ZVWnQtKWNF7KE1EKSp6fcR4fcmq46O0IiWp6FzQ+abUVQSnuJ5++um0fubMmbR+7733pvXdu3fj2MePH0/rNOd0nuiarHo0tvY9pHMx5B7Ser7pO9HnRNRrOkPrtrXvYATPCV1/lAT9+7//+7ReJVPps+bm5tI6pf9o/qp0I71nrJS56b8fnr9QSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHW6blJ+rUmEMZMLrUlCqlfJFvobJYooRULpvzvvvBPHppTfc889l9Y/9KEPpXXqx0aJrwhOAVFyp7UvGfVvq9B3orRb1duNUHKHxqA1SK+PaF+HNLeUNKV6BM8Jfaef+qmfSut79+5N61UqiuaE6q3J0WpNUX9DqtNnUQ/P6h5C1xml16jfXJXyo/NHY1APSqpX/SHp/NG9cOvWrWn99OnTab26jj/wgQ+k9aeeegrfk6HjXol/r9TPX6gkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6nTdPDbhajTW4xQiOC5MMWmKelPz2U984hM49pYtW9I6xYs/85nPpPWlpaW0XjXRpeNrbXZcRb1bx249rxQZryLu9GgGWgdDGqTS3yiST7F0Ou7qcRj0CA165MaOHTuaxlhcXMSx6fjosyjKTo8VqB7ZQJ9Fa4TOKx1Ddb43bNiQ1um80hh07qr30JxQfUjTZJoruvbPnj2b1ulxMNV6npycTOuvvPIKvidD52JII/WxHo9Q/bvkIxj+J3+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSepkyu9/oURDlWaoUhBjjD1kjDfffDOtz83NpXVqIBoRccstt6T1A8bQ9nsAABOzSURBVAcOpPW1a9emdUoLVskdOm76vq0Niqnhb0TE8vJyWqdEVmsT3QqNQeeV5om+U0T7nFDSiNJP1ZqamZlJ69S8mz6Lxq4a2U5MTKR1akTc2nS3akjd2oyb1gGl4Oj11Xta04pVipHWemt6je63VdKO5pbO97lz59L6oUOH0vrnPvc5HPvP/uzP0jodX2sT5LH+jRnCJN8Pz1+oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjqZ8vtfhiQaxkpBjJkkpDQYpWROnTqFn7Vnz560/nd/93dp/Zvf/GZav/POO5vHpj5clFiiRA+lvqo0GCWTaA7p/FHSrjXxFdG+DqqEIfUFpO+7bt26tE6pr2puKVlG55WOuzUtFcEpVEJpvtb5i+A1RcdBc05rh/r1RXAvTXoPnb/q+Oh7tSYoqScgHUME99OjdPHv/u7vpvV77rknrVMCNYLXAtWH9Oxr1dr/Vf38hUqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkym/VTCkXxMla+g9lJaiFMnp06dx7L1796Z1Oo6/+Iu/SOtf/OIX03qVuqJ0EPWbW1xcTOt03FUvv9ZUW2s/PUpiRnAKiMamc1H1dqO0D9Xp+1KKitZgBJ/Xs2fPpnU6f2vWrEnrlBKL4B6N9J0oWUZjnD9/Hsem1CqtHarTd63uIbSm6LNo3VbXK50PWp/0ekrrVv0h6Xr98pe/nNb//d//Pa1//vOfT+vPP/88jk1rndKbdB3TtbeavWTt5ffD8xcqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjr52ISryJjxVIrfUoz34sWL+FkUVZ6amkrrFC9+6qmn0vov/MIv4Ngvv/xyWt+4cWNav3z5clqneDbFlyM4Ck2xcXpEAT0KoGoeTA2YSWtT4Qg+f61rZ25uLq1TjD2CH8FAj73Yv39/Wm+N/Efw8dGjQ+j1dL6rRza0Nr+l80frv3qswFhNr6um3q2P+6C5peOuHgPyL//yL2n9L//yL9M6NVNeWFhI69U9kh6tUa3DzJDHJpDWxyn4eIR+/kIlSZLUyQ2VJElSJzdUkiRJndxQSZIkdXJDJUmS1MmU3yoY0oSy9T1Up6QWpasiIjZs2JDWt27dmtaPHTuW1v/pn/4prT/00EM4NiWQWpsdUzqoauBLjWxpbikdRMnDIYY01iatjZYpgURJpipxRudjZmYmrdMapMRZ1Xj6woULaZ0SapS4fOONN3AMQuuNkoF0Lujc0ZqN4LmanZ1N67t27UrrdA+J4O9La4TWFDWYrpq4P/HEE2md1sLOnTvTOq2P6jqm4yA0Hybtrm3+QiVJktTJDZUkSVInN1SSJEmd3FBJkiR1ckMlSZLUyZTfKhiS5Gh9D72ekj7Uiyoi4r3vzffde/fuTevUN+/FF19M61//+tdx7AcffDCtU3Jn8+bNaZ2Or0pFUWKQUkA0BiXU6PMjOCFHaSJKqFXpP0qcUQKP1hSd7ypBSeevNTFI6biqhxp9X/osqtMx0PqI4Dmh80o9++h8V332qAcljU09KLds2YJjtPa/pOOgPpdPPvkkjv3aa6+ldbp/UXqTEs/Ver4amRhcef5CJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHVyQyVJktTJlN9VpEpktfZwozoleqoEC/Wo27RpU1rfs2dPWj906FBaf/zxx3Hs++67L61PT0+ndUp3UVKLeqJFcGKKxqC+g5Qqq/p/0RitSSNKGEbwGqEeda3zQemqCE5Y0Xmiz6I0WHUtUeKM0o10nlr7ZUZwqo3OKyUJKf1H8xfBvegmJyfTOqUVl5eXcQxab3S+qXfj3/zN36T1p59+GsemeZ+YmEjrtKYo5Vel5lrXyJDem2RIb1hdGf5CJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHVyQyVJktTJlN9VZEjKb6wkR5UeozFOnTqV1inlt2vXrrR+8uRJHPtLX/pSWv+t3/qttE7Jna1bt6Z16lcWEfHOO+80jUEpMVLNOfUYbE35Va+n46AUFyUiqc9elTCkPpDUD5GSV5Rqq3raUSqR0m40NqUhq6QdpRLpGqOkHSUVqzmntUDzQcm86p5D65b6/x08eDCtf/nLX07rVZ9Emnc6DlprrecoYnWTdqb5rh7+QiVJktTJDZUkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJx+bcBUZEn8ds8kmoVg1NVudm5tL6zt37kzrVdT7ySefTOv0OIVHH300rVPj4tZHHURwE1aKjFOd4tkRHHGnRxfQIx6qxyZQQ1eaKxp7SAPY06dPp3VaC/TYC1qDQ5peUyNiag5O548aIFdoruj80eM+pqamcAx6rAA99oLWLTX7juBjf+GFF9L67/zO76R1mvPqHnnzzTendbrGaQ7pfjfm/dlHHVyf/IVKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMpv6vImMmP1uTVkMaflHKiFNyZM2fS+u23345jk7/6q79K65Qw/MIXvpDWqzQYpb5mZmbSOqWiLl68mNarBr6U2mtdI1WKkVJOlOKizxqypqjJLSXOqHExNdamxs8RnHajZsf0XWntVGtq48aNab21ETfN7fnz53FsOq+UJKQx5ufncQxKiH71q19N68ePH0/rdI7o2qveQ9cZrTVKv65mMq9KzJoYvHr4C5UkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJ1N+V5EhSY7WhMeQvmut76H039LSUlqnpFZExMTERFqn3m7U+4+SPg8//DCOvXnz5rROSSYag+av6vlG6S5KZFEPvGoMOk+tdUpDrl+/HsemJNzi4mJap/mgNUhJrepvrWNTqozWRwSvBVo7VKe+dZSwjeC+h5ROpbmtxnjuueea6pQcpfU8ZE1R30g6PurlVyVHTdopwl+oJEmSurmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjqZ8lsFVaJutcYYM2FIySRKnFX9x6i/GqX8KDX0rW99K61Tki8i4sMf/nBap4QVHTclkyjJFMFpPkpkUeKsSvlRbzdKM1G/ORqbzlEEJ6loTVEPPEqu0fxFRCwvL6d1Sv/RHNK5qHo00tqhBCV9p4WFhbReJQwpjXnLLbek9dnZ2bR+4sQJHONrX/taWqfzTWuErkvqvxfBPTMplUj3vCG9KcdK+Q0ZW1cPf6GSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6mTK7wpqTWxUSbvWz2odo0qRtL6HEj2EknwRnNqjJNWePXvSOiWcvv71r+PY1NuNUm2U4KKxJycncWxC89Ha6y6CU1GEPou+EyXXInjtUD82Oj6qV+lGGoMSg5SGbF3nETwnNLc09pCk8M6dO9P6M888k9a/8pWvpPUzZ87gGJRKpDQfJV0pzVetWTp/pOr32GqsdJ5pvmubv1BJkiR1ckMlSZLUyQ2VJElSJzdUkiRJndxQSZIkdXJDJUmS1MnHJlxBKxGBHevRDGM2/qQxKGZOzUsjONpM3+nkyZNpnWLbVfT9ueeea/pO999/f1qn6HvV6HV6ejqt03HQfFSPD6DHVdD5o8cN0CMsqvNKn0WRfHo8AjVBpkc5RPD5oMdb0BpZu3ZtWq/i+DTn9J6qyXOrpaWltP4P//APaf21115L69Tsu/obrU96NEnrPFV/G+v+5SMN9IP4C5UkSVInN1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJ1N+V5EhKZLWJqlDGjNTeoaSV62fUx03pZxobGo+u7y8nNanpqZwbEoMHjhwIK0vLCyk9Y9//ONpvZrzdevWpfVz5841vX7Lli04BjWmpYQcNX8+depUWt+0aROOTefje9/7XlqfmJhI69Rgmr5rBK8pSv/RuqWxq+uCztOFCxea6pTYO3HiBI79xBNPpHVKm9J80LqJ4Lmlpsat6dQxE8FDGkyTlUhb6+rnL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJnUz5XePGSpFUiZex0jBDPof6qL3zzjtpnXrEUW8w6scWEbFjx460Pjs7m9bn5ubS+te+9rW0/mM/9mM49r59+9I69c2jZN7ly5dxDEoA0hxSiuqmm25K6/feey+O/cwzz6R1SgzOzMykdUqVUTougpOglNqjHn+UtKsShjS3dF3SuqU19corr+DYlJyj5CEdB1171d/o+Kje2lcxov3+0nqPHDOBZ5rv+uQvVJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmdTPldp8ZMkVBvstYef5TQqXqf0XHQZ7V+J+oxFsEpIEpLEepb98///M/4HurZd88996T122+/Pa2fP38ex6AU19atW9M6JQkpeXj48GEc+ytf+Upaf/XVV9M6rYPTp0+n9f379+PY1A/uyJEjaZ1SjHReq5Qfnddvf/vbaf3QoUNpnfpGUoqw+htdM5SGrFJ+9FmExliJpF3rd62Y2lOEv1BJkiR1c0MlSZLUyQ2VJElSJzdUkiRJndxQSZIkdXJDJUmS1Ok9EWHe8xrQ2sizVfXoAkKxY3qswJCYMh03fV+KuFO9ipnToxnoMQGExq7i53R81Mh2z549aX3nzp04Br1n/fr1aZ0eE0BNoefn53Hsp556Kq3TnH/2s59N69TQ+JZbbsGxb7311rROj02gRx1Qc+SDBw/i2C+99FJap8d30PVN11i1nse6LulRBxU6jtZmymM1aq8+q/XRK9V79O7iL1SSJEmd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJnUz5XSOudMpvzLEpDbMSyR0a+8Ybb0zrVSqKmtxSyu/73/9+Wqd0VdVkmdJulIqixsV03BGckJuYmEjrly9fTuuUUKMmxBF8HK3JK0oq0rFFROzbt69pjGPHjqX1o0ePpvWqITVdAzR2tT5bjdUcmdZmRHtT4zHTca33Kbr+6Piq+5TNkRXhL1SSJEnd3FBJkiR1ckMlSZLUyQ2VJElSJzdUkiRJnUz5aXRD+gKS1vQMJXdaE4kR3IOvNR1E9SrlR+kn+ixK81Xz15rIopRT1ZOQ0Ny2JsvoO1E/wmrsN998M61TWpHGrpKVNFdD1kjr61vHpvqQRBut59VMx9G1b18+DeUvVJIkSZ3cUEmSJHVyQyVJktTJDZUkSVInN1SSJEmdxmsUpSuqtU/VWK+v3kMoJUNjDOnl15pQG5JYosQZJamonx6NXaWJ6G+taalqbuk4Wseg1FyV/qM+ia1zRfXl5WUcm3ou0vmm89radzCC55DGoDkcklCj425NtVWvH/O+02qs+5Q0lL9QSZIkdXJDJUmS1MkNlSRJUic3VJIkSZ3cUEmSJHUy5XeNuNI9r4Z8fmtCZ8xEz5ifRShh1ZpiHBP1iRuSOKPPuuGG/LZA87Fhw4a0/vbbb+PYmzdvTuuUGFxYWEjrlBakRFs1RmsSlJJ21bVEab7WFOOQNUjfq/WzhvSHHMuYaeRraWxdG/yFSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRO74kI857vIkOi0K2PA2iNmQ/5rLG+05AoNL2Hmg23vr56Dz3SgOL4ldZmzq2fUzVHpve89dZbaZ0eg0DzUaHHBND3bT2vQ9DY1LB5SGPf1sbhQ+4VrVazibs0Nn+hkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSepkyu9d5lpL+VGaiZJXrYmlylgJwyEpMUqv0WdRvZrz1ua+ra+vjo/OEzVUprGpTo2fq7Fb11TVgJnQnFDKj8YYM+W3Eum4lbiHjNnkWRrCX6gkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrU3wtI1bUiyZayETmsKp/rble7xN+SzCKXEqsQSpb7o+1LPtyH9AlvRcVSfT7386LNaj29Izzeac6oPSdq1fqfWMar13Hrtj5mMNVGndwN/oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnqZMpPP9CVTuhUaaLWZOBYybWVUCW46G9jpr7os4b0XGzVenyUlBySjmtdz2POeWtqtfW7Xu9pujHnVhqbv1BJkiR1ckMlSZLUyQ2VJElSJzdUkiRJndxQSZIkdTLld50aM/Gymim/VldjKmrMc0FptyFjtCbkxkz/UW8+Oo7WtCfN05DPGnONrGaa71pKwV1LaV3p//MXKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6+diE69SYUejWCPPVOPZqxrDpO1WPIViJaH/rnNB3GnPOWx/NMOQxBK2PhRjzMRKr+ciGsa6BIZ/TukbGfAzItfS4CF3b/IVKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMpPw02VkpmJRJqVyNKfFVWolHvao5dNTUe4/WV1vMx5PyRlUicjdWYeUxXY4pRGspfqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6vScibGgkSZLUwV+oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTm6oJEmSOrmhkiRJ6uSGSpIkqZMbKkmSpE5uqCRJkjq5oZIkSerkhkqSJKmTGypJkqRObqgkSZI6uaGSJEnq5IZKkiSpkxsqSZKkTv8PpnoqJI6dmoAAAAAASUVORK5CYII=" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p87ded259ba)" d="M 700.136932 44.756757 L 701.626705 44.756757 L 702.371591 45.502703 L 703.116477 46.248649 L 703.861364 46.994595 L 704.60625 47.740541 L 705.351136 48.486486 L 705.351136 49.978378 L 705.351136 51.47027 L 705.351136 52.962162 L 705.351136 54.454054 L 706.096023 55.2 L 707.585796 55.2 L 708.330682 55.945946 L 708.330682 57.437838 L 709.075568 58.183784 L 710.565341 58.183784 L 711.310227 57.437838 L 712.055114 56.691892 L 713.544886 56.691892 L 715.034659 56.691892 L 715.779545 57.437838 L 716.524432 58.183784 L 717.269318 57.437838 L 717.269318 55.945946 L 718.014204 55.2 L 719.503977 55.2 L 720.248864 55.945946 L 720.248864 57.437838 L 719.503977 58.183784 L 718.759091 58.92973 L 718.014204 59.675676 L 716.524432 59.675676 L 715.034659 59.675676 L 714.289773 60.421622 L 713.544886 61.167568 L 712.8 60.421622 L 712.055114 59.675676 L 711.310227 60.421622 L 710.565341 61.167568 L 709.820455 60.421622 L 709.075568 59.675676 L 707.585796 59.675676 L 706.840909 58.92973 L 706.096023 58.183784 L 705.351136 57.437838 L 704.60625 56.691892 L 703.861364 55.945946 L 703.116477 55.2 L 701.626705 55.2 L 700.136932 55.2 L 698.647159 55.2 L 697.902273 55.945946 L 697.902273 57.437838 L 697.157387 58.183784 L 696.4125 57.437838 L 696.4125 55.945946 L 696.4125 54.454054 L 696.4125 52.962162 L 696.4125 51.47027 L 696.4125 49.978378 L 697.157387 49.232432 L 697.902273 48.486486 L 697.902273 46.994595 L 698.647159 46.248649 L 699.392046 45.502703 L 700.136932 44.756757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 722.483523 44.756757 L 723.228409 45.502703 L 723.973295 46.248649 L 724.718182 46.994595 L 725.463068 47.740541 L 726.952841 47.740541 L 727.697727 48.486486 L 728.442613 49.232432 L 729.932386 49.232432 L 730.677273 49.978378 L 730.677273 51.47027 L 730.677273 52.962162 L 730.677273 54.454054 L 729.932386 55.2 L 729.1875 55.945946 L 729.1875 57.437838 L 729.1875 58.92973 L 728.442613 59.675676 L 727.697727 58.92973 L 727.697727 57.437838 L 727.697727 55.945946 L 726.952841 55.2 L 725.463068 55.2 L 724.718182 54.454054 L 723.973295 53.708108 L 723.228409 54.454054 L 722.483523 55.2 L 720.99375 55.2 L 720.248864 54.454054 L 720.248864 52.962162 L 720.248864 51.47027 L 720.248864 49.978378 L 720.99375 49.232432 L 721.738636 48.486486 L 721.738636 46.994595 L 721.738636 45.502703 L 722.483523 44.756757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 698.647159 59.675676 L 699.392046 60.421622 L 699.392046 61.913514 L 698.647159 62.659459 L 697.902273 63.405405 L 697.902273 64.897297 L 697.902273 66.389189 L 697.157387 67.135135 L 696.4125 66.389189 L 696.4125 64.897297 L 696.4125 63.405405 L 696.4125 61.913514 L 697.157387 61.167568 L 697.902273 60.421622 L 698.647159 59.675676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 728.442613 61.167568 L 729.932386 61.167568 L 730.677273 61.913514 L 730.677273 63.405405 L 729.932386 64.151351 L 728.442613 64.151351 L 727.697727 63.405405 L 727.697727 61.913514 L 728.442613 61.167568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 709.075568 65.643243 L 709.820455 66.389189 L 710.565341 67.135135 L 711.310227 67.881081 L 712.055114 68.627027 L 713.544886 68.627027 L 715.034659 68.627027 L 715.779545 67.881081 L 715.779545 66.389189 L 716.524432 65.643243 L 717.269318 66.389189 L 717.269318 67.881081 L 717.269318 69.372973 L 717.269318 70.864865 L 717.269318 72.356757 L 717.269318 73.848649 L 718.014204 74.594595 L 718.759091 75.340541 L 718.759091 76.832432 L 718.759091 78.324324 L 718.014204 79.07027 L 717.269318 78.324324 L 717.269318 76.832432 L 716.524432 76.086486 L 715.779545 75.340541 L 715.779545 73.848649 L 715.779545 72.356757 L 715.034659 71.610811 L 713.544886 71.610811 L 712.8 72.356757 L 712.8 73.848649 L 712.8 75.340541 L 712.8 76.832432 L 712.055114 77.578378 L 711.310227 78.324324 L 710.565341 79.07027 L 709.075568 79.07027 L 708.330682 78.324324 L 708.330682 76.832432 L 708.330682 75.340541 L 708.330682 73.848649 L 709.075568 73.102703 L 709.820455 72.356757 L 709.820455 70.864865 L 709.820455 69.372973 L 709.075568 68.627027 L 708.330682 67.881081 L 708.330682 66.389189 L 709.075568 65.643243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 729.932386 65.643243 L 730.677273 66.389189 L 730.677273 67.881081 L 729.932386 68.627027 L 729.1875 67.881081 L 729.1875 66.389189 L 729.932386 65.643243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 731.422159 68.627027 L 732.167045 69.372973 L 731.422159 70.118919 L 730.677273 69.372973 L 731.422159 68.627027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 726.952841 71.610811 L 727.697727 72.356757 L 726.952841 73.102703 L 726.207954 72.356757 L 726.952841 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 698.647159 73.102703 L 700.136932 73.102703 L 700.881818 73.848649 L 700.881818 75.340541 L 701.626705 76.086486 L 702.371591 76.832432 L 701.626705 77.578378 L 700.136932 77.578378 L 699.392046 76.832432 L 699.392046 75.340541 L 698.647159 74.594595 L 697.902273 73.848649 L 698.647159 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 725.463068 73.102703 L 726.207954 73.848649 L 726.952841 74.594595 L 727.697727 75.340541 L 726.952841 76.086486 L 725.463068 76.086486 L 724.718182 75.340541 L 724.718182 73.848649 L 725.463068 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 732.911932 73.102703 L 733.656818 73.848649 L 732.911932 74.594595 L 732.167045 73.848649 L 732.911932 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 732.911932 76.086486 L 733.656818 76.832432 L 733.656818 78.324324 L 733.656818 79.816216 L 733.656818 81.308108 L 733.656818 82.8 L 732.911932 83.545946 L 732.167045 84.291892 L 732.167045 85.783784 L 732.911932 86.52973 L 733.656818 87.275676 L 733.656818 88.767568 L 732.911932 89.513514 L 732.167045 88.767568 L 731.422159 88.021622 L 730.677273 87.275676 L 729.932386 86.52973 L 729.1875 85.783784 L 729.932386 85.037838 L 730.677273 84.291892 L 730.677273 82.8 L 731.422159 82.054054 L 732.167045 81.308108 L 732.167045 79.816216 L 732.167045 78.324324 L 732.167045 76.832432 L 732.911932 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 694.177841 79.07027 L 694.922727 79.816216 L 694.177841 80.562162 L 693.432955 79.816216 L 694.177841 79.07027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 701.626705 79.07027 L 703.116477 79.07027 L 703.861364 79.816216 L 703.861364 81.308108 L 703.116477 82.054054 L 702.371591 82.8 L 701.626705 83.545946 L 700.881818 84.291892 L 700.136932 85.037838 L 699.392046 84.291892 L 699.392046 82.8 L 699.392046 81.308108 L 700.136932 80.562162 L 700.881818 79.816216 L 701.626705 79.07027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 725.463068 79.07027 L 726.952841 79.07027 L 727.697727 79.816216 L 727.697727 81.308108 L 727.697727 82.8 L 728.442613 83.545946 L 729.1875 84.291892 L 728.442613 85.037838 L 726.952841 85.037838 L 726.207954 84.291892 L 725.463068 83.545946 L 724.718182 82.8 L 724.718182 81.308108 L 724.718182 79.816216 L 725.463068 79.07027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 695.667614 82.054054 L 696.4125 82.8 L 695.667614 83.545946 L 694.922727 82.8 L 695.667614 82.054054 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 695.667614 85.037838 L 697.157387 85.037838 L 698.647159 85.037838 L 699.392046 85.783784 L 699.392046 87.275676 L 700.136932 88.021622 L 700.881818 88.767568 L 700.136932 89.513514 L 698.647159 89.513514 L 697.157387 89.513514 L 695.667614 89.513514 L 694.922727 90.259459 L 694.177841 91.005405 L 693.432955 90.259459 L 693.432955 88.767568 L 694.177841 88.021622 L 694.922727 87.275676 L 694.922727 85.783784 L 695.667614 85.037838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 701.626705 85.037838 L 702.371591 85.783784 L 701.626705 86.52973 L 700.881818 85.783784 L 701.626705 85.037838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 731.422159 89.513514 L 732.167045 90.259459 L 732.167045 91.751351 L 731.422159 92.497297 L 730.677273 91.751351 L 730.677273 90.259459 L 731.422159 89.513514 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 707.585796 91.005405 L 708.330682 91.751351 L 707.585796 92.497297 L 706.840909 91.751351 L 707.585796 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 695.667614 92.497297 L 696.4125 93.243243 L 695.667614 93.989189 L 694.922727 93.243243 L 695.667614 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 704.60625 93.989189 L 705.351136 94.735135 L 706.096023 95.481081 L 706.840909 96.227027 L 706.840909 97.718919 L 706.096023 98.464865 L 705.351136 99.210811 L 704.60625 99.956757 L 703.861364 100.702703 L 703.861364 102.194595 L 703.116477 102.940541 L 702.371591 103.686486 L 701.626705 104.432432 L 700.881818 105.178378 L 700.136932 105.924324 L 699.392046 105.178378 L 699.392046 103.686486 L 698.647159 102.940541 L 697.902273 102.194595 L 697.902273 100.702703 L 698.647159 99.956757 L 699.392046 99.210811 L 700.136932 98.464865 L 700.881818 97.718919 L 700.881818 96.227027 L 701.626705 95.481081 L 703.116477 95.481081 L 703.861364 94.735135 L 704.60625 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 707.585796 93.989189 L 708.330682 94.735135 L 707.585796 95.481081 L 706.840909 94.735135 L 707.585796 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 695.667614 95.481081 L 696.4125 96.227027 L 696.4125 97.718919 L 696.4125 99.210811 L 695.667614 99.956757 L 694.922727 100.702703 L 694.922727 102.194595 L 694.922727 103.686486 L 694.177841 104.432432 L 693.432955 105.178378 L 692.688068 105.924324 L 691.943182 106.67027 L 691.943182 108.162162 L 691.943182 109.654054 L 691.198296 110.4 L 690.453409 111.145946 L 691.198296 111.891892 L 691.943182 112.637838 L 691.943182 114.12973 L 691.943182 115.621622 L 691.198296 116.367568 L 690.453409 115.621622 L 690.453409 114.12973 L 689.708523 113.383784 L 688.963637 112.637838 L 688.963637 111.145946 L 688.963637 109.654054 L 688.21875 108.908108 L 687.473864 108.162162 L 687.473864 106.67027 L 688.21875 105.924324 L 688.963637 105.178378 L 689.708523 104.432432 L 690.453409 103.686486 L 691.198296 102.940541 L 691.943182 102.194595 L 692.688068 101.448649 L 693.432955 100.702703 L 693.432955 99.210811 L 693.432955 97.718919 L 694.177841 96.972973 L 694.922727 96.227027 L 695.667614 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 720.99375 95.481081 L 721.738636 96.227027 L 720.99375 96.972973 L 720.248864 96.227027 L 720.99375 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 729.932386 95.481081 L 730.677273 96.227027 L 729.932386 96.972973 L 729.1875 96.227027 L 729.932386 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 712.055114 96.972973 L 713.544886 96.972973 L 715.034659 96.972973 L 715.779545 97.718919 L 716.524432 98.464865 L 717.269318 99.210811 L 718.014204 99.956757 L 718.759091 100.702703 L 719.503977 101.448649 L 720.99375 101.448649 L 721.738636 102.194595 L 721.738636 103.686486 L 722.483523 104.432432 L 723.228409 105.178378 L 723.973295 105.924324 L 724.718182 106.67027 L 725.463068 107.416216 L 726.952841 107.416216 L 727.697727 108.162162 L 727.697727 109.654054 L 728.442613 110.4 L 729.1875 109.654054 L 729.1875 108.162162 L 729.932386 107.416216 L 730.677273 108.162162 L 730.677273 109.654054 L 730.677273 111.145946 L 731.422159 111.891892 L 732.911932 111.891892 L 733.656818 111.145946 L 734.401704 110.4 L 735.146591 111.145946 L 735.146591 112.637838 L 735.146591 114.12973 L 735.146591 115.621622 L 735.146591 117.113514 L 734.401704 117.859459 L 732.911932 117.859459 L 732.167045 117.113514 L 732.167045 115.621622 L 731.422159 114.875676 L 730.677273 114.12973 L 729.932386 113.383784 L 728.442613 113.383784 L 727.697727 112.637838 L 726.952841 111.891892 L 725.463068 111.891892 L 724.718182 112.637838 L 723.973295 113.383784 L 722.483523 113.383784 L 720.99375 113.383784 L 720.248864 112.637838 L 720.99375 111.891892 L 721.738636 111.145946 L 721.738636 109.654054 L 721.738636 108.162162 L 720.99375 107.416216 L 719.503977 107.416216 L 718.759091 106.67027 L 718.014204 105.924324 L 716.524432 105.924324 L 715.034659 105.924324 L 714.289773 105.178378 L 713.544886 104.432432 L 712.8 103.686486 L 712.055114 102.940541 L 711.310227 103.686486 L 711.310227 105.178378 L 710.565341 105.924324 L 709.075568 105.924324 L 708.330682 106.67027 L 707.585796 107.416216 L 706.840909 108.162162 L 706.096023 108.908108 L 705.351136 109.654054 L 705.351136 111.145946 L 706.096023 111.891892 L 706.840909 112.637838 L 706.096023 113.383784 L 705.351136 114.12973 L 704.60625 114.875676 L 703.861364 114.12973 L 703.116477 113.383784 L 701.626705 113.383784 L 700.136932 113.383784 L 698.647159 113.383784 L 697.157387 113.383784 L 696.4125 114.12973 L 695.667614 114.875676 L 694.922727 114.12973 L 694.922727 112.637838 L 695.667614 111.891892 L 696.4125 111.145946 L 697.157387 110.4 L 698.647159 110.4 L 699.392046 109.654054 L 700.136932 108.908108 L 700.881818 108.162162 L 701.626705 107.416216 L 702.371591 106.67027 L 703.116477 105.924324 L 704.60625 105.924324 L 705.351136 105.178378 L 705.351136 103.686486 L 706.096023 102.940541 L 706.840909 102.194595 L 706.840909 100.702703 L 707.585796 99.956757 L 708.330682 100.702703 L 709.075568 101.448649 L 709.820455 100.702703 L 709.820455 99.210811 L 710.565341 98.464865 L 711.310227 97.718919 L 712.055114 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 723.973295 96.972973 L 725.463068 96.972973 L 726.207954 97.718919 L 726.952841 98.464865 L 727.697727 99.210811 L 727.697727 100.702703 L 727.697727 102.194595 L 726.952841 102.940541 L 725.463068 102.940541 L 724.718182 102.194595 L 723.973295 101.448649 L 723.228409 100.702703 L 723.228409 99.210811 L 723.228409 97.718919 L 723.973295 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 731.422159 96.972973 L 732.167045 97.718919 L 732.911932 98.464865 L 733.656818 99.210811 L 733.656818 100.702703 L 734.401704 101.448649 L 735.891477 101.448649 L 737.38125 101.448649 L 738.126136 102.194595 L 738.126136 103.686486 L 738.126136 105.178378 L 738.126136 106.67027 L 738.126136 108.162162 L 737.38125 108.908108 L 736.636363 109.654054 L 735.891477 110.4 L 735.146591 109.654054 L 735.146591 108.162162 L 734.401704 107.416216 L 733.656818 106.67027 L 734.401704 105.924324 L 735.146591 105.178378 L 734.401704 104.432432 L 733.656818 103.686486 L 732.911932 102.940541 L 732.167045 102.194595 L 731.422159 101.448649 L 730.677273 100.702703 L 730.677273 99.210811 L 730.677273 97.718919 L 731.422159 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 692.688068 117.859459 L 693.432955 118.605405 L 692.688068 119.351351 L 691.943182 118.605405 L 692.688068 117.859459 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p87ded259ba)" d="M 712.055114 49.232432 L 713.544886 49.232432 L 714.289773 49.978378 L 713.544886 50.724324 L 712.8 51.47027 L 712.8 52.962162 L 713.544886 53.708108 L 714.289773 54.454054 L 714.289773 55.945946 L 714.289773 57.437838 L 713.544886 58.183784 L 712.8 57.437838 L 712.055114 56.691892 L 711.310227 55.945946 L 711.310227 54.454054 L 711.310227 52.962162 L 711.310227 51.47027 L 711.310227 49.978378 L 712.055114 49.232432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 712.055114 58.183784 L 712.8 58.92973 L 712.8 60.421622 L 712.055114 61.167568 L 711.310227 60.421622 L 711.310227 58.92973 L 712.055114 58.183784 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 716.524432 71.610811 L 717.269318 72.356757 L 716.524432 73.102703 L 715.779545 72.356757 L 716.524432 71.610811 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 715.034659 82.054054 L 715.779545 82.8 L 715.779545 84.291892 L 715.779545 85.783784 L 715.034659 86.52973 L 713.544886 86.52973 L 712.8 85.783784 L 712.8 84.291892 L 713.544886 83.545946 L 714.289773 82.8 L 715.034659 82.054054 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 726.952841 83.545946 L 727.697727 84.291892 L 726.952841 85.037838 L 726.207954 84.291892 L 726.952841 83.545946 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 710.565341 88.021622 L 711.310227 88.767568 L 710.565341 89.513514 L 709.820455 88.767568 L 710.565341 88.021622 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 713.544886 88.021622 L 715.034659 88.021622 L 715.779545 88.767568 L 715.034659 89.513514 L 713.544886 89.513514 L 712.8 88.767568 L 713.544886 88.021622 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 709.075568 92.497297 L 709.820455 93.243243 L 709.820455 94.735135 L 709.075568 95.481081 L 708.330682 94.735135 L 708.330682 93.243243 L 709.075568 92.497297 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p87ded259ba)" d="M 725.463068 95.481081 L 726.207954 96.227027 L 726.207954 97.718919 L 726.207954 99.210811 L 725.463068 99.956757 L 724.718182 99.210811 L 724.718182 97.718919 L 724.718182 96.227027 L 725.463068 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p87ded259ba)" d="M 716.524432 21.109815 L 718.014204 20.826613 L 719.503977 20.827153 L 720.99375 21.122631 L 721.493433 21.632432 L 722.483523 22.383138 L 723.973295 22.379018 L 725.463068 23.91157 L 728.442613 23.87027 L 729.1875 24.616216 L 730.099587 26.108108 L 731.422159 26.950174 L 732.911932 27.003053 L 735.148848 29.091892 L 735.891477 29.763876 L 739.201579 32.075676 L 740.824991 33.567568 L 741.273368 35.059459 L 741.850568 35.639899 L 743.340341 36.694822 L 744.085227 38.043243 L 745.345664 39.535135 L 745.735058 41.027027 L 746.319886 41.612687 L 747.064772 42.518919 L 747.976343 44.010811 L 748.572896 45.502703 L 750.044318 46.994595 L 750.395484 48.486486 L 750.789204 48.852509 L 751.534091 49.978378 L 751.534091 51.47027 L 753.023865 52.962162 L 753.022548 60.421622 L 754.287388 61.913514 L 754.513636 63.405405 L 754.962214 64.897297 L 755.258522 65.184187 L 756.024178 66.389189 L 755.976943 67.881081 L 756.91384 69.372973 L 757.493181 70.864865 L 757.493181 73.848649 L 757.665076 75.340541 L 758.238068 75.913029 L 758.982954 76.832432 L 758.971735 78.324324 L 760.259862 79.816216 L 760.458607 81.308108 L 760.47265 93.243243 L 761.600458 94.735135 L 761.962499 96.227027 L 761.432163 97.718919 L 761.728743 99.210811 L 761.217613 100.776232 L 760.472727 102.194595 L 760.467713 106.67027 L 760.379428 108.162162 L 759.000856 109.654054 L 758.911484 112.637838 L 757.493181 114.12973 L 757.493181 115.621622 L 756.050927 117.113514 L 756.003409 118.605405 L 754.600895 120.097297 L 754.379113 121.589189 L 753.062999 123.081081 L 751.76394 124.572973 L 751.534091 126.064865 L 750.585441 127.556757 L 749.051473 129.048649 L 746.319886 132.203254 L 740.360795 138.521746 L 738.871022 138.532422 L 735.891477 141.701018 L 734.401704 142.569357 L 732.911932 143.216732 L 731.422159 143.153104 L 729.932386 144.669832 L 726.952841 144.673996 L 725.463068 146.20742 L 719.503977 146.220002 L 718.014204 144.81452 L 716.524432 144.674188 L 715.034659 144.674188 L 713.544886 143.147651 L 712.055114 143.150794 L 710.565341 144.674188 L 707.585796 144.674717 L 706.096023 144.815448 L 705.481867 145.459459 L 704.60625 146.205726 L 697.157387 146.220084 L 695.667614 144.689344 L 694.177841 144.614454 L 693.531873 143.967568 L 692.688068 142.521664 L 691.198296 142.588476 L 691.085656 142.475676 L 690.475585 140.983784 L 689.708523 140.122763 L 688.21875 140.087652 L 686.728978 138.518858 L 685.239205 138.521772 L 681.895203 135.016216 L 679.280114 132.001386 L 677.790341 130.520691 L 676.300569 128.851465 L 675.555682 127.556757 L 675.323611 126.064865 L 673.321023 124.125168 L 672.566721 123.081081 L 672.599513 121.589189 L 672.473786 120.097297 L 669.596591 117.113514 L 669.593284 115.621622 L 668.124104 114.12973 L 668.11246 111.145946 L 666.744755 109.654054 L 666.617046 108.162162 L 666.617162 102.194595 L 665.156223 99.210811 L 665.127273 93.243243 L 665.234282 90.259459 L 666.440759 87.275676 L 666.617075 85.783784 L 666.617042 81.308108 L 668.08459 79.816216 L 668.106819 75.340541 L 668.4979 73.848649 L 668.851705 73.470627 L 669.58185 72.356757 L 669.596591 70.864865 L 671.086364 67.881081 L 671.530212 66.389189 L 671.83125 66.099923 L 672.576137 64.897297 L 672.576137 58.92973 L 672.576132 55.945946 L 673.49491 54.454054 L 674.07643 52.962162 L 674.167693 51.47027 L 674.616521 49.978378 L 674.810796 49.783827 L 675.555682 48.486486 L 675.554228 46.994595 L 676.886009 45.502703 L 678.535228 42.518919 L 679.860984 41.027027 L 680.257744 39.535135 L 680.769887 39.022264 L 681.514773 38.043243 L 683.396421 35.059459 L 686.728978 31.816238 L 688.498214 30.583784 L 689.708523 29.76386 L 692.688068 27.01289 L 697.157387 23.87027 L 698.647159 23.911005 L 700.136932 22.365888 L 715.034659 22.361628 L 716.524432 21.109815 L 716.524432 21.109815 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 655.592728 19.89375 L 662.278978 19.89375 L 662.278978 8.28 L 655.592728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(655.592728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 761.669147 19.89375 L 770.007272 19.89375 L 770.007272 8.28 L 761.669147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(761.669147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 641.29091 165.6 L 672.91466 165.6 L 672.91466 153.98625 L 641.29091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=41 --> <g style="fill:#ffffff;" transform="translate(641.29091 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-31"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p531f68db5d)"> <image height="165.6" id="imagecbf3bf4a5d" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="800" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlQAAAKyCAYAAAAThUC2AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3V2sZ1ddP/6F0DKdOWdmzpnnYUo7M22nFCpWoEhAShAkISagEEOCJhpv1MTES7ny3nhhTIyJmBC5IBisCSIBFSGIIBGEltaOnVI6nc7TmefnAaz6u/pf4H+9l6y9ds88vV6Xn/P97rUf1t6z+k3f+/OyUsr/FAAAJvuJa70DAAA3OgsqAIBBFlQAAIMsqAAABllQAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMsqACABhkQQUAMOgV13oHbgYve9nLZvn8f//3f8fv/MRP1Ne+6TtpjFT/n//5nzj2XHrPU0va395zm85ra1tzXYspY99+++3V+g9/+MNq/RWvyLd42tbLX/7yav2//uu/qvUXX3yxq15K/7l65StfWa2nfU31UvK5+sEPftC1T+kY1qxZE8f+z//8z64x0jVK22kdd9rfdF17t9OS9nfKfdlrrmdbaztzPXd674uW3mdk73Zaeo/vZuEXKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYJOU3g940xZyJurmSc63t9O7vnGm+pDcFNCVpl/Qmd1LSrjV273d6xy6lP52XknZTkjspvZbm2sLCQrX+/e9/v2s7peS5cNttt1Xr6bjTeVpcXIxjX7lypVpP6bzee6mVrOx9Hk15TvU+C+dMI8/1vJ3z+dz7fJmSjpvreTslFbga6fAbiV+oAAAGWVABAAyyoAIAGGRBBQAwyIIKAGCQlN9L6HpMQKxGcmeuHlJT9mnO7fQmA9O2pvQrS9tq9WqrmZLQST3t0nGkxF7r+FKiLvV8S2nFKf3p0jlM2+q9rpcvX45jpxReSium65fORzqvpeSEYTKlr1w6770pxin3dxp7riRha59603y9z4QbLWl3Pe7TavALFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMsqACABjktQk3iN4o72o0Zu61Gk2he19p0Io7p6h3b4w+RdnXrl0bx07SGCl233rNQuvVAjXplQbpVQBTrne6rinyn8ZOr34opf+VDb3nqTV276sI0usR0udTI+dS8usc0msv0nG37pl0PeZsgpz0vpZlzte7zNUUes5G1clqNIv22gQAACaxoAIAGGRBBQAwyIIKAGCQBRUAwCApvxvES52amNJ883psgpwSSL3po1JyQu6HP/xh17ZSqmzNmjVx7DTG1atXq/UpKb/eBrupnlJtrWuXjmNxcbFrW1OaI/cmRNO2Ujpuyr2attWbrJySWl1eXq7WL126FLeVpHl7xx13VOtp7qTjntLMfDVSbXNtazWS0LdqAm81+IUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZJ+V1HpiTtej8/JfmRkkMpYTWn3l5YvX3XUtKtlJxqSwmrlNrr7QlYSk4/pXoau3U+Womwms2bN1fr6Xy0xl5ZWanW03GkFFxvf7pSSlm/fn21nuZz6rmYEokXL16MY1+4cKFaT+cwpd3S/G+Nnb7TO0brvk/3U7oH0j2W7o1Wn8TeZ1vv/J9iyjns2U4p86X2pALH+YUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZJ+V1HVqNP1Zx99lJKpjdh2NqnNEZveialjFr99FJKrbfXXTqGK1euxLFTmmlpaalan5J6TOm1lJx76KGHqvUjR450baeUUrZt21atpxTcwsJCtX7u3LlqfefOnXHstK3du3dX6yndmHrdpcReKaUcPHiwWj906FD8Tk2az62x033Z2y9wSsov9fJL0hipZ2Up/c+X1Xh2XsuEdDLnvwH8KL9QAQAMsqACABhkQQUAMMiCCgBgkAUVAMCgl5VSNOq5CfUmOVp9rVIipXeMKT3tXvnKV3bVU7IsjZ3qpfQncdJxpH1dt25d1/ZLKeWee+6p1rds2VKtt9JV6djPnj1brT/yyCPV+vHjx6v1U6dOxbHTuf3iF79Yrad04wsvvFCtP/zww3Hs++67r1p/zWteU62n65pScK17KfXae/zxx6v1lGJMqcBWsvLEiRPVem8fyCn3TPpOeoaktOD58+fj2Elvr8kpKbi5evZN6Zt3LZPe+vz9KL9QAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEGaI9+kehuCtuK9c72CIdVbMewU+0/Ng9O+/vCHP6zWb7/99jh2r7Svd911V7X++te/Pm5r//791fq9995brd9///3Veqs5ctpWatq8Z8+eaj01CT527Fgc+8yZM9X6o48+Wq2n67e4uFitv+Md74hjf+ADH6jW03Gn117cfffd1fqzzz4bx07XI82R9PqA9HqJr3zlK3HsdP9dvXq1Wk9Nk9M+lZKbF6f7NT2P0itF0uszSsn3cpo7p0+frtbTs7D1Oox0ruYy5VUH6dzO+aqD3v2aMvZcza1Xg1+oAAAGWVABAAyyoAIAGGRBBQAwyIIKAGCQlN8NojfpkOopqTIl5ZfqKbWXkjut9ExKIKXkThp77dq11Xpv89JSSnnd615Xraek3Wtf+9pqPaWMSsmJus2bN1fr6Xpv3bo1jrFp06Zqfffu3dV6SlGl5rMpgVdKThg+8MAD1XpqHvzWt761Wt+5c2ccOzXYTecjJfCSffv2xb8dPXq0Wk/Xe3l5uVpP8/anf/qn49ipkfQTTzxRrZ88ebJr7FJKWVlZqdZTo+w0d1JytJUITgnAdA+kRGIae4q5EmrXazpuNZJ212OaL/ELFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMkvK7xbQSdUlKWaSeXqm+fv36av3EiRNx7NT7LI2RUkMp5bd9+/Y49iOPPFKt/8zP/Ey1npKHx48fr9bvueeeOPaGDRuq9ZRASn0EUx+6Uko5d+5ctZ7ST2vWrKnWU/qv1d8spbXe+973Vuspofbud7+7Wm/18vvGN75RrafjvnDhQtfnt2zZEsc+fPhwtZ7m83PPPVet7927t1rfuHFjHPtb3/pWtZ7ujdTb8LbbbotjPP30011jp36P6V5K57yUnJpN83NhYaFa7+0TWkpOPq5GP725zNkv8FblFyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGCTld4OYksComdK7LiU5Uton1S9evFitp0RPKbk/V0qovfnNb67WUz+9t73tbXHs1FcupdeefPLJaj0l9lKfwlJy0iiluNJ5aqVwUm/FlLpMqa/UKy2lAkvJybmUzjtw4EC1/oY3vKFabyUMUz/EdM73799frafEbCsFl5Ku6Vyl6/eqV72qWm+l4NJx79ixo1pP8zOl5krJCdiUaP3kJz9ZrR86dKhaT2nIUvKxp/RfSvmllGaaH6XkNHKah+l5np7Pref/tewXyI/yCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADLKgAgAY5LUJ15Ep0djeyGxqSptiv63vtOLTNSnWnBr7tr7zwQ9+sFr/+Z//+Wr9/vvvr9ZbDYrT6xz+5V/+pVpfXl6u1s+fP1+tT3mFRWqOnCLxqfFtKfn40ndSzDw1Ln71q18dx05Nm9NcSK+32LNnT9f2Synl7Nmz1XqK5G/atKla730FQin5Xkr7u23btmo9vcLi2WefjWOn+zUdRxo7vYaglPwKjd/8zd+s1tOrO/70T/+0Wk+NxkvJ5z29oiNJrzlJ56OU/jmV7v05X2vTa87myL3/LrXGvpFe5+AXKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYJOV3g+hNTaR0SUp2tRJ7vcnA3kRiKxX18MMPV+sf+tCHqvV9+/ZV66nh6alTp+LYab9Sk9Te5For0ZMaSadrcezYsWq9dW5TUiw1Wk7NgFOKsZXOef7556v1NEdSw+GUakvJvFJyGjOd85R6vHz5ctd2SskJstRENyXU0vVO87yUPN8WFxer9TSfWw2YU2Pt9Hz5tV/7tWo9zamPfvSjcex0PdLcSec2PTvTvCklPxPScfc+O1t6Gyr3jrEaKbsbKcnX4hcqAIBBFlQAAIMsqAAABllQAQAMsqACABgk5XeDSMmMlPBIyZaU8mulLFK/rZRMSgmWlFB7z3veE8d+3/veV60/9NBD1Xo6TysrK9X6kSNH4tgp7ZZ62qV+Xinp00r5peuXEkgpedW6rulcpTFSimrHjh3VejofpeQkXJpr6XykNFgriZb6Hqa0W+89kxJfpZRy7ty5rm2lZOXOnTur9VZaN52TlMxLfRJb8zZdvzRG6vf4W7/1W9V6K0H56U9/ulpPvSbTfZx6Fbb6Q6brlPokpoRhOrcvvvhiHHuuvnlTknZzbutm4BcqAIBBFlQAAIMsqAAABllQAQAMsqACABgk5fdjavU/Wo1EQ29fppSKSimc1vGlbV29erVaT2m+X/7lX67Wf/u3fzuOvXfv3mr9+PHj1XrqzZeSOympWEq+rqm3W0o3pnRcKzXUm55JCa6UPiolX9fe+ZzGOHnyZPxOmiPpuFM/xDR2K+WXknapz15vmi+lBUvJcyElCZOUxEzXtJQ819O1SEm0VuLs6NGj1XrqsZkSeClh+Pu///tx7G3btlXrn/zkJ6v1lDxM17uVMEz3croeqcdmukatezIlA9N35kz/3appvsQvVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAwSMrvx3Qtk3yl5FRPbw+p1Pus1QMspZlSuuRNb3pTtZ76cz3wwANx7EOHDlXr3/ve96r11D8undtW37WUYuzt8ZfSf5cuXYpjp3RQK2HV+/l0zdM5SWmwK1euVOvpuEvJScmUQk2Js6R1L505c6ZaT+cj3fspqdXSSuHVpNRXOr7e+VFKvk6pfuzYsbitlHBM5/yee+6p1lNCdMuWLXHs3/3d363Wd+3aVa3/8R//cbWeni2tRPDGjRur9XSPp9RqmmutsXsT4Elv+q/1nV7XOkU/F79QAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEFem3ANTIm5pkh3agKbIt0pjtyKgKfXB6Rmsr/xG79Rrad9/ed//uc4dvpOb8PhdAytOHKKoKcmqel1CunVFq2GuOm1Ar3NsFuR4/QahBSXT8e3srJSrbcaM6dzm8ZOx5Gud+u6prmQXgOSzm16lUOr6XVvg+K0T6neeoakOZWuU3rVQeu6pv1K1zWNkepprpVSymte85pq/Vd/9Ver9dRI/Y/+6I+q9Vaz73Te0/VOr7VJ5681n3sbaydTmiNP+c7NzC9UAACDLKgAAAZZUAEADLKgAgAYZEEFADBIym8GvU0opyQjUgovJc5SkiklkFpjp0aeH/rQh6r1PXv2VOspodNq6JpSfklq7JuSMK1rl5JXaZ9SPSV0piRh0ndS8+wpzXJTojRt69y5c9V6q5FtbyPi1GQ2zedW8imNkZJlKZGVttNqCp0Sg+k+Ts2G0zxvJfDSPExp3XQ+WtI5Sem1lJxLcyrdk6Xkpsb33ntvtf7hD3+4Wn/66aer9Y997GNx7NSUvfcZkpKYUxqpp3tgzgTeXNu6WVKBfqECABhkQQUAMMiCCgBgkAUVAMAgCyoAgEG3bMrvWvYgSkmclIQpJaf8UloqJXTWrVtXrbeOOyVS3va2t3WNnRIvrbHT31IyKaWD0vWeMwWX0l29/dtKyXMkfScd35S0Wzonp0+fjtuqSXOtlHxOUlox7Wuqt9Kb6W+pt1tKXm3cuLFaTz3+SslzJ12nNA9SPaUFW99JY6dr1EoxpnOVniEpQZzSja0UY0raHTt2rFrfsWNHtZ7Sy5/4xCfi2Elvym9hYaFaT0m+Uqb1Cu3Rupd67785/329HvsI+oUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAbdsim/3iRAb7++Kd9pfb6391lKhaQEVyth+Pa3v71aTymn3r5rrX59Kd2YklTp+FJiqXXc6Rym5E4rgdSznVLyXEgpqitXrlTrrURWOie99dTrrjV2b2ovXYs0RpprpfQnCVO/uZRQa+ntwZfmQZq3qYdnKfkZkuZOmp+tZGyaIylxlq5T6gPZSrul40jp1JQkfOMb39hVL6WUJ554olpP1yPdxympmNJ/peTrkeZU677sNeXfxZuZX6gAAAZZUAEADLKgAgAYZEEFADDIggoAYNAtm/KbU0o6pHpKGbXSbiklkxIbKQ2TtpOSWqWU8v73v79aT33DelN+KRlUSk4zpTHSOUzXopW0S6mhlJ5J17W3919Lb8KwlWZN5zadw+Xl5a6xW8eXzlVKdab5nI6hddy9acXUH/LIkSPV+vbt2+PYKZ2azkcrtVfTSuD19nyb0vcz3TPp3KbUY5qDqU9oKfneSGm+NPamTZuq9Xe9611x7P3791fraX72pq1bz8jetOn12ANviutxf/1CBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZ5bcJLKMWUUxy51ag3vSYgRYVTFDrFs++55544dmrkef78+Wo9NZNNr1lIcfxS8jlJ+5SitCnCn85H62+XL1+u1tP1To1NW7HftL9p7BQBn9K8NO1veqVB6xwm6bqmsdPn0/Ft2LAhjp1eXZC2le7X1Mh2ZWUljt07F1JcPs2PVoPu3ia66dnSalCcvpPmTjrup556qlrfu3dvHDu9HmHHjh1dYyfvfve749++9rWvVeuf/exnu8ZO86P12oQ016/H1wrc7PxCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDbtmU35wNItN3epMcUxq6poRO+nxK/913331x7NTYNCWNUtInfb6VbkyNP1MT1pT+S2O0xk5NjVOqrbdhc6sxc5qfvQ2VU0PqUvLcSWP3zrUpY6dmwKkpbkpwpWReKfkeSEnJ9Pk0N9PnS8n3eJqHaa5NeX6leyal49JcS58vJe9vOrdbtmyp1tPx3XXXXXHslN48ffp0tX7ixIlqPd2XrYThr//6r1frX/3qV6v19ExI56mVpE3PnfSddF175+acWmnktF/XY5Nnv1ABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwKDrMuU3pf/YXEmAOcdO9ZR+OnfuXBwjJYpSKiT1zkrbede73hXH3rhxY7WeevNt2rQpbqumddxJSvOlBEs6TyltU0r/HEnXNaVkWn3XUsIwScc9JXGW6imBl/Y1zcFS+lOM6Vyl40uJtlL6U5epB17qadfqdZe2lc5HSmr19vgrpT3fatKzoiU9E1Iac2lpqVpPKc2U9iwl91Bs9cGrSc+W1j353ve+t1r/hV/4hWr9r/7qr6r1KUnoNNfTczilG6dIz4o013qfOVPGTlYjFegXKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYdF2m/Ob8v+5XIwmQ0kEp7ZOSO61kUkq9pP1KaZE3velN1frDDz8cx37uueeq9d4eYCmR1UompURKStSlRE+qt/qSJb29raakwdLfevtwtfoF9vbyS2P0zs1SctotJanSGCmB2rqX0vGlekp9Ja353JvmS9uakkZOc6r3GdJKb6b7MvXsSwnf1Jfv5MmTcex0j6fjS7350nk6dOhQHDulFd/znvdU65/61Keq9XTOW7380j2eerCmZ2p6rq1GAu9m4RcqAIBBFlQAAIMsqAAABllQAQAMsqACABhkQQUAMOi6fG3CnHrjxVNem9DbLDe9PqA1RmpM29tMNjXxXFhYiGOn/UrfOX78eLWeGqe2ov3Ly8vV+qVLl6r1FHFPDXFbDU/Td3obfPZG4kvJ0fTe1yO0XvGwYcOGaj3Fz9O5SmNMeWVDq5lzz3Za933vaxDSPqX7O83N1nd6jyN9vhWvT8eRtpVePTHlfk3PhMOHD1fraa6lZ0gppezcubNrW+leOn/+fLXearKcXvPwkz/5k9X6gw8+WK0/+eST1Xp6zUgppWzdujX+rSY9W1qvGrkZrMarHPxCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDbqiUXyu505u8SlJiqTV2b5IwJfZSM8tS+huV3nvvvdX6fffdV60fOXIkjp2cPXu2Wk9pmHR8aTul5ERRapabkoeXL1+OY/RKqah03Gl+tNJSvYnBKVoJx5rUNLa3OXgppfzgBz+o1lOaKd2XKYl5xx13xLF776XeNGSaH62/pX3qTVa2GhenMdK2UiKxlQbrbYCexk73d2qyXEqeh+n+S9dv165d1XrruqbznhJ4v/Irv1Kt/97v/V613rqX7rzzzmo93WNzPkN6U/FzpuiT3n/zp6wrEr9QAQAMsqACABhkQQUAMMiCCgBgkAUVAMCg6zLltxpJgN7ttLaf0h8podPbr6yUnPJIKaef/dmfrdZT0m5lZSWOnRI6qT9XStukxEurF9XJkyer9ZQGS8eR0n+t69qbhulNfbWSO+k7c9VL6U+09qYVW73P0j2wuLjYNXarH2KSEp8pFZWksVu9AnvPYXrmpbnTekb2XqdUb6VTU4I5JQa3b99eradz2LpneudUeiZM6fuZegymtOnb3/72aj3Nj1ZPzvS3EydOVOvpONKzojV2Mlf6r2Wu3nxz9vjzCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADIoxprlSc3Oas59e73Za2+/tZZbSKCkh0xpjx44d1fov/dIvVeunTp2q1s+cORPHTlL6Ix334cOHq/VWyi/19EqOHTtWrafrl9KCpeTjS9cipQLTGCn51BojSQmd1hhpHvb2xZzSJzGdq7S/KZmU5lorDZbSeWmfUtotjdHqp5fOVe9zZ0rv0jRHelNOrfRma77VtK5T7/bT39K9lOrnz5+v1lv9IVMyMPU9TGnrdD5a/zakZ3fqkZp6UybXMoE3xZS3BMzFL1QAAIMsqAAABllQAQAMsqACABhkQQUAMKi7l9+c/fRWo69P77ZWI9HQ25+rlJwW2bZtW7W+cePGav306dPVeis9k5JJW7ZsqdbT8aVeaUePHo1jp8TU8vJyVz312mql6VKaqfd6p/RYqw9dbyoxjdGaU62EY8/nU8KplYpKCco0RjqO1POtdWwpOZqShGlf0/Wb8gxJ+5uOL83BVgIvjZHqKRXYmrfpOZLGSNtK17uVRk7fSWOnFFyaz605lY47Xb/0PEr3cauvaO91avX3rGnN53RvrEai7lqm+RK/UAEADLKgAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBr7gemyBfS1Nev5DitKn5bPp8etVBa79S7P/cuXPVeoqyt14fkGK2qcFniiMvLCxU6yl6W0opJ06cqNbTKxjScUxpDNsb7W9Fm2tarxVI0vGlyH/r+NL8TK+qSHHy1Gy1FeHvbcycxuiNyrfGSHMqzZ10PlrzOe1Xun5Jb1PhUvrPedrXVvPndE7Svd87RmpcXEopFy5c6Boj3a9pX1uvi0iv4kjbSmPv2bOnWn/66afj2L1N2dN8nvKajGQ1XmnQu63V2Ce/UAEADLKgAgAYZEEFADDIggoAYJAFFQDAoBhLmvJ/vr/U/9f9ajRNnvP/+E/piN40USm5+ebWrVur9ZQCSvXW2CmpkqTjS2O3UlGpAXNKLKXES0ofta53b7IyJbXS51spuDR2mgfpHLbSYOlcXb16tVpPcyQ1z24l7VqJ1prUZDYd35Rzm6Rk2ZQGxek4UuIzjZGeLa1znuZnbyPu1hhpjqRnQkrHpWbwrcRZGiMlBhcXF6v1dI8tLS3FsdNz6vjx41379OY3v7laP3DgQBw7zbd0XdM5TM+QKc2R5zTXemA1mib7hQoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABr1iNf7P97lcr/uaUly96ZnW8aXv3HfffdV6SvSkREjqg1VKPr7Usy8dR0qVpVRNKaWcOXMm/q0mnad03K0ehun6pSRTSrykeitZmcZOx5HSbq3jS+c99YFM+5TqrSRfSlil65fm5/LycrXeupfSeU/J0SSlIVs9HVOqrTcJms7TlJ6cvdua0v8yfae352hKlJbS34su7WvvOS8lJ0HT8yuNkVLbrTTdXCm/dI1Wo//enD2F53rbwJRt+YUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAblOMotakqiISUwUtKuN41SSk4i3HXXXV37lFI1qcdYKTm1lOrpHJ46dap77FaypqY3HdeSrkdvP8T0+db1biXFatLxpSRaKbmfWKqnFFw67in3UrreKysr1XrqM5nuvdYY6Z5JfSDTcbfSm73nJCUx07Vo3S+9vdrS/GwlCdP46TjSue3tg1pKKRs2bKjW0/VI90xKYrYShulvp0+frta3bdtWrad+ga3nQW+KOM2d1UjRX8s030u9nVL8QgUAMMyCCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGzfrahN5I5PXY7Li3AeyU76RId+t8pFcLbN++vWtbKUafov2l5GhzikKnempkmyLxpeQmqSn6myLdUyLgczUXTee2FYXubbidxk7XriWN3RvPvnjxYhxj/fr11Xq63r3XtdVwO+1XOoet1yD0fv7SpUvVenr9w1wNulvfSa86SPNzSvS9d4x0XdMrPUrJcyc9O3vPYeu1Cal5d28z4H379lXrrTnV+9qe9EyYcl17/w2fszly77NwNfiFCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGzZrym+v/rp/z/96fqxnjlJRfSvSkNEqrgW/6zs6dO7v2KaVFTp48GcfubXiaElkp0dNKZKVphfwTAAAgAElEQVRzkuopwZKSMK0Gxa3EVE06jt4Gz63vpMRS2tfWPZMSnykdlM5V2tdWcjQ1yk5NY3ubIF+5ciWOnY47Jch6E6Kt9Ga6L1PT395G3Cn9Wkqen+n40hitBsW9jYh7E5StZ0W6N9I5SY2L07O2dV23bNlSraeGzYcOHarWe9OepfQnItMzMs21Kc+v3n93W5/v/Xd/NdYPMRHcPQIAAD/CggoAYJAFFQDAIAsqAIBBFlQAAIO6U35z/t/4N5LWsaUURDpXKfHS6iuX0kwpFZJ6S/WmxErJacXevkzp863UUDq3rXReTUqwtK5rb5+xXq1UZ7revamoND9KyceRrkfa35SKSvXWGKme+kCm4zt+/HgcOyXFUvopzcHePpOllLJ58+ZqvTdRmq7FlDRY7+db/SFbvfZq0vVOz8JWf8h0v6Y5kvpJpmdkaz6nc5XG3rp1a7X+5JNPVuut+dGb8ktzpDVvk7kSda3PX489+xK/UAEADLKgAgAYZEEFADDIggoAYJAFFQDAoFl7+SXX8v/S702i9W5nyrbWrVtXrbfSMynlcfny5a7PT0lkpW219rcmpUhaCZZW8rGmt59eK2nXmzCcq+dUKTmVmM5VSv+19imd296+a2mfWte191yl+Znmf0pqlZL7VqZz3pt+aiUx0zXvHTudv1avu5So6+0L2Lp2ae6k1Grap5TYayWCz58/X62n59Ti4mK13vtMLSX3BUz7tLS0VK2nc95KaKbrl3pW9j5bWmPPlfRuSdua89/wub7jFyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGLQqKb9rqTcJMCWdkL6TEjfbt2+v1lP6qJScbknpkl27dlXrKXWSEm2llPLqV7+6Wj969Gi1ntIl6RxO6fnW2zMsJVVax92bhknHlz6fkkyt7/Sm/FK/slJyj8aUyEpSKqqV0Ez3TDqOAwcOVOtbtmyp1tO1KyXPzzQP0z6l69c6f+mc9D53UhqsdV+kBF56TqV7ppVinCsBm7S2k/br3Llz1Xq6l9L8aJ3bNBfSOU9jbNq0qXvsNG97e6em89f7b+iU77Su61xJ/dXgFyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAwKOa252xuuBpNkHsbKM7ZyDZJTZBTdLoVcT9z5ky1nuK3KQqdGoWeOnUqjr179+5qPcV1e8duRdxTtDmNkWLKKdbcaniavpPmToodzxlHTsc3JVqc4v1pW2mupeNL87+1rXRvHDx4sFpPTWZbx53GSNc7bSs1YG69BiSd897XmaT533qlQbrPeudO69ym1zm0mpDXpOPubZZeynyvP2kdQ7rm6RUF6d7YuXNntd56xUq6Huk7V65cqdZbr5BJ5nqlQevzaYzVWFf08gsVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyK0YFr+X/Qz5kknKuB4pTtpORHSsIsLCzEbV24cKF7/J4xWgmP9J0TJ05U6xs3bqzWL168WK2nhqql5NTSXM2DW6mo3ka2KcGV6q2x03Gk1FBKfaXGsKX0N7JNyaQ0n1v3cTonvee2lRBNehszpzRf2qeUYGyN3Zs4a6W+krS/aU5Nkc5hupda936vdA7Tsy2dw3S9W/M5ncN0b6TzlK5RSkiXkvc3JcPTHEwpxta/fXO+DaDXnA2Y5+IXKgCAQRZUAACDLKgAAAZZUAEADLKgAgAY1B8VuYZWo9/PnGnBlEBKaYqUjislpz8OHTpUrb/+9a+v1lPvs5TAK6U/aZdSNb39rkrJKZmUpEqpoSkpv97EUm/Pvtbc7J2HvYnEUnLvyJQoTdcvJQlbY/ee2/vvv79aT+nGlpRWTGmpdL/29gQsJc/PNM/TPZbO7ZTUYzqOKcm8tF/pO73ztnW/Jr19PHuTtKXkJHS6l9K9l55rly9fjmNv3769Wk/HnZ7PcyXip7gek/1T+IUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAbdUCm/VhKg9//s701etcbuTaqkxEtKH5WSU0Cpnno/pRRJK2mXevb19qlKWp9P+9XbjyqlJFPSp5R8nXpTQ70Jp1L6e9pNGePKlStdY6R0UEo/te7J9J1UX7NmTbWe+pXdeeedcex0b/Q+Q9K5bfVdS+cwPV/StZiSiupNBqbjaN0z6Tvp+qXzMeV+XVxcrNZ7E7696b+WdBzpGfLCCy9U661eq8vLy9V6Sq0ePHiwWk/zuTXXWtejx5QE/1yfn5NfqAAABllQAQAMsqACABhkQQUAMMiCCgBg0A2V8pvSo2c1/o//3r5Tvb3uSsnpmdT/L6X5UiqqdW5PnjzZNUbqX9X7+VLafcNqUuokpf9afdd6x+jtndVK4PWOncZoHV+6Hmm/UmpoSt+1dBzpOylhNSWxN1efuJTgOn36dPxOSjGm+ZmeCVMStule6u3/N2cPyvT5tE+XLl2KY6d+d+kcbtmypVqfcm7T31LPvuSpp56q1lvPivRvwLFjx6r1Of9NnNKn9GbmFyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAw6Lp8bcKU1yP0SrHOFH9t7VOKgKdY9cWLF6v1hYWFOEaK8qZXGqQIcW9UvrWt9J0UG++NVJeSz2E6H70NPlvNPdNc6I2Zp6h8K1qcvtNqvFvTeu1EGiO9oiA1uE3XKG2/lP7rkeZgavC8YcOGOHaK3vdG+NOrKlrzI831NG/TPJ8SS0/7m875lEh8uubp1QXptR7p3ltaWopjp3PVei1LzdatW6v1NP9b0lxI8/O73/1utZ7usdYYhw4dqtZ7X9cyVwPkW4FfqAAABllQAQAMsqACABhkQQUAMMiCCgBg0Kqk/FYjtfdSjz2lIWhvaqiVTEoJk+985zvV+hve8IZqvbeBbyk5oZOa5Z4/f75aT8fdSqKldEtKdyUpJdZKZKUxUsPTlMDbvHlztZ4Sl6XkedubuEmJvVLyccyVgG1d13Qcaa6lOZXmc6spdG+T4JRcS9dv3bp1cew0R6aki2tSk+XW33rnWmsO9qb5krRP6ZlTSp7P6bhT+u/w4cPV+u7du+PYKWGYjmPbtm3V+vHjx7s+X0p+dqfjS//OpDnY+rdvzoRociM1YPYLFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMmjXl1/t/48/1+Sn7NKc0RkpY7dq1q1pvJWHSd5555plqPSXUUgKplcjqvU7pOFICKPUjLCX31epNK6aUWKtHVjon6bqm85QSQK20VBo7nfN0HK3ef2n83tTqlF5f6Tvpuq6srFTrr33ta6v1lOosJaf5elNtKf3XSvm1Ung1cyac0nGk5Fx6hrSeFWmup/mZ+sotLi5W66353NvHc8eOHdX6E0880bVPpeRzu2fPnvidmrNnz1br9957b/d3eu/X3iRma4w5/91djSThXPxCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDVqWXX685EwJzbSslSFpjpMRZSq6lPk6llHL33XdX61/5yleq9WPHjlXre/furdZb6aOUmEqpkHQ+UspvYWEhjp0SRSmBlI4jpYNSj8RS+nucpeNLn0+9s0ppJ6l6tMZIf0vXO6XX0jls9RFcWlrqGjudw9TjrHXc6b5M+5v2Ne1T6qHWGjvN23SPpfnf6gea5lRvL8ZW/8t0n6Vz2DtG6xnZOvaalEjcuHFjtT7lGZmeCSlJeOjQoWp93759cezUezDNnTlTvL2JunRftsa4HtN8iV+oAAAGWVABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwKBr+tqE1WisOFe0shXrTBHf3ka9rYauDz30ULX+2c9+tlp/8sknq/X0+oXWeUox4t4IbIpUt+L16fUPKT6d4tmthrVJan7b+zqFFLduRfvTttLrO3qb0paSX3eQmuVeunSpWk/z49SpU3HsFCc/c+ZM1z6l7bTmVPpbb8w83cet51faVtqndP3SaxNaryBJ0qsL0vlovTYhzcO0v+lcpXujdXzp3k/zMM21dNytV6z0vv7hi1/8YrWeGh2n+V9KPr7eptdTmrgnva9muB5fgTCFX6gAAAZZUAEADLKgAgAYZEEFADDIggoAYNAr5mw8ONf/qT8l/fdSpwRaSYeU4upNkbRs2rSpWk/NYQ8ePFitp+RHSrSVko8jJZBSWjElWNL2S8nnvTcJmtI2rXmTrlNKb6bPp/OUtlNKTjm1koE9Y5eSz0lKUl29erVaT8fRaiieUlFpjJRASttJidJS8jlM+5uaHad0Y+ucnz59ulrvTRimMVrpxnTc6RxOeaam50vaVrquKcXbSuumudObwEvpzZZ0Pc6dO1etP/7449X6zp07u8dO8zMlYOdM8yW9jZZbc23O1P9LzS9UAACDLKgAAAZZUAEADLKgAgAYZEEFADDoFdeyh05vwnDOfe3txzZl7JS4SSm4lL4oJadn7rvvvmr96aef7hp769atceyVlZVqPaUbU8IqpW1ayZ2UPmz1E6uZcl3n6jU5JdWZpDRRuhat3mcpBZTSUunz6bpOSeekVNQLL7xQrad7pjV2uh5pW+nzqYda6ilXSj5XvX3X0jxoPUN6U37p8610am8PyiSl/Fpp5JSE7r2Pl5eXq/V0j7U8//zz1fqBAweq9QcffLBaT/dFKfn40txJ17U3mTfFtXx7wGrwCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADIrxozl7/CW96YvV+L/909it1FBvYrC3L1kpuTffAw88UK2nXlEpHZQSXKXk/U3JnTRGSua1xk6JlJS4SecwJbVaCbx0XS9dulStp+s9JQWXttWb+mpJic+U4koJq/T51j6lPnipj1pKHqZEadp+S++cSvP/4sWLcYy5nm3p861nyJTUXq+5+gWm1GPr3CZpW6mv4o4dO6r11pzat29ftf65z32uWt+/f3+1/o53vKNa/8d//Mc4du85X43eeHOOIeUHAHALsaACABhkQQUAMMiCCgBgkAUVAMCgGHG6lv9n/Vw91KaMkbT6GaWURfpOSjJt2bIljvHtb3+7Wv/FX/zFaj0ld1Ja8NWvfnUcO6XwFhcXq/WUlurtoVZKKRcuXKjW16xZ01VP56M1D1KqLaWGUvovjd1KGKa5k7aVEmcpHVdKvp/SGGmep6Rduhat/dq9e3e1/swzz1TraV9b92tKm/Y+X6Yk7dJ1SnMnnfMpehOzSes5lc7JXH1NW3MqncMkHXfa19TTtJRSdu7cWa2n51e6Fqkf4YkTJ+LYvQnK3r6mrWfktUzkX4/8QgUAMMiCCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAG5dz2dWjOKGZvRHpKI9sUkU711usDUiR4/fr11frdd99drX/5y1+u1t/61rfGsRcWFuLfalIUenl5uVrfvHlz3NbS0lLXPqVXUqRXILTiyKm5bzq+3oj7lGh/79xpzdveZsfpNQ8pZt5qep3OYdqndC3WrVtXradXepTSfpXEHFrXNZ3bdL1bz4Sa1isb0n6leno9QnoVQCn5mqc5kp5fqQl469qlOdX7Gpd0LVqvl0j32dGjR6v117/+9dV6Oob0apJS+l/fMeX1CL1u1dcp+IUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAbdUCm/OaW0QW+j45ZW4qb38ylhkhIp27dvr9a/9a1vVeup+WwpOXmVEjcbN26s1h977LFqPTUEbY3d2+w47VMruZOSNSmBlBJ4vfPg/9qvuaRzldJP6Vok6Xy0/pbuv9SQOqX5WmmiNHZvGixJicRScmqvN4GXjqGV6kzzMH1nSmPmrVu3VusppXzmzJlqPZ2nDRs2xLF7GyqnRHA67lZyND2Hv/SlL1XrDz/8cLV+8uTJan3KvZTugTmfLTd7aq+XX6gAAAZZUAEADLKgAgAYZEEFADDIggoAYNAtm/JLVqOfUaq3khypJ1RK2qU+XF/72teq9U984hNx7I985CPV+uHDh6v11B/vNa95TbXeSo+dPn26Wk99AVPSJ6UCW6mos2fPVuspBZRSVL2pslJyuisllnrTY6XkuZP646XUYzqOVt+1lJhKibrUmzKd29bYaS6kJFpK7aW+dWn7pfTPnd6kXUqblZL76fXOz9b9mu79tF9pW2ketHobbtu2rVpPqdyU/E19QtMzp5RSPvOZz1TrKT39vve9r1p//PHHq/VWX8x0j6frp2ffS8cvVAAAgyyoAAAGWVABAAyyoAIAGGRBBQAwSMrvGkjJnZSiKiWnWw4dOlSt79ixo2vs73znO3HsAwcOVOspDbO0tFStp6RP67iT3sRSOn9pO6Xkc5Xqvf0Wp/SbS4metE+t1FdKlqWUWho7ncPW8aWxU8++nTt3du3T5cuX49hTEpE9n2/1bkypqLSt3nTqlHRVOh8pHdfqbZj+lhKU6Z5J8z+lXEvJ8zDtU0rtpe20EsF//ud/Xq2n53BK0q6srFTrqe9gKXnu3KpJu2vJL1QAAIMsqAAABllQAQAMsqACABhkQQUAMEjK73+ZkoxopT96tNJud955Z7Weemc9+OCDXWOfO3cu/i2Ncf/991frKXmYtFJRKeWU+uz19nZrpYbSdU3JpJS2SSmjVqqsN0GWeqL1Jtdaeu+Nue6LUnIqKqUYW30S099a87Cm93qXkudzun4pgdfbE7Alfae312NrW72p3JTSTMni1nfSubp48WK1nnr8ffnLX45jp559jzzySLWe7o2U8kvPu1LyOddnb/X5hQoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMumVfm3AtI6UpOj2lmexzzz1Xrb/lLW+p1lPMPDVCbUn7lLaVotPr16+PY6QIeopCp+h06/UISYrFpyh72tcp+9Qbl0+fT7H0ljQP0xhJK8Kf9is1gU0R/i1btsw2djq36Xyk1y+0XpuQ5lR6HqV9Tc+Q3mtUSj5XaVtzNjNP9366Fi3p1RNJOudbt26t1r/61a/GbaVz8qpXvapav3DhQrV+7Nixan3KK1ZWg1cw/Ci/UAEADLKgAgAYZEEFADDIggoAYJAFFQDAoFs25Ten3nRQ0momm5pjbtq0qVpPqah77rmnWv/e974Xx37ssceq9YcffrhaT+mnlPRpSeckHfftt99erad0Y2r83NpWuq4pkZWOe0pCJs21OZM+Kd2V9jclzlrSd5aWlqr13gRlK92YjiM1/U0puLRPrevae67S59PYU65FOr4011qNp5OUaO1tAp4aGpeSU37pPk7PyOeff75a//a3vx3HTtdj7dq11fp3v/vdav3SpUtxjKT3mdDbtFyS78fnFyoAgEEWVAAAgyyoAAAGWVABAAyyoAIAGHTTp/x6Ew1TtpNSEL1jtz6f/pZ6SD377LPV+r59+6r1Z555Jo79xBNPVOspDZZSQHfccUe13krupCROq19aTTpPKf1XSn+aqTf91+o3l6Tv9PanK2W+XoVp7NY1SmOk3pR79uyp1lPvv1YyKc3DdK7OnTtXrfcm1ErJc6o3aZfOXyvl15sETZ9v3TMpUZdSfr0JynTtSunvD7mwsFCtp2fFyspKHDvNt3Tc6Xmbkoqt/olSeNcPv1ABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwKCbPuW3GgmINEZvvZXyS+md1MsspUgefPDBru2XUsrRo0er9cOHD1fru3btqtZTT7uUwikl91dLvQ1T76yUimql4FIiK6WfUj0llqYkR9M+pW21etqla57OSW+/stbYaVtPP/10tZ7myOte97pq/eTJk3HsdA7TXEuptjSfW2m63nmYxp6zD2RK2vXOwVJyCq93jCtXrlTrreRoGiOlNNO+7t+/v1pP86OUUjZu3Fitp+NL8zPNj9ac6u3ZJxX40vELFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMsqACABh0Xb42YUrcc66I6FzNlOceI0XcU1Q4xXJTdDo1Ci0lNy9O8eIPfOAD1frx48er9RS7LyXvb2oWms5Tiri3XpvQ27h1ruazpfTP23Q+WseXzkmKgKfjTvuaIuCl5Pm2bdu2aj2dq9R8tiW9iiC9DiA1rE3R/ta1S39L5zbN51Sf8qqK9OqVNP9bz690rtJ30rVIrzq4cOFCHDvNhTTX7rzzzmr9D//wD6v11nxOr6N56qmnqvX0GpB0XVtzKt3jvc8jr1kY5xcqAIBBFlQAAIMsqAAABllQAQAMsqACABh0Xab8pqQKboY0XyuRlY4vfae3afLDDz8cx/7CF75QrX/1q1+t1t/5zndW6ykV1TpPKWmU0kwpqZUSba1UVBo7JZPmTAWm65rqrebWvWOkpNbtt99erafjayWyUmIqNaBdXFys1tM5bDWyTWmwq1evdn0+Xe+WNN/SPdA7Rqt5cJq3aexUT9eilNxwOD2/0jnvTeuWUsrOnTur9aWlpWo9zf/HH3+8Wm89K1LK9sCBA9X6lIRoMlcKT5pvnF+oAAAGWVABAAyyoAIAGGRBBQAwyIIKAGDQdZnyWw1zpgJXI2GYvpPSIqmeUn7vfe9749if//znq/VvfvOb1XpKyTzwwAPV+okTJ+LYKXHW6qtVkxI9reRObwouJQyn9NrqTTGmBFdrbqbUXhqjN8HVSoOdOnVqljFOnz5draf5X0pOZKXrmsbu7ZU2RRoj7VNrPidzpf9K6U/GpnpKaab5UUo+9j179lTrf/Inf1Ktp4Thvn374tjHjh2r1s+ePVut957bKQk8vflWn1+oAAAGWVABAAyyoAIAGGRBBQAwyIIKAGDQLZvym1Nvam9KaiiNcenSpa6xU4KrdQx33nlntX78+PFq/W/+5m+q9Te84Q1d+1RKTvWkdFCSElyt3mfpb71JtJQ4ayWyeudIun6t3me9x5GSlek4WseXtrV27dpqPaVTt27dWq230mDpuqbjTvMzpcFSerKU9vWoSdd1zt6N6ZyfP3++Wk/3Uik5QZnqKRWYEqKtdG86t2nu/OVf/mW1ns7T8vJyHDv17Ot9PqfrPeXfht7PS/+N8wsVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyS8vtfpvTZ6zUlTZFSHqmekkzp+FZWVuLYb3rTm6r1v/3bv63W/+3f/q1af/LJJ6v1TZs2xbFTwmrDhg3V+sWLF6v1dD5aacGNGzdW6+mcp2RZ+vzly5fj2ElKkKXUV0oslZKPfc2aNV37lJJXrbRb6281aV9TsislU0sp5cKFC9V6Spyl65TupVYSLc2Fq1evVuutRF1NKzGbUpfp3kjbaiXOeudCb1IynadSStm8eXO1/td//dfVekrmpdTjlHRjOr45k3ar0UuWH49fqAAABllQAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgr034MbWiqXM1p5zynRSL722q+h//8R9x7Le85S3VeopPpzE+/elPV+sf+chH4tjpdQ4LCwvVenptQordt16bkM5h7/XrjaWXUsq6deuq9d4Yduu1Celv6Zyk1wqkiHvr+NL9lI4vRdnTqy1aTWlPnTrVtU9pTqXXS6Tz1BojnfNW8+6aFN9v/S1dv/SahdarC3rvs3QO0zlfv359HPvpp5+u1h999NFqPT2/0hit407z9lo2HNYEefX5hQoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABkn5/S+r0ZxyipTYSEmV9PmUnkkplVJKOXnyZLW+b9++av2ZZ56p1lPT5P3798ex77777mr9zJkz1XpvOq7V8DSdq5SKSvV0jVZjrrUa9aYUVyspVjOl8XRvQjTN53TOW42n036l76Q05JRkVxo7zcOUgkuJs9QsupR8vdO1SMnKK1euxDHS39J+pSbnaey9e/fGsT/60Y9W6wcPHozfqdm+fXu1fvbs2fiddJ9dy0SdNN/q8wsVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyS8rtB9CY2UnLn/Pnz1Xqr79pzzz1Xrd97773V+oEDB6r1CxcuVOt/8Rd/Ecf+gz/4g2o9JaxS2ialjFqJtpQsSwmktE+t3m69Y/f2V2v1gkuptqWlpWo9pZzSdnbu3BnHTsm5VE9jp5RY67hToi4l8NI9k+ZUuvdKySnUuXpypvnRGjvd+2nepv6JpfTP29607t/93d/FsT//+c93jZ3mSEqOph6QpbSveY8pyTw9+64ffqECABhkQQUAMMiCCgBgkAUVAMAgCyoAgEFSftfAaqQy0rZSCq6VUklpppSSScmrEydOVOtf//rX49hPPfVUtf7GN76xWv/e975XradkXkpXtf6WzlU6t6me5kFrjJS8SvvamlMptbRp06b4nZp0fK1zm5JX586dq9YXFxer9TQHW33X0raSlApM6caUEisln5PUsy/1xkt9JhcWFuLYvf1A03G0+n6m+yztV6ofP368Wv/4xz8ex07zMM2R5eXlar03SVtKvs9a9zg3H79QAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEFem3ANzPl6hN5YbopIt6LQKYL+zDPPVOt79+6t1lNMv9U8+GMf+1i1vnv37mo9Rf4vXbpUrbeuRTq3qaFrilun40sNYEvJUf3UzDnF8VvXNR3fyspKtZ6aB6f4eUurGXdN63UANa051dtAO90zUxripgh/2lZ6bULaTqspdLoHtmzZUq2n89RqwJzm5/r166v1NHc+85nPVOvf+ta34ti9Tcs3b95cradnQuu1Ca0m6z1jTKEJ8vXDL1QAAIMsqAAABllQAQAMsqACABhkQQUAMEjK7wbXm/BIya5WI9sXXnihWk9pnzvvvLNaX1paqtZbia/UHPmf/umfqvUPfOAD1Xpq9JoSbaXk4+tNP6V6K7mWUmopxZX2KaWrSsmppbStlKJKCbWUhiwlH19KfaWx07m944474tjpHuhNaiWtpF26X9Nx9F7vVuo3pTTTcad7ptX8Oc2FdHypMfrnPve57rFTmm/Hjh3VempInYKe09wAAA0eSURBVBqsp2bYpUxLfHLz8QsVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAyS8rvBpVRPb4+/lpTCS735Uu+/Xbt2Vev79++PY6eU06OPPlqtpx54jzzySLXe6qeXUmq9Sa1Un9KDq7ffXCsV1erJ1jNGmh+PPfZY3Fbqo7Zz585q/dy5c9V6Sq61Elm9/fR6+ye27r10rnrTfGk7rd6N58+fr9YvXLhQracUarpGpZTyqle9qlr/7ne/W61/6lOfqtbTvZfORyl5Pm/cuLFaT3MqndtWGjndy3M+h7n++YUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZJ+d2kehNkqbdaa1spSXX48OFqPSW7Wj3tUrLmwIED1fqf/dmfVetvfvObq/UtW7bEsa9cuVKtpz5xKYGUzl8rgZf67KWUX9qnVjIpJSLTXDh9+nS1ns7h7t2749gPPfRQtX7kyJFqPaW+UoKrlXZLab7eBGU6f62+bouLi9V6b1/FlDBM22l9J/VJTFpJu5T8/fjHP16tf/Ob36zWe3sbllLK1q1bq/XUz/Lo0aPVerrvW1Kab0qSlxuXX6gAAAZZUAEADLKgAgAYZEEFADDIggoAYJCU3w2uN0UyJY2SvpPSPqmXX0rz/dRP/VQc+9lnn63WU/+xlNz56Ec/Wq3/zu/8Thw7pfBSci6lxNasWVOtt5KVly5d6tpWb1++UvJ1TSm1lJxLac+lpaU49sWLF6v1dF3T2KnPXks6t3MlY1PispT+foGtVFuvlLLtvb/TPdb6W+rX2Uq61qRegaXkBGXqYZjmbbq/W/NDmo9S/EIFADDMggoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABnltwi1mSrw3fSfFrVP0PcXVW9Hp7du3V+spsp5i23//939fracGt6WU8uEPf7haT8e3YcOGaj2dv3PnzsWx0+sR0jlPr2xoxe7T39IrCtKrGVqNiJP0ao0UWd+0aVPX52+77bY4djqOtK0019IrEFqvTUjnKo2R5kHSehVHejXDunXrqvXUePq5556LY3zuc5+r1tN9mcZIx906t8mxY8eq9XQt0v3q1Qj8X/xCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDpPxuUr1NkNPnp4yRrKysVOutBrdr166t1lOT1KtXr1brKVH32c9+No6dEkiPPPJItZ7SUikVmJJ5peTEWWowna5rOuel5IRjbwqudzul5ONI12/Lli1dnz948GAcOzXRTdIY6Xykz7fG/omfqP+3bUrtXblypVpvzalt27ZV6+vXr6/WH3vssWr9H/7hH+IYzzzzTLW+a9euaj3NnZTyS/dSKTl1mdLFqflzuhYtU5rOc/PxCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADHpZKUUMgUlSsiXVU3+1lOQrJfebW1pa6vp8Sj+lnnKl5LTPG9/4xmr9537u56r1ffv2VeutBF5KOaXUUO9xl5KTYr0pv5RcS58vpZStW7d27VM6vvT5VC8lpzFTGizNz3RuU3qslJxu7E2JpZ52reTt6dOnq/XvfOc71XpK86W+fKWUctddd1Xr6fql1F6691pzKm0rfad1b9RI7PF/8QsVAMAgCyoAgEEWVAAAgyyoAAAGWVABAAzSy49Vk3ptXb58OX6nN/20YcOGaj0lDFParJScwvva175Wrae+a6m+c+fOOPaLL74Y/1aTehseOXIkfif1cEtaPepqWmm3lDhLyauUzEu94Fr9IdNxp22lxFmqp7lWSj4ny8vL1XpKs6a5841vfCOO/eijj1brjz/+eLWejuPOO++MY6R5mxJ46d5P1yLdS6Xk+ZmeO4k0H1P5hQoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABunlx6pJib3UO66UnLi5/fbbq/WU8kupoVQvJSfFUmIp9WnbtGlTtf7BD34wjr1nz55qPe1vOodpX0vJ/dXSuU0Jq7Sd1rlN/dVSX7nXve511XpKlbV6vm3fvr1a702hXrx4sVpP6b9SStm4cWO1ntJ/af6nc/uJT3wijv2lL32pWk/JynQvtRKo6Zyk65HOeTqHrQReOo7elF9vshj+P36hAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBFlQAAIM0R+aaa8WaU4Q5xcyvXLnStZ3W2GmM9JqAVE+x+0996lNx7L1791br73//+6v1b3/729X6I488EsfofQ1CejVDiten10WUkps2p6bJa9eurdZ7mymXko87NddN8yC9uqA19po1a7r26dlnn63Wv/CFL1Tr6bUTpeTrl16Tke6ldM5b30mvHEj3X+tVKi81r0dgKr9QAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgKT9WTUrPtFI1qUlqSu2lxq2p0XGrkW1KIKX9PX/+fLW+uLhYraf0XymlnDx5slo/duxYtZ4SaisrK3GMd7/73dX60tJS/E5NSna1zu1jjz1Wre/fv79af9vb3latLy8vV+vpepeSz0lKr6XUY0rznT17No79/PPPV+v//u//Xq2n85TSkC0pzdfbYDqlHkvJ90xvg+LeVGDrO5ods1r8QgUAMMiCCgBgkAUVAMAgCyoAgEEWVAAAg15WShF1YFVMSduk76QEWUoy9W6/lNxPLCWNUm+3lBJLKapScs+3JG0rpf9KKWXfvn3VeuojuGvXrmo99aE7ePBgHPtf//Vfq/V0bl/72tdW6+985zur9R07dsSxv/71r1frd911V7V+6tSpav3AgQPV+okTJ+LYaVsXLlyo1tN8TvO/lYJLcySlG1Oab0rSrjeB17v9Kd9ZjbG5tfiFCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGSfmxanpTNS0p5ZSSecmUPoLJbbfd1lVvpaXS2AsLC9V66qfXOudnzpzp+s7GjRur9XQcKf1XSt7fdK5SQm379u3V+r333hvHPnr0aLW+YcOGav3IkSPVeuoJmFKdpeQkaEp13nHHHdX6uXPn4hhJSvOlczulL19vkneuz7e+00vvP6byCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADLKgAgAY5LUJXHOtKHRvhDm9bmBKFLo3Jt2Ky9ekVwSUkl//kJrlvvjii12fb42RtnXp0qVqPcXxWw2ee19J8f3vf79aT69maF279CqC1Aw4Xde0nSnHnY4vfT41vW690iAdX7o3btXXJsBUfqECABhkQQUAMMiCCgBgkAUVAMAgCyoAgEFSflzX5koBpbTUlGRQ73emNHJO30kJstTgtpXySynDtWvXxu/UXL58uVpPqbJS+q9rbwouNSFu/S1tKyUJU31K0+v0nXRdU7JySmo1jb0aqTmNiLmZ+IUKAGCQBRUAwCALKgCAQRZUAACDLKgAAAb1NR+DVTalp1fPdqb0JesdI9VTgqs1du9xtHrm9aa7Uu+69evXV+utlF9K7e3YsaNaP3jwYLWeUozr1q2LY6fznvY39TZM9dY5T8nAtK3eJOFqpFbn7KcnzcfNxC9UAACDLKgAAAZZUAEADLKgAgAYZEEFADBIyo9bwrVMP805dkqopbFbSbvUS7C3r1zq/dc67tRPb+PGjdX6K15Rf1SlekrNlZKP4+rVq9V6by+/KdI5nyvtOSfJPKjzCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADHpZKUVkg5vGXP33Wtt6qfsLtqQ+cb1jt7bV6kVXc9ttt3XvU+rBl/oFXrp0qVrvTceVkhOAKRG5Gn3zeueUpB1cf/xCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDLKgAAAZ5bQK3hCnx8/T6gClR/V5pv3r3qWXOVzD0bL81RnptQmpcPOVa9L5yIDVB7r1GpaxO82Lg2vALFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMkvLjljAl5fdSNzuekkSbs1nuaqT5krS/L3/5y6v1a5mOm3NsTY3h5uUXKgCAQRZUAACDLKgAAAZZUAEADLKgAgAY9IprvQOwGqSr/v/mSiWm7UxJUKZEXe8YcyYo5zzum92cKVS40fiFCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAGSflBp2uZWLoex55zn3q3Nec+SaIBI/xCBQAwyIIKAGCQBRUAwCALKgCAQRZUAACDXlZKEW3hltXq+TYX6TGAm59fqAAABllQAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgzZFhJl6PwM0kvVLEPIc6v1ABAAyyoAIAGGRBBQAwyIIKAGCQBRUAwCDNkQEABvmFCgBgkAUVAMAgCyoAgEEWVAAAgyyoAAAG6eUHNxD91QCuT36hAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBevkBAAzyCxUAwCALKgCAQRZUAACDLKgAAAZZUAEADLKgAgAYZEEFADDIggoAYJAFFQDAIAsqAIBBFlQAAIMsqAAABllQAQAMsqACABhkQQUAMMiCCgBgkAUVAMAgCyoAgEH/D5BA0nLSjKX7AAAAAElFTkSuQmCC" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p531f68db5d)" d="M 883.863068 55.2 L 884.607954 55.945946 L 884.607954 61.913514 L 885.352841 62.659459 L 886.842613 62.659459 L 888.332386 64.151351 L 889.822159 64.151351 L 890.567045 64.897297 L 890.567045 66.389189 L 892.056818 67.881081 L 892.056818 70.864865 L 893.546591 72.356757 L 893.546591 75.340541 L 895.036363 76.832432 L 895.036363 81.308108 L 896.526136 82.8 L 896.526136 85.783784 L 898.015909 87.275676 L 898.015909 102.194595 L 893.546591 106.67027 L 894.291477 107.416216 L 895.78125 107.416216 L 896.526136 108.162162 L 896.526136 109.654054 L 893.546591 112.637838 L 893.546591 114.12973 L 891.311932 116.367568 L 889.822159 116.367568 L 886.842613 119.351351 L 885.352841 119.351351 L 883.863068 120.843243 L 883.118182 120.097297 L 883.118182 118.605405 L 881.628409 117.113514 L 881.628409 115.621622 L 884.607954 112.637838 L 884.607954 109.654054 L 886.097727 108.162162 L 884.607954 106.67027 L 884.607954 105.178378 L 883.118182 103.686486 L 883.863068 102.940541 L 885.352841 102.940541 L 886.097727 102.194595 L 885.352841 101.448649 L 883.863068 101.448649 L 880.883523 104.432432 L 880.138636 103.686486 L 880.138636 102.194595 L 878.648864 100.702703 L 880.138636 99.210811 L 880.138636 97.718919 L 878.648864 96.227027 L 880.138636 94.735135 L 880.138636 93.243243 L 878.648864 91.751351 L 880.883523 89.513514 L 883.118182 91.751351 L 883.118182 93.243243 L 883.863068 93.989189 L 885.352841 93.989189 L 886.097727 93.243243 L 886.097727 82.8 L 884.607954 81.308108 L 884.607954 76.832432 L 886.097727 75.340541 L 886.097727 69.372973 L 885.352841 68.627027 L 882.373295 68.627027 L 881.628409 69.372973 L 882.373295 70.118919 L 883.863068 70.118919 L 884.607954 70.864865 L 884.607954 72.356757 L 883.863068 73.102703 L 882.373295 71.610811 L 880.883523 73.102703 L 880.138636 72.356757 L 880.138636 63.405405 L 881.628409 61.913514 L 881.628409 57.437838 L 883.863068 55.2 L 883.863068 55.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 857.047159 58.183784 L 861.516477 58.183784 L 862.261364 58.92973 L 862.261364 60.421622 L 863.751136 61.913514 L 862.261364 63.405405 L 862.261364 64.897297 L 863.00625 65.643243 L 863.751136 64.897297 L 863.751136 63.405405 L 864.496023 62.659459 L 865.240909 63.405405 L 865.240909 64.897297 L 866.730682 66.389189 L 866.730682 67.881081 L 865.985796 68.627027 L 864.496023 67.135135 L 860.771591 70.864865 L 860.771591 72.356757 L 859.281818 73.848649 L 859.281818 75.340541 L 857.792046 76.832432 L 857.792046 85.783784 L 859.281818 87.275676 L 859.281818 90.259459 L 858.536932 91.005405 L 857.047159 91.005405 L 856.302273 90.259459 L 856.302273 88.767568 L 854.8125 87.275676 L 854.8125 85.783784 L 854.067614 85.037838 L 851.832955 87.275676 L 851.832955 93.243243 L 852.577841 93.989189 L 854.067614 93.989189 L 855.557387 95.481081 L 856.302273 94.735135 L 856.302273 93.243243 L 857.047159 92.497297 L 857.792046 93.243243 L 857.792046 94.735135 L 858.536932 95.481081 L 861.516477 95.481081 L 863.00625 96.972973 L 864.496023 96.972973 L 865.240909 97.718919 L 865.240909 102.194595 L 863.00625 104.432432 L 860.026705 104.432432 L 859.281818 105.178378 L 860.771591 106.67027 L 860.771591 108.162162 L 859.281818 109.654054 L 859.281818 112.637838 L 860.026705 113.383784 L 861.516477 113.383784 L 862.261364 114.12973 L 862.261364 115.621622 L 860.771591 117.113514 L 862.261364 118.605405 L 862.261364 120.097297 L 861.516477 120.843243 L 860.026705 120.843243 L 856.302273 117.113514 L 856.302273 115.621622 L 857.792046 114.12973 L 855.557387 111.891892 L 853.322727 114.12973 L 854.8125 115.621622 L 854.067614 116.367568 L 851.088068 116.367568 L 850.343182 115.621622 L 850.343182 114.12973 L 848.853409 112.637838 L 848.853409 109.654054 L 847.363637 108.162162 L 847.363637 100.702703 L 845.873864 99.210811 L 845.873864 94.735135 L 847.363637 93.243243 L 847.363637 82.8 L 848.853409 81.308108 L 848.853409 78.324324 L 850.343182 76.832432 L 850.343182 73.848649 L 851.832955 72.356757 L 851.832955 70.864865 L 853.322727 69.372973 L 853.322727 67.881081 L 854.8125 66.389189 L 854.8125 63.405405 L 856.302273 61.913514 L 856.302273 58.92973 L 857.047159 58.183784 L 857.047159 58.183784 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 865.985796 61.167568 L 866.730682 61.913514 L 865.985796 62.659459 L 865.240909 61.913514 L 865.985796 61.167568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 888.332386 61.167568 L 889.077273 61.913514 L 888.332386 62.659459 L 887.5875 61.913514 L 888.332386 61.167568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 858.536932 68.627027 L 857.792046 69.372973 L 858.536932 70.118919 L 859.281818 69.372973 L 858.536932 68.627027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 863.00625 71.610811 L 864.496023 71.610811 L 865.985796 71.610811 L 866.730682 72.356757 L 865.985796 73.102703 L 865.240909 73.848649 L 865.240909 75.340541 L 864.496023 76.086486 L 863.751136 75.340541 L 863.751136 73.848649 L 863.00625 73.102703 L 862.261364 72.356757 L 863.00625 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 880.883523 76.086486 L 881.628409 76.832432 L 880.883523 77.578378 L 880.138636 76.832432 L 880.883523 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 879.39375 77.578378 L 880.138636 78.324324 L 879.39375 79.07027 L 878.648864 78.324324 L 879.39375 77.578378 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 863.00625 80.562162 L 863.751136 81.308108 L 863.00625 82.054054 L 862.261364 81.308108 L 863.00625 80.562162 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 864.496023 83.545946 L 865.240909 84.291892 L 864.496023 85.037838 L 863.751136 84.291892 L 864.496023 83.545946 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 863.00625 85.037838 L 863.751136 85.783784 L 863.751136 87.275676 L 863.00625 88.021622 L 862.261364 87.275676 L 862.261364 85.783784 L 863.00625 85.037838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 880.883523 85.037838 L 881.628409 85.783784 L 880.883523 86.52973 L 880.138636 85.783784 L 880.883523 85.037838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 861.516477 88.021622 L 862.261364 88.767568 L 862.261364 90.259459 L 861.516477 91.005405 L 860.771591 90.259459 L 860.771591 88.767568 L 861.516477 88.021622 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 864.496023 88.021622 L 865.240909 88.767568 L 865.240909 90.259459 L 864.496023 91.005405 L 863.751136 90.259459 L 863.751136 88.767568 L 864.496023 88.021622 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 888.332386 89.513514 L 887.5875 90.259459 L 887.5875 91.751351 L 888.332386 92.497297 L 889.077273 91.751351 L 889.822159 91.005405 L 890.567045 90.259459 L 889.822159 89.513514 L 888.332386 89.513514 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 863.00625 91.005405 L 863.751136 91.751351 L 864.496023 92.497297 L 865.240909 93.243243 L 864.496023 93.989189 L 863.751136 94.735135 L 863.00625 95.481081 L 862.261364 94.735135 L 862.261364 93.243243 L 862.261364 91.751351 L 863.00625 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 865.985796 91.005405 L 866.730682 91.751351 L 865.985796 92.497297 L 865.240909 91.751351 L 865.985796 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 882.373295 95.481081 L 881.628409 96.227027 L 882.373295 96.972973 L 883.118182 96.227027 L 882.373295 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 882.373295 98.464865 L 881.628409 99.210811 L 882.373295 99.956757 L 883.118182 99.210811 L 882.373295 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 855.557387 104.432432 L 854.8125 105.178378 L 854.8125 106.67027 L 854.067614 107.416216 L 853.322727 108.162162 L 854.067614 108.908108 L 855.557387 108.908108 L 856.302273 108.162162 L 857.047159 107.416216 L 857.792046 106.67027 L 857.047159 105.924324 L 856.302273 105.178378 L 855.557387 104.432432 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p531f68db5d)" d="M 870.455114 59.675676 L 871.2 60.421622 L 870.455114 61.167568 L 869.710227 60.421622 L 870.455114 59.675676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 871.944886 62.659459 L 872.689773 63.405405 L 872.689773 64.897297 L 872.689773 66.389189 L 872.689773 67.881081 L 872.689773 69.372973 L 872.689773 70.864865 L 872.689773 72.356757 L 872.689773 73.848649 L 872.689773 75.340541 L 872.689773 76.832432 L 872.689773 78.324324 L 872.689773 79.816216 L 872.689773 81.308108 L 872.689773 82.8 L 872.689773 84.291892 L 872.689773 85.783784 L 873.434659 86.52973 L 874.179545 87.275676 L 874.179545 88.767568 L 873.434659 89.513514 L 872.689773 90.259459 L 872.689773 91.751351 L 872.689773 93.243243 L 872.689773 94.735135 L 871.944886 95.481081 L 871.2 94.735135 L 871.2 93.243243 L 871.2 91.751351 L 871.2 90.259459 L 871.2 88.767568 L 871.2 87.275676 L 871.2 85.783784 L 871.2 84.291892 L 871.2 82.8 L 871.2 81.308108 L 871.2 79.816216 L 871.2 78.324324 L 871.2 76.832432 L 871.2 75.340541 L 870.455114 74.594595 L 869.710227 73.848649 L 869.710227 72.356757 L 870.455114 71.610811 L 871.2 70.864865 L 871.2 69.372973 L 871.2 67.881081 L 870.455114 67.135135 L 869.710227 66.389189 L 869.710227 64.897297 L 870.455114 64.151351 L 871.2 63.405405 L 871.944886 62.659459 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p531f68db5d)" d="M 871.944886 96.972973 L 872.689773 97.718919 L 871.944886 98.464865 L 871.2 97.718919 L 871.944886 96.972973 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p531f68db5d)" d="M 873.434659 24.351865 L 874.924432 23.965461 L 877.903977 23.965375 L 879.39375 24.351847 L 879.679848 24.616216 L 880.883523 25.235635 L 882.373295 26.385561 L 883.863068 26.506447 L 885.352841 26.405072 L 886.911416 27.6 L 888.332386 27.917337 L 889.822159 29.120613 L 891.311932 29.770346 L 891.962736 30.583784 L 892.346407 32.075676 L 892.801704 32.531621 L 894.291477 33.449623 L 894.720247 33.567568 L 895.78125 33.999159 L 896.29211 35.059459 L 897.271022 35.805405 L 898.015909 36.551351 L 898.338861 38.043243 L 898.760795 38.442785 L 899.505682 39.535135 L 900.929518 41.027027 L 901.143966 42.518919 L 901.740341 43.11564 L 903.230113 44.16536 L 903.975 45.502703 L 905.355871 46.994595 L 905.723844 48.486486 L 906.209659 48.972992 L 908.108299 51.47027 L 908.828185 54.454054 L 909.189204 54.815587 L 909.934091 55.945946 L 910.009166 58.92973 L 911.423863 60.421622 L 911.409883 63.405405 L 912.907914 64.897297 L 912.880023 66.389189 L 914.42058 69.372973 L 914.439736 70.864865 L 914.873507 72.356757 L 915.5949 73.848649 L 915.893181 75.340541 L 915.889045 76.832432 L 916.638068 78.408558 L 917.382954 79.816216 L 917.491217 85.783784 L 918.12784 87.505881 L 918.709773 88.767568 L 918.87273 90.259459 L 918.87444 93.243243 L 918.721689 94.735135 L 917.583981 96.227027 L 918.490346 97.718919 L 918.793402 99.210811 L 917.555322 100.702703 L 917.377654 102.194595 L 917.382954 108.162162 L 916.196773 109.654054 L 915.934515 111.145946 L 915.893181 112.637838 L 914.911007 114.12973 L 914.403409 115.621622 L 913.658522 117.194388 L 912.913636 118.605405 L 912.515992 120.097297 L 912.16875 120.429455 L 911.423863 121.589189 L 911.178044 123.081081 L 910.678977 123.562233 L 909.934091 124.572973 L 909.886797 126.064865 L 905.452619 130.540541 L 904.719886 131.276712 L 903.230113 131.26614 L 897.271022 137.410232 L 894.291477 137.399556 L 892.801704 138.946946 L 889.822159 138.960931 L 886.842613 142.100324 L 882.373295 141.990323 L 881.888632 142.475676 L 880.883523 143.730624 L 879.39375 143.730624 L 877.903977 142.071406 L 873.434659 142.099016 L 871.944886 141.459946 L 870.455114 142.085702 L 860.026705 142.079324 L 857.047159 142.079324 L 855.557387 140.497247 L 852.577841 140.50497 L 851.088068 138.946935 L 849.598296 138.939193 L 848.108523 137.412396 L 846.61875 137.398827 L 845.128978 135.861521 L 843.639205 135.858277 L 836.190341 128.211019 L 832.565215 124.572973 L 832.465909 123.081081 L 832.106131 121.589189 L 831.241491 120.097297 L 830.976137 118.605405 L 829.440194 115.621622 L 828.981475 114.12973 L 828.741478 113.901039 L 827.996591 112.637838 L 827.690164 111.145946 L 827.251705 110.728476 L 826.505295 109.654054 L 826.509875 105.178378 L 826.459967 103.686486 L 825.017046 102.194595 L 825.038666 91.751351 L 825.037568 84.291892 L 826.19255 82.8 L 826.531291 81.308108 L 826.501925 79.816216 L 827.448593 78.324324 L 828.026076 76.832432 L 827.996591 75.340541 L 828.291576 73.848649 L 829.017213 72.356757 L 829.44664 70.864865 L 829.469215 69.372973 L 830.99465 67.881081 L 831.03877 64.897297 L 832.233884 61.913514 L 832.62157 58.92973 L 833.789616 57.437838 L 834.161444 54.454054 L 835.256061 52.962162 L 835.7947 51.47027 L 836.190341 51.074067 L 837.939708 48.486486 L 838.276366 46.994595 L 838.476879 45.502703 L 839.235296 44.010811 L 840.659659 43.113791 L 841.253687 42.518919 L 841.430674 41.027027 L 841.789517 39.535135 L 842.149432 39.190838 L 843.639205 38.424785 L 844.042246 38.043243 L 844.384091 36.551351 L 846.61875 34.457974 L 849.598296 32.53204 L 850.054012 32.075676 L 851.751649 30.583784 L 852.577841 29.842072 L 855.642573 27.6 L 857.274611 27.6 L 858.536932 27.708489 L 858.645267 27.6 L 861.516477 25.22614 L 871.944886 25.217506 L 873.434659 24.351865 L 873.434659 24.351865 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 813.992728 19.89375 L 820.678978 19.89375 L 820.678978 8.28 L 813.992728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(813.992728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 920.069147 19.89375 L 928.407272 19.89375 L 928.407272 8.28 L 920.069147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(920.069147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 799.69091 165.6 L 831.31466 165.6 L 831.31466 153.98625 L 799.69091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=50 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 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(799.69091 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-35"/> <use x="199.902344" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pb8c83ff026)"> <image height="165.6" id="image8ea6328a62" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="958" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#pb8c83ff026)" d="M 1018.426705 70.118919 L 1019.171591 70.864865 L 1019.916477 71.610811 L 1020.661364 72.356757 L 1020.661364 73.848649 L 1020.661364 75.340541 L 1021.40625 76.086486 L 1022.151136 76.832432 L 1022.151136 78.324324 L 1021.40625 79.07027 L 1020.661364 79.816216 L 1020.661364 81.308108 L 1020.661364 82.8 L 1019.916477 83.545946 L 1019.171591 84.291892 L 1019.171591 85.783784 L 1019.916477 86.52973 L 1020.661364 87.275676 L 1020.661364 88.767568 L 1019.916477 89.513514 L 1019.171591 90.259459 L 1019.171591 91.751351 L 1019.171591 93.243243 L 1018.426705 93.989189 L 1017.681818 94.735135 L 1017.681818 96.227027 L 1016.936932 96.972973 L 1016.192046 97.718919 L 1016.192046 99.210811 L 1016.192046 100.702703 L 1016.192046 102.194595 L 1016.192046 103.686486 L 1015.447159 104.432432 L 1014.702273 105.178378 L 1013.957387 105.924324 L 1013.2125 105.178378 L 1012.467614 104.432432 L 1011.722727 103.686486 L 1010.977841 102.940541 L 1010.232955 102.194595 L 1010.232955 100.702703 L 1009.488068 99.956757 L 1007.998296 99.956757 L 1007.253409 99.210811 L 1007.998296 98.464865 L 1008.743182 97.718919 L 1008.743182 96.227027 L 1009.488068 95.481081 L 1010.232955 96.227027 L 1010.977841 96.972973 L 1011.722727 96.227027 L 1010.977841 95.481081 L 1010.232955 94.735135 L 1010.232955 93.243243 L 1009.488068 92.497297 L 1008.743182 91.751351 L 1009.488068 91.005405 L 1010.232955 90.259459 L 1010.232955 88.767568 L 1010.977841 88.021622 L 1012.467614 88.021622 L 1013.2125 87.275676 L 1013.2125 85.783784 L 1013.2125 84.291892 L 1012.467614 83.545946 L 1011.722727 82.8 L 1012.467614 82.054054 L 1013.2125 81.308108 L 1013.2125 79.816216 L 1013.2125 78.324324 L 1013.2125 76.832432 L 1013.957387 76.086486 L 1015.447159 76.086486 L 1016.192046 75.340541 L 1016.192046 73.848649 L 1016.936932 73.102703 L 1017.681818 72.356757 L 1017.681818 70.864865 L 1018.426705 70.118919 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1037.79375 71.610811 L 1038.538636 72.356757 L 1039.283523 73.102703 L 1040.028409 72.356757 L 1040.773295 71.610811 L 1042.263068 71.610811 L 1043.752841 71.610811 L 1045.242613 71.610811 L 1045.9875 72.356757 L 1045.9875 73.848649 L 1045.9875 75.340541 L 1045.242613 76.086486 L 1043.752841 76.086486 L 1043.007954 76.832432 L 1042.263068 77.578378 L 1041.518182 78.324324 L 1041.518182 79.816216 L 1041.518182 81.308108 L 1040.773295 82.054054 L 1039.283523 82.054054 L 1038.538636 81.308108 L 1038.538636 79.816216 L 1038.538636 78.324324 L 1038.538636 76.832432 L 1037.79375 76.086486 L 1037.048864 75.340541 L 1037.048864 73.848649 L 1037.048864 72.356757 L 1037.79375 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1046.732386 76.086486 L 1047.477273 76.832432 L 1046.732386 77.578378 L 1045.9875 76.832432 L 1046.732386 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1043.752841 86.52973 L 1045.242613 86.52973 L 1046.732386 86.52973 L 1048.222159 86.52973 L 1048.967045 87.275676 L 1049.711932 88.021622 L 1050.456818 88.767568 L 1050.456818 90.259459 L 1051.201704 91.005405 L 1051.946591 91.751351 L 1051.946591 93.243243 L 1051.946591 94.735135 L 1051.201704 95.481081 L 1050.456818 96.227027 L 1050.456818 97.718919 L 1049.711932 98.464865 L 1048.967045 99.210811 L 1048.222159 99.956757 L 1047.477273 100.702703 L 1048.222159 101.448649 L 1049.711932 101.448649 L 1050.456818 102.194595 L 1049.711932 102.940541 L 1048.222159 102.940541 L 1047.477273 103.686486 L 1046.732386 104.432432 L 1045.9875 103.686486 L 1045.9875 102.194595 L 1045.9875 100.702703 L 1045.242613 99.956757 L 1044.497727 99.210811 L 1043.752841 98.464865 L 1043.007954 97.718919 L 1043.007954 96.227027 L 1043.752841 95.481081 L 1044.497727 96.227027 L 1045.242613 96.972973 L 1045.9875 96.227027 L 1045.242613 95.481081 L 1044.497727 94.735135 L 1044.497727 93.243243 L 1043.752841 92.497297 L 1043.007954 91.751351 L 1043.752841 91.005405 L 1044.497727 90.259459 L 1044.497727 88.767568 L 1043.752841 88.021622 L 1043.007954 87.275676 L 1043.752841 86.52973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1007.998296 92.497297 L 1008.743182 93.243243 L 1007.998296 93.989189 L 1007.253409 93.243243 L 1007.998296 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1015.447159 105.924324 L 1016.936932 105.924324 L 1017.681818 106.67027 L 1018.426705 107.416216 L 1019.171591 108.162162 L 1019.171591 109.654054 L 1019.171591 111.145946 L 1019.171591 112.637838 L 1018.426705 113.383784 L 1017.681818 112.637838 L 1016.936932 111.891892 L 1016.192046 111.145946 L 1015.447159 110.4 L 1014.702273 109.654054 L 1014.702273 108.162162 L 1014.702273 106.67027 L 1015.447159 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1043.752841 105.924324 L 1045.242613 105.924324 L 1046.732386 105.924324 L 1047.477273 106.67027 L 1047.477273 108.162162 L 1047.477273 109.654054 L 1047.477273 111.145946 L 1046.732386 111.891892 L 1045.9875 112.637838 L 1045.242613 113.383784 L 1043.752841 113.383784 L 1043.007954 114.12973 L 1042.263068 114.875676 L 1041.518182 114.12973 L 1041.518182 112.637838 L 1042.263068 111.891892 L 1043.007954 111.145946 L 1042.263068 110.4 L 1041.518182 109.654054 L 1041.518182 108.162162 L 1042.263068 107.416216 L 1043.007954 106.67027 L 1043.752841 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1013.957387 110.4 L 1014.702273 111.145946 L 1013.957387 111.891892 L 1013.2125 111.145946 L 1013.957387 110.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb8c83ff026)" d="M 1019.916477 113.383784 L 1020.661364 114.12973 L 1020.661364 115.621622 L 1020.661364 117.113514 L 1019.916477 117.859459 L 1019.171591 117.113514 L 1018.426705 116.367568 L 1017.681818 115.621622 L 1018.426705 114.875676 L 1019.171591 114.12973 L 1019.916477 113.383784 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pb8c83ff026)" d="M 1022.896023 28.434933 L 1024.385796 28.434929 L 1025.875568 28.274796 L 1036.303977 28.272987 L 1037.79375 28.431251 L 1040.773295 28.394552 L 1042.263068 29.422511 L 1043.752841 31.739524 L 1045.242613 32.838978 L 1046.732386 33.162609 L 1047.193811 33.567568 L 1048.222159 34.165037 L 1051.201704 36.719261 L 1052.691477 38.157752 L 1054.18125 38.793277 L 1054.883805 39.535135 L 1055.155517 41.027027 L 1055.671022 41.543266 L 1057.00694 42.518919 L 1057.160795 42.769526 L 1057.701935 44.010811 L 1058.650568 44.756757 L 1059.395454 45.502703 L 1059.769701 46.994595 L 1060.551554 48.486486 L 1061.630113 49.316305 L 1062.291247 49.978378 L 1062.631897 51.47027 L 1063.384431 52.962162 L 1063.79872 54.454054 L 1065.207686 55.945946 L 1065.686533 57.437838 L 1066.099431 57.891476 L 1066.795737 58.92973 L 1067.227451 61.913514 L 1067.589204 62.336249 L 1068.287219 63.405405 L 1068.324808 64.897297 L 1069.078977 67.035004 L 1069.408811 67.881081 L 1069.81865 69.372973 L 1069.992816 70.864865 L 1070.930737 72.356757 L 1071.333416 73.848649 L 1072.803409 75.340541 L 1072.867588 79.816216 L 1073.320645 81.308108 L 1073.548295 81.65983 L 1074.071433 82.8 L 1074.2946 84.291892 L 1074.293181 88.767568 L 1074.501526 90.259459 L 1075.283786 91.751351 L 1075.720321 93.243243 L 1075.784169 96.227027 L 1075.783738 97.718919 L 1075.623501 99.210811 L 1074.515231 100.702703 L 1074.293181 102.194595 L 1074.293181 105.178378 L 1072.803409 106.67027 L 1072.821257 111.145946 L 1071.356846 112.637838 L 1071.273397 114.12973 L 1071.313636 115.621622 L 1070.132855 117.113514 L 1068.780654 118.605405 L 1068.433134 120.097297 L 1067.224828 121.589189 L 1066.844318 123.081081 L 1066.042526 124.572973 L 1061.630113 129.4944 L 1058.650568 132.628037 L 1057.160795 132.636705 L 1054.18125 135.762162 L 1052.691477 135.68812 L 1051.201704 137.242192 L 1043.752841 137.209962 L 1042.263068 138.774313 L 1034.814204 138.737285 L 1033.324432 138.750963 L 1031.834659 137.287414 L 1030.344886 137.08372 L 1029.648479 138 L 1028.855114 138.750871 L 1027.365341 138.737285 L 1025.875568 139.264702 L 1025.647303 139.491892 L 1024.385796 140.259755 L 1015.447159 140.259802 L 1013.957387 138.742127 L 1010.977841 138.726503 L 1007.998296 135.687277 L 1006.508523 135.657207 L 1005.01875 134.147508 L 1003.528978 134.219538 L 1002.039205 132.604665 L 1000.549432 132.500403 L 995.7346 127.556757 L 993.100569 123.035745 L 991.610796 121.475282 L 990.865909 120.097297 L 990.518381 118.605405 L 990.121023 118.21674 L 989.402946 117.113514 L 989.318946 115.621622 L 989.030438 114.12973 L 988.63125 113.731294 L 987.89267 112.637838 L 987.895178 111.145946 L 987.611449 109.654054 L 987.141478 109.183414 L 986.396591 108.162162 L 986.40996 102.194595 L 986.396906 99.210811 L 985.506521 97.718919 L 985.651705 96.167466 L 984.895402 93.243243 L 985.651705 91.412855 L 986.183622 90.259459 L 986.39574 88.767568 L 986.370574 84.291892 L 986.619328 82.8 L 987.364238 81.308108 L 987.819903 79.816216 L 988.022147 78.324324 L 989.243095 75.340541 L 989.376137 73.848649 L 989.376137 70.864865 L 990.672593 69.372973 L 990.865909 67.881081 L 990.865909 66.389189 L 991.824317 64.897297 L 992.355682 63.405405 L 992.580262 61.913514 L 993.100569 61.392467 L 993.859247 60.421622 L 993.888783 58.92973 L 995.216852 55.945946 L 995.637865 54.454054 L 996.080114 54.020826 L 997.423744 52.962162 L 997.569887 52.669204 L 998.028767 51.47027 L 998.680237 48.486486 L 999.059659 48.126396 L 1000.549432 47.373038 L 1000.927338 46.994595 L 1001.269953 45.502703 L 1002.784091 44.010811 L 1004.213606 41.027027 L 1005.01875 40.200799 L 1005.841915 39.535135 L 1006.281492 38.043243 L 1006.508523 37.809129 L 1009.488068 35.508879 L 1010.977841 35.513055 L 1011.511329 35.059459 L 1012.038308 33.567568 L 1012.467614 33.089677 L 1013.957387 32.921999 L 1015.447159 32.913889 L 1019.916477 29.506949 L 1021.40625 29.487278 L 1022.05331 29.091892 L 1022.896023 28.434933 L 1022.896023 28.434933 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 972.392728 19.89375 L 979.078978 19.89375 L 979.078978 8.28 L 972.392728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(972.392728 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1078.469147 19.89375 L 1086.807272 19.89375 L 1086.807272 8.28 L 1078.469147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1078.469147 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 958.09091 165.6 L 989.71466 165.6 L 989.71466 153.98625 L 958.09091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=59 --> <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(958.09091 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-35"/> <use x="199.902344" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="pa2f0d56810"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p88c620a42c"> <rect height="165.6" width="143.01818" x="7.69091" y="0"/> </clipPath> <clipPath id="p43323e7bd8"> <rect height="165.6" width="143.01818" x="166.09091" y="0"/> </clipPath> <clipPath id="pe185490a3d"> <rect height="165.6" width="143.01818" x="324.49091" y="0"/> </clipPath> <clipPath id="p441e91aefd"> <rect height="165.6" width="143.01818" x="482.89091" y="0"/> </clipPath> <clipPath id="p87ded259ba"> <rect height="165.6" width="143.01818" x="641.29091" y="0"/> </clipPath> <clipPath id="p531f68db5d"> <rect height="165.6" width="143.01818" x="799.69091" y="0"/> </clipPath> <clipPath id="pb8c83ff026"> <rect height="165.6" width="143.01818" x="958.09091" y="0"/> </clipPath> </defs></g>
- <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-61e83bb2-1d7c-4bea-a5fb-984f67193f49"> <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(#pc6bc061fdc)"> <image height="165.6" id="imagef3a3d96c99" 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(#p8bc38b9a9c)"> <image height="153.36" id="image043e0e641e" transform="scale(1 -1)translate(0 -153.36)" width="187.44" x="1123" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAw0AAAJ/CAYAAAA6fD+eAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3cnPXvd93/1jk+I8kxIHUaNtWXYkN7ZTyKkRNwiKdlMgKYK2yyLLAv1T+k90110XBZpVWzRp48CJa8tDKYmSI0qcZ/LmTCp9Fs/qeZDf+45/9HWLpF6v7QfnXGf4nXPdX17Ah19aluX/LgAAAANf/rwPAAAAeLIZGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgLT58z4AAADGNm3aNMy+/OXxv//+3/87btV/9OjRYx0TXzx+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASF9almXcxwUAwN9b1aNWBeqXvvSlqc+r7WY/Tx0rfxe/NAAAAMnQAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAApM2f9wEAAHweNm+e+zPos88+G2azNaez2/3t3/7tMIPfJL80AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAydAAAAAklasAwBPvueeeG2ZVV1qVpLM1p1/+8vjfXGu7WXWcs1S18uvySwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQPrSsiy/+R4vAOCZtnnzuLW9KkJna05XUTta6lgqe5KqTGev2dNyfmwsvzQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADJ0AAAAKRxXxoA8EzYunXrMJut5azqzdla1TK7z9ka11XUjq7iusxuVza63pang18aAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSylUAeELs3Lkz8x07dgyzqt58+PDhMLtz584wm63erO2+/OW5f69cRa1qqVrVVdSczp7DbI3rKrbj2eaXBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACApHIVACZ873vfG2a7du0aZpcvXx5m169fz8+susvt27cPs3v37g2zqhZ98ODBMHv06NEwq1rVyj777LNhNmuj61HrepaNrlWdPRa+uPzSAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQvrQsi14tAJ5p//yf//Nhdu3atWFWdZZVj3rr1q1htm/fvmF2/PjxYbYsXUl6586dYXbhwoVh9vDhw2FWVa11/rXPOoeqK52tTq3tZutKN7qS9GmpVVXV+mzzSwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQFK5CsAT5d/8m38zzB49ejSV3bx5c5ht2bJlmO3YsWOYVR3puXPnprJt27YNs2VZlmPHjg2zTZs2DbOqla162DrHu3fvDrO63vfv3x9mmzdvHmZ1fqVqXGezqhb98pfH/x67inrU2Spalav8uvzSAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQxt1mALCOf/tv/+0wu3PnzjD77LPPhlnVbu7Zs2dqu6rBPHv27DC7ffv2MDt+/Pgwe+WVV4bZjRs3htn7778/zJZlWU6dOjXMdu3aNcyqVrZqMh88eDDMqjp1586dw+zAgQPDrO5THUvdp6rirXOfrTldRe1ofd7ssTxJVa08HfzSAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQVK4CfEH8y3/5L4dZVV3+7d/+7TC7devWMKsK1H379k0dy9ra2jB7+PDhMDt37twwu3DhwjCr6tDdu3cPs61btw6zw4cPD7OqI12WZbl69epUVpWkVdV68+bNYVbXtKpx69pcv359mFWF771794bZrNlK0o3+vNnK1dnq1Pq8enarZpmng18aAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAADSl5ZlmevcAmBl/vW//tfDbNu2bcPs448/HmZXrlwZZocOHRpmR44cGWZVH1q1m1u2bBlmp06dGmZ1DmfOnBlmVQ1bNacvvfTSMDt48OAwq+rJBw8eDLOqI11vv1U7WnWXVVV74sSJYfarX/1qmD333HPDrKp4qxr2xo0bw6zqQ+vzqk64rtlslWndv9nK1fq82ZrTVdTNzla88uTwSwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQBr3kAHw9/Lyyy8Ps6pHPXbs2DCrqsTr168Ps6qsvHv37jCrqtZHjx4Ns6rW3LFjxzCr2tH6vF27dg2zF198cZjVfdi3b98w27lz5zC7f//+MLt27dowm72ey7IsmzZtGmaz1Zs3b94cZlVVW3Wltc86zqrirazOr7aratFao1VTW+c3W2Va13oVn1dqn2pVn21+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASCpXgWfO9u3bh1nVL1bdZe2zqkUPHTo0zF599dVhVtWFVatalZxra2tT+zxz5sww++ijj4ZZVaDeuXNnmFXVZe3z29/+9jCr+1dVtFUdWttVJWfVg66nqjdnz6Pu/Wxl8NWrV4fZvXv3htmXvzz+t8yquK3rUvus8ytVm1vP7iqqU2drVVfxebP7VNX6dPBLAwAAkAwNAABAMjQAAADJ0AAAACRDAwAAkAwNAABAUrkKfG62bt2aedXwVY1iVftV9eauXbuGWVUz1nZVvfnhhx8Os1u3bg2zvXv3DrOqgqxq2KoBrX1WzWfVbtax1PWse3vp0qVhVvd99+7dw6zWYB1nnV/Vbta1Xpa+plWpW3WlVTVc51FrtCp1Z2tja7s6h3oGa591zer9U1nVCc/Wjm50lWldM55tfmkAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEhfWpblN9/HBTxzNm8eNzTP1p+up7at46kq19l6yS1btgyzTZs2DbOqeyx1nPfu3RtmVYNZWV3rOpY9e/YMs5deemmY7dy5c5jdvn17mNU9Km+//fYwO3To0DCra1ZrsCpsa5+XL18eZsuyLNeuXRtmVYVZz2hZxXlcuXJlmN28eXOYzb5Lqna0zq+2q3dM3Yd6H9T51T4rq33We6vOfbbGVVXr088vDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAadwXBzy1qh50tp6vVG1hqcq/ZemayPrMGzduDLNt27YNs7t37w6zujazVYlVv1i1qutdt5ljqetS13P//v3DrKpa19bWhtmjR4+GWVWO1n144YUXhlk9L9u3bx9mVQ967ty5YVZ1pHXuy7IsBw8eHGZVf1vXptbh/fv3p/Z5586dYVZVrauoMq2K0Nm66LpP9Xm1nqrCt+5DnftsrWpd69k61lVU5rKx/NIAAAAkQwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJBUrsLn7NChQ8Ps9u3bw6wq/9arbRyZrR+s7cpsBd+yzFf7zdZLzlbVzm43e73r3ldNbWVVSXr9+vVhVtWaVcdax1LXs+pf61mqNVGfd/HixWF24cKFYVb376WXXhpmy7Iszz///NR+a23Xs1T38OrVq1Of9+DBg2E2+16bfZfU/Z2tHa3q1DqHui51b6suefZ9UFWtdSyz77u6nrPfZ/zm+aUBAABIhgYAACAZGgAAgGRoAAAAkqEBAABIhgYAACB9aVmWcc8V8P/xJ3/yJ8Ps/fffH2Z/9Vd/Ncyq7rFUZeVsHWlV8NV2Vc83W7P398lnPnMVFaiz+5w1e11qu6pR3LNnzzC7d+/eMLt79+7U51XF65EjR4bZG2+8McxeeeWVYVZVrVWfWTWuVUVb12U99YzOVn1Wdu3atWF2/vz5YVZ1rHX+s3WstbZnn5cyWzNdZt+xpd5Nq6hVrWtd283eWzaWXxoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAIBkaAAAANK4nw2ecvv27RtmL7zwwjA7dOjQMKvq1Pfee2+YVZ1cVaeuogJ0to61tqsayKruW6+OdPY86jM3ur5vtppxtoJw9tyrfrGyukflwIEDw6ye3apcfemll4ZZPdc7d+4cZlUpW3Wkf/mXfznMLl26NMy2b98+zJZlWXbt2jXMDh8+PMyq2vnChQvDrM6xKmdrrW3btm2Y7dixY2qfdX6zdbOrqDZeRR12PfNbt26dOpb6vNn7UGa/65Zl/h3Er88vDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAASeUqT4QXX3xxmFWtX9XJPf/888OsKiRPnjw5zNbW1oZZ1cLNVlbW+W3ZsmWY3b17d5ht3jx+7KvO8cGDB8OsavZmq/vW23a2cvZxKmB/08dSZmtVa63N1hpWLWWt0b179w6zqkCtmtNah3fu3BlmN27cGGZnz54dZlWP+uGHHw6zTz75ZJg9TiVwPaO3bt0aZlWdWpWr9WzPPmf17qrK1VVUUNd6qu3u378/tc96lkodS2Wz79/Zzyuzld48OfzSAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQDA0AAEDy/zTwa3vuueeG2bZt24ZZ/f8A58+fH2b79+8fZtX1Xj799NNhVn3us/34O3fuHGZ1DtVnvn379mFW3fLVIV4d8KX68W/evDnM1ussr17vWoe131qH1Wk++39GzPbHz/6/H6X2OdvHP9tlX/fo8OHDw6z8/Oc/H2Z1nPX/G9TzcuXKlWG2Z8+eYVb/f0W9K9bbto613l31Lqntas1U737d+zqH+n6p/9+h3hWz/z9J/V8itS7q/9Cpd8zsu2L2/1SYfcfUffd/MTz9/NIAAAAkQwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJBUrj7jqjZttqat6uuqZnBtbW2YVdVn1QFevXp1mF2/fn2YVRVkVQxWrd9LL700zF577bVhVhWL165dG2ZVz3f58uVhVnWAVY9a96iqF6tisNbgenlldQ+r0nF2n2W2qrXqCWef3dpnvSvq/u7bt28qqzrLV199dZi9+OKLw6yO8+TJk8Os1n1Va9azW+/CAwcOTGXrqTVax1P3vq5NVdXWGq13+tatW4dZnV/VPtf51fdZqe+QymarjevZresyW7laZt+T9S5cFTWvv1l+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASCpXN9Aq6hxX9ZlVQ7d79+6pfVb12ebN46U4W4+6ZcuWqc+rSry9e/cOs6qJrGN57733hlkd55EjR4ZZ1b9WBV9VvNZ9qFrKWktVr7jefquys9TxVDVjfV5VCdY9LLXPOpZ6ziqrdV/rt+oza63Vs1u1wF/72teG2cGDB4dZPS9Vx3ru3LlhduPGjWE2e+7rreu6T3V/qzK5nolah7N1nrM1p3UsVaVcz/VstXHdp7q/s9/Jda1nq1pnq5tnq6LLKvbJb55fGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgGRoAAAAksrVgdmKtsqqTm29ytXZSrXZ6rdS1ZtVB7ht27ZhVlWJVWs4Wz9YlX91zZ5//vlh9o1vfGOY3blzZ5idOXNmmFVNZJ3Dzp07h9mBAweG2dWrV4dZVQzOVqNWxeuy9HXbsWPHMJutJ5ytl5ytnpytEpx95uua1dr++te/Pszq3r/77rvDrN4j169fH2ZVYXv06NFh9tZbbw2zqo2t92RV0d6+fXuY3bp1a5itV7laldf1jr179+4wq3uxiurN2Yrija4yrXsxe13KKr7L61qv4prVPmfXy+z1XG+//Pr80gAAACRDAwAAkAwNAABAMjQAAADJ0AAAACRDAwAAkJ6JytWq45qtTq1KsVXUmFYt2qrU+VfV3GxNW31eVf6V2XOo+sHa5+XLl4dZ1Ta+8847w+zf//t/P8yqQvE//If/MMyqjrUqXs+dOzfMPvzww2FW13NtbW2YrVe5Wuoz67mfrS+erUMsVdlZ1ZO1Lqp29NixY8Os6n2//e1vD7Pz588Ps5MnTw6z2TXzwQcfDLOqja0K1K1bt07ts9bvzZs3h1nV1Fa2LL226z366aefDrN6p9daq/VbWT2DtV2dez0vs9XcdT1n65nr82odzv4tU9+Ds+cwa7b+lSeHXxoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAIBkaAAAANITVblalVuzdYdVGzZb1Vpmq9bWqxubrSOr46lzXMW9qLq1qsSbvab1eVXPV7V3+/fvnzqWqnusSsPyL/7FvxhmVfdY1ak/+tGPhtnp06eH2YULF4ZZVXJev359mC1Lr8O6v7OVwWW2TriqTF999dVhdvjw4WF28ODBYVbVv7XWvvnNbw6zr33ta8Psv/7X/zrMXn755WH2la98ZZjV+q01U7WitV7efPPNYXbgwIFhdunSpWFWa7CeiaqbXS+v91q9R3fu3DnM9uzZM8zqfVjnX+/7es5qn1XVOluTXtXVs++megY3uiq6jnP2e/5x/s7hyeeXBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAlJWrVatVqnJrVlV1raLmdBXVYLM1ZevlG30edb3rHKu+rvZZtXD3798fZlVfV3WWVRP59ttvD7Pdu3cPszq/v/7rvx5mVdX6/vvvD7Oqnjx16tQwO3v27DCrOseqXnzw4MEwu3LlyjBblvmqxKpmnP28Wr9Vo3j8+PFhVlWmtc96Ju7evTvMqk64sqpxrdrY3/3d3x1mVRv72muvDbMTJ04Ms3om/vRP/3SY1XP2rW99a5i9+OKLw6xqTOsZPHny5DBblq6jre+JWr+1XT1L9dxXrWplVZ1a7/u6LvUOqmOp61LbzVY+13HWM1/fL2X274NV/I3H08EvDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAKStXq8arqro2unJ1FdttdKXY43zeKmpVS1UzVs1pVdTVdlVlWvV8ZceOHcPs3r17w+wnP/nJMKu6zsuXLw+zv/zLvxxmH3zwwTCrSs7nn39+mO3atWuYVT1o3feqQlxbWxtmVQO5LL1mat1XPWw9a7PVv7UO6xyuXr06zGrd1z2sGsyqTj1//vwwq+MsVV9c2bFjx4ZZPWdVc1qqqvW///f/PszefPPNYVa1sV//+teH2YEDB4bZsvS7pLIbN24Ms9ka7XqWZiua6/1blaRVc3rnzp3f+OfN1qNWVuo78ln4O+dx/qbc6L+Bvsj80gAAACRDAwAAkAwNAABAMjQAAADJ0AAAACRDAwAAkLJydRW1qrXPja5xnfV51JutonK2avZWsc+q5dy7d+8wq5rIqvW7devWMKsKvtlK2U8//XRqu+985zvD7Ac/+MEwm635rArFumYfffTRMPvlL385zD7++ONhVnWHyzL/zNQ6rPtbFbBVc7pv375hVvWSVa9ZWT0TdQ717N69e3eYVU1k7bNqgeuZr+f6hRdeGGa1tmeP5b/8l/8yzKqCudbu0aNHh9krr7wyzJal10VVzp49e3aYVS1y3Yt6r81uV/ep3hd17vVeq3dFvUercrXOvbI6llpPs+/JVWw3+zfe43iS/j581vmlAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgZeXqbK3WbDXY7OeVZ6WKa/a6VYVb1d5VVvusurzdu3cPs6qsnK0IrUq82uc3vvGNYfbNb35zmL333nvD7ObNm8Osqmg/+eSTYVbPRFUFVj3qj370o2FW9+/8+fPD7MqVK8Os7sOyzFfHVh3toUOHhlnVqh47dmyY1fqtiszars6hsqpcrbrHel6q6nLHjh3DrK5nrd/ZZ7c+79VXXx1mtSZOnTo1zOp5qeds9h26LH29a63V9b569eowq3rqenfVedQarazqdmu7qgyu46x312w96mzVeVlFHWv5ov899kXmlwYAACAZGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgJSVq6uwiqrWVRzLKvZZ57Be9eSs2m8da9XCVc3e/v37h1nVAVbFYn1eZVWzV1nV7G3dunWYHTx4cJj94he/GGYff/zxMKsawT179gyzw4cPD7M/+qM/GmZ//Md/PMz+4i/+Ypj9+Z//+TB77bXXhllVPS5Lr9G63lUtunfv3mE2W49a66IqMkut0dl66nofbN++fWq7Opbbt28Ps7Nnzw6zo0ePDrN6JkrV99Z6efPNN4fZRx99NMzOnDkz9Xl1H5ZlWV5//fVhVs991dHW/b148eIwq++JWr+PHj0aZlWBeu3atWFW9duVVR12PUu1Du/evTvMVlEtX56kv3N4+vmlAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgTVeuztZqzW43W/G1imqw2QqzqrVbr3K16utma++q2q5q/6rW76WXXhpmVXl44sSJYXbnzp1hVtWFdV2qCrJqQKse9caNG8Psn/yTfzLMvv/97w+zqgetCtBDhw4Ns7pmP//5z4fZ7t27h1nVQP7qV78aZkeOHBlmy7IsX//614fZyy+/PMy2bNkyzKretypXaz3VPstsDXM9n1X/WjWR9a5YW1ub2mfVzdY1O3ny5DCrtb1p06ZhVtel3jH1nqzzqzroqjGtd8yyLMvOnTuHWV2bOtbK6lmqa1PXu75Dq0q6zu/06dPDrGq063tptgq9rtlsFfhG2+gKfJ4OfmkAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEjTlaurMFtlWja6VnVW1TkuS1cJVhVm1XJWVWKpWsqjR48OszrHqsure1hVibNVelWdevbs2WH2z/7ZPxtm//Sf/tNhdvDgwWFWtYV1b6tCsdT9+9rXvjbM/tN/+k/DbLb2d73PfO2114bZrl27htnly5fzM0fu3r07zOp637t3b5jVPaxqzXp26zmrY6nzmz2Wur9VS1nrvqpaHz16NMyqprauWb3vqhK5rkvVOl+4cGGYLUu/L0pVmdY6vHXr1jCre1hZ1dFWHXbdp6pvrrVd7/u6v+fPnx9mtQ5nK+LX+xthZp+r8CT9Hfc4VlHX/yzwSwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQNrwytVV1HFtdKXYbGVaZetVT1atamVVLVoVbrXPql9cW1sbZlXdVxV1VRNZtap1nC+88MIw+wf/4B8Ms9/93d8dZv/oH/2jYVb1i1UxuHnz+BGt2sa6ZlUhWari9E/+5E+G2RtvvDH1ecvSVZDXrl0bZrWeam1fv37973dg/z9VZ1mfV/eiaiKrPrSu2Wz1ZFUN17We/byq66xa4HrHzla11nHWdlXDW+/CutaPo9ZoVYvWu6Sy+n6p9+Hs+76es+PHjw+zqvs+d+7cMKvv7PrerbrZumaV1d8kG53NetJqVfm7+aUBAABIhgYAACAZGgAAgGRoAAAAkqEBAABIhgYAACBteOXqRtdqzVZq1XZVp1bbVX1mVSguS1cQVkVdHU9V1JWLFy8Os7/5m78ZZleuXBlmn3322TCrartdu3YNs6pVfeedd4bZH/zBHwyz733ve8OsKvHqmpVNmzYNs61bt07ts47z0KFDU/vcv3//MPud3/mdYXbhwoWpz1uWPo+bN29O7bPqPOsZrbV9+fLlYVbvknpXVp1w1VJWpWzd+6q3rWtW517Vk3XuVZ1az0sd5yeffDLMqnbzzJkzw6yudb3vqqZ2WZbl/Pnzw6zWaFXAHjt2bJhVPWplVStb29Vx1nNd34P1PfHVr351ap+zqsK3nt16XuqZmP2ba7bidXafZVXVqJ9HzevTzi8NAABAMjQAAADJ0AAAACRDAwAAkAwNAABAMjQAAABpwytXy2ytVtVmVVafN7tdqX2uV+1WVWxVJ3fgwIFhVtV2VZV4+/btYba2tjbM7ty5M8yqsrPq+arCreoX67pU/eCLL744zE6dOjXMZqv7qpKzahvrWpfaZ1XYVk1kVQ2/8soreTx1HlUvWeup1szevXuHWT33la3i8+p9UM9nPfN1nHv27BlmtUYPHjw4zKpKubarNVrVt3/91389zP7iL/5imP34xz8eZvW+q+tZ7+z1vl/qmbh06dIwO3369DCrys4jR44Ms/pOe/To0TAr9b6vd8ms2Xrfur+1tqs+va5Zrfs6h3o+V2H277FVfeYqzP7t+CzwSwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQHqiKldna05nK1BnVdVaqfOrirZl6dq7o0ePDrOrV6+uf2B/h6pmrMq/uhdVkVnb1edt3bp1mF28eHGY/fSnPx1mv/d7vzfMqsb15ZdfHmZVe3fr1q1hVvWDO3fuHGa1Rm/evDnMPv7442F28uTJqWM5fvz4MNu9e/cwW5a+NlWHWPWwhw8fHmaffvrp1LHUfapnqbarWtU69/v37w+zuk9VA1pZ1XyePXt2ap9VUVy1lFWJvG/fvmF2/vz5YVaVq2+//fYwq3dFnUPVxq6Xr/c9MlJr+8aNG8Os6kPrOOt7qep9qyq7vl/q/Vvvyjq/eo/W8zn7XNdxzlY+V43rKqrlZ/922ui/8dbzrNeqFr80AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAydAAAACkJ6pydRVWUeNa+6yavapv279//zBblq4qq1rDqnebrcS7e/fuMJutRqvjrGu6efN4CR86dGiYVaXjz372s2H227/928Osav0++eSTYVa1d2+99dYwe/7554dZVSjW/St1revcq5qwzn1ZluX27dtT+61Ky7r3Z86cGWb1/FbF64ULF4ZZPdf1TFStatU2zlY61jNY96gqdasetNbv7H2vutl33nlnmFWldb176/167ty5Ybbe81nXpmpHa81UVte01ujly5eHWT0T9V6r90xVc9c5VCVyPfOV1fNS6nrOqnfseu/fkdm/jzZ6n6uyijrap4VfGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgGRoAAAA0lNTubqKGq/Zz6t9Pvfcc1PZelVrW7duHWZVm1Y1dFVdWPWLBw4cGGZV3Td73eperK2tDbNvf/vbw+w73/nOMPvDP/zDYVZVelVnefjw4WFWVZCVVW3j+fPnh1ndo1pnVedY16UqJK9duzbM1tu21n1dt/L6668Ps6oavFqwAAAgAElEQVSJrGep1n3VPVa95Ow1nd2u6lH37ds3tV298+pZqntbtcC1z3omap1VPegHH3wwzN59991hVpXAy7Is169fH2ZVlT1bmVzrt461rndVoNZ3Qb3vDx48OMzqHtbn1fN56dKlYVbfWXUs9b1b96iu5+zfMrXdF6FWtTxNx/qb5pcGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAID01FSuzlanVk3ZbKVYZVUjWFVrVYW4LMty5cqVYVbnWDWZx44dG2ZVEVrnf/ny5WFWlY5V3Vc1oFWXV7WjR48eHWbHjx+fOpYzZ84Ms7r3dT2r5vPWrVvDrOoV6xx27949zPbs2TPMbt++Pczq3tb9W0+dY93fqjWse1H1i2fPnh1ms5W6s8dZ+9y1a9cwq3dQVerWO2+2/nX2mlX1ZNWR1vnVc1bP9YkTJ4bZxYsXh1m9s5dlvrq7amUrq2tT38v1nqlnqb5Dars6lqr+3bJlyzCrc69nsN55tUYrq/dBZbN/O63CqqpKN/ocV1Fj+7TwSwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQHpqKlfLbN3W7HZVmzVbi1a1qcvStXBV0Vf1hFVDVxWapSrjqg6wXL9+fZjV+f32b//2MHvjjTemjqWq9KoqsLYrVSv64MGDYbZ///5hVveh1kQ9L3Ushw4dGmbruXHjxjCr+sWqh33vvfeGWVXc1lqratE6/7q/tWYOHDgwzGZrbOv8StV11j2arSiuz6t1WO/fI0eODLN6Jurd9J3vfGeY1X1f791bVbV1PPVunn22Dx48OMzefvvtYVb393//7/89zOp9UM9Zfb/W+dW9qGu2igrQ2b8tVlHzOVs5+kXwLNSqFr80AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAydAAAACkp6ZytWq8quJqthpso2uz1qtc3bp161RW51HVm7XPqnitmsiqSqwKwrpPhw8fHmavvfbaMKt6yardrHN/9dVXh9n58+eHWdXl1flVbWHVCG7atGlqn1UrWvevKiJPnz49zJalKxbrHlZFca2nWjO3bt0aZrW2a7uqR7148eIw27179zB7/fXXh9n7778/zGrN1LqveturV68Os7p/9XlV41rrt9539d6qa713795hVlWttT7XeyZ+/vOfD7Naa/WZVZ1aVab1vHz3u98dZrUuqor3zp07w6xqpmvNnDt3bpjVu6vU9/kqqlpn/15ZRXXq51E5uorP/KJXx474pQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAID01latVS1lWUas6W5lW57De+VWVYG1b1alHjhwZZnVtbt68Ocyq1u/Ro0fDrNSxVC1l1ZwePXp0mH3lK18ZZlVZOVuLW7V+VTFYqgL0wIEDU/usNVjVqFeuXBlmVVm5LH1tah2ura0Ns6rUna1HnX0m9u3bN8xqzdS6qHOv613nXs/g5cuXp46lajDrWlc1bJ1D1WDWsVQda933qlx9+eWXp7Zbll6/dY5VcVvvw9/6rd8aZvUuqRrX+p7ctWvXMLt9+/Ywq/Or+3T9+vVhVlXSs9XVs9lG/w20ir+PVmUVlaurqKOd/bwniV8aAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAADSU1O5WlVys9VYG13T9TiqYvHhw4fDrGrhqr6uqhK3b98+zKoOsWoUq9quKgirlrKO5ZNPPhlmX/3qV4fZ17/+9WF26tSpYVbXuqpoz507N8xqbVe1Zm137dq1YVYVinV++/fvH2aHDx8eZssyX21XtZR1rPWeqftUNZFV51l1rFUT+aMf/WiY1fP5zjvvTGW1Dv/P//k/w6zWTNVLXr16dZhVRWZVDc9WvNbnVc1nvdPefPPNYbZetWbVo77yyivDrN6Vtc/KSl3TOsd639czWPXMdS9qXdR3SD2fs7WqdX51zWZr4Ot9N1vxuoqq1sf5u2p2v7PfPU9LdeosvzQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADJ0AAAAKSnpnJ1tsZqo7ebrT5br96sjqcq3C5evDjMqkqwjqdqFGu7qr2raruqCqxav1u3bg2zy5cvD7M6h6qoq8q/2ueBAweGWd3bM2fODLOf/exnw6wqUO/duzfMjh07NsyqcrTO4fTp08NsWboCtvZbZiskqw6xzNb67du3b5i9/vrrw+zjjz8eZlVFe+nSpWFWx7lnz55hNluRWZ9XNdK1Xb1Hqqq1anHrfXDjxo2p7aoueVmW5YUXXhhmVbdb7/uqOa19fuUrXxlm9f6ttVbv9HomZitJaz09LZWks7Wiq6gcLas6ltnzr/v7OH+vPcv80gAAACRDAwAAkAwNAABAMjQAAADJ0AAAACRDAwAAkJ6JytWqzdroerPZarf1jrPyqv+qysM6nqpRrHrUtbW1YVa1frPncPv27WFWFYNV5Vn1i1U/WJWyO3bsGGZV6VjXuqpaq5axrsuHH344zH71q18Ns8OHDw+zl156aZjduXNnmC1Lr4u6pquo9jty5MgwO3Xq1DCratGHDx8Os1pPb7311jD75je/OcyqBvO9994bZrPVqXWt6/zqXVHPZ71/6tmt86sa4tna36p/rTrdZelrs3PnzmF28+bN9Q/s71DXtKpT6zuk3nlVuTpb7zv7/i117yt7WqpTZ/c5ew6PY7Zud/aaruI8Po/rNsMvDQAAQDI0AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAA6ampXC2rqBubrb+q6q/ZWrD18qqMq+2q8rDq6/bt2zfMqp6w6iVnr81stV2pCsmqbayqwDr3q1evDrP9+/cPs6rWPHv27DCrmsTvfe97w6zqX6v6tu5DVU+ut+2NGzeG2dGjR4dZnX/d3/Pnzw+zXbt2DbO33357mF28eHGYVS3wKqpoS1W11rEcO3ZsmNU7pu5t1fTOvkdmaz7rfVfPS92HqpRdlq5arjrW+p6oe1Hnf+7cuWFW9c217utdUtnBgweHWV3Tet/P1u3OrsPZ+vhV1IPWsZQ697KqytEnqa60PC3H6ZcGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAID0TFSubtq0aZitqgJ1RlWYrfd5szVmVQtXqtawaujqXlRW16bqSqsqcbYat65Z1ShWVpWVVSNYtbh1PU+fPj3M1tbWhlldz6ryrOrU2mdVnC5L1/tWhWTdw9/6rd8aZvUc/s//+T+H2fPPPz/MPv3002FW97Du/ZUrV4ZZPS/17FZW67eqLusc6vPq/OrdVHWktV7qmSizdax139d7Juo5nK3mrvdvvddu3rw5zKqO9cc//vEwO3HixDCr+uK9e/cOs1pPVe9b51fPWV3P2arWVfy9soq/c2arU5+WytEvOr80AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAydAAAACkZ6Jy9dGjR8Osqs8qK7M1ZbMVoOt9ZlXi1Xb1mbP1qPfv3x9mVRVYtZyzVbXXrl0bZnfv3h1mdV2qHrXOoaonqyZy9+7dw6zqAOuaVT1o1QheuHBhmNX1rHOvStVl6SrMqvp87733htnv//7vD7OqpXzjjTeGWdU2Xrp0aZi99tprw6wqO+ve1zNY76C6h3Wf6hk8f/78MKt3zCrU90St0dquzr1qiLdt2zbMHue61PqdrfO8evXqMKs64Z/85CfD7NSpU8OszqFqVevdVWu73umzz9JsDXzts9Zave9nq0xnt9voGtfHMVtlX1bx9+GTxC8NAABAMjQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADpmahcLU9S/dXnUalVVWyfffbZ1HZVnTpb1Xrr1q1hVjV7VZd38uTJYVZVnlWVuF5F6Mj169eHWVUMVuVq1cXV+VW9ZF3rqon8+OOPh1nVHVa2LL1Gjx07Nsy+853vDLOq0Dx79uwwqzVax3n48OGp7arusdbMrLoudZ9qzVQNcWW17qtiuq5ZVdjW2t6/f/8wu3PnzjDbtWvX1LHU87ksfaz1bq7375kzZ4ZZ1apevHhxmF2+fHmY1Xv79ddfH2az3y/bt28fZqdPnx5mdX/rHs7WqpZV1KputNlK2fXO73G2/U17Wu7FLL80AAAAydAAAAAkQwMAAJAMDQAAQDI0AAAAydAAAACkZ75yteqvqhatKrxma1zL4+yzzrEqHWu7hw8fDrOqX9yzZ8/UdnWcVc04q6r0KqvK1apmvHr16jCr61KVhrV+q2KwqkqrPvPUqVPD7Pz588OsahKPHDkyzJal629nz78qO3fu3DnMqnK1jrOyes6q0rHOYfbc6z7VGq3Pm62erGepakWrMrdqj2sdXrlyZZjVNXvzzTeHWZ37pUuXhtmy9Du2ak5PnDgxzGYrVz/66KOpY6n3fVXOVqVuVQbXPax1UcdZWR1Lma1VfZIq4jd6u8fdll+PXxoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAIBkaAAAANIzX7k6W6s6a7aqdb3KsNq2atpmVZXgli1bprare1EVdVWzV3WWVU1Y16w+r9Q9rMrVtbW1YVbXuupB6z4cOHBgmJWqmz148OAwq+tS9ZnLMl/NWOd/+/btYfbyyy8Ps6qlrDrWenZ37do1zG7cuDHMao1WRXE9L/VMVFVrnXup4zx06NAwm71mVRtb9bb1eTdv3hxmVVX63e9+d5jVca6Xnzx5cpi9//77w6yqU2ufVQld62Lbtm1T29X6rfdBrd/ZetTZKvB6H9a7Yra+GH6T/NIAAAAkQwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJCe+crVMluBOlvjOlu19jiqRrE+s+rkquqzVA1mXZuqGKyavYcPHw6za9euDbNTp04Ns+eff36YVTXjP/yH/3CY/fCHPxxmdQ517lU9+fHHHw+zqh+sfdZx1hpcr+6w9lvr9/r168PsypUrw6yqGav+tj7v7Nmzw2y9ytmRWof1fFZl5enTp4dZ1WBWFW+t0aq+vXDhwjCrutmq6K3rMluVvX379mFW677qe2u9LEvXw166dGmY/fSnPx1m77777jCrZ7TOsd6HVYdd2ez3ZNVM17Nb7587d+5MHUup78HZWtXHqXqf2WdRDfv080sDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQDA0AAED6QleurqI6dbZWdVVVZHWOVZdX2129enWYVc3etm3bhllVT1YNZh3nzZs3h9mJEyeG2Y9//ONhVuf3O7/zO8Os7N69e5hdvHhxmFV9ZtXbVoXtbEVvVRPW/avPW5auX6wa0KoMrntYz2HVnFb9YlVWVo1rnUOpfVZW9/f48ePD7MiRI8Os6kGrwrf2uba2NsyqTnf2fV/qvXXo0KGpz1uvyvOXv/zlMKta1aparuewanOrcrauTdX01nazx1IVvrXPenet4ju7KoNnreI4Vad+cfmlAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgfaErV8tspdhsdd/jmK15rQrCqpqres2qr6uqy6qXrM+7f//+MKvzO3/+/G88O3fu3DA7evToMHvrrbeG2c9+9rNhVtW3Va1ZtX5VkVn27t07zKritepI11Nr7ezZs8Ns//79U9lsdeoLL7wwzOra1LNbz2ed++3bt4dZVfhWVtdl586dw6zOr9ZhPfNVw1s1xFV7XFmde9UlVwXoBx98MMyWZVn+7M/+bJhV5Wrd+9nK1arRrlrV2q7Wdl3v69evD7O6F/UM1jqcrWNVV8rTzC8NAABAMjQAAADJ0AAAACRDAwAAkAwNAABAMjQAAABJ5epA1QFWPV2pCtBVWUV1bFXwzVbOztbXzV7Tqkf90z/906ntPvroo2H2x3/8x8Ps+PHjw+xb3/rWMHv33XeHWdVuVj1qre1Dhw4Ns6pQrGrYK1euDLNl6arE7du357YjVctZx1p1jwcOHBhm9bxU/W1d76qJrGta1al1PauutNSzW9dzbW1tmFUNZl2zqnyu99bBgweH2enTp4fZf/tv/22Y/eQnPxlm9Y5ZlmX58MMPh9mdO3eGWa3Dev/WO6GyqiGue1jVqbVdVcrW+dV3SD2fq/huna1Ih43ilwYAACAZGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgKRydUJVrVVWdWrr1bfNVpmuQtXQVc3ejh07hlnV5dXnPXz4cCqr6/3ee+8NszNnzgyz8+fPD7Nr164Nsx/84AfD7A/+4A+G2e7du4dZVQxWXeeePXuGWdWqVn1m3dv11H2q6tRaa3X+tc+q7KzPq3uxf//+YVbXu6o+a591f5977rlhVuoeVQVoXetaM/Wcff/73x9mVcf6N3/zN8Osqo1/8YtfDLP//J//8zD74IMPhtl6ld71rFWtalV21nt79p1Q974qoevez77TZ81+n9c9XEWFOGwUvzQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADJ0AAAACSVqwOrqG8rj1OpOrttnWNVxm3atGmYVW3jbOXfvXv3hlkdZ31e1RbW+VX9YNUBVj1q1bH+8Ic/HGZVIfnGG28Ms6rrvHHjxjA7fvz4MKtrVveo7sOy9L2vdV/1qJXVeWzfvn2Y1fqtdVHHUue3c+fOYVYVxVWDWcdy//79YVZrpmpV695v3bp1mNW6r/VS53DhwoVh9h//438cZlXPXNWws7XdyzL/jq161MOHDw+z2XVx6dKlYVbrsNZvWa+q9kmhVpWn2dPxlAEAAJ8bQwMAAJAMDQAAQDI0AAAAydAAAAAkQwMAAJBUrk5YRcXpevusfLYetirq6vOqMu769evDrKr7qmKxqi7r3B88eDDMyuz5nThxYphVJee/+lf/apjV+d2+fXuYfetb3xpmVWl47ty5YVY1iS+++OIwqxrM9eoV6/yrenLHjh3DrCpCa63VPut5qbrdyqoGtM69VGXwbFVrVafOPvOz77uqL/4f/+N/DLOf/vSnw+zP/uzPhlm9D+r9Wu+DqjFdlvlK6P379w+zqvCt6z1bt1tm62hns1prq/iuh6eZXxoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJLK1QmPU506s8/HUfutisWqHa0qwdquagYrq2rGu3fvTm1Xx/nw4cNhVnWIVT35ox/9aJhVbeM//sf/eJh99atfnTqWgwcPDrPvf//7w6zu0dmzZ4dZ1TJevXp1mC3Lsmzbtm2Y1XnMru3K6ppu3jx+ldY74fLly8PsypUrw6zs3bt3mNU5lCNHjgyzqvmsc69nt6p/33///WH2V3/1V8Psz//8z6c+r6qNq/60stkq4WXp6tRDhw5NHU9V6lZ1alXczpqtTl2Feh/AF5FfGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgGRoAAAA0peWZdnYDrNnwGytam23XpXcKj5ztla1qvt27NgxzKoisyorqw6wsjr3quS8d+/eMKs61qpKrPOr6/nCCy8Ms6NHjw6zOvdvfetbw+zf/bt/N8yef/75YVbrpapaq+pyWZZlbW1tmNU1rSrTqh2tYy11D3fu3DnMqs6yqkyrbrfOoa7nzZs3h1nVjtb1rPM7efLkMPvJT34yzE6cODHMfvaznw2zixcvDrM6h+3btw+zWvf1Tq+1W+tlWfodW+rdVbXPVY1b79F6JspsXTKwen5pAAAAkqEBAABIhgYAACAZGgAAgGRoAAAAkqEBAABI4943hqpKb7bidD2zlauzxzqrKgirSq+yOodt27ZN7bPqAOs+zdYB3r9/f5jVOVQN5tWrV4dZVdF++umnw6zqFb/xjW8Ms+9+97vD7Ac/+MEwe+2114bZeqqyc/fu3cNs69atU1lVzlY9aql7WDWYlV26dGmY1Tqs5+yXv/zlMHvvvfeGWdWc1j5/9atfDbOqjZ2tOa1a1bq39T6oCubZOtJl6Uroqsate1/7nL2m9T6c/S58nNpy4PH5pQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIH1pWRY9Zb9Bq6gxXZb5OrmqQJ3Nqi6wKiu3bNkyldWx1PWuisGHDx8Os0ePHg2zOs6qLZytal1FNWxds4MHDw6zl19+eZi98MILw+ydd94ZZr//+78/zJZlWd56661hVpWdVaH5+uuvD7PZOtZZn3zyyTD74Q9/OMyqbvYXv/jFMKuq1nLlypVhVhWvVf1bdbOz63f2/VPb1edVrWqp7W7cuJHb1jWtd1edR21XVKDCF4tfGgAAgGRoAAAAkqEBAABIhgYAACAZGgAAgGRoAAAAksrVDfQ49XS17SqyqjktVRG6efPmYbaKqtb6vLt37w6zqkPcs2fPMLtw4cIwe/DgwTCrusPartbMbE1t3Ye6t7M1vDt37hxmy7Isv/d7vze136rU3bFjx9TxVK1sVbzWsbz77rvD7H/9r/81zKqqdXY9VYVvZbXWZrfbu3fvMKv7V2t79txn61937do1zOr9UxW2633mKsy+Z+qaAk8nvzQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADJ0AAAACSVqxuo6ukep3J1Ferzql5z9jirHrUqUHfv3j3MZis5Z6toK7t58+Ywm626LFXpWOc+e2/r3Ovz1lP3vqpF9+3bN3U8dZ9KrcO6Njdu3BhmVfVZZt8z672DRuo5q3rUyup61r2tdX/lypVhVuu+9llrsNZu7fPOnTvDbFnm18Ws2XUBPHv80gAAACRDAwAAkAwNAABAMjQAAADJ0AAAACRDAwAAkAwNAABA8v80bKDqT19PdWVXf/7s/5sw+3n1/y3MqutWHfF1nNURv3379mG2c+fOqc978ODBVFb98XWtz549O8yqW/7+/fvDbPb/Yqhe+bp/y9LHWue/iv/7YhX/f8fsva9zqP8foLJS575ly5aprI6l1sWuXbuGWV3P69evD7NaZ/V/adR29Q6tZ2JV/2eP/28BeFx+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASCpXnxDr1bHO1uWtop6vqiDrPGarLkudXx3nnj17hlnVsdY+65rVPqs6dN++fcOs6iVnK1fPnz8/zOrezl6X9czWFM+u+9putoa47tNsnXDVlR44cGCY3b17d5hV3e7sM1/27t07zGqN3rp1a5jdu3dvmNX5VTa7fqtW9XHU9a5jVbkKPC6/NAAAAMnQAAAAJEMDAACQDA0AAEAyNAAAAMnQAAAAJJWrT4knqXqyjqVqBqtytT5vFdmuXbuGWdWjbt++fZjVdakKyarkrJrEqpcss59XtZtVD1qq6nI9szWvdS9mK3xrbdf1ru2qVrWOc/fu3cOszqGyqgWue/jw4cNhVs9ZvUeuXLkyzG7fvj3MNrq2+vPwJNWqztYXA08uvzQAAADJ0AAAACRDAwAAkAwNAABAMjQAAADJ0AAAACSVq0+JVdT+VcXi7OdVheTsdlVlWudQ21WFZGVVLTpbATp7nHXNqgZz9h7N1vDWOVSt6HrbVr1mVX3Wsc5W+FZF6J07d4ZZ1bHWeqrq3wMHDgyzbdu2DbNaM7NZ1QLXudf9q2tdZt9p6kEB/l9+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASCpXnxJVE1lZqbrLR48eDbPZCsKq+qx9rlfLOWO2AnU2q7rH2QrUui5VDVvHuWXLlqntZut711u7dTyVVS3nrVu3hllVfdaamb2HVUlaz2BVru7bt29qnzdu3BhmN2/eHGZ1rSur61lr5lmvQF2vGvZZP3/gyeWXBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACApHL1GbB58+ZhVlWYpaony3p1gSNVvVkVgxtd2zj7ebPXpapT677PHstsrer9+/eHWa2l9a5LnX8dT1WgVg3obC1wnUcdZ93D+ryqTq17ePv27WH24MGDYTb7LK3i+Zx9looaU4D1+aUBAABIhgYAACAZGgAAgGRoAAAAkqEBAABIhgYAACCpXH0GVMVi1RNWvWRtN1sTOZvNHuesVXzebD3q7DUrs+dQn1c1prOVo+vtt2pH61hna2U3uuqz1uFsNexGW8VaW0WVMgDr80sDAACQDA0AAEAyNAAAAMnQAAAAJEMDAACQDA0AAEBSufoMqArC2crD2q4qK1dRE7mKc1hFXensPmfPfRV1lk9SjeuqPnMVNro2dxXHAgDFLw0AAEAyNAAAAMnQAAAAJEMDAACQDA0AAEAyNAAAAEnl6jOgKhafe+65qX1+9tlnw6yqU1dRgzlbWTlbPfkkVXlutFVcz6fJ51EdOzJbt7vRlbrPyr0HoPmlAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgbf68D4DHV5WHVZ1a21Wt6tNiFVWQs5WkG12RuQpP0rF8Hp6k89/o5/NJOncAPh9+aQAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASF9alkWX3hfUbA3oKrYrq9jnrI0+vyfJ7H1/mjzr9xAAZvmlAQAASIYGAAAgGRoAAIBkaAAAAJKhAQAASIYGAAAgqVzl17bRNacbTX3mF9cXoVYWAGb4pQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIKlchQ0wW1P7tNR8qioFgGebXxoAAIBkaAAAAJKhAQAASIYGAAAgGRoAAIBkaAAAAJLKVZ546jwBAD5ffmkAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEgqVwEAgOSXBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIF30ZuEAAAC0SURBVBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACAZGgAAACSoQEAAEiGBgAAIBkaAACA9P8ANZyfE5UCeKUAAAAASUVORK5CYII=" y="-6.24"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p8bc38b9a9c)" d="M 1198.248649 45.668585 L 1198.497315 45.771429 L 1199.935135 46.231616 L 1200.405624 45.771429 L 1201.621622 44.941577 L 1203.308108 45.432415 L 1204.994595 44.69478 L 1206.681081 44.939616 L 1208.367568 45.315514 L 1210.054054 46.199532 L 1213.427027 46.940136 L 1215.113514 47.817014 L 1218.486486 48.573125 L 1220.172973 49.425149 L 1221.859459 49.908055 L 1223.545946 50.211652 L 1225.232432 51.022754 L 1226.918919 51.565353 L 1228.605405 51.845701 L 1230.291892 52.655759 L 1231.978378 53.200194 L 1232.90995 54.187013 L 1233.664865 55.175764 L 1235.351351 56.032529 L 1238.724324 57.193816 L 1239.084475 57.553247 L 1239.932936 59.236364 L 1240.410811 59.645066 L 1242.097297 59.946935 L 1243.077981 60.919481 L 1243.783784 61.905836 L 1245.47027 62.91978 L 1246.23059 64.285714 L 1247.156757 65.127273 L 1248.434554 65.968831 L 1248.843243 66.664448 L 1249.787333 67.651948 L 1250.52973 68.094783 L 1252.216216 70.58232 L 1254.332465 72.701299 L 1255.175425 74.384416 L 1255.589189 74.800486 L 1256.428204 76.067532 L 1257.275676 77.825498 L 1258.179893 79.433766 L 1258.143256 81.116883 L 1257.747042 82.8 L 1256.893817 84.483117 L 1256.120358 87.849351 L 1255.304022 89.532468 L 1253.902703 90.374026 L 1252.517181 89.532468 L 1251.586056 87.849351 L 1250.52973 87.126627 L 1248.843243 86.922077 L 1247.156757 86.403245 L 1246.770194 86.166234 L 1245.47027 85.568197 L 1243.783784 85.265727 L 1242.097297 84.771999 L 1240.610216 86.166234 L 1240.410811 86.531358 L 1239.860747 87.849351 L 1239.519221 89.532468 L 1239.042427 91.215584 L 1238.246228 92.898701 L 1237.037838 93.74026 L 1236.110787 94.581818 L 1235.903678 96.264935 L 1236.557592 97.948052 L 1236.16685 99.631169 L 1237.559168 101.314286 L 1237.037838 101.834574 L 1235.351351 102.589653 L 1234.942786 102.997403 L 1235.351351 103.405152 L 1236.235055 104.680519 L 1235.959789 106.363636 L 1235.351351 106.970858 L 1233.664865 107.541404 L 1233.184918 108.046753 L 1232.901559 109.72987 L 1231.978378 111.017685 L 1231.470155 111.412987 L 1230.291892 112.112771 L 1228.605405 112.565121 L 1226.918919 113.80129 L 1225.232432 114.40756 L 1223.545946 113.944937 L 1222.602311 114.779221 L 1221.859459 116.301594 L 1220.172973 116.695069 L 1219.838049 116.462338 L 1218.486486 115.800821 L 1216.8 115.524294 L 1214.818912 114.779221 L 1213.427027 114.16611 L 1210.054054 113.50407 L 1209.640938 113.096104 L 1209.045056 111.412987 L 1208.367568 110.736852 L 1206.681081 110.546886 L 1205.269204 109.72987 L 1204.994595 109.361635 L 1204.32704 108.046753 L 1203.855177 106.363636 L 1203.308108 105.81766 L 1201.621622 105.363943 L 1198.248649 103.991952 L 1194.875676 103.331371 L 1193.189189 104.078167 L 1189.816216 103.405871 L 1188.740021 104.680519 L 1188.290801 106.363636 L 1189.262219 108.046753 L 1189.816216 108.599644 L 1191.502703 107.338916 L 1192.368666 108.046753 L 1192.2852 109.72987 L 1191.610362 111.412987 L 1192.373592 113.096104 L 1192.346881 114.779221 L 1191.502703 115.691064 L 1189.816216 116.77221 L 1188.12973 117.030289 L 1186.443243 116.976155 L 1184.756757 117.391382 L 1183.07027 117.06284 L 1181.383784 116.174894 L 1179.697297 116.148716 L 1179.383048 116.462338 L 1176.324324 118.285168 L 1176.07102 118.145455 L 1174.637838 117.575383 L 1172.951351 117.166983 L 1172.245295 116.462338 L 1171.796024 114.779221 L 1170.703115 113.096104 L 1170.379707 111.412987 L 1170.762887 109.72987 L 1171.582026 108.046753 L 1172.047245 106.363636 L 1172.363397 104.680519 L 1173.791352 101.314286 L 1173.278302 99.631169 L 1172.951351 99.3354 L 1171.264865 98.311123 L 1170.960568 97.948052 L 1168.777356 96.264935 L 1168.58622 92.898701 L 1166.205405 91.032561 L 1165.286193 89.532468 L 1165.439027 87.849351 L 1166.186898 86.166234 L 1165.358716 84.483117 L 1165.362162 82.8 L 1165.857867 81.116883 L 1166.660206 79.433766 L 1167.07242 77.750649 L 1166.609089 76.067532 L 1166.436074 74.384416 L 1166.96861 72.701299 L 1167.345037 71.018182 L 1166.902771 67.651948 L 1167.121768 65.968831 L 1167.891892 64.974566 L 1169.578378 64.084691 L 1170.367243 62.602597 L 1170.606982 60.919481 L 1171.264865 60.262912 L 1172.951351 59.640609 L 1173.343381 59.236364 L 1173.670359 57.553247 L 1174.637838 56.199739 L 1175.137042 55.87013 L 1176.568292 54.187013 L 1179.128622 52.503896 L 1179.697297 51.969773 L 1181.383784 51.349933 L 1183.07027 51.661692 L 1185.025769 50.820779 L 1186.443243 50.099112 L 1188.12973 48.109525 L 1189.816216 46.75261 L 1191.502703 46.929563 L 1193.189189 46.593847 L 1196.562162 46.49343 L 1198.248649 45.668585 L 1198.248649 45.668585 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8bc38b9a9c)" d="M 1186.443243 105.722718 L 1185.801042 106.363636 L 1186.443243 107.129911 L 1187.898165 106.363636 L 1186.443243 105.722718 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 159.381818 L 1155.628125 159.381818 L 1155.628125 147.768068 L 1123.2 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=48 --> <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 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 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(1123.2 156.886193)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-34"/> <use x="206.591797" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pe74a823ed1)"> <image height="153.36" id="imaged12d7c4eb2" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pe74a823ed1)" d="M 1017.794595 60.077922 L 1018.637838 60.919481 L 1018.637838 62.602597 L 1019.481081 63.444156 L 1021.167568 63.444156 L 1022.854054 65.127273 L 1024.540541 63.444156 L 1026.227027 65.127273 L 1029.6 65.127273 L 1030.443243 65.968831 L 1030.443243 69.335065 L 1032.12973 71.018182 L 1031.286486 71.85974 L 1029.6 71.85974 L 1028.756757 71.018182 L 1028.756757 69.335065 L 1027.913514 68.493506 L 1021.167568 68.493506 L 1019.481081 70.176623 L 1017.794595 68.493506 L 1014.421622 68.493506 L 1012.735135 66.81039 L 1008.518919 71.018182 L 1008.518919 74.384416 L 1011.891892 77.750649 L 1011.891892 79.433766 L 1015.264865 82.8 L 1015.264865 84.483117 L 1016.951351 86.166234 L 1014.421622 88.690909 L 1012.735135 88.690909 L 1011.048649 90.374026 L 1009.362162 88.690909 L 1007.675676 88.690909 L 1005.989189 87.007792 L 999.243243 87.007792 L 997.556757 85.324675 L 996.713514 86.166234 L 996.713514 87.849351 L 999.243243 90.374026 L 1000.92973 88.690909 L 1005.989189 88.690909 L 1006.832432 89.532468 L 1005.989189 90.374026 L 1004.302703 90.374026 L 1003.459459 91.215584 L 1003.459459 92.898701 L 1001.772973 94.581818 L 1001.772973 96.264935 L 1000.92973 97.106494 L 998.4 94.581818 L 998.4 92.898701 L 997.556757 92.057143 L 994.183784 92.057143 L 993.340541 91.215584 L 993.340541 89.532468 L 991.654054 87.849351 L 993.340541 86.166234 L 993.340541 84.483117 L 994.183784 83.641558 L 997.556757 83.641558 L 998.4 82.8 L 998.4 81.116883 L 999.243243 80.275325 L 1000.92973 81.958442 L 1005.145946 77.750649 L 1004.302703 76.909091 L 1000.92973 76.909091 L 1000.086486 76.067532 L 1000.086486 74.384416 L 998.4 72.701299 L 1000.086486 71.018182 L 998.4 69.335065 L 998.4 65.968831 L 999.243243 65.127273 L 1000.92973 65.127273 L 1002.616216 66.81039 L 1004.302703 66.81039 L 1005.989189 65.127273 L 1007.675676 65.127273 L 1011.048649 61.761039 L 1012.735135 63.444156 L 1016.108108 63.444156 L 1016.951351 62.602597 L 1016.951351 60.919481 L 1017.794595 60.077922 L 1017.794595 60.077922 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe74a823ed1)" d="M 1032.972973 68.493506 L 1034.659459 68.493506 L 1035.502703 69.335065 L 1036.345946 70.176623 L 1037.189189 71.018182 L 1036.345946 71.85974 L 1034.659459 71.85974 L 1033.816216 71.018182 L 1032.972973 70.176623 L 1032.12973 69.335065 L 1032.972973 68.493506 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe74a823ed1)" d="M 1007.675676 80.275325 L 1006.832432 81.116883 L 1006.832432 82.8 L 1007.675676 83.641558 L 1009.362162 83.641558 L 1010.205405 82.8 L 1009.362162 81.958442 L 1008.518919 81.116883 L 1007.675676 80.275325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pe74a823ed1)" d="M 1014.421622 76.909091 L 1016.108108 76.909091 L 1016.951351 77.750649 L 1017.794595 78.592208 L 1019.481081 78.592208 L 1020.324324 79.433766 L 1020.324324 81.116883 L 1019.481081 81.958442 L 1017.794595 81.958442 L 1016.951351 81.116883 L 1016.108108 80.275325 L 1015.264865 79.433766 L 1014.421622 78.592208 L 1013.578378 77.750649 L 1014.421622 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe74a823ed1)" d="M 1021.167568 81.958442 L 1022.010811 82.8 L 1022.854054 83.641558 L 1024.540541 83.641558 L 1025.383784 84.483117 L 1025.383784 86.166234 L 1024.540541 87.007792 L 1023.697297 86.166234 L 1022.854054 85.324675 L 1021.167568 85.324675 L 1020.324324 84.483117 L 1020.324324 82.8 L 1021.167568 81.958442 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pe74a823ed1)" d="M 1017.794595 33.732147 L 1018.216591 33.98961 L 1019.481081 34.580602 L 1021.167568 33.292677 L 1022.854054 33.408034 L 1024.540541 34.36248 L 1027.913514 35.105398 L 1029.6 35.955299 L 1031.286486 36.440011 L 1032.972973 36.742169 L 1034.659459 37.564155 L 1036.345946 38.105342 L 1038.032432 36.693628 L 1039.90177 37.355844 L 1041.405405 38.015905 L 1043.091892 38.301803 L 1045.070614 39.038961 L 1046.464865 39.657488 L 1048.151351 39.953147 L 1050.273677 40.722078 L 1051.524324 41.281589 L 1053.315528 42.405195 L 1055.130522 44.088312 L 1056.583784 44.676948 L 1058.27027 44.948231 L 1059.095116 45.771429 L 1060.017413 47.454545 L 1061.643243 48.065956 L 1065.016216 48.780723 L 1065.497495 49.137662 L 1066.87296 50.820779 L 1068.389189 51.789789 L 1070.075676 52.156019 L 1070.426173 52.503896 L 1071.053585 54.187013 L 1071.762162 54.894174 L 1073.448649 55.079593 L 1074.807806 55.87013 L 1075.135135 56.370983 L 1075.737816 57.553247 L 1076.821622 58.353039 L 1078.508108 58.44263 L 1079.346731 59.236364 L 1080.194595 61.065501 L 1081.881081 61.842109 L 1082.524346 62.602597 L 1083.041501 64.285714 L 1083.567568 65.068139 L 1085.254054 66.263723 L 1086.940541 68.960368 L 1087.315988 69.335065 L 1086.401206 71.018182 L 1086.940541 71.611551 L 1087.721993 72.701299 L 1088.313088 74.384416 L 1088.387972 76.067532 L 1088.718588 77.750649 L 1089.47027 79.433766 L 1090.583212 81.116883 L 1090.313514 81.549441 L 1089.714842 82.8 L 1090.313514 83.456271 L 1091.093825 84.483117 L 1091.638771 86.166234 L 1091.875602 87.849351 L 1090.313514 88.867543 L 1089.647258 89.532468 L 1089.059643 91.215584 L 1088.627027 91.647336 L 1086.940541 92.139782 L 1085.254054 93.148606 L 1083.567568 93.769962 L 1081.881081 95.117077 L 1080.194595 95.683363 L 1078.508108 95.573479 L 1076.821622 95.889435 L 1075.135135 96.737637 L 1073.448649 96.311189 L 1071.762162 97.14781 L 1070.075676 96.870232 L 1068.389189 97.531005 L 1067.928799 97.948052 L 1066.702703 98.734584 L 1065.016216 99.258946 L 1064.557021 99.631169 L 1063.32973 100.357372 L 1061.643243 100.709087 L 1061.036833 101.314286 L 1061.350308 102.997403 L 1061.643243 103.351749 L 1062.411388 104.680519 L 1062.657203 106.363636 L 1062.32107 108.046753 L 1061.643243 109.867996 L 1060.984187 111.412987 L 1060.315717 114.779221 L 1059.956757 115.169906 L 1058.27027 115.930637 L 1057.698217 116.462338 L 1056.583784 117.25942 L 1054.55818 118.145455 L 1053.009104 119.828571 L 1051.524324 120.755813 L 1049.837838 122.141505 L 1048.151351 122.610796 L 1046.464865 123.798469 L 1044.778378 124.014124 L 1043.091892 123.89458 L 1041.405405 124.394104 L 1038.032432 123.617339 L 1036.345946 122.724191 L 1034.659459 122.328222 L 1032.972973 122.114985 L 1032.243036 121.511688 L 1031.552951 119.828571 L 1031.286486 119.56264 L 1029.6 118.919749 L 1028.824155 118.145455 L 1028.308847 116.462338 L 1027.913514 115.926885 L 1027.245273 114.779221 L 1026.80263 113.096104 L 1026.227027 112.521651 L 1024.540541 112.13788 L 1022.666618 111.412987 L 1021.167568 110.771277 L 1019.481081 110.481453 L 1016.108108 109.364647 L 1015.742153 109.72987 L 1014.421622 113.386849 L 1013.799611 114.779221 L 1013.501021 116.462338 L 1013.003637 118.145455 L 1012.735135 118.59476 L 1012.158196 119.828571 L 1011.837187 121.511688 L 1011.401163 123.194805 L 1010.513616 124.877922 L 1010.205405 126.561039 L 1009.362162 127.827933 L 1008.575231 128.244156 L 1007.675676 128.948468 L 1007.097317 129.927273 L 1005.989189 130.768831 L 1000.92973 130.768831 L 999.243243 129.085475 L 995.87027 129.085604 L 994.183784 127.402597 L 990.810811 127.402597 L 989.124324 125.719481 L 985.751351 125.719481 L 984.064865 124.036357 L 980.691892 124.036246 L 979.005405 122.353247 L 975.632432 122.353247 L 973.945946 120.67013 L 972.259459 120.58544 L 971.501076 119.828571 L 971.562482 118.145455 L 971.061245 116.462338 L 971.372642 114.779221 L 969.993253 113.096104 L 970.887344 111.412987 L 970.572973 111.099244 L 969.72973 109.72987 L 968.886486 108.042963 L 968.590899 106.363636 L 968.886486 106.011631 L 969.637922 104.680519 L 969.098912 102.997403 L 968.886486 102.794373 L 967.2 101.956299 L 966.660502 101.314286 L 964.668168 99.631169 L 963.827027 97.767498 L 962.140541 97.058975 L 961.367388 96.264935 L 961.912789 94.581818 L 961.106741 92.898701 L 961.307386 91.215584 L 960.849504 89.532468 L 960.715322 87.849351 L 961.223618 86.166234 L 961.610099 84.483117 L 961.161636 81.116883 L 961.378968 79.433766 L 962.140541 78.459392 L 963.827027 77.599605 L 964.618656 76.067532 L 964.85694 74.384416 L 966.224847 71.018182 L 966.507753 69.335065 L 967.878474 65.968831 L 968.16406 64.285714 L 968.886486 62.390066 L 969.532454 60.919481 L 969.72973 59.236364 L 970.572973 58.085508 L 972.259459 57.107364 L 972.996437 55.87013 L 973.195992 54.187013 L 973.945946 53.438557 L 975.833584 52.503896 L 976.286208 50.820779 L 977.499331 49.137662 L 979.029316 47.454545 L 980.691892 46.501716 L 981.423641 45.771429 L 982.019642 44.088312 L 982.378378 43.730292 L 984.064865 43.184183 L 987.437838 41.563636 L 989.124324 40.360106 L 990.810811 39.783699 L 992.497297 38.696602 L 994.183784 38.148757 L 995.87027 36.99717 L 997.556757 36.427087 L 999.243243 35.102118 L 1000.92973 35.238939 L 1002.616216 34.93165 L 1005.989189 34.829652 L 1007.675676 34.005564 L 1009.362162 34.712844 L 1012.735135 35.21162 L 1014.421622 34.62851 L 1016.108108 34.919258 L 1017.794595 33.732147 L 1017.794595 33.732147 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 159.381818 L 968.428125 159.381818 L 968.428125 147.768068 L 936 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=32 --> <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 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(936 156.886193)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-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p0d2177a2a3)"> <image height="153.36" id="imageaf4d0c8c6e" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p0d2177a2a3)" d="M 837.340541 55.028571 L 838.183784 55.87013 L 837.340541 56.711688 L 836.497297 55.87013 L 837.340541 55.028571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 808.67027 56.711688 L 810.356757 56.711688 L 811.2 57.553247 L 810.356757 58.394805 L 809.513514 59.236364 L 808.67027 60.077922 L 807.827027 60.919481 L 806.983784 61.761039 L 806.140541 62.602597 L 806.140541 64.285714 L 806.983784 65.127273 L 807.827027 65.968831 L 808.67027 66.81039 L 810.356757 66.81039 L 811.2 67.651948 L 812.043243 68.493506 L 813.72973 68.493506 L 814.572973 67.651948 L 815.416216 66.81039 L 817.102703 66.81039 L 817.945946 65.968831 L 818.789189 65.127273 L 819.632432 65.968831 L 820.475676 66.81039 L 821.318919 65.968831 L 822.162162 65.127273 L 823.848649 65.127273 L 825.535135 65.127273 L 827.221622 65.127273 L 828.908108 65.127273 L 829.751351 65.968831 L 828.908108 66.81039 L 828.064865 67.651948 L 827.221622 68.493506 L 825.535135 68.493506 L 824.691892 69.335065 L 823.848649 70.176623 L 822.162162 70.176623 L 820.475676 70.176623 L 819.632432 71.018182 L 818.789189 71.85974 L 817.945946 72.701299 L 817.102703 73.542857 L 815.416216 73.542857 L 814.572973 74.384416 L 814.572973 76.067532 L 814.572973 77.750649 L 814.572973 79.433766 L 814.572973 81.116883 L 815.416216 81.958442 L 816.259459 82.8 L 815.416216 83.641558 L 813.72973 83.641558 L 812.886486 82.8 L 812.043243 81.958442 L 811.2 81.116883 L 810.356757 80.275325 L 808.67027 80.275325 L 807.827027 79.433766 L 807.827027 77.750649 L 808.67027 76.909091 L 809.513514 76.067532 L 809.513514 74.384416 L 808.67027 73.542857 L 807.827027 72.701299 L 807.827027 71.018182 L 806.983784 70.176623 L 806.140541 71.018182 L 805.297297 71.85974 L 804.454054 71.018182 L 803.610811 70.176623 L 802.767568 69.335065 L 802.767568 67.651948 L 801.924324 66.81039 L 800.237838 66.81039 L 799.394595 65.968831 L 800.237838 65.127273 L 801.924324 65.127273 L 802.767568 64.285714 L 802.767568 62.602597 L 803.610811 61.761039 L 804.454054 60.919481 L 805.297297 60.077922 L 806.140541 59.236364 L 806.983784 58.394805 L 807.827027 57.553247 L 808.67027 56.711688 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 850.832432 56.711688 L 852.518919 56.711688 L 853.362162 57.553247 L 854.205405 58.394805 L 855.048649 59.236364 L 855.891892 60.077922 L 857.578378 60.077922 L 859.264865 60.077922 L 860.108108 60.919481 L 860.951351 61.761039 L 862.637838 61.761039 L 863.481081 62.602597 L 864.324324 63.444156 L 865.167568 64.285714 L 866.010811 65.127273 L 867.697297 65.127273 L 869.383784 65.127273 L 871.07027 65.127273 L 872.756757 65.127273 L 873.6 65.968831 L 873.6 67.651948 L 874.443243 68.493506 L 875.286486 69.335065 L 876.12973 70.176623 L 877.816216 70.176623 L 879.502703 70.176623 L 880.345946 71.018182 L 881.189189 71.85974 L 882.875676 71.85974 L 883.718919 72.701299 L 882.875676 73.542857 L 882.032432 74.384416 L 882.875676 75.225974 L 884.562162 75.225974 L 885.405405 76.067532 L 884.562162 76.909091 L 883.718919 77.750649 L 882.875676 78.592208 L 881.189189 78.592208 L 880.345946 79.433766 L 879.502703 80.275325 L 878.659459 79.433766 L 877.816216 78.592208 L 876.12973 78.592208 L 875.286486 77.750649 L 876.12973 76.909091 L 876.972973 76.067532 L 876.12973 75.225974 L 874.443243 75.225974 L 873.6 74.384416 L 873.6 72.701299 L 872.756757 71.85974 L 871.913514 71.018182 L 871.07027 70.176623 L 870.227027 69.335065 L 869.383784 68.493506 L 868.540541 69.335065 L 867.697297 70.176623 L 866.854054 69.335065 L 866.010811 68.493506 L 865.167568 67.651948 L 864.324324 66.81039 L 862.637838 66.81039 L 860.951351 66.81039 L 860.108108 67.651948 L 859.264865 68.493506 L 858.421622 67.651948 L 858.421622 65.968831 L 857.578378 65.127273 L 856.735135 65.968831 L 855.891892 66.81039 L 854.205405 66.81039 L 853.362162 65.968831 L 852.518919 65.127273 L 850.832432 65.127273 L 849.145946 65.127273 L 848.302703 64.285714 L 847.459459 63.444156 L 845.772973 63.444156 L 844.92973 64.285714 L 844.086486 65.127273 L 843.243243 64.285714 L 843.243243 62.602597 L 842.4 61.761039 L 840.713514 61.761039 L 839.87027 60.919481 L 840.713514 60.077922 L 842.4 60.077922 L 844.086486 60.077922 L 845.772973 60.077922 L 847.459459 60.077922 L 848.302703 59.236364 L 849.145946 58.394805 L 849.989189 57.553247 L 850.832432 56.711688 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 812.043243 58.394805 L 813.72973 58.394805 L 814.572973 59.236364 L 813.72973 60.077922 L 812.043243 60.077922 L 811.2 59.236364 L 812.043243 58.394805 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 832.281081 61.761039 L 833.967568 61.761039 L 835.654054 61.761039 L 837.340541 61.761039 L 839.027027 61.761039 L 839.87027 62.602597 L 839.87027 64.285714 L 839.027027 65.127273 L 838.183784 64.285714 L 837.340541 63.444156 L 835.654054 63.444156 L 834.810811 64.285714 L 833.967568 65.127273 L 832.281081 65.127273 L 831.437838 64.285714 L 831.437838 62.602597 L 832.281081 61.761039 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 827.221622 70.176623 L 828.064865 71.018182 L 828.064865 72.701299 L 827.221622 73.542857 L 826.378378 72.701299 L 826.378378 71.018182 L 827.221622 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 823.848649 71.85974 L 824.691892 72.701299 L 825.535135 73.542857 L 826.378378 74.384416 L 826.378378 76.067532 L 825.535135 76.909091 L 824.691892 76.067532 L 823.848649 75.225974 L 823.005405 76.067532 L 823.005405 77.750649 L 822.162162 78.592208 L 820.475676 78.592208 L 818.789189 78.592208 L 817.945946 77.750649 L 817.945946 76.067532 L 818.789189 75.225974 L 819.632432 74.384416 L 820.475676 73.542857 L 822.162162 73.542857 L 823.005405 72.701299 L 823.848649 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 842.4 73.542857 L 844.086486 73.542857 L 845.772973 73.542857 L 846.616216 74.384416 L 847.459459 75.225974 L 849.145946 75.225974 L 849.989189 74.384416 L 850.832432 73.542857 L 852.518919 73.542857 L 853.362162 74.384416 L 853.362162 76.067532 L 853.362162 77.750649 L 852.518919 78.592208 L 850.832432 78.592208 L 849.145946 78.592208 L 848.302703 79.433766 L 849.145946 80.275325 L 849.989189 81.116883 L 849.145946 81.958442 L 847.459459 81.958442 L 846.616216 82.8 L 845.772973 83.641558 L 844.086486 83.641558 L 843.243243 84.483117 L 843.243243 86.166234 L 842.4 87.007792 L 840.713514 87.007792 L 839.87027 86.166234 L 839.87027 84.483117 L 839.87027 82.8 L 840.713514 81.958442 L 841.556757 81.116883 L 841.556757 79.433766 L 840.713514 78.592208 L 839.87027 77.750649 L 840.713514 76.909091 L 842.4 76.909091 L 843.243243 76.067532 L 842.4 75.225974 L 841.556757 74.384416 L 842.4 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 791.805405 85.324675 L 793.491892 85.324675 L 794.335135 86.166234 L 793.491892 87.007792 L 791.805405 87.007792 L 790.962162 86.166234 L 791.805405 85.324675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 800.237838 87.007792 L 801.081081 87.849351 L 801.081081 89.532468 L 800.237838 90.374026 L 799.394595 89.532468 L 799.394595 87.849351 L 800.237838 87.007792 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 796.864865 88.690909 L 797.708108 89.532468 L 796.864865 90.374026 L 796.021622 89.532468 L 796.864865 88.690909 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 803.610811 110.571429 L 804.454054 111.412987 L 803.610811 112.254545 L 802.767568 111.412987 L 803.610811 110.571429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p0d2177a2a3)" d="M 830.594595 68.493506 L 831.437838 69.335065 L 830.594595 70.176623 L 829.751351 69.335065 L 830.594595 68.493506 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 827.221622 70.176623 L 828.064865 71.018182 L 827.221622 71.85974 L 826.378378 71.018182 L 827.221622 70.176623 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 823.848649 73.542857 L 825.535135 73.542857 L 827.221622 73.542857 L 828.064865 74.384416 L 827.221622 75.225974 L 826.378378 76.067532 L 825.535135 76.909091 L 824.691892 76.067532 L 823.848649 75.225974 L 823.005405 74.384416 L 823.848649 73.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 805.297297 83.641558 L 806.983784 83.641558 L 807.827027 84.483117 L 807.827027 86.166234 L 808.67027 87.007792 L 810.356757 87.007792 L 812.043243 87.007792 L 813.72973 87.007792 L 815.416216 87.007792 L 816.259459 87.849351 L 816.259459 89.532468 L 815.416216 90.374026 L 813.72973 90.374026 L 812.043243 90.374026 L 811.2 89.532468 L 810.356757 88.690909 L 808.67027 88.690909 L 806.983784 88.690909 L 806.140541 87.849351 L 805.297297 87.007792 L 803.610811 87.007792 L 802.767568 86.166234 L 803.610811 85.324675 L 804.454054 84.483117 L 805.297297 83.641558 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 822.162162 88.690909 L 823.005405 89.532468 L 822.162162 90.374026 L 821.318919 89.532468 L 822.162162 88.690909 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 823.848649 90.374026 L 824.691892 91.215584 L 823.848649 92.057143 L 823.005405 91.215584 L 823.848649 90.374026 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 828.908108 90.374026 L 830.594595 90.374026 L 831.437838 91.215584 L 830.594595 92.057143 L 828.908108 92.057143 L 828.064865 91.215584 L 828.908108 90.374026 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d2177a2a3)" d="M 796.864865 98.78961 L 797.708108 99.631169 L 796.864865 100.472727 L 796.021622 99.631169 L 796.864865 98.78961 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p0d2177a2a3)" d="M 830.594595 28.328048 L 832.281081 29.158817 L 832.503924 28.94026 L 833.967568 28.036005 L 835.654054 28.193539 L 837.474995 28.94026 L 839.027027 29.698643 L 840.713514 28.53824 L 842.4 28.678403 L 842.755315 28.94026 L 844.086486 29.6276 L 845.772973 29.821718 L 847.459459 30.480663 L 849.145946 29.94194 L 850.832432 29.781818 L 852.518919 31.464935 L 853.678352 32.306494 L 854.205405 32.832494 L 855.891892 33.148052 L 857.578378 33.58264 L 859.264865 34.530367 L 862.637838 35.111454 L 863.436225 35.672727 L 864.785504 37.355844 L 866.010811 38.197403 L 867.697297 38.49819 L 869.383784 39.340964 L 871.07027 39.880519 L 872.756757 39.213601 L 874.443243 39.169384 L 875.516297 40.722078 L 876.12973 41.334285 L 877.816216 41.771484 L 879.502703 42.580275 L 882.875676 43.741003 L 883.22368 44.088312 L 884.101182 45.771429 L 884.562162 46.165544 L 886.248649 46.475204 L 887.219428 47.454545 L 887.935135 48.446098 L 889.621622 49.406452 L 892.994595 50.417813 L 893.398367 50.820779 L 894.210086 52.503896 L 894.681081 52.887454 L 896.367568 54.684049 L 898.054054 55.331344 L 898.593919 55.87013 L 899.133391 57.553247 L 899.740541 58.142681 L 901.427027 58.35911 L 902.73977 59.236364 L 903.113514 59.885814 L 903.932838 60.919481 L 904.8 61.465044 L 905.675974 62.602597 L 905.39416 64.285714 L 906.03619 65.968831 L 906.486486 66.470333 L 907.26541 67.651948 L 907.778544 69.335065 L 908.172973 69.846892 L 908.866591 71.018182 L 909.329485 72.701299 L 908.96953 74.384416 L 910.309697 76.067532 L 910.935354 77.750649 L 910.566898 81.116883 L 909.859459 81.837333 L 908.172973 82.43187 L 907.804106 82.8 L 907.05511 86.166234 L 906.756927 87.849351 L 907.462916 89.532468 L 905.367844 91.215584 L 904.8 93.005781 L 902.811686 94.581818 L 902.086994 96.264935 L 901.427027 96.960353 L 899.740541 96.980187 L 898.054054 95.960831 L 896.367568 96.805863 L 894.681081 97.073221 L 892.994595 96.93185 L 891.308108 97.394261 L 889.621622 97.124025 L 887.935135 98.472743 L 886.248649 97.559582 L 885.859401 97.948052 L 884.562162 98.859582 L 882.875676 98.565624 L 881.189189 99.083716 L 879.502703 98.855916 L 877.816216 99.282613 L 877.371436 99.631169 L 876.12973 100.335477 L 874.443243 100.8301 L 872.756757 100.421398 L 871.07027 100.203011 L 870.16461 101.314286 L 869.740177 102.997403 L 868.829347 104.680519 L 868.524995 106.363636 L 868.005841 108.046753 L 868.433182 109.72987 L 868.987367 111.412987 L 869.383784 111.902585 L 870.106057 113.096104 L 869.24767 114.779221 L 866.705564 118.145455 L 866.010811 118.883509 L 864.324324 119.476367 L 863.926376 119.828571 L 862.637838 120.605263 L 860.951351 121.253027 L 860.692172 121.511688 L 859.264865 122.353247 L 857.370822 123.194805 L 855.891892 123.696272 L 855.325202 123.194805 L 854.648066 121.511688 L 854.205405 121.069912 L 850.832432 119.982596 L 850.591456 119.828571 L 849.145946 119.194629 L 847.459459 118.686185 L 846.917647 118.145455 L 845.772973 116.411732 L 844.086486 115.739564 L 842.4 115.942937 L 840.713514 117.13533 L 839.027027 117.685538 L 837.340541 117.276815 L 835.654054 118.549763 L 833.967568 119.1972 L 832.281081 119.03397 L 830.594595 119.349228 L 828.908108 120.436815 L 828.049349 121.511688 L 827.897884 123.194805 L 827.221622 123.941031 L 825.535135 124.532228 L 825.188749 124.877922 L 824.192265 128.244156 L 823.848649 128.587086 L 822.162162 129.131813 L 820.419854 129.927273 L 819.586894 131.61039 L 818.789189 132.4065 L 817.102703 130.747332 L 813.72973 130.768042 L 812.043243 129.085714 L 808.67027 129.085714 L 806.983784 127.402588 L 803.610811 127.402597 L 801.924324 125.719481 L 798.551351 125.719481 L 796.864865 124.036364 L 793.491892 124.036356 L 791.805405 122.353247 L 788.432432 122.353247 L 786.745946 120.669944 L 783.372973 120.67013 L 781.686486 118.987013 L 780.395855 118.145455 L 780.295297 116.462338 L 779.842781 114.779221 L 779.231624 113.096104 L 779.515035 111.412987 L 778.942197 109.72987 L 779.234027 108.046753 L 778.036737 106.363636 L 777.281515 104.680519 L 777.47027 102.997403 L 776.828829 101.314286 L 776.627027 101.133414 L 774.940541 100.634902 L 773.254054 100.427494 L 772.153177 99.631169 L 771.119281 97.948052 L 770.63164 96.264935 L 769.258305 94.581818 L 768.785003 92.898701 L 767.559228 91.215584 L 767.407051 89.532468 L 767.464447 87.849351 L 767.04396 86.166234 L 767.834259 82.8 L 768.721958 81.116883 L 769.464345 77.750649 L 770.352611 76.067532 L 771.092642 72.701299 L 771.971436 71.018182 L 772.381195 69.335065 L 772.658184 67.651948 L 773.254054 67.057269 L 774.940541 66.523173 L 775.495992 65.968831 L 775.747818 64.285714 L 776.627027 62.836042 L 778.313514 61.751552 L 778.916308 60.919481 L 779.12469 59.236364 L 780 58.394805 L 781.400338 57.553247 L 782.192041 55.87013 L 782.52973 54.187013 L 783.372973 52.661691 L 785.059459 51.720479 L 785.730209 50.820779 L 785.892304 49.137662 L 786.745946 48.268278 L 788.194887 47.454545 L 789.240254 45.771429 L 790.118919 45.152446 L 791.805405 43.044934 L 793.491892 42.16545 L 794.199915 40.722078 L 795.178378 39.893644 L 796.968163 39.038961 L 798.747516 37.355844 L 800.237838 36.382512 L 801.924324 34.985281 L 803.684407 35.672727 L 808.67027 33.162335 L 810.356757 32.73247 L 812.043243 33.047207 L 813.72973 31.642292 L 815.416216 31.019352 L 817.102703 31.420841 L 818.789189 30.42198 L 820.475676 30.421368 L 822.162162 30.169153 L 823.848649 29.781818 L 825.535135 29.976391 L 827.221622 29.308146 L 828.908108 29.738445 L 830.594595 28.328048 L 830.594595 28.328048 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 159.381818 L 781.228125 159.381818 L 781.228125 147.768068 L 748.8 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=15 --> <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 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 156.886193)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-35"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pa8c8bfe188)"> <image height="153.36" id="image48aa4833e2" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="562" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAJ/CAYAAADVvlSgAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3cmPXuedHuwj25yKZLGqOFMkRVJUJNGD1HI6Nuwk7aSTINMmToAA2eXvCbLMJptsAmTVTgdwEMhB0I5bdnuUZE3UQEkUSXEojlWciqSGb/VtAt93tR+r2BR1Xdsb57xneM5568cXuPnINE2fTgAAAL/Dl/6mDwAAAHhwGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIvvI3fQAAAPxuX/lK/lPt448/Htru3r17f9Ax8cXjFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVQUA+Axs2LAhZl/6Uv432laB+sknn8Rs69atMdu4cWPMWq3qhx9+GDO+uPzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWqAMAXTqsy/fTTT2P25S9/OWatrrRVoO7YsWNou3YOH330UcyuXbsWM/hd/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitaoAwANttAL1k08+GdrukUceidnHH388tM+7d+/G7NatWzHbvXt3zNpxNhs3bhzaji8uvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBIrSoA8HtpNadf+lL+t8hWA/rRRx8NHcvo541q1antujStqrVlMzMzMbtz507MWsXrjh07YjZN03Tp0qWa83DyCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqgLAQ2z9+vUx++STT2LW6kNb1mpAW83paAXq6Dm0Ota23Ze//OW/3oH9HvscrVVtbt26FbPr16/H7N69e0Ofx8PNLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqwoAD4ivfCV/Lbca0FYt2rJRrSJ0LapT23ajtaNtn+1aN61ydfPmzTHbsmVLzO7evRuz999/P2Y3b96M2crKSszacU7TNC0tLdWch5NfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPTINE25Gw0A+J1mZmZi1qo+P/roo5iN1pU2reqzfd5oXeno57Xza/tsFaijx9I8+uijMWv1qGfPno1Zq05t9+HOnTsx27hx49DnrVu3LmbTNE3Xrl2rOQ8nvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDoK3/TBwAAa61VoN67dy9mrbKz1aN+8sknf70D+3+sRXVqO4dWLdr22Y6zZa0idLSKttWArl+/PmatkrRpn3f9+vWYXblyZejzdu/eHbN2/1ZWVmJ269atmK1Wq3ro0KGYnTx5sm7L55dfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRWFYAHyq5du2LWKkJbTWaru2zVlM1aVKe2bLTmtFWStrrZ7du3x6ydezvOVmHbstu3b8dsbm4uZu0cTp06FbNW8Xrjxo2YtXPYunVrzDZs2BCzdm/bdWnaNXviiSfqttu2bYuZWtWHl18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFYVgGFf+Ur+Gtm8eXPMWnVjq628cOHC0HatBrRVtbbK1VZ32bRrNrrPtl07h1bLubS0FLNWH7pjx46Ytcrctl5u3rwZs/n5+Zi1Ot1239uxbNy4MWatUrZVtbZK4Hbu7d62ytxWjdqqaKepnz8PL78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6JFpmnInFwAPhVb3uJpWA9r2u2nTppi1WscrV67ErFV9tuNstapNq61s595qTttxNq0GtNWctjrPDRs2xGxlZSVmrVqz1Zy2ys59+/bFrLl8+XLM2lpq596u2dWrV2PWKlDbPtv6bMe5bt26mLW12+7fautzYWEhZsvLyzF777336n55sPmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARGpVAR4wrSpxLepBV9OOp1WLtqrP0QrUjz76KGbtONt2o9emfd6ods1aVWurXG3Xs51D+7zRa9bWy+bNm2PWzqFVmbbPa+fQ7kPT6kpbdvfu3ZiNrt2WtfXS6l+naZp27doVs8OHD8fsL/7iL+p+ebD5hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAES51w6AVX3rW9+K2euvvx6ztahHbVWQo/WL0zRe2blaPePIPpt2HqMVoe3c10KrAW3Z+vXrY9bWRavzbNdstB51ZWUlZteuXRs6llZX2up723Vp59DWS6t4XV5ejllb8+3z2nYbNmyIWbsuW7dujdk0TdPMzEzMRutoefD5hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAESPTNPU+/QAPkf+03/6TzF77rnnYra4uBizX/3qVzF78803Y/byyy/H7Pz58zFrdaSt8vDWrVtD+5ydnY3ZNE3Tnj17YnbhwoWh42m1jq3q86OPPopZO8fRWtlW5zla2dkqUFtdaat4Hb2eTbvWrc5zLSps271t9aEtaxWo7T40o7Wio+tstUrkpF3r0XOfpmnatGlTzFpV7bvvvjv8mdwffmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRWlXgb8x//s//OWattrFVebYKwi1btsRs165dMdu2bVvMzp07F7P//b//d8x+/OMfx+zOnTsxG62QbPtslY6r5e1etONp+1xZWYlZWxft3q92jiPbtc9rRutD2+e17W7fvh2zdn7tOEe3azWgrZK0VXK2mtq2z1b72+pB231olaTtHrWsrfnR6tvRbJrG70Vz+fLloe24f/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAorFOOOAL52c/+1nM9u7dG7NTp07F7LXXXovZ0tJSzEYrCFsV5N27d2PWKv+Wl5dj1qpM5+bmYnbjxo2YtXNft25dzC5evBizVs242me2Cs12TVu9ZrMW1alNO8621tp1adutxdoePZam7bNVi7Y10c6h7bNt157BVgHa7kM7lvYs3bx5M2ZNO7/RNdj22eqQV9tvuzYbN26MmVrVB59fGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPTINE1j3XbAA2txcTFmf/mXfxmzN954I2atnnBhYWEoa5WV58+fj1mrMm21hu1Y7t27N7TP27dvx6xVgK6srMTsl7/8Zcxa/WDb5+nTp2PWqhCnqVcwtvrJdn/btWlajeRoVWvbrp17y9o+W9buRdtutG539BxG619H73vbbrS+dy1qVUdrapt2DqOVue16zs7O1uNp2+7YsSNm165di9nVq1dj1iq2uX/8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAAKKxfjPgM/Mf/+N/jFmrt9u/f3/MWnVqq7bbuXNnzFqV3oYNG2LWqv2uX78esxs3bsSsVaC2ysNWDbtx48aYtarA9nlbt26N2c9//vOYtarWZ599NmYnTpyI2blz52LWzn2apunWrVsxa/e3VT6OVqCuRc3pqNFzb8fZ9tnWWvu8VhHatmvPfDuHVkM8es3WQqshbpWro3Wz7Xq2a9auddPWSzuW1aphR+ui2/u+VePyYPALAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNSqwu/hT//0T2N26NChmH31q1+N2eHDh2PWavFaDV2rwWyVeK0usGWtrrRVJS4vL8dstD5z06ZNMRutQ2yVh227Vg07NzcXs3/8j/9xzL773e/G7Pnnn4/Z4uJizC5fvhyzaerrsGWtnnG16sYRo1WmTTvO0TXatHNoVZ+tarit0dGsGd2uraX27LZrvW7dupi142zbtfdBM7rd6HPUrks79/Y+n6Zejzq6nu53pS6/P3cIAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalV5aH3729+O2fz8fMxadeEf/dEfxWzv3r0x27JlS8xatWirmmvZjh07Yra0tBSz1er0kpWVlZjNzMwMZa2StNUvbty4cejzWuXfhQsXYtYqbNux3L59O2atGrZlu3fvjllbn20NTlO/3q0qslVhtvU7WhXZjrNt1z5vLWpjR69LW6Ntn61KebTettWOtsrgtl07llYjPboGm7bPVmE7+nmjNbyjn/eHVB6Pfubo2m7v7fb+5bPlFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVeWBcPTo0Zi1ir4jR47ErNUhtuzw4cMx27NnT8xa3WWrqWs1g61qrlXUterUdiyt/rVVp45WhF65ciVmrQa0nV+7Lu1at+q+du6tcvX8+fMx27p1a8xmZ2dj9vzzz8fs5s2bMWtaDe809fNvtYZtrbX64rbPVmnZtCrIdpytknQtKjRb1t4Hbbu27lv174YNG4Y+r71f27pv+2zPWVufa1G52rT3T9OOZS0qgf+Qcx89x9G1PfrM89nyCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQOT/YeD31v5fhG3btsXsG9/4Rswee+yxmLUu8Nadf/369Zi1/xugnV/T+rBH+6db1rTu+LbP1s3d9tn+P4XRY2kd4m1NtN71a9euxaz9HxRtne3evTtmrT+8rYmXXnopZq1z/qmnnopZO4d27tM0TefOnYtZu7/t/+e4c+dOzEbXYXsG2z7bmmlGu/Nb1vbZ+u/b8zLacT/63mr3tr0r2v1rxzn6/9U0o/d2dLu1OJbR5+EP0T6z3Yv2Tt+8eXPM2nris+UXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEKlVfYj9q3/1r2L2yiuv1G1bjeLWrVtj9vTTT8fsueeei9n8/HzMWkVfq9NbWlqKWTuHAwcODB3LaE1kq5prWauXHK2JXLduXcxaXd6OHTti1q7LaD1qqxJs27VqxnaPWg1vW7sXLlwYyvbu3Ruzo0ePxuzSpUsxa9WEN2/ejNk09XvfnsG2Rtu9WItjGX0G23btWNq5twrU+12Feffu3aFs9FhG302jNbWj1qJWdS1qeNvabc/DaA34Xycf0Y51eXk5ZmvxPcjv5hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVW9j1o147Zt22K2ZcuWmO3fvz9mx48fj1mrdJymXt146NChmD377LMx27NnT8zaObb6tytXrsRs9+7dMWtVmK1+st3DGzduxGxlZSVmrRZuZmZmKGs1dK0qsdXQtfvQ6lg3btwYs3burSJ0tLLy9u3bMWvXZf369TG7detWzFqNYnuO2vPXKlBPnDgRs3ZvW43yap/Zruloje1ozWnbrh3LWtRktuelZU07v7V4dlvVZcvaM9g+r92j9nmj92+0rnT089o+m9EK29HzW81aVM427VjbelKr+tnyCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqg5olXFzc3MxazWYrYqsOXnyZMwWFxdj1mpcp6lXoD799NMxe+qpp2LWqkxbzev27dtj1iotW/Vmq6NtVWyjtZytWvTq1asxa3Wereqy1bg2ozWRbW2342z3qD0T7bq0asZWz9fubavu27BhQ8y+9rWvxayt6w8//DBmP/jBD2LW6nS3bt0as9UqFtu6aHWX7ZkYrckcrStt59jWYXsfrEX96+i5N2270fNr677d29FqzXaP2uc1a1GBOvp5o9dl1B9Sfzpaq9qMXm/VqfePXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAED0ha5VbTVtrbax1cm1rFUetpqyVsnZtLqx3bt3121bPeqxY8di1q7ppUuXYtaqatv5t2y0JrNVQTaturCtpx07dsRs06ZNMWvn1yrqRuvrWoVtu2bt3rbt2loarc9slX9tuxs3bsSsVcpevnw5Zq069dy5czF79NFHY/b444/H7Pz58zFbra6z3cPRGtDRGsnRetTRCtSmbdeuWTvOVgvc6kPb+bVjGa3MHd2urYm2XTuHZvR9txYVqGtRR9qM7nO198Hos7QWx9P22f4+GK0e/yLzCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgeilrV0QrJVm3XqrpaFWSrumw1p+0423Yta3WPs7OzMZumaZqfn4/Zzp07Y9aqY+fm5mLW6s8uXrwYs3b+e/fujVmrVButR23X9P33349ZW4dXr16N2Wjt35YtW2LWzq/tc9u2bTFbWFiI2eLi4tDn3blzJ2atMrfVHrd93rx5M2atCrJV0bbK1fb+OXjwYMyaVuPanqNpGq/NHX2vNW2frZJ0Laph16JecrT6t2nnPlp9uxbVou381qKit1mL2t/R6zl6zUbP4Q+peG3fZ83o+2D0WeL35xcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQ3fda1dFauNF9tprIVrHY9tlqFEer0VptYfu8VmHWqi5bNeo09fNvNacnTpyI2aOPPjp0PK0CtWnXZrT+ttVktgq3Vhvb6gLbubdjaefQKkKbVgPa1svRo0dj1tb2jRs3YrZp06ahfbY10T5vtMpz69atMdu/f3/MDhw4ELPdu3fH7Oc//3nM2npp2TT1td2uaau4beu+3cPRGsW2z9HvpdHPa+/7ZrRec7SyslmLa9a09bIWa6JV0TZrUWU6mo1W0a52j9q2o38frUU9ajsWfn9+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANFwrWqrVGvZaOXYaHXqli1bhrI7d+7E7Pr16zEbrX4bvZ6trnPv3r0xO3ToUMymqdc6tkrAVqN47dq1mI3Wn+3YsSNmrXpzbm4uZleuXBk6lrbPdn6t8rDVqrZ1OGppaSlm7XlZWFiI2fvvvx+zdo9a7XHT1mA7h9WqRZP2rmjPSlsvrYL44MGDMVtcXIxZq3hdrSKzVfG2Ndr2uxZVkc1a1Fa2rNVyjtajrkX1ZNOu9eh9aNq5jx7L6LUerUgf/Run1RM37dzbGhy9ZtPU19poderodWvbtXMcXWtfZH5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAA0XCtaqudajWnrV5ytHa0VYe1qrJWZ9lqBFtVYtvnaL1bq07dvHlzzLZv3x6zXbt2xWyapmnnzp0xu3z5cszu3bv3mWf79u2LWTvOtkZbFebMzMxQ1u7T1atXY9bOva3tVjvanrO2z3Y929puFaHt8y5evBiz9j6Yn5+P2fLy8tCxbNu2LWatErg9u+1d8Rd/8Rcxa9W+J06ciNlPf/rTmP3mN7+J2dmzZ2M2Tf0cZ2dnh7Zr6749n+092u7vaMXkaOXzaIVkqwVu2jVbixrMlrV3RTP6d0W7ZqPVqW19tu+Bdg5tn+16tjU4Wis6Wse6mnaOa1FjuxZ19e29/UXmFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAN16o2rZJrtKat1aZt2rQpZq1qrlUltu2aVtU1Winbthutfjt06FDMpmmaLl26FLOlpaWYtfqzVnf5+OOPx6xV9N2+fTtmrYavXZt271dWVmLW7n2rvx2t2muf1yrzWv1r06719evXY9aqjds9amup1R63Y9m6dWvMWjVsq7Bt17o9R60atp1Du3+tFveJJ56IWVtL0zR+79t3QXuW2jUdfSbad8hoHXbbbi3qUdt7qz1L7TjbtW5GK2xH/wZo596epT179sSs3aNTp07FrP3N0dZLe1baM9bWxGjl6uj3x2r5aH1xM7pmmtFj+SLzCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjWpFa1aZVbrfpttFqzZXfv3o1ZO85WEzlaY9b22WoUW11nO5ZWLzlN03TixImYtbq5Vp3azqNVtR45ciRmrd6urZlW6dhq2kbr9FoNaDuWtn5b1WerWGzaM9E+rx1nqy4crStt676de9tnewbb+bXtWl1wW/NXrlyJWXvG2rPS1uAvf/nLmE1Tfx9u37596DNHvwua9nnt3rdnt63RljWj5zda6zxaS9my9q5oz2B7h87Ozn7m2ZYtW4ay9lxfvXo1Zq2uffTvg9F3bzP6nlxN27ZViDftuq2Fdu9Hn92HgV8YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAtCa1qq066+OPP45ZqxVrtWmtHqx93mjFWdtnq6FrtaILCwsx27t3b8wOHToUs2PHjsXszJkzMZumaTp58mTMbty4EbOLFy/GrFW5jtbUtYq+VkXXqj5bbdqtW7di1tZ9u2ZtXbQaxXYs7dxbJWnbbrSmtpmZmYnZhQsXYjZaJdi069nWYLsu7d3UrvXRo0dj9tprr8Xsn/2zfxazr371qzE7e/ZszKZpmi5fvjyUtXXRnvm2Rtv7t93DVgN6/fr1mLWayHbv23dI++5plY5rUUu+FlXg8/PzMWvf5Tt27IhZ+45s3wPtHNrzuW3btpi142zPUnuPtJrltl07v/bd0v5WWa3GtOV37twZ2q5lf8ixJqPP5xeZXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEC0JrWqra6q1SiOVkG2isVWQ9eqNZvR6tR27q2GbufOnTE7fPhwzFpl3PPPPx+zaZqmc+fOxeyJJ56IWTvWdr1bJWm7v63+rN2L0Qq3VrHY1mhbh63Ssa2Z0Vq4VnvX9tnuX9uuXbO2Xlrt5gcffBCzp59+Ombtep4/fz5mTTu/Vqfb6iXb2m3vyfZsthrMf/2v/3XMpmma/uqv/ipmrQ7y1VdfjVm7bu0+tYrJptWxzs3NxezmzZsxG/3uafeiadu1rL1fm7bWWta+l/bt2xez9kzs2rUrZu1aj1arN62mttW/jlautnV26dKlmF25ciVm7XugVRBP03i1/Fpk7T2iHvWz5RcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQrUmtaquX3L59e8xafV2rB2sVZ2tRx9Uq3NrnXb58OWatfvHAgQMxO3bsWMxaFVs799XyW7duxazVw546dSpmrW7uzJkzMfuH//Afxuxb3/pWzFoNaKuU27p1a8yWl5djNlpv16pMR6s321pr1X7tWFqVYNOOs9Uvnjx5MmZtfbaq4fbstlrKts+WjdaKPvfcczF77733Yva3/tbfill7j0xTv97tM9sa3bZtW8wuXrwYs/Yd0r4LRtd9e1ds2bIlZm3NtO+XVo86Wgfd6ko3bdo0tF27t60Cdc+ePTFr33Xtu6X97bCyshKztiZGq6nbc92uy5NPPhmzdh/+7M/+LGYnTpyI2WgV7TT1Z6Jp16btsz0Tbd23fbZzHP2b8mGvcfULAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNakVrXVGrYqtlY92SpCWzVjqzVsVV2tVqtVg7UqvVY32yokn3322Zi1SrxWqdaq5qap15G98847dduk1Y6269bqF1vFWatAPXLkSMxa9d3Vq1dj1s5hbm4uZqvdi89ae17aM9HqZltlcLsu7TlrVYmtxrWdQ6tDbHWd7Xlo597WbntPtsrDQ4cOxez06dNDx9Keh2mapr//9/9+zI4ePRqzdg9/+ctfxqy9K1vlaqujvXTpUsxGq7Jb1XBbM+07pH3XtXvYPu/w4cMxa9esfd6OHTti9vjjj8esVZm2z2v3qD1L7R0z+jdAq9Nt2nG2Y2nf8zt37oxZ+y5r3wPt3Kepr9HRdd+078hWj9q+s0YrXr/IXBUAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCtSa1qq9y6du1azD799NOYtVqxptWDtbq8VrnVtmuf12ro/uk//acxe+6552L2wQcfxKzV1LZaymmapt27d8esVdW2isl2PG2freLs/fffj9lLL70Us1bt9/3vfz9mi4uLMWtrZrROr1XGjVYCtirIVsPXrlm7Lq1WtT3XozWRrVq03aPRNX/9+vWYtZrIVtG7tLQUsz179sSsVRe/+uqrMWtVrdPUz7/dw7Yu2juonUf7vAMHDsSsVVe3CupW49rqNUfrkv/O3/k7MWvr6cMPP4xZu79tPbVq6vb+aVl7zlrFazM/Px+zVqXcstFK9tFq3/Z3U9vuO9/5TszaWnr99ddj1tbSNPXv8vbd074L2nu0bde+I9t3SKvpbdrfqQ87vzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBoTWpVm1Zz1epK7969O7TPtajOGq0AbZWyrbLy0UcfjVmrMGvZ/v37YzZNvaZuw4YNMWt1kE2rHf3Nb34Ts3YvXnnllZi1c3jhhRditn379pi1ysPZ2dmYtXrNtg7b2m41dK3usVVdjlaStue61ROeOnUqZu3c231olZwXLlyIWdMqK9u9bc9nqzVs9YPt/NrntXrQaer1jMeOHavbJu2d95Of/CRm7733XszOnj0bs/YMtuvW3tutlvPJJ5+MWauNffbZZ2PWKlDbddm4cWPM2vpt32ft/rVnvtU6t3dMe2fPzc3FrL0L2/dOq+ts2jutvV/bdu19t3Pnzpi190+rpm7f/6vt95133olZqyhu975dm7bW2vfnaD3q6Oc9DPzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAovteq3r79u2YtYrMVsXWjFZgjVZWtnq+o0ePxqxV8LXPu3LlytCxrFY3265bO55WXdj22Wr/WpVpq9588803Y9auWzvO733vezEbrcVrNaCttrFVAs7MzMSsVXa2NdP22Z7dVud5/vz5mLXrefr06Zi1msi2Ptvn3bx5M2a7du0a2me71sePH49Zq1X92te+FrO2zlp95jT1ysPVtk1ales//+f/fGif//2///eY/c//+T+H9tkz6HHmAAAgAElEQVTWU6sobud35MiRmLUa7fad1aow2/dny1qdeTu/9q5o+2znN/q929bu1q1bY9bevW3Nt6zts51fq5Rtf1Nt3rw5Zm2dtXfFNPUq1/b90t6HbR2OrouWrUUFavueH63pfZD4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAET3vVa1VSy2qq5WGXfx4sWYtTrE0ZqrVpvWKjnbOezbty9mrXry5MmTMduzZ0/MWg3dNE3TtWvXYjZasdju/d69e2P29NNPx6zVo77//vsxO3HiRMz+23/7bzFra+3f/tt/G7NWGdfWTKvha3WzbW237VpV66VLl2LW6uvaObTrOTc3F7NWh3jjxo2YvfjiizFrlaRtXbcK1G984xtD2WOPPRazVqva7u3+/ftjttq7sNUXt3vR3ulr4ZlnnonZT37yk5j96Ec/ill7JlpV9iuvvBKz7373uzFrdY+7d++OWavQbHXCrdK61SW3rJ3D6Hdy+7xWLdq+r9q7d7SKtmn1qKPH2dZney+3itPVKkfPnj1b82S0rr5l7e+Kdk3bOY7W8T/s/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACi+16r2rTqwla3NlqP2rZrtVqj+/zggw9i9ud//udDn3f16tWYfec734lZq9Kbpl6FuVola9JqXh999NGY7dixI2ZLS0sxa+dw+fLlmLWq2ueffz5mrW7te9/7XsxabWyroVteXo5Zq5NrWiVpq7BdWVmJWatDPHLkSMzaemk1e4uLizF7+eWXY9bqCds92rZtW8xG62ZbzfDo57Wq5F27dsVsmvr74u23345Zq+J9/PHHY9bWTNPW07/7d/8uZu29/atf/Spmrfr32LFjMfv6178es/Zct/vU1kWr82zrvr0PmvZ57fuj3YeZmZmYtZrTdg7tPdnqOttzNvp3TKs5bd8Do/Wv7f3T3hXT1L8LWtbW9t27d2PWjnW05rRd06atmdHv3c8LvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDogapVbdVZ+/fvj9m5c+di1urPWsVZq9xq27U6wOvXr8esVfe169K02sLDhw/XbVvFWavQHK0qu3nzZsxarWqrJ7x9+3bM3nzzzZjt27cvZu0evvHGGzG7ePFizL75zW/G7I/+6I9i9thjj8XsrbfeitkvfvGLmLXnpVUNt2q7tn5PnToVs/YsHT16NGbPPvtszL797W/HrNVStqrWlu3cuTNm7Vl58cUXY9ZqKRcWFmLW1m5bn9PUa483b94cs1ajePbs2Zi1Z75VPraa0z/+4z8eyk6fPh2zVsHcvrPac9Yqn9v9Hf2ua891q9NtNaCtkrRVrjat/rVVebbzaxWo7fxG61Hbu7DVxrZ3U6tWbzWf7bndsmVLzKapP7vtPdPuYVsz7V3ZvnvavW/XZnSfo1k79weJXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAED0QNWqtpqvVk/YavZa5Virsmq1aa2uc3Z2NmajlautMq5VgDarVdvt2bMnZu+//37MWj1qq4ZrdXPtercKu1b91mokW23spUuXYtbu/ZkzZ2LWqubeeeedmP2Df/APYnbixImYteel3aN2H5aWlmLW6utaFWRbE+15ac/8M888E7Pvf//7MXvqqadi9uqrr8asVa626sKDBw/GrFX+tX2290+r/Jumfg9bBer8/HzM2juorbW2XVsXq1VFJgcOHBjKmhdeeCFm7fls761169YNHUur6W3Xur0Lz58/H7P23dJqcdv7tb1H2nG2+vD298ho7WZbg606tN3b9jdA+95pz2Z7b01Tv6bt2V2LKtNR7fNathZVvJ8XfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRA1Wr+sEHH8Ss1de1ytVWnXrhwoWYtVqtVn/WPm+0Fq5VsbWqrlZ91mowp2madu3aFbN2vVudXquwa3VrH374YcxaVWSrHT169GjMfvKTn8Ts1KlTMWvrqdXCbd++PWZtXfzoRz+KWXtejh07FrPRc2hroq2lVhc4Wl/Xqn1bJfB/+S//JWb/6B/9o5i1WtG25lvtb1vX7Zq190FbS6vVLI/ep40bN9b9JjMzMzFrNaDt/dvqi9vnjWq1wK0Ks9UCt/vbzv3GjRsxW1hYiNny8nLMXn/99Zi1Ouj2eX/8x38cs8ceeyxmrYa41aO2yvJ2/9p6ae+mdo/adqN1wa3CtlVonzt3LmbT1L8L2juvbdfOv71jmva8tGz0ONvfhmpVAQCAh5qBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgOiBqlVt3n333Zi1utJWc7V///6YtXrQa9euxaxpVYntOFsdYKsjbdfsmWeeidk09arPVjnWKuzasbZzbPV27V60KshHH300Zv/m3/ybmLVK0r/8y7+MWauGbVodYqvam5+fj1mrFj1+/HjM/u7f/bsxa7WqrRKvrfvVqj6TvXv3xqxdl1ZD/MMf/jBm7f3TqgtbHeLout66dWvM2vVcrbawfWZ7r7X12653q2Zsx9K0OtbFxcWY/fKXv4xZexe2e9/Or23X3lvtHdPeoe3d22pA23oarfN87733Ynb79u2YtZrado/a+6C9X9t6ad+B7Zkfrd5u74r2PmjP5muvvRazaeprrdWHtprl0VrVtg7b2m7V+aPfWaPVqaNVvPebXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAED0ualVbRVgra6z1ZG1KrZWZdVqtVoV271792LWqhmPHj0as1bFdvbs2ZidOnUqZtM0TY8//njMWo3iaNaqEldWVmLWatpa1ir6WvXdd77znZg9++yzMXvllVdidubMmZidPn06Zq1Or621VunYqidb1dzMzMzQ57XjbNrz2aoE5+bmYtbWWXtefv7zn8esvbe++tWvxuwb3/hGzHbs2BGz9v5px7JaVfRodfVvf/vbmLVKyz/5kz+JWbuHrdawXZt277///e/HrNUhtirTVunY3k2tQrJt1ypsl5eXY9bubXt2Dx8+HLNDhw7FrK3R9h3RrmfL2j7b+669J9u6btq9be+79u5t74q2Pp988smYTVP/2+LkyZMxa89g+zuu3Yv2N1C7pqOf17ZrPi/VqY1fGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPS5qVVtdVytGm20fvFP//RPY7a0tDSUtYrX5sKFCzE7d+5czFrd2sWLF+tntprBVjnWqvbadq2+b/PmzTEbrdprFa9trbWq1lbTu2vXrpj94he/iFmrY3333Xdj1uoJW9VeO7+21lqVYNtnez5bfV3LWk1kW/ftHj322GMxa7XHP/vZz2J2/PjxmLW122p/23PU6kjb87Daftu9OHHiRMx27twZs2eeeSZm7T3SKnxb5erCwsLQ5zXt81qlZXuW2nPd9tmewXbN2ue1NdoqJNt3RKvIbPts3wNXr16NWbvv7fPamm+1oqs9Z8nly5dj1v6uaO/Xtt2///f/vh7PP/kn/yRmP/jBD2L2Z3/2ZzE7f/58zNaidn20Erlp74r2Phitar3f/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACiR6Zpyt1onxOtLrDVcR04cCBmrXLs1q1bMWuVca06a8OGDTFrVXOt9u7atWsxa3Vy0zRN/+Jf/IuY7d27N2atoq9Vjm3atClmrWawfV6romuVgO1YWk3b7OxszFqF75UrV2L2V3/1VzF7+eWXY9bqfVvV3rZt22LWzuHZZ5+N2f79+2PWKvFalWe7f61OuD2D7V1x5MiRmO3evTtm7X3wxhtvxOztt9+OWauGbe+KVsfa7sNq+Z49e2LWqobbc92qf9u6aO+Y9o5t66K9Y9sz0e5F+7xW99gqQtu6uH37dszaGm3XrH2/tGep1RePVrU27bocPHhwaJ/tWNqz0iq7W5Vn+55rz0Or8mzbPfnkkzGbpl4z3aqU/8N/+A8x+9GPfhSz0br2Vsne7mF7dtuxtHvf7kVb9w9S5apfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQDTWU/aAGa0ja/WorQLrgw8+iFmroWsVX616stVEnj9/PmaLi4sxaxWg09SrBNeiAnb9+vUxa7VirTKv3cN2TVt1aqtcbefeqlPbOjx06FDMHn/88Zi1yrjRCsm27l955ZWYtXrbw4cPx6xd6/bMj96/VpHZ1llbu08//XTMWq3z17/+9Zi1+9Dubav8u3nzZsymqT9LrQL10UcfjVm7F20dtlrgVuc5Wr/YKiRbtWjL2jM/Wp3aajLbumh1u8vLyzFrz/zf+3t/L2atlrutw/ZdfvLkyZjt3LkzZu26tGNpa6ll7Xu+nV+7D60Kux3L2bNnY/bqq6/GbJr6OhytvG5/V7R9tu/d9q5o2rpo96m9J0frUdv5teuyFvzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAooeiVvX27dsxm5ubG9pnq8dq1X2t2q4dZ6vdbNVgrVZrtGJwmnol4PHjx2PWqinv3bsXs1YzeOHChZi189++fXvMWqXjaDVuq1trlWqjtcCtPnTPnj0xazWg169fj9muXbti1uoC33777Zj96le/itn8/HzMjh07FrOlpaWYtXvb6l/bWmrP7s9+9rOY7d69O2atfvCrX/1qzEYrMtt7a5r689Ke3VYJ2M6xvbvae7SdRzuH9m5qNbbt3EfXWqu/bXXJrSq7vUda9W1797Z3Wttnq1Ju9aitxrVds7bO2jm0tdTek+07qR1nW9ft75H2eS1r39WtKnma+rG2e/jhhx/GbLR2tG3X3j8tG63NbfdptB71flenNn5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAA0UNRq9q0GrpLly7FbLTmqtXstarAtl2rhWvVaDdu3IhZq4Kcpl4bd/DgwZi1qs+m1bhu27YtZq2aslWgtmrR1Spnk7bW2ppp16zV8LWatlbV2mp6Wy1cu2aPPfZYzFrl6vnz52PW1ujrr78es7bu27G0usebN2/GrNX6tXt74sSJmLX70J6H0WrC0frpaerXpj1Lraq21ZxevHjxr3dg/49Wc9qOsx1Lu96ja7t9Xqv6bO+Ydo/a9Txz5kzMnn766ZgdOHAgZufOnYvZiy++GLN2PVvVcLNanXDS3vWj34Gt9rj9DdBqpNv3QHuftwrtaZqmhYWFmP3iF7+IWasoHq24bVn7m6sZ/Y5sz+Dou/lB4hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQPfS1qq1yrNWftdq0VsHXajCbVqnWjnPTpk0xa1Wtd+/ercfTavha5Vg7ni1btsSs1ZG1ys5WMdn22arYWqVs02rq2rG06rd2zdpaa+fX1m+ram21cO3c25o4evRozNp1ac/1K6+8ErO33357aLtWubpz586Y7d27N2btHrXreeHChZiN1j227aZpmm7fvh2ztrbbvW91nq0at9WjtprpVjHZ6kNbnWerQG3vkdOnT8fs8uXLMXviiSdi9rf/9t+OWVuH7bugrZk9e/bE7K233orZqVOnYtauZ3sG2zpr363tOWvvu9EK7XZ+o8fS3uftWWladeg09fX705/+NGZtbY/WjrbvrPaObe+Dlq12bR5mfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRQ1+r2mrMWgVfq+pqWauhazWRLWuVcbOzszE7ePBgzFot5TT1ysNWqdbOf2ZmZmi7dr1bJWCrt2sVbq1SrdXptbrZtg5bhW07v1a52ur02rm3a9ayVuHbrktbE63K88qVKzF7/PHHY/b000/HrFVBtufl+PHjMWvVmq0uuFX3tTrdtl5aBXFb89PUz6O9uzZv3hyzti7avW81mZcuXYpZW6MtG33O2vNy5MiRmO3fvz9m3/rWt2LWrmf7nmh1pe0+vPrqqzF75513Ytbs27cvZu0+tHXfqjXbs9Tek6OVq+0+zM3NxWxxcTFm7b63c2/fuTt27IjZNE3Tb37zm5i98cYbMWvPxGild9uuvUfbd/Lod+TDzi8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgeuhrVZtWudUq3FptWqv4anVcbZ9tu6tXr8asVU9eu3YtZqt95lNPPRWznTt3xmwtamWbdg6tLrDdw1bF1s7hS1/Ks3nbZ6vFa/tstbijFXXr16+PWauX3LVrV8xarerly5dj1p6Xpp3Dn/zJn8SsrcG33347ZidPnozZjRs3YtaqNVsdYqtHbfW97T0yTdN04cKFmLX11O5vq8Js1c3t2W1rrd37Vml56NChmLUa0FYp22pqW913q+V86aWXYtauZ6vlbO/Q9o5p3wNtTbT3z5kzZ2LWrln7Lm/H2b4jW31vu55NO5b2zLfnoV3rlp06dSpm0zRN//f//t+Ytfd2M1oB274LRutR2zps37ujteSfF35hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAA0SPTNH3+u54GtRqzVtXV6r9u3boVs9FKzlb51+oeWzXYarWqKysrMXvyySdj9i//5b+M2dGjR4c+by3qaFv9ZKtia/e+fV6r8G37bOtitBauacfZqlNbdWHTzr1pz1mrNWzPS8tGK2VbfeaHH344tF27Zu2d1io527tptbytw1aH2J6zVhU5eh5tn9u2bYtZe8e0qtr2eaPr/vjx4zEbrRpu96hpFbZtHbb73rL2HdGuS6svbpW57fvq7NmzMWu1ou090t6hbbvRmuz2nvz1r38ds2mapv/6X/9rzFb72yJp79FWUdzOsX2ftWd39H3X7sXDwC8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgGuthe0h86Ut5Xmq1dy0breOamZmJ2fz8fMyaS5cuxazVUk5Trypr+22Vaq0i9O7duzFrFZNtu3YOrYKw1bu1mrbl5eWYtSrIVhnXqj5bLV5ba+16tu3a/WsVdW27du7tOWv3aLQetd3bVpHZzr1VVn7jG9+IWXuOTp8+HbMzZ87ErB1nq25eLW+VpK2+uL0rn3jiiaHPW1xcjFmrPGzrsJ3D6BpdWlqKWbv37Vja2h59v7bjbNesXet2Du2ate/I7373uzE7d+5czE6cOBGz9rzs27cvZu1ZGa1db/e2ve9a9e3/+T//J2Y//OEPYzZNvTq2ve/b9+7CwkLM2vm32tx2Tdsabd+DLXvY+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEX+ha1QsXLsRs69atMWt1lq2asVXwjdY2tmqwq1evxqxV6U1Tr5xt9XanTp2K2de+9rWYtSq6do6j17RV+7XPa9p9anVyrfqubddqY1dWVmLWtPrFdm9btV/L2jVrVbRbtmyJWdPue3uu27VuVZCt1q/V8O7YsSNmjz76aMw++OCDmLXK1dXeB+1d+dvf/nboM1s96htvvBGz9v7ZuXNnzFrFbdvnaJVyq55s9ZrtWB5//PGYteel1aOOVki298GRI0di1mrC2/Vsdd5tnbXvsrYG2/dnq+/dv39/zNq9befe3uejdawvvfRSzM6ePRuzaerPUvv+bJWr7Z3X9tneXe2d3vbZ3vejfx88DPzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAoi90rWrT6rhalWerDWtVeq2qq2XtOFul2sLCQsxW06ow33333ZiN1ti2atGmVaO1qr1WLdquaav6bLV47fNapWOr02trplX7tfU7mrVqxnburQK1VZm2e9uuSzuWts9WMdjWbrt/58+fj1l7/7QK22eeeSZmq1UF3rhxI2YnT56MWauAbc9nuzbterfjbO+t9m4erW5u937v3r0xa+e3ffv2mLV3xe7du4c+r1W1tgrfpt2jtiZGvwdavW373ml1ne2+X7lyJWbtvXXw4MGhY2lr9/nnn4/ZCy+8ELO1qg5t97DV7bbzH/0eHD3Htkab9j34IH1e4xcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUNWj3haB1Xq+Rs2ue1mrLRusdp6jWgreKsVae+/PLLMWvXu1UztirTVt+3tLQUs3Z+Tbumrcq0HWerdGyVh+16Xrx4MWZtjY5Wp7b126pTW01kO5bR6tSWtXvb1tJoBXOrcW3XutU9tnrJtl5Wc/jw4Zi157PVnLZr2mokW830gQMHYtau92ilY7v3bW23d+/y8nLMWqX1/v37Y9auWcvammnvu3bf2/Ucrbt+4oknYtZqTvfs2ROzdl0uXboUs7aWfvzjH8fs7NmzMTt37lzMRqupV/tbpe23vZ9aje22bdti1tZ9e5basbS60rbPtt1aVJmuxT5H+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalWDK1euxGzz5s0xa3VkrWKwVca1KrZWRdZqN9vnTVOvBGzn2CpCX3vttZjt3bs3Zq0OcbQ2rV2bVjfXKjvbdWlZq3C7du3aUDY3Nxezpl2z9nltbbes1Vk2rdavVfC17dq5t+ehnUPLWn1mez7b2m3PQ6uGvXr1asymqVdhtvvbal7Xooa4Va6O1uY27R427T3S1m9737c1ev78+aFjae/CHTt2xKytw1ZJ2r7rWg1xs7i4GLNWndq+59vz0mqG27Vuf3O0+9e2a+uzVaC3d+E09XXRatC/+c1vDh3Pm2++GbPRmvvRutIHqeb0fvMLAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNSqDhitjGvVmk2rmmtVegsLC0PbrZZv3749Zq1G8YMPPojZiy++GLMnnngiZu0cW6VlO85Wa9juYbtmly5dilmryVyt3i5p59Cq9lqdZbuera60PRMXL16MWas1bPts5zBaw9tqBFslZ7vWrQ6x1Qy3ytxWfduu2aZNm2I2Tb06ta21Vj85ep/aOmz38MyZMzFr77T2ea3GdePGjTEbra1u1ZPteu7cuTNm7VqP1vS2c7h3717M2nukvbP37dsXs3bNWkVvu0et3rZl7TuwVae2vwHaObTnr51fW7vT1Ct1n3vuuZi1e/jSSy8NbdfOo601fn9+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJFa1c9Yq/Fq9WejFXWtNu2TTz6J2a5du2I2Tb1GsWmf2Sof33jjjZj9r//1v2L2ve99L2Zf//rXY7Zu3bqYtQrNVk158uTJoc9r9360CrN9XltPd+/ejVmrrGyVjm2NtrrHdg7tOVuL2th2zVr1ZKsDbPts59CuZ7tH7fn7+OOPYzZN07R///6YtXdJ22+rJG1VmO3atHvYnuulpaWYtbXWslZN2d6TTbv3reqyvUfacbbq31aB2o6l1Y62isw333wzZu3+tTXR7l87llbjuri4GLP/8T/+R8xeeOGFmI1+z7f3Qbvv7Ttptfy9996LWatPb+fRPk916v3jFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVR3Q6gBbVWKrtmuVYqMVoK3usZ3DNPVKufaZ7fzbdjdv3ozZSy+9FLN23VpF6NGjR2PWKiRbzWCrsGs1ta3ebmFhIWataq4dS7u3rSqx1XK++uqrMZudnY3Z/Px8zNq637x5c8zac9aydu5t7bbaxnaP2uctLy/HrNXpjtZ1tudvmqbp3LlzMWsVmm2/7VlqdbRNO/92n1ot56jRytVWobla3WVy9uzZmLV3djvO9v1y+fLlmLVa3PZuau+Kds3afT948GDM2ndEq0j/4Q9/GLNf//rXMVvtOzlp78n2PfCHVJW292irvx2tTm2fx/3jFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVf2Mffzxx0Pbtbqx0arAVnvXauimqddItorQVo22b9++mLWqvVbR94tf/CJmo1Wm7Xq3atHdu3fHrF3PVovXagZbvWarSmzXuu2zVby263LkyJGYNe0cRmtHd+3aFbNWrdnOr93b5vr160P7bHWsTXs22xqcpr5m2r1o17RVJbZ72N6x7X3Y1lPT7v3MzEzMWqVsq6lt93dubi5m7R62mtpW59k+r63Rdo/adWnXc+vWrTFra6lVi7Z19vrrr8fsz//8z2P2ox/9KGbt3rYa8Pad1NZ1O7+WrVbx2mp623k0qlMffH5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkVrVz1ircBvdrlUFtqxVsbWavWnqtXitZrBV323evDlm7VhbXWCrf/vNb34Ts1ar2urdWlXr9u3bY9aqBNu9b8dy7969oX22e9uq9t56662YtTrE+fn5mLXK3FOnTsXsxo0bMWtVtK3ms93bts8zZ87E7MqVKzFrFa/tOWrPbqtSHq2XnKa+1hYXF2PWnus9e/YMbdeOpa3tdt1a1vbZ6mbbu7l9XrsX7R62d0xbF7OzszFr675l7fPaO63tsz0T7fNanfDJkydj9oMf/CBmv/rVr2I2eh+a0ertdq3b2m3f8Xxx+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalU/Y63GrFWjjVbNjVbwtWOZpl65duHChbrtiFZBODc3F7NWYXfp0qWYvfDCCzFbXl6O2bFjx2K2c+fOmO3evTtm7dxbpeOGDRti1qoEDxw4ELNWU9vWWqtObefQtPNr16xVrrY10Z6X9gw2raq11QyP1v6OVu2udn53796NWatVbetiVLtu169fj1k7h5ZdvHgxZq3+tT0v+/fvj1lb9+1Y2rPb3vdtXYxmrQK1rbVWz9zW9ocffhiz48ePx+ynP/1pzI5wKyUAAAuzSURBVFqN9Og7rb232j26c+dOzNp1gc+SXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACL/D8N91HqrWz9z661uWeuKbp83TdP06aefxqz1fZ8/fz5mreu89bW3bu7RbvVz587FrP0fBtu2bYtZu6ZHjhyJWft/Jtr/KTDa8d+63K9duxazdu6tQ7z9Xxm3b9+OWbue7f+8GP0/Gto6a89uO5amrbP2fy20rGnvg/b/rkxT//8N2v9F0NZ265Yf7aQf3Wdbh6P/f05bM+3/Wmjv13YPZ2dnh7L2vLTvgbYm2npq75G2z5/85Ccxe/HFF2P2wQcfxOzKlSsxa+c+qj0rbe3Cg8AvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIFKreh+1ms9Ws9eq2FplZbNarWqrEmx1kO0cW4VdO552LKO1qq0yrx3nq6++OrTPjRs3xqxdz3Zd2ro4depUzFo14/r162PWruemTZti1rQ6y3bN7t27F7NWZ9nOr+2z3aPRc2+VnK0uua2z9qy07dq9naZ+TUfXdsvasbZ3XqvlbOu+PfPt3dyqjds9vHDhQszaPdy1a1fM2jps17Pdh/aOaftsa/vEiRMx++1vfxuzH//4xzFbXl6OGfDZ8AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1Ko+IFpFXat7HK1qbVV60zReP9lq+FZWVmJ269atmM3OzsZstH5y9DgvXrwYs8uXLw993t69e2M2Wtn5/vvvx+yJJ56IWbvWraq11Si29dLOb/PmzTFrWgVo+7yFhYWY3bhxI2Zt7c7NzcWsPZ9Ne3ZbJWd7prdu3Vo/s1VhtvXb9tues1a322pV2zPf7mGrL56fnx/arq37trbb5zVLS0sxa2u0PS/tHFqV6bVr12L28ssvx+y1116L2WiFOPDZ8AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1Ko+IFrtZqtRbJV4zccff1zz0ZrXplU+tnrCVtnZstHK1XZ+rbrw+PHjMbt+/XrM3nrrrZjt379/KGvn0K5Zu0etPrPdvy1btgxtNzMzE7O2fl999dWYtVrcdl127doVs1b32LK2z3ZdRusl23ukXetp6vewrbVWK3v69OmYtVrV9q5s67dVUO/ZsydmGzdujFlbh+1d0bZrFajt/Nr6vXDhQsxaXfKlS5di1tbhr3/965gBn09+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANEj0zTlfknum1aPOlqr2qoZV6tjbXmrBGxZqzltRitnW3VqO7/169fHrF3Tdn5tu9nZ2Zi1SsdWWbljx46YHThwIGatXrJdl3Yshw8fjlmram3Xs1U6vvvuuzFrFZJtnT311FMx27dv39A+N23aFLM7d+7ErK2lptWKrlazfO7cuZi1Yz1y5EjM3nnnnZi1atH2XN+4cWNon+19cObMmZi1c2/PxPz8fMxaPerJkydj9uabb8ZscXExZu2ZAPj/+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalU/B0brOlvlaKvIXO0zW63haHVj+7yWtdrKVk+4YcOGmDWjNbatfrFVp967d29ou5mZmaFjaVWfrSay7fPZZ5+N2Te/+c2YraysxOzixYsxu3btWswWFhZitmvXrpi156Xdh6997WsxO3r0aMzef//9oc/bunVrzK5cuRKzpaWlmE1Tr+xs1bjt+Wzn2N4x7Zk4ceJEzK5fvx6z0Wvazu/DDz+M2fHjx2M2WmELsJb8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAAKLcu8kDo1UMNq3GtNWfTlOvZG1ZqyttxzOatZrTZrTmtGkVi61y9fbt2zFr59dqY9s1W7duXczacV64cCFmbU20qstWPdmOs1VPtvrM5557LmY3b96MWVsvrcK2VcO2+tfFxcWYvfXWWzFr16Wtz9nZ2ZhN0zQdO3YsZq2S9be//W3MWs3rrVu3YtauzdWrV2N26dKlmLV72NZ2eybaOgT4vPELAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiB6Zpmmss5MHwpe//OWYtTrWVp85Tb1KsNVdjlZ2jmr1sPfu3YtZu24ta9WU7dxb3ezmzZtj1u5hq55s27Xa2NF62/n5+aHswIEDMWvXs12zVmV66NChoX226ttWudrue6tVfeedd2L23nvvxezy5csxa9Wp3/72t2M2TdN09OjRmF28eDFmrXK1Hevp06dj1qpj2zPR1m+7vwD4hQEAACgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVT/nWlXpI488sib7HdWqWlv9ZNuuVSW2CtSZmZmh7dpxtmNp261fvz5mrerzo48+ilmr+mzbtWu9ffv2oe02bdoUs1Zh2+7RwsJCzPbu3Ruzdl1aJee2bdti1mpFWz3q1atXY9auWTuWnTt3xuzgwYMxa/dvmsZrXltdaatHbXWs7T4BsDb8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACK1qg+xVlnZqkOnabxW9dNP83Jqx9MqYEez9nmtRnJ+fj5mrVr08uXLQ9nGjRtj1mpVR+s123br1q2LWaskbbWx7RxapexqVZ9Jqzn9+c9/HrNWN9uuWbu37Rz27NkTs7YGt2zZErNWY3r27NmYtXOYpmlaXl6O2fXr1+u2AHz++YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalUfYq1ydDWtVrVVpzZtu9Hq1KZVWrZj2bp1a8xaVWvT9tlqR1uN6759+2LW6lFbpe7HH38cs7t378asXc+2ltrnXblyJWatBvTWrVtD+7xx40bMNm3aFLPRdd2uS7t/o9ds9LkFAL8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK3qQ6zVNv4hRmskR2sdR2tVRystR89hw4YNMWu1nBs3bozZwsJCzNpxturUVo968+bNmH300Ucxa+fervW1a9eGsnZ+rfq2VZK27VrN6VpYWVm5r58HAI1fGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRW9QtqtarS+12BOqpVdrbqzXZ+bZ9f+cpX/noH9v9olZ2j5zB6rVu1aLsu7RzasazFcd65cydm7Rxahe1orWqrfwWAh4FfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRW9QvqD6k/bbWV97tWdS2OZS3OYS1qR0erb9dCq4ZtWTv39evXx2x2djZmrTr1xIkTMQMAfje/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgEitKr+3tagrbdknn3wSs9Fq0ftd/9rc73rU0fswWp365S9/OWatAvXq1asxAwDuH78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK0qv9No7WirCF2LWtVR7fNGz+HzUo/ajvN+nwMA8ODzCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqnLfPEiVpAAA/PX4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVQEAgMgvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIPrK3/QB8HB55JFHYvbppxp8AQA+b/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAokemadJ1CQAA/E5+YQAAACIDAwAAEBkYAACAyMAAAABEBgYA4P9rvw4EAAAAAAT5W0+wQVkEsIQBAABYwgAAACxhAAAAljAAAABLGAAAgCUMAADAEgYAAGAJAwAAsIQBAABYwgAAACxhAAAAljAAAABLGAAAgCUMAADAEgYAAGAJAwAAsIQBAABYwgAAACxhAAAAljAAAABLGAAAgCUMAADAChPjfklHKdi1AAAAAElFTkSuQmCC" y="-6.24"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pa8c8bfe188)" d="M 668.691892 68.493506 L 669.535135 69.335065 L 668.691892 70.176623 L 667.848649 69.335065 L 668.691892 68.493506 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 636.648649 71.85974 L 637.491892 72.701299 L 638.335135 73.542857 L 639.178378 74.384416 L 638.335135 75.225974 L 636.648649 75.225974 L 635.805405 76.067532 L 635.805405 77.750649 L 635.805405 79.433766 L 634.962162 80.275325 L 634.118919 81.116883 L 633.275676 81.958442 L 631.589189 81.958442 L 630.745946 81.116883 L 629.902703 80.275325 L 628.216216 80.275325 L 627.372973 79.433766 L 628.216216 78.592208 L 629.059459 77.750649 L 629.059459 76.067532 L 629.902703 75.225974 L 630.745946 74.384416 L 631.589189 73.542857 L 633.275676 73.542857 L 634.962162 73.542857 L 635.805405 72.701299 L 636.648649 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 640.021622 71.85974 L 640.864865 72.701299 L 640.021622 73.542857 L 639.178378 72.701299 L 640.021622 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 677.124324 71.85974 L 677.967568 72.701299 L 677.124324 73.542857 L 676.281081 72.701299 L 677.124324 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 680.497297 71.85974 L 681.340541 72.701299 L 682.183784 73.542857 L 683.87027 73.542857 L 684.713514 74.384416 L 685.556757 75.225974 L 686.4 76.067532 L 687.243243 76.909091 L 688.086486 77.750649 L 688.086486 79.433766 L 688.92973 80.275325 L 689.772973 81.116883 L 688.92973 81.958442 L 687.243243 81.958442 L 686.4 81.116883 L 685.556757 80.275325 L 684.713514 79.433766 L 683.87027 78.592208 L 683.027027 77.750649 L 682.183784 76.909091 L 681.340541 76.067532 L 680.497297 75.225974 L 679.654054 74.384416 L 679.654054 72.701299 L 680.497297 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 668.691892 73.542857 L 670.378378 73.542857 L 671.221622 74.384416 L 672.064865 75.225974 L 673.751351 75.225974 L 675.437838 75.225974 L 676.281081 76.067532 L 676.281081 77.750649 L 675.437838 78.592208 L 674.594595 77.750649 L 673.751351 76.909091 L 672.064865 76.909091 L 670.378378 76.909091 L 669.535135 76.067532 L 668.691892 75.225974 L 667.848649 74.384416 L 668.691892 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 643.394595 75.225974 L 645.081081 75.225974 L 646.767568 75.225974 L 647.610811 76.067532 L 647.610811 77.750649 L 647.610811 79.433766 L 646.767568 80.275325 L 645.924324 81.116883 L 645.081081 81.958442 L 644.237838 82.8 L 644.237838 84.483117 L 643.394595 85.324675 L 641.708108 85.324675 L 640.864865 86.166234 L 640.021622 87.007792 L 639.178378 86.166234 L 638.335135 85.324675 L 637.491892 84.483117 L 636.648649 83.641558 L 635.805405 82.8 L 636.648649 81.958442 L 637.491892 81.116883 L 638.335135 80.275325 L 639.178378 79.433766 L 639.178378 77.750649 L 640.021622 76.909091 L 641.708108 76.909091 L 642.551351 76.067532 L 643.394595 75.225974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 626.52973 83.641558 L 627.372973 84.483117 L 628.216216 85.324675 L 629.059459 86.166234 L 629.059459 87.849351 L 628.216216 88.690909 L 627.372973 87.849351 L 626.52973 87.007792 L 625.686486 86.166234 L 625.686486 84.483117 L 626.52973 83.641558 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 645.081081 85.324675 L 645.924324 86.166234 L 645.081081 87.007792 L 644.237838 86.166234 L 645.081081 85.324675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 626.52973 90.374026 L 628.216216 90.374026 L 629.902703 90.374026 L 631.589189 90.374026 L 632.432432 91.215584 L 632.432432 92.898701 L 632.432432 94.581818 L 632.432432 96.264935 L 631.589189 97.106494 L 630.745946 96.264935 L 629.902703 95.423377 L 629.059459 94.581818 L 628.216216 93.74026 L 627.372973 92.898701 L 626.52973 92.057143 L 625.686486 91.215584 L 626.52973 90.374026 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 629.902703 107.205195 L 630.745946 108.046753 L 629.902703 108.888312 L 629.059459 108.046753 L 629.902703 107.205195 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pa8c8bfe188)" d="M 653.513514 61.761039 L 655.2 61.761039 L 656.043243 62.602597 L 656.886486 63.444156 L 658.572973 63.444156 L 659.416216 62.602597 L 660.259459 61.761039 L 661.102703 62.602597 L 661.102703 64.285714 L 661.945946 65.127273 L 662.789189 64.285714 L 663.632432 63.444156 L 665.318919 63.444156 L 667.005405 63.444156 L 668.691892 63.444156 L 670.378378 63.444156 L 672.064865 63.444156 L 672.908108 64.285714 L 673.751351 65.127273 L 675.437838 65.127273 L 677.124324 65.127273 L 677.967568 65.968831 L 678.810811 66.81039 L 680.497297 66.81039 L 682.183784 66.81039 L 683.027027 67.651948 L 683.87027 68.493506 L 685.556757 68.493506 L 686.4 69.335065 L 687.243243 70.176623 L 688.086486 71.018182 L 688.086486 72.701299 L 688.086486 74.384416 L 687.243243 75.225974 L 685.556757 75.225974 L 683.87027 75.225974 L 683.027027 74.384416 L 682.183784 73.542857 L 681.340541 72.701299 L 680.497297 71.85974 L 678.810811 71.85974 L 677.967568 71.018182 L 677.124324 70.176623 L 676.281081 69.335065 L 675.437838 68.493506 L 673.751351 68.493506 L 672.908108 69.335065 L 672.064865 70.176623 L 671.221622 69.335065 L 670.378378 68.493506 L 668.691892 68.493506 L 667.005405 68.493506 L 666.162162 67.651948 L 665.318919 66.81039 L 663.632432 66.81039 L 661.945946 66.81039 L 660.259459 66.81039 L 658.572973 66.81039 L 656.886486 66.81039 L 656.043243 67.651948 L 655.2 68.493506 L 654.356757 67.651948 L 653.513514 66.81039 L 651.827027 66.81039 L 650.983784 67.651948 L 650.140541 68.493506 L 649.297297 67.651948 L 648.454054 66.81039 L 647.610811 67.651948 L 647.610811 69.335065 L 646.767568 70.176623 L 645.081081 70.176623 L 644.237838 69.335065 L 644.237838 67.651948 L 643.394595 66.81039 L 641.708108 66.81039 L 640.864865 65.968831 L 641.708108 65.127273 L 643.394595 65.127273 L 645.081081 65.127273 L 646.767568 65.127273 L 648.454054 65.127273 L 649.297297 64.285714 L 650.140541 63.444156 L 650.983784 64.285714 L 651.827027 65.127273 L 652.67027 64.285714 L 652.67027 62.602597 L 653.513514 61.761039 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 638.335135 65.127273 L 639.178378 65.968831 L 640.021622 66.81039 L 640.864865 67.651948 L 640.021622 68.493506 L 638.335135 68.493506 L 637.491892 69.335065 L 636.648649 70.176623 L 634.962162 70.176623 L 634.118919 69.335065 L 634.118919 67.651948 L 634.962162 66.81039 L 636.648649 66.81039 L 637.491892 65.968831 L 638.335135 65.127273 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 690.616216 70.176623 L 692.302703 70.176623 L 693.145946 71.018182 L 693.145946 72.701299 L 693.145946 74.384416 L 692.302703 75.225974 L 691.459459 74.384416 L 691.459459 72.701299 L 690.616216 71.85974 L 689.772973 71.018182 L 690.616216 70.176623 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 629.902703 71.85974 L 630.745946 72.701299 L 629.902703 73.542857 L 629.059459 72.701299 L 629.902703 71.85974 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 648.454054 73.542857 L 649.297297 74.384416 L 648.454054 75.225974 L 647.610811 74.384416 L 648.454054 73.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 651.827027 73.542857 L 653.513514 73.542857 L 654.356757 74.384416 L 655.2 75.225974 L 656.043243 76.067532 L 655.2 76.909091 L 653.513514 76.909091 L 652.67027 77.750649 L 651.827027 78.592208 L 650.983784 79.433766 L 650.140541 80.275325 L 649.297297 81.116883 L 648.454054 81.958442 L 647.610811 82.8 L 646.767568 83.641558 L 645.081081 83.641558 L 644.237838 84.483117 L 644.237838 86.166234 L 643.394595 87.007792 L 641.708108 87.007792 L 640.021622 87.007792 L 639.178378 87.849351 L 639.178378 89.532468 L 638.335135 90.374026 L 636.648649 90.374026 L 635.805405 91.215584 L 635.805405 92.898701 L 634.962162 93.74026 L 633.275676 93.74026 L 632.432432 94.581818 L 631.589189 95.423377 L 630.745946 96.264935 L 629.902703 97.106494 L 629.059459 96.264935 L 629.059459 94.581818 L 629.059459 92.898701 L 628.216216 92.057143 L 627.372973 92.898701 L 626.52973 93.74026 L 625.686486 92.898701 L 624.843243 92.057143 L 623.156757 92.057143 L 622.313514 91.215584 L 622.313514 89.532468 L 622.313514 87.849351 L 622.313514 86.166234 L 622.313514 84.483117 L 622.313514 82.8 L 621.47027 81.958442 L 620.627027 81.116883 L 620.627027 79.433766 L 620.627027 77.750649 L 620.627027 76.067532 L 621.47027 75.225974 L 623.156757 75.225974 L 624.843243 75.225974 L 625.686486 76.067532 L 624.843243 76.909091 L 623.156757 76.909091 L 622.313514 77.750649 L 622.313514 79.433766 L 623.156757 80.275325 L 624 81.116883 L 624.843243 81.958442 L 625.686486 82.8 L 625.686486 84.483117 L 626.52973 85.324675 L 627.372973 84.483117 L 628.216216 83.641558 L 629.902703 83.641558 L 631.589189 83.641558 L 632.432432 84.483117 L 631.589189 85.324675 L 629.902703 85.324675 L 629.059459 86.166234 L 628.216216 87.007792 L 626.52973 87.007792 L 625.686486 87.849351 L 626.52973 88.690909 L 628.216216 88.690909 L 629.902703 88.690909 L 630.745946 87.849351 L 631.589189 87.007792 L 632.432432 86.166234 L 633.275676 85.324675 L 634.962162 85.324675 L 636.648649 85.324675 L 638.335135 85.324675 L 639.178378 84.483117 L 638.335135 83.641558 L 637.491892 82.8 L 637.491892 81.116883 L 638.335135 80.275325 L 640.021622 80.275325 L 640.864865 79.433766 L 640.864865 77.750649 L 641.708108 76.909091 L 642.551351 77.750649 L 642.551351 79.433766 L 643.394595 80.275325 L 645.081081 80.275325 L 645.924324 79.433766 L 645.924324 77.750649 L 646.767568 76.909091 L 647.610811 77.750649 L 648.454054 78.592208 L 649.297297 77.750649 L 650.140541 76.909091 L 650.983784 76.067532 L 650.983784 74.384416 L 651.827027 73.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 613.037838 76.909091 L 613.881081 77.750649 L 613.037838 78.592208 L 612.194595 77.750649 L 613.037838 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 690.616216 76.909091 L 691.459459 77.750649 L 690.616216 78.592208 L 689.772973 77.750649 L 690.616216 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 613.037838 80.275325 L 614.724324 80.275325 L 616.410811 80.275325 L 618.097297 80.275325 L 618.940541 81.116883 L 618.097297 81.958442 L 617.254054 82.8 L 616.410811 83.641558 L 615.567568 84.483117 L 614.724324 85.324675 L 613.881081 86.166234 L 613.037838 87.007792 L 612.194595 87.849351 L 612.194595 89.532468 L 611.351351 90.374026 L 609.664865 90.374026 L 608.821622 89.532468 L 608.821622 87.849351 L 609.664865 87.007792 L 610.508108 86.166234 L 610.508108 84.483117 L 610.508108 82.8 L 611.351351 81.958442 L 612.194595 82.8 L 613.037838 83.641558 L 613.881081 82.8 L 613.037838 81.958442 L 612.194595 81.116883 L 613.037838 80.275325 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 619.783784 83.641558 L 620.627027 84.483117 L 619.783784 85.324675 L 618.940541 84.483117 L 619.783784 83.641558 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa8c8bfe188)" d="M 634.962162 87.007792 L 634.118919 87.849351 L 634.962162 88.690909 L 635.805405 87.849351 L 634.962162 87.007792 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pa8c8bfe188)" d="M 631.589189 30.464373 L 633.275676 30.249099 L 633.732672 30.623377 L 634.962162 31.355227 L 638.335135 30.145119 L 640.021622 30.377617 L 641.708108 29.739503 L 643.394595 30.100631 L 645.081081 31.006812 L 646.767568 31.21705 L 648.454054 29.887008 L 650.140541 30.721607 L 651.827027 31.325244 L 655.2 31.924073 L 656.886486 31.268282 L 660.259459 31.926033 L 661.945946 31.319944 L 663.632432 31.484927 L 665.318919 31.977924 L 665.840187 32.306494 L 667.005405 32.898254 L 668.691892 33.143088 L 670.378378 33.578896 L 672.064865 34.531946 L 675.437838 35.191681 L 677.124324 36.158091 L 680.497297 36.813048 L 682.183784 37.775949 L 685.556757 38.441704 L 687.243243 39.384114 L 688.92973 39.82876 L 690.616216 40.076722 L 692.302703 40.980754 L 693.989189 41.492135 L 695.675676 41.717106 L 697.362162 42.565366 L 699.048649 43.151177 L 700.735135 43.341905 L 702.421622 44.209701 L 704.108108 47.537137 L 705.794595 48.455846 L 709.167568 49.804031 L 710.010811 50.820779 L 711.695499 54.187013 L 712.286429 55.87013 L 712.540541 56.123734 L 715.913514 57.137008 L 716.330586 57.553247 L 716.838673 59.236364 L 717.783403 60.919481 L 718.449333 62.602597 L 719.286486 63.798176 L 719.770003 64.285714 L 720.293254 65.968831 L 720.972973 67.310391 L 721.293989 67.651948 L 722.659459 68.362813 L 723.502703 69.335065 L 723.052422 71.018182 L 723.764273 72.701299 L 723.522946 74.384416 L 723.16173 76.067532 L 722.283673 77.750649 L 721.528262 81.116883 L 720.675352 82.8 L 720.192206 84.483117 L 719.977542 86.166234 L 720.824866 87.849351 L 720.274963 89.532468 L 719.984872 91.215584 L 719.286486 93.026174 L 718.370175 94.581818 L 717.6 95.187903 L 715.913514 95.67485 L 714.227027 96.956593 L 712.540541 97.3964 L 710.854054 98.490557 L 710.010811 99.631169 L 709.167568 100.583218 L 707.481081 101.728093 L 704.108108 102.814517 L 702.421622 102.418372 L 701.798211 102.997403 L 700.735135 103.78243 L 699.048649 104.506183 L 693.989189 103.29572 L 693.480031 102.997403 L 692.302703 102.437769 L 688.92973 101.716125 L 688.246743 101.314286 L 687.243243 100.586458 L 686.607651 99.631169 L 685.556757 98.723285 L 683.87027 98.296609 L 682.183784 97.39774 L 678.810811 96.660068 L 677.124324 95.775734 L 673.751351 95.037199 L 672.064865 94.181957 L 670.378378 93.739074 L 667.005405 95.696714 L 666.534242 96.264935 L 665.871763 99.631169 L 665.232779 101.314286 L 663.632432 102.243168 L 660.661243 104.680519 L 659.889433 106.363636 L 658.572973 110.945731 L 658.343547 111.412987 L 656.886486 112.357534 L 656.138387 113.096104 L 655.688909 114.779221 L 654.912761 116.462338 L 655.2 116.749003 L 656.096416 118.145455 L 655.822548 119.828571 L 655.016008 121.511688 L 654.4622 123.194805 L 654.210563 124.877922 L 653.513514 126.271282 L 653.237937 126.561039 L 651.827027 127.282414 L 650.140541 127.854621 L 649.750226 128.244156 L 649.059134 129.927273 L 648.454054 130.531144 L 646.767568 131.078166 L 646.237357 131.61039 L 645.977323 133.293506 L 645.081081 134.560114 L 643.394595 135.521492 L 642.848635 134.976623 L 641.708108 134.132252 L 636.648649 134.134255 L 634.962162 132.451944 L 631.589189 132.451948 L 629.902703 130.768831 L 626.52973 130.768831 L 624.843243 129.085714 L 621.47027 129.085714 L 619.783784 127.402597 L 616.410811 127.402597 L 614.724324 125.719481 L 611.351351 125.719481 L 609.664865 124.036364 L 606.291892 124.036259 L 604.605405 122.353246 L 601.232432 122.353247 L 599.545946 120.666988 L 597.859459 120.642436 L 596.971094 119.828571 L 595.559362 118.145455 L 593.515764 116.462338 L 592.588316 114.779221 L 591.938556 113.096104 L 590.889603 111.412987 L 591.113514 111.047339 L 591.713074 109.72987 L 591.113514 109.083708 L 590.32161 108.046753 L 589.772516 106.363636 L 589.427027 105.896113 L 588.725081 104.680519 L 588.548674 102.997403 L 588.645796 101.314286 L 587.479055 99.631169 L 586.842088 97.948052 L 585.575038 96.264935 L 585.057209 94.581818 L 584.657659 92.898701 L 585.229702 91.215584 L 585.232145 89.532468 L 584.177104 87.849351 L 583.414549 86.166234 L 583.679441 84.483117 L 585.036097 81.116883 L 585.321363 79.433766 L 586.054054 77.502916 L 586.684463 76.067532 L 586.980916 74.384416 L 587.48998 72.701299 L 587.740541 72.29352 L 588.335969 71.018182 L 588.640015 69.335065 L 589.244092 67.651948 L 588.888757 65.968831 L 588.943134 64.285714 L 590.84446 62.602597 L 591.481018 60.919481 L 593.835795 59.236364 L 594.486486 58.638127 L 596.172973 57.537835 L 596.697698 55.87013 L 598.525941 54.187013 L 600.192016 50.820779 L 601.232432 50.03053 L 602.131429 49.137662 L 602.918919 47.96166 L 604.605405 47.067784 L 605.369537 45.771429 L 607.315744 44.088312 L 607.978378 42.844143 L 608.430364 42.405195 L 609.664865 41.758706 L 611.351351 41.258066 L 611.888412 40.722078 L 612.505785 39.038961 L 613.037838 37.912825 L 613.456094 37.355844 L 614.724324 36.66796 L 616.410811 37.190693 L 617.254054 35.672727 L 618.097297 34.803307 L 619.783784 33.849578 L 621.47027 33.589475 L 623.156757 33.576948 L 624.843243 33.143301 L 626.52973 33.318226 L 628.386971 32.306494 L 631.589189 30.464373 L 631.589189 30.464373 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 159.381818 L 590.7225 159.381818 L 590.7225 147.768068 L 561.6 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-1 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(561.6 156.886193)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"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pf7122e561f)"> <image height="153.36" id="imagece1620ee69" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pf7122e561f)" d="M 456.194595 53.345455 L 457.881081 53.345455 L 460.410811 55.87013 L 460.410811 57.553247 L 461.254054 58.394805 L 462.940541 56.711688 L 464.627027 58.394805 L 466.313514 58.394805 L 468 56.711688 L 471.372973 56.711688 L 473.059459 58.394805 L 478.118919 58.394805 L 479.805405 60.077922 L 484.864865 60.077922 L 488.237838 63.444156 L 489.924324 63.444156 L 491.610811 65.127273 L 493.297297 65.127273 L 494.983784 63.444156 L 495.827027 64.285714 L 495.827027 65.968831 L 496.67027 66.81039 L 500.043243 66.81039 L 500.886486 67.651948 L 500.886486 69.335065 L 501.72973 70.176623 L 503.416216 70.176623 L 505.102703 68.493506 L 511.005405 74.384416 L 508.475676 76.909091 L 506.789189 76.909091 L 505.102703 78.592208 L 501.72973 75.225974 L 500.043243 75.225974 L 493.297297 68.493506 L 491.610811 68.493506 L 489.924324 66.81039 L 488.237838 66.81039 L 486.551351 68.493506 L 484.864865 68.493506 L 484.021622 67.651948 L 484.021622 65.968831 L 483.178378 65.127273 L 481.491892 66.81039 L 476.432432 66.81039 L 474.745946 65.127273 L 464.627027 65.127273 L 462.940541 66.81039 L 459.567568 66.81039 L 457.881081 65.127273 L 456.194595 65.127273 L 454.508108 63.444156 L 453.664865 64.285714 L 453.664865 65.968831 L 452.821622 66.81039 L 451.135135 66.81039 L 449.448649 68.493506 L 444.389189 68.493506 L 436.8 76.067532 L 436.8 77.750649 L 438.486486 79.433766 L 438.486486 81.116883 L 437.643243 81.958442 L 434.27027 81.958442 L 433.427027 81.116883 L 433.427027 74.384416 L 431.740541 72.701299 L 433.427027 71.018182 L 432.583784 70.176623 L 430.897297 70.176623 L 429.210811 68.493506 L 425.837838 68.493506 L 424.994595 67.651948 L 427.524324 65.127273 L 429.210811 65.127273 L 430.054054 64.285714 L 430.054054 62.602597 L 432.583784 60.077922 L 434.27027 60.077922 L 435.956757 58.394805 L 441.016216 58.394805 L 441.859459 59.236364 L 441.859459 60.919481 L 442.702703 61.761039 L 444.389189 60.077922 L 446.075676 61.761039 L 449.448649 61.761039 L 451.978378 59.236364 L 451.978378 57.553247 L 456.194595 53.345455 L 456.194595 53.345455 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 429.210811 60.077922 L 430.054054 60.919481 L 429.210811 61.761039 L 428.367568 60.919481 L 429.210811 60.077922 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 435.956757 63.444156 L 435.113514 64.285714 L 435.956757 65.127273 L 437.643243 65.127273 L 438.486486 64.285714 L 437.643243 63.444156 L 435.956757 63.444156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 442.702703 63.444156 L 441.859459 64.285714 L 442.702703 65.127273 L 443.545946 64.285714 L 442.702703 63.444156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 449.448649 70.176623 L 451.135135 70.176623 L 451.978378 71.018182 L 451.135135 71.85974 L 450.291892 72.701299 L 450.291892 74.384416 L 450.291892 76.067532 L 449.448649 76.909091 L 448.605405 77.750649 L 447.762162 78.592208 L 446.075676 78.592208 L 445.232432 79.433766 L 444.389189 80.275325 L 443.545946 79.433766 L 443.545946 77.750649 L 442.702703 76.909091 L 441.859459 76.067532 L 441.859459 74.384416 L 442.702703 73.542857 L 444.389189 73.542857 L 445.232432 72.701299 L 446.075676 71.85974 L 447.762162 71.85974 L 448.605405 71.018182 L 449.448649 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 471.372973 70.176623 L 472.216216 71.018182 L 472.216216 72.701299 L 471.372973 73.542857 L 470.52973 74.384416 L 471.372973 75.225974 L 472.216216 76.067532 L 473.059459 76.909091 L 473.902703 77.750649 L 473.902703 79.433766 L 473.902703 81.116883 L 474.745946 81.958442 L 476.432432 81.958442 L 477.275676 82.8 L 476.432432 83.641558 L 474.745946 83.641558 L 473.059459 83.641558 L 472.216216 84.483117 L 471.372973 85.324675 L 470.52973 86.166234 L 469.686486 87.007792 L 468.843243 86.166234 L 468 85.324675 L 467.156757 86.166234 L 467.156757 87.849351 L 466.313514 88.690909 L 465.47027 87.849351 L 464.627027 87.007792 L 463.783784 86.166234 L 462.940541 85.324675 L 461.254054 85.324675 L 460.410811 84.483117 L 460.410811 82.8 L 460.410811 81.116883 L 460.410811 79.433766 L 461.254054 78.592208 L 462.940541 78.592208 L 463.783784 77.750649 L 463.783784 76.067532 L 464.627027 75.225974 L 465.47027 74.384416 L 466.313514 73.542857 L 468 73.542857 L 468.843243 72.701299 L 469.686486 71.85974 L 470.52973 71.018182 L 471.372973 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 461.254054 71.85974 L 462.097297 72.701299 L 462.097297 74.384416 L 461.254054 75.225974 L 460.410811 74.384416 L 460.410811 72.701299 L 461.254054 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 464.627027 71.85974 L 465.47027 72.701299 L 464.627027 73.542857 L 463.783784 72.701299 L 464.627027 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 474.745946 73.542857 L 476.432432 73.542857 L 478.118919 73.542857 L 478.962162 74.384416 L 478.118919 75.225974 L 477.275676 76.067532 L 476.432432 76.909091 L 475.589189 76.067532 L 474.745946 75.225974 L 473.902703 74.384416 L 474.745946 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 439.32973 81.958442 L 440.172973 82.8 L 439.32973 83.641558 L 438.486486 82.8 L 439.32973 81.958442 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 419.091892 87.007792 L 420.778378 87.007792 L 421.621622 87.849351 L 422.464865 88.690909 L 424.151351 88.690909 L 425.837838 88.690909 L 426.681081 89.532468 L 425.837838 90.374026 L 424.151351 90.374026 L 422.464865 90.374026 L 420.778378 90.374026 L 419.091892 90.374026 L 418.248649 89.532468 L 418.248649 87.849351 L 419.091892 87.007792 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 429.210811 88.690909 L 430.054054 89.532468 L 429.210811 90.374026 L 428.367568 89.532468 L 429.210811 88.690909 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 427.524324 108.888312 L 428.367568 109.72987 L 427.524324 110.571429 L 426.681081 109.72987 L 427.524324 108.888312 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pf7122e561f)" d="M 434.27027 87.007792 L 435.956757 87.007792 L 436.8 87.849351 L 435.956757 88.690909 L 434.27027 88.690909 L 433.427027 87.849351 L 434.27027 87.007792 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pf7122e561f)" d="M 439.32973 95.423377 L 441.016216 95.423377 L 441.859459 96.264935 L 441.859459 97.948052 L 441.016216 98.78961 L 440.172973 97.948052 L 439.32973 97.106494 L 438.486486 96.264935 L 439.32973 95.423377 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pf7122e561f)" d="M 461.254054 29.891895 L 462.940541 30.575625 L 464.627027 29.652601 L 466.313514 29.879618 L 468.279018 30.623377 L 469.686486 31.29856 L 471.372973 29.9394 L 473.059459 30.320488 L 473.503661 30.623377 L 474.745946 31.263492 L 476.432432 31.482593 L 478.118919 31.976397 L 478.643043 32.306494 L 479.805405 32.897428 L 481.491892 33.143193 L 483.178378 33.743289 L 483.425193 33.98961 L 484.179859 35.672727 L 484.864865 36.279943 L 486.551351 36.478257 L 488.237838 36.876943 L 489.924324 37.759936 L 493.297297 38.501396 L 494.983784 39.378273 L 496.67027 39.822391 L 498.356757 40.15085 L 500.043243 40.903079 L 500.884244 42.405195 L 501.72973 43.246753 L 503.416216 43.513471 L 505.102703 44.396276 L 506.789189 44.858198 L 508.475676 45.200901 L 510.162162 45.830885 L 511.293658 47.454545 L 511.848649 48.008427 L 513.535135 48.559141 L 516.908108 50.063894 L 518.594595 52.046451 L 520.281081 52.6603 L 521.967568 54.682943 L 523.654054 55.330292 L 524.194972 55.87013 L 524.656334 57.553247 L 525.807488 59.236364 L 526.309684 60.919481 L 527.027027 61.727632 L 529.167208 62.602597 L 530.4 63.43702 L 530.991936 64.285714 L 530.27736 65.968831 L 530.4 66.091226 L 531.246652 67.651948 L 532.086486 68.680335 L 533.380435 69.335065 L 533.772973 69.702557 L 534.459096 71.018182 L 534.997712 72.701299 L 535.459459 73.162713 L 536.316822 74.384416 L 535.975243 76.067532 L 535.077048 77.750649 L 534.660247 79.433766 L 534.367476 81.116883 L 533.772973 82.226074 L 533.188801 82.8 L 532.086486 83.645254 L 531.504508 84.483117 L 532.811051 86.166234 L 531.888744 87.849351 L 528.713514 91.917878 L 527.027027 92.487471 L 526.520671 92.898701 L 525.340541 93.621983 L 524.497297 94.581818 L 523.654054 95.721644 L 521.967568 96.817665 L 520.281081 97.074531 L 518.594595 96.931172 L 516.908108 97.39423 L 515.221622 97.124029 L 513.535135 98.472746 L 511.848649 97.559578 L 511.459397 97.948052 L 510.162162 98.859777 L 508.475676 98.565219 L 506.789189 99.04977 L 505.102703 98.994624 L 503.416216 98.625535 L 501.72973 98.92585 L 500.043243 99.081139 L 498.356757 98.711401 L 496.67027 98.159745 L 494.983784 98.462556 L 493.297297 98.949997 L 492.614761 99.631169 L 492.311525 101.314286 L 490.943454 104.680519 L 490.380896 108.046753 L 491.610811 108.892938 L 493.297297 109.274776 L 494.983784 110.053011 L 495.908736 111.412987 L 495.652007 113.096104 L 494.983784 114.231701 L 494.375425 114.779221 L 493.297297 115.383915 L 491.610811 115.845615 L 490.989711 116.462338 L 490.461645 118.145455 L 489.510653 119.828571 L 488.237838 120.585919 L 486.551351 121.272798 L 484.864865 120.759874 L 483.178378 120.462729 L 481.491892 119.934842 L 479.805405 120.715641 L 478.118919 121.989319 L 476.432432 121.924499 L 474.745946 120.929709 L 473.059459 120.67013 L 472.216216 119.828571 L 471.372973 118.352701 L 471.034648 118.145455 L 469.686486 117.188238 L 469.184048 116.462338 L 468 115.513597 L 466.313514 114.826326 L 462.940541 115.811359 L 462.288259 116.462338 L 461.679822 118.145455 L 461.254054 118.570372 L 459.567568 119.096974 L 457.881081 120.089833 L 456.194595 120.690627 L 454.508108 121.912631 L 453.281831 123.194805 L 452.673735 124.877922 L 451.135135 125.842301 L 448.231783 128.244156 L 447.762162 128.8725 L 446.075676 129.971703 L 444.389189 130.768831 L 439.32973 130.768831 L 437.643243 129.085538 L 434.27027 129.085604 L 432.583784 127.402597 L 429.210811 127.402597 L 427.524324 125.719481 L 424.151351 125.71948 L 422.464865 124.036364 L 419.091892 124.036364 L 417.405405 122.353247 L 414.032432 122.352502 L 412.345946 120.67013 L 408.972973 120.637763 L 408.162161 119.828571 L 406.993589 118.145455 L 406.362906 116.462338 L 405.377754 114.779221 L 404.738701 113.096104 L 403.689488 111.412987 L 403.913514 111.047172 L 404.513077 109.72987 L 403.913514 109.083704 L 403.12161 108.046753 L 402.572913 106.363636 L 402.227027 105.896682 L 401.525685 104.680519 L 401.34556 102.997403 L 401.4512 101.314286 L 400.540541 100.536507 L 398.854054 100.43174 L 397.756175 99.631169 L 396.718488 97.948052 L 396.231673 96.264935 L 394.859851 94.581818 L 394.249313 92.898701 L 394.615949 91.215584 L 393.697915 89.532468 L 393.675361 87.849351 L 393.404865 86.166234 L 392.951351 84.483117 L 393.491853 82.8 L 394.316792 81.116883 L 395.066596 77.750649 L 395.94768 76.067532 L 396.344168 74.384416 L 396.566725 72.701299 L 397.167568 72.071276 L 398.854054 71.52474 L 399.361626 71.018182 L 400.105685 67.651948 L 400.988593 65.968831 L 401.731329 62.602597 L 402.608425 60.919481 L 403.045441 59.236364 L 403.238965 57.553247 L 403.913514 56.736182 L 407.286486 55.028571 L 408.12973 54.187013 L 408.972973 52.620304 L 410.659459 51.705069 L 411.273753 50.820779 L 413.195982 49.137662 L 413.732916 47.454545 L 414.816435 45.771429 L 415.718919 45.118798 L 417.405405 44.594641 L 418.046438 44.088312 L 419.091892 42.291947 L 420.778378 41.524057 L 422.464865 40.313925 L 424.151351 39.751878 L 425.187069 39.038961 L 426.190506 37.355844 L 427.524324 36.55838 L 429.301752 35.672727 L 432.583784 33.853998 L 434.27027 33.594499 L 435.956757 33.546273 L 437.643243 33.019612 L 439.32973 31.666865 L 441.016216 32.515194 L 441.225334 32.306494 L 442.702703 31.357146 L 444.389189 31.609884 L 446.075676 31.108086 L 447.762162 31.198453 L 451.135135 31.991119 L 451.558648 32.306494 L 452.821622 32.99228 L 454.508108 31.897105 L 457.881081 31.716616 L 459.567568 31.207232 L 461.254054 29.891895 L 461.254054 29.891895 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 159.381818 L 411.1575 159.381818 L 411.1575 147.768068 L 374.4 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-18 --> <g style="fill:#ffffff;" transform="translate(374.4 156.886193)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-38"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p11c3bcc86b)"> <image height="153.36" id="imagee2cc18626a" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p11c3bcc86b)" d="M 265.621622 61.761039 L 267.308108 61.761039 L 268.994595 61.761039 L 269.837838 62.602597 L 269.837838 64.285714 L 268.994595 65.127273 L 268.151351 65.968831 L 267.308108 66.81039 L 266.464865 67.651948 L 265.621622 68.493506 L 263.935135 68.493506 L 262.248649 68.493506 L 260.562162 68.493506 L 259.718919 67.651948 L 260.562162 66.81039 L 261.405405 65.968831 L 261.405405 64.285714 L 262.248649 63.444156 L 263.935135 63.444156 L 264.778378 62.602597 L 265.621622 61.761039 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p11c3bcc86b)" d="M 277.427027 66.81039 L 278.27027 67.651948 L 277.427027 68.493506 L 276.583784 67.651948 L 277.427027 66.81039 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p11c3bcc86b)" d="M 257.189189 68.493506 L 258.032432 69.335065 L 257.189189 70.176623 L 256.345946 69.335065 L 257.189189 68.493506 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p11c3bcc86b)" d="M 252.12973 71.85974 L 253.816216 71.85974 L 255.502703 71.85974 L 256.345946 72.701299 L 255.502703 73.542857 L 254.659459 74.384416 L 255.502703 75.225974 L 257.189189 75.225974 L 258.032432 76.067532 L 258.032432 77.750649 L 258.032432 79.433766 L 258.875676 80.275325 L 259.718919 81.116883 L 260.562162 81.958442 L 261.405405 82.8 L 262.248649 83.641558 L 263.091892 84.483117 L 262.248649 85.324675 L 261.405405 86.166234 L 260.562162 87.007792 L 259.718919 87.849351 L 258.875676 88.690909 L 257.189189 88.690909 L 256.345946 87.849351 L 255.502703 87.007792 L 253.816216 87.007792 L 252.972973 86.166234 L 252.12973 85.324675 L 250.443243 85.324675 L 249.6 84.483117 L 248.756757 83.641558 L 247.913514 84.483117 L 247.913514 86.166234 L 248.756757 87.007792 L 249.6 87.849351 L 250.443243 88.690909 L 252.12973 88.690909 L 253.816216 88.690909 L 254.659459 89.532468 L 254.659459 91.215584 L 254.659459 92.898701 L 253.816216 93.74026 L 252.12973 93.74026 L 250.443243 93.74026 L 248.756757 93.74026 L 247.913514 92.898701 L 247.07027 92.057143 L 246.227027 91.215584 L 246.227027 89.532468 L 246.227027 87.849351 L 245.383784 87.007792 L 244.540541 86.166234 L 244.540541 84.483117 L 245.383784 83.641558 L 246.227027 82.8 L 246.227027 81.116883 L 247.07027 80.275325 L 248.756757 80.275325 L 249.6 79.433766 L 249.6 77.750649 L 250.443243 76.909091 L 251.286486 76.067532 L 251.286486 74.384416 L 251.286486 72.701299 L 252.12973 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p11c3bcc86b)" d="M 263.935135 33.799613 L 264.224972 33.98961 L 265.621622 34.629372 L 267.308108 34.886556 L 268.994595 33.74879 L 270.681081 34.493126 L 274.054054 35.247725 L 275.740541 36.141448 L 277.427027 36.519612 L 278.616704 35.672727 L 279.113514 35.178678 L 280.8 35.926039 L 282.486486 36.442447 L 284.172973 36.744844 L 285.859459 37.552246 L 287.545946 38.098388 L 289.232432 38.387034 L 292.605405 39.75219 L 294.291892 40.034513 L 297.664865 41.402603 L 299.351351 41.685053 L 301.219668 42.405195 L 302.724324 43.047056 L 306.097297 43.710591 L 306.500068 44.088312 L 307.15941 45.771429 L 307.783784 46.394555 L 309.47027 46.732462 L 311.457461 47.454545 L 312.843243 48.465552 L 313.344368 49.137662 L 314.52973 50.115156 L 317.902703 51.451627 L 319.589189 53.459818 L 324.648649 55.556282 L 324.963124 55.87013 L 326.037289 57.553247 L 326.335135 57.807649 L 328.021622 58.199844 L 329.708108 60.207171 L 333.081081 61.834204 L 333.728492 62.602597 L 334.213466 64.285714 L 335.447507 65.968831 L 335.877063 67.651948 L 337.099531 69.335065 L 337.574905 71.018182 L 338.140541 71.638856 L 338.922179 72.701299 L 339.510662 74.384416 L 339.587865 76.067532 L 339.920833 77.750649 L 340.67027 79.433766 L 341.829289 81.116883 L 342.415272 82.8 L 343.797828 84.483117 L 343.2 85.455913 L 342.349098 86.166234 L 341.513514 87.019128 L 341.045185 87.849351 L 339.827027 88.684638 L 338.983784 89.532468 L 338.140541 91.06592 L 336.454054 90.627487 L 333.081081 92.057701 L 331.394595 93.043676 L 329.708108 93.764467 L 328.021622 94.991246 L 326.335135 95.559025 L 324.648649 95.742407 L 322.962162 95.672054 L 321.275676 96.917104 L 319.589189 95.860829 L 317.902703 95.584644 L 316.216216 96.981175 L 314.52973 97.362118 L 313.638366 97.948052 L 313.75865 101.314286 L 313.43406 102.997403 L 312.480311 104.680519 L 313.21231 106.363636 L 313.625383 108.046753 L 312.843243 109.96433 L 310.847048 111.412987 L 310.149919 113.096104 L 309.47027 114.882413 L 307.783784 115.637887 L 306.978826 116.462338 L 305.880143 118.145455 L 304.410811 118.921855 L 302.724324 119.476436 L 302.3214 119.828571 L 301.037838 120.598347 L 299.351351 121.27746 L 297.664865 120.725898 L 295.978378 122.093732 L 294.291892 122.619595 L 292.605405 122.669442 L 290.918919 122.260432 L 287.545946 122.795746 L 283.16779 121.511688 L 282.486486 121.182375 L 280.8 119.19904 L 279.113514 118.568827 L 278.689294 118.145455 L 278.120158 116.462338 L 277.427027 115.830867 L 275.740541 114.542285 L 274.002774 111.412987 L 272.367568 110.781246 L 270.681081 110.478005 L 268.994595 109.97339 L 268.640912 109.72987 L 267.308108 109.074643 L 265.621622 108.958311 L 263.935135 110.277657 L 262.857961 111.412987 L 262.075645 113.096104 L 261.527167 114.779221 L 259.482223 116.462338 L 260.098677 118.145455 L 259.574567 121.511688 L 258.199063 124.877922 L 257.189189 125.69055 L 255.303587 126.561039 L 253.816216 127.369723 L 252.12973 127.940894 L 251.82586 128.244156 L 250.443243 129.085714 L 247.07027 129.085714 L 245.383784 127.400806 L 242.010811 127.402471 L 240.324324 125.719481 L 236.951351 125.719481 L 235.264865 124.03634 L 231.891892 124.034864 L 230.205405 122.353247 L 226.832432 122.353247 L 225.145946 120.560242 L 223.673403 119.828571 L 223.459459 119.280321 L 223.142681 118.145455 L 223.105963 116.462338 L 222.53629 114.779221 L 221.191245 113.096104 L 222.087431 111.412987 L 221.772973 111.099157 L 220.92973 109.72987 L 220.084351 108.046753 L 219.817502 106.363636 L 220.086486 105.986308 L 220.754984 104.680519 L 221.022211 102.997403 L 221.704355 101.314286 L 220.833165 99.631169 L 220.086486 99.13819 L 216.713514 98.456054 L 215.027027 97.674616 L 213.133661 94.581818 L 212.317332 92.898701 L 212.507174 91.215584 L 212.050624 89.532468 L 211.899274 87.849351 L 212.453225 86.166234 L 212.749239 84.483117 L 213.767686 82.8 L 212.937879 81.116883 L 212.497297 79.433766 L 213.340541 78.426981 L 215.027027 77.490887 L 216.713514 76.840608 L 217.488137 76.067532 L 216.040046 74.384416 L 217.425843 71.018182 L 217.710746 69.335065 L 219.079587 65.968831 L 219.290745 64.285714 L 220.086486 62.978903 L 221.772973 62.045209 L 222.564233 60.919481 L 222.754991 59.236364 L 224.13097 55.87013 L 224.396297 54.187013 L 225.145946 53.438861 L 226.928499 52.503896 L 228.17204 50.820779 L 228.518919 50.560671 L 229.458981 49.137662 L 230.205405 48.331223 L 231.891892 47.700883 L 232.138723 47.454545 L 232.852388 45.771429 L 233.578378 45.126991 L 235.264865 44.646697 L 236.951351 43.43911 L 238.637838 43.015393 L 240.324324 41.767911 L 242.010811 41.277297 L 242.661567 40.722078 L 243.448417 39.038961 L 243.697297 38.790578 L 245.383784 38.135801 L 247.07027 37.222368 L 247.309008 37.355844 L 248.756757 37.933343 L 249.368586 37.355844 L 250.443243 36.550513 L 252.12973 35.807283 L 253.816216 36.233326 L 255.502703 35.306005 L 257.189189 35.046765 L 258.875676 35.127252 L 260.562162 34.737677 L 262.248649 34.937443 L 263.935135 33.799613 L 263.935135 33.799613 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 159.381818 L 223.9575 159.381818 L 223.9575 147.768068 L 187.2 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-34 --> <g style="fill:#ffffff;" transform="translate(187.2 156.886193)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(#p14326b37b1)"> <image height="153.36" id="imageec3b14d928" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p14326b37b1)" d="M 68.302703 47.348098 L 71.675676 48.225499 L 73.362162 48.60046 L 75.048649 48.039431 L 76.735135 48.266427 L 78.421622 47.827699 L 80.108108 47.153548 L 80.541583 47.454545 L 81.794595 48.104771 L 83.481081 48.38195 L 85.525111 49.137662 L 86.854054 49.735517 L 88.540541 50.046032 L 90.227027 50.48907 L 90.679489 50.820779 L 91.913514 51.495704 L 93.6 50.427949 L 95.286486 50.232134 L 96.972973 51.246985 L 100.345946 51.972198 L 102.032432 52.839534 L 103.718919 53.2896 L 105.405405 53.601726 L 107.091892 54.465965 L 108.778378 54.991229 L 109.569268 55.87013 L 110.464865 57.089376 L 112.151351 57.72599 L 113.837838 59.474778 L 115.524324 60.44301 L 117.210811 61.174216 L 118.054054 62.602597 L 118.897297 63.444156 L 120.583784 64.433263 L 121.437655 65.968831 L 122.27027 66.590354 L 123.956757 66.781155 L 124.811656 67.651948 L 126.511575 71.018182 L 129.016216 73.284851 L 130.922631 74.384416 L 131.610893 76.067532 L 132.659054 77.750649 L 131.852489 79.433766 L 132.389189 79.98302 L 133.216806 81.116883 L 134.075676 83.075503 L 134.82002 84.483117 L 135.017361 86.166234 L 134.075676 87.323014 L 132.389189 88.536258 L 130.702703 88.996007 L 129.016216 89.960023 L 127.32973 88.983074 L 123.644901 86.166234 L 122.27027 85.597139 L 120.583784 85.263333 L 118.897297 84.810914 L 118.391454 84.483117 L 117.210811 83.875816 L 116.483488 84.483117 L 114.767673 87.849351 L 113.837838 88.551535 L 112.924791 89.532468 L 114.154589 91.215584 L 113.306409 92.898701 L 113.837838 93.440707 L 114.667652 94.581818 L 115.418106 96.264935 L 115.241704 97.948052 L 114.726249 99.631169 L 114.405611 101.314286 L 113.535749 102.997403 L 112.760462 106.363636 L 113.381338 108.046753 L 113.027423 109.72987 L 114.07492 111.412987 L 113.837838 111.885247 L 112.963288 113.096104 L 112.151351 113.567793 L 110.464865 114.016058 L 108.778378 115.317292 L 107.091892 115.805847 L 105.405405 117.098578 L 102.032432 117.218716 L 100.345946 117.416255 L 98.659459 117.347984 L 96.972973 118.493766 L 95.286486 117.559845 L 93.6 116.737319 L 93.324468 116.462338 L 91.773008 114.779221 L 90.227027 114.182265 L 88.540541 113.929781 L 87.692588 113.096104 L 86.788895 111.412987 L 85.167568 110.779884 L 83.481081 110.541699 L 82.041856 109.72987 L 81.794595 109.339731 L 81.14424 108.046753 L 80.108108 107.275789 L 78.421622 107.182566 L 77.559028 106.363636 L 76.735135 104.62162 L 75.048649 103.99079 L 73.362162 103.708949 L 71.521973 102.997403 L 69.989189 102.345237 L 68.302703 102.05579 L 66.616216 101.533418 L 66.311758 101.314286 L 64.92973 100.633352 L 63.243243 100.665746 L 62.620358 101.314286 L 62.331505 102.997403 L 62.186238 104.680519 L 61.556757 105.621555 L 60.191087 104.680519 L 59.87027 102.972877 L 58.183784 102.155844 L 57.197469 102.997403 L 57.632041 104.680519 L 58.183784 105.247813 L 59.59214 106.363636 L 59.440085 108.046753 L 59.87027 108.553931 L 60.616653 109.72987 L 61.556757 110.571429 L 62.7333 111.412987 L 63.243243 112.171403 L 64.92973 113.371117 L 65.738678 114.779221 L 65.18759 116.462338 L 64.92973 116.803222 L 63.243243 118.335588 L 61.556757 119.089778 L 59.87027 118.817978 L 56.497297 117.464685 L 54.810811 117.166054 L 53.124324 116.664864 L 51.437838 115.324568 L 51.02085 114.779221 L 50.478211 113.096104 L 49.145647 111.412987 L 48.258959 108.046753 L 48.855066 106.363636 L 49.145394 104.680519 L 50.124471 102.997403 L 49.681526 101.314286 L 48.064865 100.560502 L 47.254696 99.631169 L 46.378378 97.685255 L 45.130133 96.264935 L 44.691892 95.956927 L 43.789126 94.581818 L 44.475738 91.215584 L 43.721756 89.532468 L 43.997587 87.849351 L 43.139698 86.166234 L 43.925246 82.8 L 43.238988 81.116883 L 43.45075 79.433766 L 44.225322 76.067532 L 45.251373 74.384416 L 44.050911 72.701299 L 44.029444 71.018182 L 44.958272 69.335065 L 45.454861 67.651948 L 45.671067 65.968831 L 46.378378 65.262933 L 48.064865 64.674861 L 48.454791 64.285714 L 49.175782 60.919481 L 49.880117 59.236364 L 51.437838 57.480071 L 53.124324 56.677579 L 54.300459 55.87013 L 54.810811 54.937149 L 55.370573 54.187013 L 56.497297 53.525487 L 58.183784 51.41754 L 59.87027 50.306715 L 61.556757 50.052313 L 63.243243 50.174405 L 64.92973 49.524835 L 65.317678 49.137662 L 66.616216 48.296104 L 68.302703 47.348098 L 68.302703 47.348098 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 159.381818 L 36.7575 159.381818 L 36.7575 147.768068 L 0 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-51 --> <g style="fill:#ffffff;" transform="translate(0 156.886193)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="pc6bc061fdc"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p8bc38b9a9c"> <rect height="153.163636" width="187.2" x="1123.2" y="6.218182"/> </clipPath> <clipPath id="pe74a823ed1"> <rect height="153.163636" width="187.2" x="936" y="6.218182"/> </clipPath> <clipPath id="p0d2177a2a3"> <rect height="153.163636" width="187.2" x="748.8" y="6.218182"/> </clipPath> <clipPath id="pa8c8bfe188"> <rect height="153.163636" width="187.2" x="561.6" y="6.218182"/> </clipPath> <clipPath id="pf7122e561f"> <rect height="153.163636" width="187.2" x="374.4" y="6.218182"/> </clipPath> <clipPath id="p11c3bcc86b"> <rect height="153.163636" width="187.2" x="187.2" y="6.218182"/> </clipPath> <clipPath id="p14326b37b1"> <rect height="153.163636" width="187.2" x="0" y="6.218182"/> </clipPath> </defs></g>
- <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-ef4d8885-9b72-4f58-8bf7-c0ad5eeab223"> <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(#p97bdce98f5)"> <image height="165.6" id="image7575ffdb11" 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(#p0a1e955805)"> <image height="150.24" id="imageb321922e70" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p0a1e955805)" d="M 58.575 57.514431 L 60.225 57.131799 L 61.875 57.131671 L 63.525 56.422365 L 65.175 56.422364 L 66.825 56.556303 L 73.425 56.556723 L 75.075 57.138934 L 76.725 57.138321 L 77.148893 58.064314 L 78.375 58.888837 L 80.025 60.484221 L 81.675 60.48262 L 83.325 58.888837 L 84.551081 58.064314 L 84.975 57.138423 L 89.925 57.137844 L 90.354518 58.064314 L 91.575 58.888837 L 93.225 58.888837 L 94.05 59.71336 L 94.373127 61.362406 L 94.875 61.863988 L 96.525 62.552012 L 103.125 62.552093 L 103.396898 63.011451 L 103.877131 64.660497 L 104.110922 66.309543 L 104.775 67.921527 L 106.447636 67.958589 L 107.10227 69.607634 L 107.347373 71.25668 L 107.816389 72.905726 L 108.075 73.319481 L 109.725 73.301563 L 110.30204 74.554771 L 110.947388 77.852863 L 111.817532 79.501909 L 112.458468 82.8 L 113.294932 84.449046 L 113.754603 86.098091 L 113.950026 87.747137 L 113.667434 91.045229 L 113.912056 92.694274 L 113.85 94.34332 L 110.571454 97.641411 L 109.350345 99.290457 L 108.67327 100.939503 L 108.075 101.582678 L 106.425 101.56852 L 104.775 101.853492 L 101.475 101.851397 L 100.700679 102.588549 L 100.850635 104.237594 L 101.909034 105.88664 L 101.475 106.458741 L 99.825 106.637898 L 99.079137 107.535686 L 99.070215 109.184731 L 99.825 110.58696 L 100.106617 110.833777 L 99.825 111.30314 L 99.319665 112.482823 L 98.175 114.363786 L 96.525 114.668916 L 91.575 114.669186 L 91.184662 115.780914 L 89.925 116.851437 L 86.625 116.847379 L 84.975 114.388335 L 83.325 114.363923 L 83.130331 114.131868 L 82.210708 112.482823 L 81.675 111.7919 L 81.198007 112.482823 L 80.025 114.41681 L 78.375 114.389554 L 76.725 116.847146 L 70.125 116.847148 L 68.883594 115.780914 L 68.475 114.71619 L 66.825 114.713235 L 65.175 114.387844 L 63.525 114.363404 L 63.330819 114.131868 L 62.371875 112.482823 L 61.875 111.003015 L 58.512747 110.833777 L 58.575 110.500342 L 61.875 110.529349 L 62.130645 109.184731 L 61.875 108.929234 L 60.225 109.039226 L 58.575 109.019286 L 57.543884 107.535686 L 56.925 106.381351 L 53.625 106.44455 L 53.2254 105.88664 L 53.625 105.280704 L 55.275 105.269788 L 56.925 105.074043 L 58.575 105.449346 L 58.90289 104.237594 L 58.575 103.909893 L 56.925 103.892368 L 56.1 102.588549 L 56.467514 100.939503 L 55.64241 99.290457 L 55.275 98.92326 L 53.625 98.465934 L 50.325 98.510458 L 47.85 95.992366 L 47.425033 94.34332 L 47.025 93.915846 L 46.148414 92.694274 L 46.305654 91.045229 L 47.21966 89.396183 L 47.025 89.138913 L 46.264765 87.747137 L 45.06159 86.098091 L 44.993438 84.449046 L 45.950831 82.8 L 46.585185 79.501909 L 47.452215 77.852863 L 48.097931 74.554771 L 48.675 73.301677 L 50.325 73.299186 L 50.561239 72.905726 L 51.06772 71.25668 L 51.300658 69.607634 L 51.975 67.918505 L 53.625 68.060911 L 53.727382 67.958589 L 54.274877 66.309543 L 54.546586 64.660497 L 55.275 63.932504 L 56.653102 63.011451 L 56.925 62.552094 L 57.482996 61.362406 L 58.024799 58.064314 L 58.575 57.514431 L 58.575 57.514431 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 26.885328 L 22.52625 26.885328 L 22.52625 15.271578 L 15.84 15.271578 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 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 134.221875 26.885328 L 142.56 26.885328 L 142.56 15.271578 L 134.221875 15.271578 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 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 157.83158 L 36.7575 157.83158 L 36.7575 146.21783 L 0 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-56 --> <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 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(0 155.335955)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-36"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pe169c733c5)"> <image height="150.24" id="imagecd5cdcc136" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pe169c733c5)" d="M 225.225 65.48502 L 226.875 65.48502 L 227.7 66.309543 L 227.7 67.958589 L 226.875 68.783111 L 225.225 68.783111 L 223.575 68.783111 L 222.75 67.958589 L 223.575 67.134066 L 224.4 66.309543 L 225.225 65.48502 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 251.625 65.48502 L 252.45 66.309543 L 251.625 67.134066 L 250.8 66.309543 L 251.625 65.48502 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 253.275 67.134066 L 254.1 67.958589 L 253.275 68.783111 L 252.45 67.958589 L 253.275 67.134066 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 254.925 68.783111 L 255.75 69.607634 L 254.925 70.432157 L 254.1 69.607634 L 254.925 68.783111 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 216.975 70.432157 L 218.625 70.432157 L 219.45 71.25668 L 218.625 72.081203 L 217.8 72.905726 L 216.975 73.730249 L 216.15 72.905726 L 216.15 71.25668 L 216.975 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 261.525 77.02834 L 262.35 77.852863 L 261.525 78.677386 L 260.7 77.852863 L 261.525 77.02834 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 215.325 78.677386 L 216.15 79.501909 L 215.325 80.326431 L 214.5 79.501909 L 215.325 78.677386 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 259.875 80.326431 L 260.7 81.150954 L 259.875 81.975477 L 259.05 81.150954 L 259.875 80.326431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 246.675 85.273569 L 247.5 86.098091 L 246.675 86.922614 L 245.85 86.098091 L 246.675 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 213.675 86.922614 L 214.5 87.747137 L 213.675 88.57166 L 212.85 87.747137 L 213.675 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 251.625 86.922614 L 252.45 87.747137 L 253.275 88.57166 L 254.1 89.396183 L 254.1 91.045229 L 253.275 91.869751 L 252.45 91.045229 L 251.625 90.220706 L 250.8 89.396183 L 250.8 87.747137 L 251.625 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 221.925 88.57166 L 223.575 88.57166 L 224.4 89.396183 L 223.575 90.220706 L 222.75 91.045229 L 221.925 91.869751 L 221.1 91.045229 L 221.1 89.396183 L 221.925 88.57166 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 258.225 88.57166 L 259.875 88.57166 L 261.525 88.57166 L 262.35 89.396183 L 261.525 90.220706 L 260.7 91.045229 L 259.875 91.869751 L 258.225 91.869751 L 257.4 91.045229 L 257.4 89.396183 L 258.225 88.57166 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 226.875 108.360208 L 227.7 109.184731 L 226.875 110.009254 L 226.05 109.184731 L 226.875 108.360208 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pe169c733c5)" d="M 238.425 77.02834 L 240.075 77.02834 L 240.9 77.852863 L 240.075 78.677386 L 238.425 78.677386 L 237.6 77.852863 L 238.425 77.02834 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 225.225 78.677386 L 226.05 79.501909 L 226.05 81.150954 L 225.225 81.975477 L 224.4 81.150954 L 224.4 79.501909 L 225.225 78.677386 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 238.425 80.326431 L 239.25 81.150954 L 238.425 81.975477 L 237.6 81.150954 L 238.425 80.326431 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 236.775 83.624523 L 238.425 83.624523 L 239.25 84.449046 L 239.25 86.098091 L 238.425 86.922614 L 236.775 86.922614 L 235.95 86.098091 L 235.95 84.449046 L 236.775 83.624523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 253.275 83.624523 L 254.925 83.624523 L 256.575 83.624523 L 257.4 84.449046 L 257.4 86.098091 L 256.575 86.922614 L 254.925 86.922614 L 253.275 86.922614 L 252.45 86.098091 L 252.45 84.449046 L 253.275 83.624523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 216.975 90.220706 L 217.8 91.045229 L 217.8 92.694274 L 216.975 93.518797 L 216.15 92.694274 L 216.15 91.045229 L 216.975 90.220706 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe169c733c5)" d="M 256.575 100.11498 L 257.4 100.939503 L 256.575 101.764026 L 255.75 100.939503 L 256.575 100.11498 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pe169c733c5)" d="M 243.375 37.322105 L 251.625 37.322137 L 253.275 38.516335 L 254.925 38.516613 L 256.575 39.100289 L 258.225 39.40222 L 259.875 39.402287 L 260.397827 39.924812 L 261.525 40.772381 L 263.175 40.772409 L 264.825 42.39838 L 266.475 42.39838 L 267.606385 43.222903 L 268.125 44.265288 L 269.846552 44.871949 L 271.425 45.919978 L 272.026364 46.520994 L 273.843753 48.17004 L 276.564302 51.468132 L 277.232483 53.117177 L 278.661323 54.766223 L 279.351877 56.415269 L 279.675 56.738205 L 280.5 58.064314 L 280.609695 59.71336 L 281.928714 61.362406 L 282.430233 64.660497 L 283.359589 66.309543 L 283.760674 67.958589 L 283.896644 74.554771 L 284.545289 76.203817 L 283.8 77.852863 L 283.810221 79.501909 L 284.264916 81.150954 L 285.157165 82.8 L 285.425685 84.449046 L 285.45 86.098091 L 285.258768 87.747137 L 285.509687 91.045229 L 285.29054 92.694274 L 285.416928 94.34332 L 285.098894 95.992366 L 284.625 96.465986 L 283.662051 97.641411 L 283.272158 99.290457 L 282.975 99.567996 L 281.325 99.896359 L 280.5 100.939503 L 280.5 105.88664 L 280.786258 107.535686 L 281.663148 109.184731 L 282.086589 110.833777 L 282.15 112.482823 L 280.616289 114.131868 L 280.5 115.780914 L 279.675 116.871428 L 279.102668 117.42996 L 278.85 119.079006 L 278.025 120.309187 L 277.584476 120.728051 L 277.2 122.377097 L 276.019419 124.026143 L 274.725 124.850666 L 202.125 124.84977 L 200.853394 124.026143 L 200.475 123.6486 L 199.65 122.377097 L 199.187747 120.728051 L 198.825 120.384253 L 198 119.079006 L 197.771259 117.42996 L 196.195938 115.780914 L 195.117033 114.131868 L 194.7 112.482823 L 194.7 100.939503 L 193.875 99.867175 L 192.225 99.493651 L 192.007608 99.290457 L 191.43082 97.641411 L 191.340129 95.992366 L 191.4 92.694274 L 191.4 91.045229 L 190.83527 89.396183 L 190.575 89.067702 L 189.866607 87.747137 L 189.744926 86.098091 L 189.774436 84.449046 L 190.030408 82.8 L 190.951086 81.150954 L 191.355963 79.501909 L 191.619197 77.852863 L 192.936641 74.554771 L 193.072068 71.25668 L 193.040716 67.958589 L 193.343893 66.309543 L 194.475239 64.660497 L 194.684672 63.011451 L 194.7 59.71336 L 195.525 57.99262 L 196.35 56.415269 L 197.843199 54.766223 L 198.319202 53.117177 L 198.825 52.611672 L 199.678341 51.468132 L 201.179482 48.17004 L 203.172991 46.520994 L 203.775 45.919333 L 205.425 44.737071 L 207.075 44.7969 L 208.725 43.809869 L 212.025 43.81805 L 212.620491 43.222903 L 213.675 42.39838 L 215.325 40.772629 L 216.975 39.402925 L 218.625 38.808919 L 223.575 38.836798 L 225.225 38.516339 L 236.775 38.526678 L 238.425 38.821472 L 240.075 39.402812 L 241.965909 38.275766 L 243.375 37.322105 L 243.375 37.322105 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 26.885328 L 180.92625 26.885328 L 180.92625 15.271578 L 174.24 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 292.621875 26.885328 L 300.96 26.885328 L 300.96 15.271578 L 292.621875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 157.83158 L 195.1575 157.83158 L 195.1575 146.21783 L 158.4 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-32 --> <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 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 155.335955)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-33"/> <use x="242.675781" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pbaecc959cf)"> <image height="150.24" id="imagea5ec9684e9" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pbaecc959cf)" d="M 375.375 58.888837 L 377.025 58.888837 L 378.675 58.888837 L 380.325 58.888837 L 381.15 59.71336 L 381.15 61.362406 L 381.975 62.186929 L 382.8 63.011451 L 383.625 63.835974 L 385.275 63.835974 L 386.1 64.660497 L 386.925 65.48502 L 388.575 65.48502 L 389.4 66.309543 L 388.575 67.134066 L 387.75 67.958589 L 387.75 69.607634 L 387.75 71.25668 L 386.925 72.081203 L 386.1 71.25668 L 385.275 70.432157 L 384.45 69.607634 L 383.625 68.783111 L 381.975 68.783111 L 381.15 69.607634 L 380.325 70.432157 L 378.675 70.432157 L 377.85 71.25668 L 377.025 72.081203 L 376.2 72.905726 L 376.2 74.554771 L 376.2 76.203817 L 375.375 77.02834 L 374.55 77.852863 L 374.55 79.501909 L 374.55 81.150954 L 373.725 81.975477 L 372.9 82.8 L 372.075 83.624523 L 371.25 84.449046 L 370.425 85.273569 L 369.6 86.098091 L 369.6 87.747137 L 368.775 88.57166 L 367.95 87.747137 L 367.125 86.922614 L 366.3 86.098091 L 366.3 84.449046 L 367.125 83.624523 L 367.95 82.8 L 367.125 81.975477 L 366.3 81.150954 L 367.125 80.326431 L 368.775 80.326431 L 369.6 79.501909 L 370.425 78.677386 L 371.25 77.852863 L 372.075 77.02834 L 372.9 76.203817 L 372.9 74.554771 L 372.075 73.730249 L 371.25 72.905726 L 371.25 71.25668 L 370.425 70.432157 L 369.6 69.607634 L 369.6 67.958589 L 369.6 66.309543 L 369.6 64.660497 L 370.425 63.835974 L 371.25 63.011451 L 372.075 62.186929 L 372.9 61.362406 L 373.725 60.537883 L 374.55 59.71336 L 375.375 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 414.975 58.888837 L 416.625 58.888837 L 418.275 58.888837 L 419.1 59.71336 L 419.1 61.362406 L 419.1 63.011451 L 419.925 63.835974 L 421.575 63.835974 L 422.4 64.660497 L 423.225 65.48502 L 424.875 65.48502 L 425.7 66.309543 L 425.7 67.958589 L 425.7 69.607634 L 425.7 71.25668 L 424.875 72.081203 L 424.05 72.905726 L 424.05 74.554771 L 424.875 75.379294 L 425.7 76.203817 L 426.525 77.02834 L 427.35 77.852863 L 426.525 78.677386 L 425.7 79.501909 L 426.525 80.326431 L 427.35 81.150954 L 427.35 82.8 L 427.35 84.449046 L 426.525 85.273569 L 425.7 86.098091 L 425.7 87.747137 L 425.7 89.396183 L 424.875 90.220706 L 424.05 89.396183 L 423.225 88.57166 L 422.4 87.747137 L 422.4 86.098091 L 421.575 85.273569 L 420.75 84.449046 L 420.75 82.8 L 419.925 81.975477 L 419.1 81.150954 L 419.1 79.501909 L 419.1 77.852863 L 418.275 77.02834 L 417.45 76.203817 L 417.45 74.554771 L 416.625 73.730249 L 415.8 72.905726 L 414.975 72.081203 L 413.325 72.081203 L 412.5 71.25668 L 411.675 70.432157 L 410.025 70.432157 L 409.2 71.25668 L 408.375 72.081203 L 407.55 72.905726 L 406.725 73.730249 L 405.9 74.554771 L 405.075 75.379294 L 403.425 75.379294 L 402.6 76.203817 L 401.775 77.02834 L 400.95 77.852863 L 401.775 78.677386 L 402.6 79.501909 L 402.6 81.150954 L 401.775 81.975477 L 400.125 81.975477 L 398.475 81.975477 L 396.825 81.975477 L 395.175 81.975477 L 393.525 81.975477 L 391.875 81.975477 L 390.225 81.975477 L 389.4 81.150954 L 389.4 79.501909 L 390.225 78.677386 L 391.05 77.852863 L 391.05 76.203817 L 390.225 75.379294 L 389.4 74.554771 L 388.575 73.730249 L 387.75 72.905726 L 388.575 72.081203 L 390.225 72.081203 L 391.05 72.905726 L 391.875 73.730249 L 393.525 73.730249 L 395.175 73.730249 L 396.825 73.730249 L 398.475 73.730249 L 400.125 73.730249 L 401.775 73.730249 L 402.6 72.905726 L 403.425 72.081203 L 405.075 72.081203 L 405.9 71.25668 L 406.725 70.432157 L 407.55 69.607634 L 407.55 67.958589 L 406.725 67.134066 L 405.9 66.309543 L 406.725 65.48502 L 408.375 65.48502 L 409.2 66.309543 L 410.025 67.134066 L 411.675 67.134066 L 412.5 66.309543 L 412.5 64.660497 L 411.675 63.835974 L 410.85 63.011451 L 411.675 62.186929 L 412.5 61.362406 L 413.325 60.537883 L 414.15 59.71336 L 414.975 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 381.975 72.081203 L 382.8 72.905726 L 383.625 73.730249 L 385.275 73.730249 L 386.1 74.554771 L 386.925 75.379294 L 387.75 76.203817 L 386.925 77.02834 L 386.1 77.852863 L 385.275 78.677386 L 384.45 79.501909 L 383.625 80.326431 L 382.8 79.501909 L 381.975 78.677386 L 381.15 79.501909 L 380.325 80.326431 L 379.5 79.501909 L 379.5 77.852863 L 379.5 76.203817 L 379.5 74.554771 L 380.325 73.730249 L 381.15 72.905726 L 381.975 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 410.025 73.730249 L 411.675 73.730249 L 412.5 74.554771 L 413.325 75.379294 L 414.15 76.203817 L 414.15 77.852863 L 413.325 78.677386 L 411.675 78.677386 L 410.025 78.677386 L 408.375 78.677386 L 407.55 77.852863 L 407.55 76.203817 L 408.375 75.379294 L 409.2 74.554771 L 410.025 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 414.975 78.677386 L 415.8 79.501909 L 414.975 80.326431 L 414.15 79.501909 L 414.975 78.677386 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 423.225 80.326431 L 422.4 81.150954 L 422.4 82.8 L 423.225 83.624523 L 424.05 82.8 L 424.05 81.150954 L 423.225 80.326431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 406.725 81.975477 L 407.55 82.8 L 406.725 83.624523 L 405.9 82.8 L 406.725 81.975477 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 390.225 85.273569 L 391.05 86.098091 L 390.225 86.922614 L 389.4 86.098091 L 390.225 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 401.775 85.273569 L 402.6 86.098091 L 402.6 87.747137 L 401.775 88.57166 L 400.95 87.747137 L 400.95 86.098091 L 401.775 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 391.875 86.922614 L 393.525 86.922614 L 394.35 87.747137 L 395.175 88.57166 L 396 89.396183 L 396 91.045229 L 395.175 91.869751 L 393.525 91.869751 L 392.7 92.694274 L 391.875 93.518797 L 390.225 93.518797 L 389.4 92.694274 L 388.575 91.869751 L 387.75 91.045229 L 388.575 90.220706 L 389.4 89.396183 L 390.225 88.57166 L 391.05 87.747137 L 391.875 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 411.675 90.220706 L 412.5 91.045229 L 411.675 91.869751 L 410.85 91.045229 L 411.675 90.220706 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 390.225 95.167843 L 391.05 95.992366 L 390.225 96.816889 L 389.4 95.992366 L 390.225 95.167843 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 403.425 95.167843 L 404.25 95.992366 L 405.075 96.816889 L 405.9 97.641411 L 405.075 98.465934 L 403.425 98.465934 L 402.6 97.641411 L 402.6 95.992366 L 403.425 95.167843 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pbaecc959cf)" d="M 398.475 81.975477 L 399.3 82.8 L 399.3 84.449046 L 400.125 85.273569 L 401.775 85.273569 L 403.425 85.273569 L 404.25 86.098091 L 405.075 86.922614 L 406.725 86.922614 L 407.55 87.747137 L 408.375 88.57166 L 409.2 89.396183 L 408.375 90.220706 L 407.55 91.045229 L 406.725 91.869751 L 405.075 91.869751 L 404.25 91.045229 L 403.425 90.220706 L 402.6 89.396183 L 401.775 88.57166 L 400.95 89.396183 L 400.95 91.045229 L 400.95 92.694274 L 401.775 93.518797 L 402.6 94.34332 L 401.775 95.167843 L 400.125 95.167843 L 399.3 94.34332 L 398.475 93.518797 L 396.825 93.518797 L 395.175 93.518797 L 394.35 94.34332 L 393.525 95.167843 L 391.875 95.167843 L 391.05 94.34332 L 391.05 92.694274 L 390.225 91.869751 L 389.4 92.694274 L 388.575 93.518797 L 387.75 92.694274 L 387.75 91.045229 L 387.75 89.396183 L 388.575 88.57166 L 389.4 87.747137 L 390.225 86.922614 L 391.875 86.922614 L 393.525 86.922614 L 394.35 86.098091 L 395.175 85.273569 L 396.825 85.273569 L 397.65 84.449046 L 397.65 82.8 L 398.475 81.975477 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 390.225 83.624523 L 391.875 83.624523 L 393.525 83.624523 L 394.35 84.449046 L 393.525 85.273569 L 391.875 85.273569 L 390.225 85.273569 L 389.4 84.449046 L 390.225 83.624523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 395.175 88.57166 L 394.35 89.396183 L 395.175 90.220706 L 396 89.396183 L 395.175 88.57166 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 405.075 93.518797 L 405.9 94.34332 L 405.9 95.992366 L 405.075 96.816889 L 404.25 95.992366 L 404.25 94.34332 L 405.075 93.518797 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 390.225 95.167843 L 391.05 95.992366 L 390.225 96.816889 L 389.4 95.992366 L 390.225 95.167843 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 386.925 96.816889 L 388.575 96.816889 L 389.4 97.641411 L 388.575 98.465934 L 386.925 98.465934 L 386.1 97.641411 L 386.925 96.816889 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pbaecc959cf)" d="M 385.275 31.350089 L 386.925 31.349926 L 388.575 31.483786 L 393.525 31.471429 L 395.175 31.310597 L 396.825 31.312882 L 398.475 31.473596 L 403.425 31.473585 L 405.075 30.860184 L 406.725 31.481663 L 410.025 31.481663 L 411.675 31.321521 L 413.325 32.128547 L 414.975 33.418669 L 418.96492 33.328629 L 419.925 33.460865 L 421.575 34.843207 L 423.225 34.993305 L 424.875 37.082075 L 426.525 37.286622 L 429.468866 39.924812 L 429.825 40.280739 L 433.125 42.208633 L 434.775 43.950231 L 436.425 45.540198 L 438.075 47.320307 L 442.21808 51.468132 L 442.19821 53.117177 L 443.793119 54.766223 L 443.90541 56.415269 L 445.527914 58.064314 L 445.5 59.71336 L 445.614646 61.362406 L 445.884432 63.011451 L 446.325 63.482911 L 447.154553 64.660497 L 447.14413 66.309543 L 448.538119 67.958589 L 448.801371 69.607634 L 448.8 76.203817 L 449.174172 77.852863 L 449.625 78.30343 L 450.45 79.501909 L 450.450694 84.449046 L 450.688969 86.098091 L 450.45 87.747137 L 450.45003 92.694274 L 448.94124 94.34332 L 448.8 95.992366 L 447.625891 97.641411 L 443.025 102.662859 L 439.725 102.685762 L 438.075 102.915757 L 436.346297 104.237594 L 435.6 105.88664 L 436.639525 107.535686 L 437.256665 109.184731 L 437.25 114.131868 L 436.948187 115.780914 L 436.425 116.286589 L 434.775 117.070733 L 434.554099 117.42996 L 434.038875 119.079006 L 431.475 121.446513 L 429.825 122.461528 L 429.164277 124.026143 L 427.412106 125.675188 L 426.966358 127.324234 L 426.525 127.772273 L 424.875 127.771013 L 423.225 128.014289 L 421.575 128.893806 L 417.261272 128.97328 L 416.625 129.024068 L 408.375 129.048513 L 407.55 130.622326 L 406.725 131.446848 L 383.625 131.446848 L 382.8 130.622326 L 381.894202 128.97328 L 380.325 128.024064 L 375.375 127.771827 L 374.912872 127.324234 L 373.725 126.528127 L 370.425 123.555391 L 368.775 122.412349 L 367.065825 122.377097 L 366.48215 120.728051 L 367.867236 119.079006 L 367.125 117.056375 L 365.475 117.072377 L 363.825 116.263733 L 363.341901 115.780914 L 362.587237 112.482823 L 362.175 111.716598 L 360.525 111.715522 L 360.067279 110.833777 L 359.395867 107.535686 L 358.875 106.222026 L 357.225 106.316813 L 356.910675 105.88664 L 356.447323 104.237594 L 355.575 102.702423 L 350.551154 102.588549 L 343.197411 94.34332 L 343.2 87.747137 L 343.2 79.501909 L 344.025 78.331969 L 344.504453 77.852863 L 344.85 76.203817 L 344.85 66.309543 L 345.932178 64.660497 L 346.5 63.011451 L 346.866411 61.362406 L 347.325 60.906523 L 348.164807 59.71336 L 348.19846 56.415269 L 349.8 54.766223 L 350.625 52.987433 L 351.475337 51.468132 L 359.604008 43.222903 L 362.670042 39.924812 L 364.316807 38.275766 L 365.475 37.316906 L 367.125 37.376632 L 370.425 35.071215 L 372.075 34.695159 L 373.725 34.847091 L 375.375 34.786613 L 377.025 33.428723 L 378.675 33.234837 L 380.325 32.151688 L 383.625 32.158927 L 385.275 31.350089 L 385.275 31.350089 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbaecc959cf)" d="M 428.175 122.262906 L 428.091724 122.377097 L 428.175 122.460324 L 429.158274 122.377097 L 428.175 122.262906 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 26.885328 L 339.32625 26.885328 L 339.32625 15.271578 L 332.64 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 451.021875 26.885328 L 459.36 26.885328 L 459.36 15.271578 L 451.021875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 157.83158 L 345.9225 157.83158 L 345.9225 146.21783 L 316.8 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-8 --> <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(316.8 155.335955)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-38"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p2917825340)"> <image height="150.24" id="imageb14008fa04" transform="scale(1 -1)translate(0 -150.24)" width="158.16" x="475" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApMAAAJyCAYAAACYDkvaAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VmsXmd5P+wV4ml73Nuz49mxM5oEQkLCWNSCkEqL6AEHVdWjHvSgB1WlSlVFxRFIqFJ7QA9akFqpAhp1ghbR/mmBAlEZQwgZmoE48ezY29ve9vZsJ+l38kmf9Om9f/n7Zu9dh17X4br1vO9az3rWem9v6fn5pmEY/nsAAICGN/1PnwAAAG9cmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2hZ0B950001l7b//+7+ve8yNJJ1nVauueRiGYWxsrKxduXKlrN18883XfR7DMAxvelP9b4SPfvSjZa3zecePHy9rL7zwQlk7fPhwWXvggQdan7lu3bqydvXq1ZHHJyYmyjGrV68ua4sWLSprjz32WFm7dOlSWUtrYenSpWXt8uXLI4/v2LGjHLN58+ayllTzOAzDsHDhwrJ26NChsjY5OVnWTp06NfL4kiVLyjHJq6++WtZee+21stZ9vtO4V155ZeTxBQvq13KqrVy5sqylazt//nxZS++g9773vWXtzW9+88jjf//3f1+OSdeW3jPXrl0ra3v27Clr4+PjZS09p9V7Jt3rp556qqxNT0+XtfSe/8AHPlDW0v1O8/ztb3975PG0Rqr3zzDk5y1Jc5lqs91jdL8rjZsL89lzVd/lL5MAALRpJgEAaNNMAgDQppkEAKBNMwkAQNtNN910U7ntaLZ3JM3F7qfuZ3Z3OXV2c6ddrmlc2pGXdhqnXcHvec97ylp1nsuXLy/HLF68uKx94QtfKGtpl+iFCxfK2tve9raylnaXVjsYz549W4557rnnylrawZjGpZ3xaQdpugfVfUu7VVetWnXdnzcMeed1urbTp0+XtXPnzpW16hlIu0TTbtX03Fe7q1/v+9J1p1o1z2l3cjr/9EytXbu2rKVd4BcvXixr6Ty/9a1vjTz+6KOPlmM+/elPl7WDBw+WtXSOadd/SnKodqMPwzBs37595PGvf/3r5Zi0/lPSQXru029AGnfvvfeWtSeeeGLk8QMHDpRj0u9UeqbSuFS7kXZRV+ZiF3jnM+dzPvxlEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANC2YC62js/2NvW5iP9J41KcR/mfnIcxKR4hnWOqpTiMNG7RokVlrYoWSTEy3/nOd8paindI858ibdK1Pfvss2Xtd37nd0Ye/+53v1uOuXr1alk7f/58a9yKFSvKWoobWrp0aVlbtmzZyONpjlN8VIpmWrduXVlLET+33XZbWdu/f39Zq+KS0vynaKAUZ9OVopRSpNDY2NjI4+m+VWOGIb8T0vpZs2ZNWUtrOcXd/O7v/u7I42n+0zxu3LixrKX1c/LkybJWPTfDkK/t6aefHnk8RQ2lz0vXneZ/enq6rKWYqOeff76sVb9V6V2eflO60UBzYbb7kvke14kz7EYgds7RXyYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbXWGxhzoxuB0IwTmIjaoMybFBqXokBTvkL4vzVeK2NixY8fI4z/84Q/LMSn6IV13igjZsmVLWUtxHima4w//8A9HHk/nuHLlyrKWxt1yyy1lLUUDHThwoKyl+JYqJqeK1RmGYZicnCxraW2lSJ4UDZTihpYsWVLWqmcgzX+67k7s1zAMw+LFi1ufmVQRRum5T3OVnqkzZ86UtVOnTpW1dC4pwuvxxx8feTzN1d69e8taujcpWmf58uVlLa3XFDdUvZ9SNFOKBkpRVun9mn470rWdPXu2rFW/HSmiKL2T029Rum9pLafP7EThdH+f59t89iwd/jIJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaGtHA90o29Q7UQA/i+r7uueRYglSDEiKR0jjUlRGFYfx2GOPlWMuX77cqqVYiBTtcuXKlbK2dOnSsrZhw4aRx1MsSpLii15++eWyliJ5UsRGqlWRJEePHm19XnoWT5w4UdbSfUvzvGrVqrJWxaak5y2tuxTDktZPeqbS96X1OjMzM/J4mscU0bJo0aLr/q5hyNedIp2qZyqNS/Px/e9/v6ylNZnOP83J7t27y1qKUqpid1LkTnrPp3d5iqRKsUFpTtK448ePjzye1n96FlMUWprj9PvQjRHsRgx2dPuj2e5n5jMe0V8mAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG3taKDZ3t6ePi/FKszn1vf5lmJMUsRGqn37298ua1NTUyOPpyiJbhzGzTffXNbGxsbKWor6qM4/nUuKdTl//nzrPFL8z7Vr18ra1q1by1qKaKliX1L8T4ocSREa6Z4m6X6n57SKwum+L9J3dSN53vGOd5S1FM9URUilNZmuO62RbuTI+Ph4WUvPRxWfk87x1ltvLWv79u0ra0m67hRXld696fnuSO/r9C5MTp482frMKpInPVPpnZbWa5rj9A5K75JXX321dS6VbqTTjdKXzGd0or9MAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANpuGoZh3jJyulvi52J7+2xv3U9junEqy5cvL2spjiHF1qTohCoWohv9kKITli5dWtbuuOOOspZ0IlVSPEiKMTlz5kxZ60ZZ7dq1q6wtWbKkrFURGymWJsWRrFixoqyl86/WzzDkuUwRM9V5pjlOkSNpLacIrO7znZ636jzT+XfnP51/ek7TWkjzVT0fKZYmnWNaP+l9l2Jk0nyl665iotK9ThFqaR67vx3diJzqvZw+L9237jshSc9HivCq5jKt/67u89Z1I0Qd+sskAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoK3eY/8z6ET53EjxP51a2u6fziNFP8zFnFy8eLGsLVu2bOTxFCOTri3VUvTG1NRUWavOcRhyfM7x48dHHk/RQGmu0r1ZvHhxWUsRGykiJ8VEVeeZPi95+eWXy9qmTZvK2vj4eFnrxqZU6yTFQKWolSTFmCTp2U8xJpUUX5TWQXpO05yk70sRXukeVM9H9xzTHKdxad2lcem6q3d2irpJ7/m5+O1I153GVfcnve/SGu/em/QO7cbgVPPc/by5iP+Z7YifuYhjrMb5yyQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgbU6igSpzsQV/vpXb4kPcQjLbsSLDkKM+1qxZU9aqiJaxsbFyTDc2KH1muu4UGZFifqpaiv9J97QTrzEM/aiMdJ5V7FH6vBSxlO5NinTav39/WUtzcvXq1bJWXUOax5tvvrmspfu2du3a1meeOXOmrKW5nJ6eHnk8Pb/pfdGNGUuRSN1IniqmK51jN8oqnUd6B6XrTuOqtZCetzSP3fiW9H1pvSbV2lu0aFE5Jj2/3Yif9Jnd+arW3mxHDQ1Dv2e5UXqdzpz4yyQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0HbTMAyz+z+L30Dm4j85n+3vSjsKx8fHy1q183oY6p2Ur3culy9fHnk87QxMu+7SuC1btpS1tEvu3LlzZe3SpUvXXUvn2NkZOAz9ncZLly4ta2mHe9phXUm7jNN1f+ADHyhrX//618vasWPH/u9O7P+nut9p/pcvX17Wtm/fXtbWrVtX1tJO43S/T5w4UdampqZGHu++S9IzVX3XMOSkgLQbN42rpBSB9F3p2U7voHRv0jOVno+VK1eOPD4zM1OO6czVMPR3Uaed3p3vS+/kdI6pluYknX969lMSQvVcpWtLZruH+Fm+70bgL5MAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCAtjob4XV04yvm6/Pm6vuqcd2YgG70Q/rMFI+QojI6n5fibJIUC5FqKRoozUkVA5JiIVJsU7o3KVYkjUvfl+5B9X1r1qwpx6SIojTunnvuKWuHDh0qa2ndpXtaPR9pzObNm1u1FKmVooF27dpV1lKE144dO0YeP3LkSDkmReukOU73NL27UlxSinuqnrcUx5POI63/FBWTnqn0DKRomtOnT1/3mFTrPvdpvrrXVt2ftLZ2795d1qq5er3zSN/XjQaq5qsb45POI92bbj8z3z3S9fKXSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAEBbOxpotreid7fnd3WjfDpSHEaKBurGC6RaimOodGMm0nmcOXOmrKW4njSXnciL9F2p1o106t63tCYvXLgw8niaqxT5Mj09Xda+8Y1vlLVLly6VtRT1ceXKlbJWrb0UR3LXXXeVtRT/kyJ5UgTW5ORkWavuzTAMw9133z3yeFpb6RxTLEq6N2mdpOc0vRcWL1583WMuX75c1rrPTfq+9JymOanWcrpvnc8bhnz+qdZ9l1TrJMXgjI+Pt87j1KlTZS29y9P7Ip1n9ZndyJ0bIY7n9cxnnJC/TAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADa2tFAs20uIlPmU4ppSFLkyOnTp8taigEZGxsra504gPRdaf5TvEOK0UjxDmlcivKpIlo6UUnDkO9bip+5ePFiWUtRJWlOqviWNCZFlezfv7+sJStWrChrMzMzZW3Pnj1lrVp7d955Zzlmx44dZW1qaqqsLV++vKyl52bfvn1lLUUDVfd78+bN5Zi0xo8ePVrW0jrvxvVU0UbDMAxnz54deTzFwaS5Su+gtO5S7E6ay3S/q3HpXdiNV0vnn57v2f5dTHP15JNPlrX0Lkzv8nPnzpW1NCfpujtzksakOenOf/f7Kt34n06kkL9MAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANreENFAcxH/M5/RCal26dKlsrZx48ayNj09XdZSxEY6lypqIsXIXLlypaylcd1YiNWrV5e148ePl7UqomLt2rXlmLRGtmzZUtZSnMrLL79c1lJ8TorDqCJmTpw4UY5J8VG33nprWXvuuefKWloLyfr16697THpfVLE0w1DHKA1DXpPpmUqfuW7durJWxUulOJV77723rKXnLT0b58+fL2sp0iY9p9W7ZOHCheWYNFfpuU/zn5w8ebKspeuuri29W1P8T4r46UbOpZixdJ7V96U1mSK10hpJ76B0/mlO0rhKepfMRfzSfMb1dHU+z18mAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG03TDRQ13xHCnW+K9VSTEOKY9i2bVtZSxEtKTqhiq1J35UiL1LUzcWLF8taippI8Sfbt2+/7s9csWJFOWb37t1lbdWqVWUtRZVs3ry5rD3++ONlLcXdVJE2KfIlxRdVkTXDkO9Nut8pYiPFJVXxWGmNp9isNC6dY1rny5YtK2sp7qaKe1q5cmU5ZteuXWXtgQceKGv/9m//VtaefvrpstaJpBqGOsonxS+ld2F67tOzuGnTpta4Q4cOlbXqfZ7WSJIictLzltZyer7Tu7eyZ8+esrZ3796y9uUvf7msTU5OlrXub3daJ537k9Zk93d9PvuS+eQvkwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIC2N0Q0UIr/uVF0I4puvvnmWT+XO+64o6ylqI8qUuWd73xnOaaKABmGYXjiiSfKWoqDSXEqKfJizZo1Za2KakjzkSI7UgRFihRKcT0HDhwoa9euXStrVeTFjh07yjFpHlMsSrq2kydPtmrve9/7yloVk3PixIlyTIpRmpiYKGvpnqa4p7vuuqv1fZX0TKX3zIULF8paisG5++67y9rx48fL2sGDB8taFT+T1nGKrEnPYpqTtWvXlrW3vOUtrc+sIrC6kWzj4+OtWlpbCxcuLGs/+tGPylr1DKRIp/vvv7+spef0+9//fllL6yTNc3qGZ7uPmItYwhsl6rDDXyYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbQvmYrv5jRLlk66tiop5vXGdz0vz0Y2T6EZNVPE/w1DHMaRYlxSvkeZx586drXHd+apUsTrDkONzUnzL+vXry9qKFSvKWopgeuaZZ8paFYeRri1FFCUpjiTFt6TYpjRfGzduHHk83ZsUY5KexTRfqZbiSJYuXVrWqviWFPGT1t1LL71U1tJzn84xXVsV2zQMdRRRWiMppiut10uXLpW1c+fOlbVt27aVtXRt3/ve90YeT78BKfZoyZIlZS29L9Jzk65t+/btZW1ycnLk8R/+8IflmDT/t99+e1k7fPhwWUuRQosXLy5r6b1QPfvp9+ZNb6r/3pbeCT/PfVXFXyYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbQvSdvO52N7e+a7ulvi5GFed51zMVYqMSJEdSYpVqKI5UuRINxbl5ptvLmszMzNlbfny5WUtxW9UcTEpaihFLK1bt66spYiiKjJlGIbh1ltvLWt79+4ta9V927dvXzkmRbQkTz75ZFlLESEpauWRRx4pa1u3bh15PN2bNMcpYibdt7S2UkTI5s2by1r1LFZxSMOQo5kOHjxY1lLESZIine69997rHpfOI0UDTU1NlbW0ls+cOVPWNm3aVNZ27NhR1qrophRDlNZdOv80Xyk2KP2G3X///WWtiiBLz/3Zs2fL2rJly8pakn5X0pykaKDOb/d89x7dPqITezTbUUP+MgkAQJtmEgCANs0kAABtmkkAANo0kwAAtMUtwTf6fyz+s5jtXVPd3ZJpJ2ia/2p38jAMw2uvvVbW0s7B22+/feTxPXv2lGOuXbtW1pK0yy/tsE5z0tk9nnYZpx2Faedp2qmedgynnfY7d+4sa9U9Tesgrdd0jg8++GBZe+yxx8pampMTJ06UtWpXcLq29F1pF/jChQvLWto5m9ZC2s1dvYPWrl1bjknPW9rFnuY47R7vzle1vtK9Sc9burY0X+n8u2kZ991338jjzz77bDlm/fr1Za37Tkj3LT3fL7/8clk7cuTIyONbtmwpx6S5Svc7JSSk34BqN/0wzH7P8vPcAyWdXeD+MgkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBoi9FA82m+t+Cn7+vEBnXPP0UnpNigVEtxGF/5ylfK2rvf/e6Rx9etW1eOSTENaR5TbfXq1WVtenq6rKWojypKJo1J8UtJuqdpnaQYkFOnTpW1KrYmxZHs27evrE1MTLRqk5OTZe3JJ58sa29961vL2j333DPyeFoHzz//fFl75plnylqSzv8tb3lL6/uqWKoUuZMike68886y9tOf/rSsbdq0qayld8nZs2fLWhVN040ES+eR4pIuX75c1tJ7JsXdVPM1MzNTjkkxOOldmK47nWP6vrSGqu9L53jw4MGytn379rJ29913l7UUM5ailFKtuoY0H90IwaQTu/N646paty/pjPOXSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAEDbgu429Y75/K7X+8zZ3vLf/bwUP5Nia7Zs2VLWqliOYajjSIZhGMbGxkYeT+eY4imSdI6vvPJKWUuxKSmSp1LF6rxeLc1JiuVYvnx5WUtrKMWmVNEWaa527dpV1s6dO1fWUvRGWpMvv/xyWXvnO99Z1latWjXyeIo9qtbxMAzDD37wg7J28uTJsrZnz56yNjU1VdbSWqiifNK627ZtW1l7/PHHy9rmzZvLWlqT6R2aYn6qmKs0JkW0pLWcpOiytJbT+6kal9ZkilFau3ZtWUvnn9696b6lNVm9F9L77sCBA2UtvZMfeOCBspbihtJvWBqXflfmU7cvmc9+psNfJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtC+Zim3rHXHzXXGyzr2rdc0wxJjt37ixrW7duLWsphuUXfuEXylqKIqqkuIUUC5EiQs6fP1/WqqiYYcjRIlXUR+eahyHHcqTrTjEgKf7k0qVLZa2KKknxJqdOnSprVazLMAzD5cuXy9rdd99d1o4fP17Wvva1r5W197///SOPb9iwoRzz4IMPlrW9e/eWtW9/+9tlLa3zFJty1113Xfe4FM104sSJsvbwww+XtU780jDkSKpr166VtRTfUum+L9K9Se+S9M7uxMikdbB06dLWuDQnaZ2kZ3/NmjVl7dVXXx15PMVVzczMlLUXX3yxrN1+++1lLX3fkSNHylp6n6d3aCX9psxFfzHb4+azh/OXSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAEBbnW8yB2Y7juf1dMd1zrP7XUmKn0mxHAcPHixrmzZtKmtVrEKKmVi+fHlZSzEy6drSZ545c6aspfiNSjrHdE9THEaKrUlRHymOJM3X1NTUyOMpAiTFwUxMTJS15557rqyluTx06FBZ27hxY1mrIrBSdMj/+T//p6z9+q//ell76KGHylqKONm1a1dZe+aZZ8rao48+OvJ4io86fPhwWUvnnyLIUkzU+vXry1oVSTUM9f1Jz016p42Pj5e19Nyn5+3kyZNlLcX1VPE51fFhyM9vem6mp6fLWrqn69atK2vpPVNdQ/qu1atXl7XHH3+8rKVoo/QO3bdvX1nrRDql+5Z++2Y7WmcuzGesor9MAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANpiNFA3yqezHX0uvqsbN9SppfNI8QJJGpdiLVI8QooGqsalmIzFixeXtRS5cOXKlbKWrjvFh3Sk6JAUY5KiaVKMRpqvCxculLUUf5JiQCrpHC9evFjWUozPLbfcUtY+9KEPlbX0vFWxNenevOtd7yprn/nMZ8raJz7xibJ27733lrU//dM/LWtvfetby1oVgZWubcuWLWUtRbTcdtttZS29L1Jt+/bt1z1u2bJl5Zj0bC9cuLCsvfbaa2UtzUmKGUu16n2YfgOq2LX0ea/3mekZTt+X5jm9Dys7duwoa5cuXSpr6T2zefPmspbud1LNZTeurWs++6quznf5yyQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgLUYDzba52PaeYmTSZ852pFAnUmEYcnRCin44fvx4Wbt69WpZ27p1a1k7evToyONpjs+dO1fWUoRDOscUg5PmJEVsVNJ9S+eYxnVjj7q1Kgakip4Zhhx9snLlyrI2OTlZ1lIU1Jo1a8paigh57LHHRh5P6z/FwYyPj5e1I0eOlLVdu3aVtV/5lV8pa3/zN39T1n74wx+OPH7HHXeUY+67776ylp63tCb3799f1vbu3VvWUpRV9Z5MET8phiU9253zGIb8DKcIo87zls4jPTfpHNO4FNP14osvlrWzZ8+OPJ7Wz7Zt28ra9PR0WUv3O81XN0qpej7SmDT/6Xnr9jrdvqRjtqOG/GUSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0NaOBupsK+9ue79RttInKSZg8eLFZW3FihVlLcXgHDt2rKyliIoUeVFZsKBeJjMzM2UtxbCsX7++rKXrTpE26drOnz8/8niaq250xYkTJ8paiq1JESdpDVVxKylOaNWqVWXti1/8Ymvcu971rrKW5jnFh0xNTY08nqKBTp8+XdZS7M7zzz9f1tLaShFS6douX7488vipU6fKMWltpdivFL909913l7V0LilCqoo8SxEzKWYsPYspSuzw4cNlrfvOnpiYGHk8vSfTeyvFJW3evLmspVi59H0bNmwoa1WkUBUbNwzD8J73vKesffzjHy9r6dm4/fbby9qtt95a1h5//PGyVs1zejZSNNBsR+u8nvR91bt+LuKLynO47hEAAPD/0kwCANCmmQQAoE0zCQBAm2YSAIC29m7upLOLei52eifdz3z11VdHHu/+h/Bpl2jaDZ12oN15551lLe04rKQd52nHcNpdmnZnpmtLu4kXLVpU1q5duzbyeHU/hyHvEk3rJ62Falf560nXlnbcVqr5GIY8J9/5znfKWloLaRf1iy++WNaqtbB27drWd61Zs6asJU899VRZS89H2ildvRfS/Ke5SskK99xzT1lLyRBPP/10WUv3oFqvaf7Tmkw7vbvPW7VzeRjyWq5+H9J9S+/yycnJspbmK1132iGe5rLabZ9SBNJ57Nmzp6z96Ec/KmsPPPBAWUuJGOn3rVqTad2l3+7O7urXG5d0epZun9MZ5y+TAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgLYFnRifYehtb+9uie9uYe9eWxpXRQV0xgxDf05StM7Vq1fL2rZt28raSy+9NPL48uXLyzGLFy8uaylyYXp6uqylGJx03Sl+o4rDSPE/6brXrVtX1m699day9o1vfKOspWiRFHlRXUOKp9i8eXNZGxsbK2s7duwoa1u2bClr+/fvL2unT58uaytXrhx5PN3rqampspbWVhWLMgw5YiY9b2ncxMTEyOObNm0qxzz77LNl7dChQ2Ut3e/bbrutrKVomhRBVr3Xjh49Wo7ZsGFDWUtxYRcuXChrO3fuLGspli09i5cuXbqu48PQf5ekiJ8UBbVkyZKyluarkmKUnnvuubJ28uTJspYikdKPsTszAAAgAElEQVT8p0iq9M6rnsX0O9X9fZ6L3/zuuPniL5MAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCAtgU3ynbzFK0zF9FA3euuohpSRE6KHEkxLGfOnClrKWri+eefL2vHjh0ra1XsTopOuHz5cllL558iWlItRT+kyIubb7555PEUfXLixInWdx05cqSsbd26taydPXu2rKX1Wq3JAwcOlGPSfUsRLSmSJ0XkpDWUIoWq70vrIMWKpNigFStWlLUk3e/0fFfXltb/+vXry1p6J6QYmTQn6fyrZ2oYhuHw4cMjj3ffyatWrSprVcTSMOQ1ma7t5ZdfLmtVXFV1zcOQ469Wr15d1tI7NMUGpZiidN+q91r6ffvXf/3XspYictI5ppir9L5I11ZFqKU5noseohtZONtmu/fzl0kAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBA24JU7G6Ln/Ut5yEGZC6ijdJnVlEHKeYgxc+keIoU9ZGiGo4ePdqqrV27duTxKjJoGHKsRYrXSNE0SYp9SXE91T1I1/bII4+UtXvvvbesve1tbytrKSZq3bp1ZS3Ft+zfv3/k8cnJydbnTU9Pl7VqjQxDjv9J0S4pUqWKUkrvhBRHkuJ/UsTM5s2by1qKfUlzWa2F9GwvW7asrFXRJ8OQ5+T48eNlLT3fKRLpqaeeGnk8RUule5riYNI5pmcgPcM/+clPytqePXtGHn/wwQfLMV/+8pfLWvp9SM9Gmq/0e5TW1/nz50ceT3FVKY4n/b6l80/v5bSG0u9DJ5InPTfp/Luf2XUjxA35yyQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgLUYDzXbsTnf7evc80rhu3FB1DenaFiyI01xKkQsp+iFF5Hz7298uax/60IdGHj927Fg5JkXdpJiGJMUGpYiKdA+q+11FYQxDjvrYvXt3WUufmdbd1atXy1qKmKliNFIERZrjFEmVYmRSxEmKtElxQ9V8pWcjXXf6rpmZmbKWzj/NV4q0qe5Burb0vKXrvnjxYllLcUlpXIqXqtZyOv8zZ86Utbvuuqs1buXKlWXt7/7u78pailnat2/fyOPpuU/vi7Nnz5a1HTt2lLWTJ0+WtRRlld7L1XWnebznnnvK2sMPP1zW0jpPa+u+++4ra+m+Vc/wuXPnyjFz0XvMhdn+vs7n+cskAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoK2XWTMH5iLGJ9VSjEaKmKk+sxNLMww51qKKfBmGfP7p+77//e+XtXXr1o08/q53vasck6JD0vmnCIcU1bB48eKyliJaKim2aefOnWUtnf+1a9fKWorlSNE0KQqq+r6xsbFyTIoGWrVqVauWpOcjxecsXLhw5PH0bKcYkyVLlpS1NCcphiWtyfXr15e1KhImRUSdPn26rKXnPsX/pLiedG0pvqWK8EoRS914kxTJk6LE0pykaJ3qnfeTn/ykHHPHHXeUtRTlluYkjave5cOQ369VhFGK1PqHf/iHsjY5OVnW0ruwGwFXvS+Gof59SM9Nkn6Du7rxidW5dHqZLn+ZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALQtmM+t4/MtXVt3C34lzVWKQEgxMkmKMUmfmeI8vvSlL408/su//MvlmBRjsmHDhta4FBWToiZS7EgVqZJiIdIaSXEqKdYiRSmlKJ+bb765rI2Pj488nuKEUq2KrBmGYZiYmChr6dpSbFP6vmpciihKcU+pluKe0lo+cOBAWUtzUq2htLa6cSQpMiW9L9JaTrFB1VymMenepDlJz0Z6323fvr2spZiuau2lGKgU47N69eqytn///rK2adOmspbu6Zvf/OayVr0PDx48WI45dOhQWXvwwQfL2o9//OOyltZJ+u1L6zyNq6Tf7rnond7IPZe/TAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaFtwoW9HnO6KoGw1UnUuKmEkxE+k8zp8/X9ZS1ESKD3nHO95R1k6ePDny+AsvvFCOSXEeO3fuLGtHjhwpaymGZXp6uqyluJvqvqVYkXTfUpzHK6+8ct3nMQz5nq5YsaKsVdeQYjJSNFN3LadonfSZKW6ouoZ0bSnOI81ximZKUSvpeUuxR0uWLLnu71q5cmVZS/cmSWsyvYPSs7927drrPo8U7ZWigdL9XrNmTVlLUT7pM6vnOz2j6fPStaXnNM1/OpcUV3X06NGRx9M5/smf/ElZe/bZZ8vab/zGb5S148ePl7X0fKS1XP0+pHuTpOd+tvuL+dbpx/xlEgCANs0kAABtmkkAANo0kwAAtGkmAQBoq7eD/Qy6O5nmU9o11dlRlcakXYppB2b6z+7TjuHly5eXtfvuu6+s7dixY+TxjRs3lmO6O+E2bdpU1tJO3bSbO+3GrXY3pu9KtbQL/PTp02UtzVdaQ2k3dLWrs9otPAzDcMstt5S1RYsWlbXLly/P+rh169Zd97i0kzJdd7pvaad3qqXPTHNSSeefrjvNY0o66O5i37x5c1mrrvvUqVPlmFWrVpW1dN3p3qTd3GnH+UsvvVTWquctvcurd+sw9J7tYRiGt73tbWXte9/7Xll78cUXr/v70hpJCQNpTabfqWPHjpW1tCZT71Gtk7S20r2Z7x3bnR3W87k73F8mAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG0xGqizFf31ap3vStJ3dc+/cy4p8iXFC6RaiixIkRcphmLv3r1lbc+ePSOPnzx5shyTrjtFZaQ5PnPmTFnbvn17WevExaRYixS/lL7rzjvvLGsvvPBCWbty5UpZSzFR1VymNZ5iOVavXl3WDh8+XNZSRM7SpUtb465evTryeLq2tH5SVEmSIm3SvUn3tIqeSs9UiqtK0jmm+KJ0Lum+Vc9VeqZShFqS1uu5c+fKWor/SeO2bt068niKdDp+/Ph1f94w5Pil9H49ceJEWUuqyLDz58+XY775zW+WtfHx8bKWfsPS+VfvhGHovbO78T+pln4fkvmM8kk65+EvkwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIC2GA3U1YnWmYst8XMRG9QZk2IV0rhDhw6VtRRDsXv37rK2cePGslbFvly+fLkck+Yxxc+kOUnxM2vXri1rKeKhioxI0S3p3ly7dq2sdWOixsbGytp8StedomnSmkyRHZcuXSprVaRQirpJ9yad4759+8paiiN53/veV9ZSJEy1FtI5pjie9Jx2x6XnO923KhooRXGltdWNWkkRPz/5yU/K2m233VbWJiYmRh5P53/kyJGyltZIWnfpOd2wYUNZS7E71XxV1zwMw3D06NGylmK60jmmKK7025F+c6oopW40UHdN3iiRi7Pdc/nLJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBtTqKBKnMR/zOfW9+TFC+QIgRSZEc6/xTLkaIfOrEpKV4jxTukiJwVK1aUtXSO3fu9YMHopT49PX3dY4YhR3Y89dRTZS3F/6RrS7Vq7XWjhlKcR1rLKf4nzdeiRYvKWhW3cuHChXJMehaPHTtW1lJMVBr3ne98p6zt3LmzrFXP8Pj4+HWPGYZ83WlcirRJz2JaXxcvXhx5vIp6ej1pXLq2FBWTnql03c8+++zI46tWrSrHbNmypaylGJwkxWOl35WtW7eWter5TnO8bNmyspbW1vbt28vagQMHylqKskrfV5mLqJ5u73Gj9DMd/jIJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaIvRQN2t6DfKFvZu1EpSXVuK5UgRM8maNWvKWjr/KrpiGIbh4MGDZa2KMUkxGSny5dChQ2Vt48aNZS2tnxR5keJiqnEpvqiKSno9Kcbk/PnzZS1FbKQ1VF1bivFJ9627ltN9S2uoo4qeGYYcV5XiW1JcVVqv3/3ud8taij+pYkxmZmbKMWn9pzlOkSkpaiU9Hymaplpfaf2k808RP+mZSs/wxMREWUvxapV0bSleLd3vtWvXzvr3pQivs2fPjjyeYqDSu+S2224ra92YrrQmk2pOuhE/6Tc4vXu7vUcnNmhe4xHn7ZsAAPi5o5kEAKBNMwkAQJtmEgCANs0kAABtmkkAANp6mTU3kO7W/e5nVlIUQIrQSBEIBw4caH1mitEYHx8va9U1pHk8depUWUsRDpcuXbru8xiGYTh58mRZS3NSSdeWInJS1Er6zBTLkdZdmsuqlqJWOnP1ep/ZleZ55cqVI4/v3r27HJPif5K0Jvfs2VPWUjRNer43bdo08ni6NylGZnJysqylz0zXnSJh0pqs1nJa/4sWLSpr6RzT85bmJMUGpQim6p6m91b3fZei3FK0Ufq+dN3VPUixWemePvfcc2XtscceK2vp/FMsWIpEqtZJNz6nG/9zo0QnzjZ/mQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0zWs0UDeqZ76/rzMuRUmkGJkUc5Bs3ry59ZnpXKqogxQPkmIOFiyol1eKfkhREykaJUVeVLUUR5IiX9K4q1evXvd5DMMwnD17tqwlVexLN8YnrZF0v1MtxfXs3bv3uj9zenq6HJMitZ566qmytnTp0rKWIrBWr15d1lI0zYULF0Yef+ihh8oxly9fLmu33357WUvzldZJeoZTpFP1LklxKum7UuRLiihKTp8+XdbStVXPdyeW5vW+K73v0nsyxcOl9/maNWtGHk/Pdjr/z3/+82UtXVt6Fqempspaio7rrJNujM/Pa/xP4i+TAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgLYYDTTfUT6zLW3PT9fWGZfGXLlypaylWIUU5/HWt761rD366KNlLcUjVNeW4mxSrEiKdzhz5kxZS1I0SoodqWJ+uhE/KXojzXG63+naqsiOYahjllLET4pFSXOS1nJ6pnbs2FHW0lqoonVeeOGFckyaqxRRlNZyirJK87VixYqyVl33M888U455+eWXy9o73/nOsjYxMVHWTpw4UdZS/Ex6L1RrL63/KippGPK9SesnvZe7kUjVnHTGDEN+TtNnpvdMqqXIs2ouq/ixYRiG2267raxt27atdR4rV64sa+Pj42UtRfRV76f0u9Htgeaz93i9cfPFXyYBAGjTTAIA0KaZBACgTTMJAECbZhIAgLa4mzvp7B66kXaHz8UOrkraNZh2nqZdlun8qx2ww5B3KFf3NO3KTjvO0866JO0cTOsu7Yqs7kF3t+fMzExZSzs3x8bGylp3R161C7yz2/b1amnHbffaHnnkkbJ2yy23jDy+YcOGckx6NtKu7LRDv7vjeffu3WWtmue0EzftRt+3b19Z666FNF+ddZLWyNmzZ8taOv90v7vJCundVdXSzuuUgpCka0tzkt6hab1Wte77Yu/evWUtefOb31zWUupFWq/VXHZ/pzrJKD/P/GUSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0BajgWb7Pw/vft58b7Pv/GfraczFixfL2q5du8ra/v37y1qKmkixNc8//3xZe/e73z3y+JkzZ8oxKYLi/PnzZS1FnKToimXLlrXGVbEdKSopRUak+71o0aKyltZyik3pRISkmIwUK5KiN1IMSJqvkydPlrWJiYmyVsX1nD59uhyzYsWKspaue926dWXt3LlzZS3FJW3btq2sHT16tKxVUlzV6tWry1p6htM9Te+ZtL467+z0Lkmfl8altZye4fSZ1bskRQ2lOU7voPSZaS2nyLnOvek+91/5ylfKWnqnpXf5f/7nf5a1lStXlrXqnZEifm4ks92PzTZ/mQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0xWigN4IbJW6oex4pPidFplTxFMOQ4xFSVMMHP/jBkcfTtaVYhTQuxbekOUm1pIrrSZEXKfokRXaktdWtpYiWKi4pxWukyJR0HkuXLm2NS+s1XVsVhXP27NlyTFqTKVonxals2LChrKVolMnJybJWxfWkz0v3Lc1j+sw0X2mdp1r1memZ6sZ0petO6y5JsTvVZ6ZzTNdWxV8NQ17nKVonxZOtXbu2rFVrMn3XsWPHytoTTzxR1tLvW3cu5ztGsHKjx/jMBX+ZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALTNSTRQtT1/vrfLz2dMQLq2VJuamiprb3vb28rakSNHytott9xS1k6dOlXWqsiI06dPl2NSVM+dd95Z1lL0Q4qTqGJwhmEYxsbGytrixYtHHk9RMSliqRvDkqJdks6zk6KBqvkYhrmJmEnPYvrMKholRZV0o27WrVtX1r72ta+VtYceeqispeuunqvx8fFyTLq2c+fOlbU0X2ktpFpSRcykaKn0bKSonjQnaS7TnKT4mWpNbtmypRxz4cKFstaNskr35umnny5rd911V1mrfo/e/va3l2M++9nPlrXnnnuudR4pQir95qSYpepZTO+ftEaS9Nx3P/NG5y+TAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgLYYDZS2t3ejcDq6n5fGdWODqs/sfl4VMzEMORbi+eefL2spquSb3/xmWXvkkUdGHv/gBz9YjnnppZfK2r333lvW/uVf/qWspTiPFBkxMTFR1qq5TLEcKYKiOy7FUKQon06kyqJFi1rftXDhwrLWjfi5ePFia1xV27BhQzkmRcysXr26rE1OTpa1FLeV7k1aJzt37hx5PM3xzMxM67uS7rhk1apVI4+nyJ0U/5OuO0WtpLWQrjutyep+79u3rxyT3k3d+KX0+5Y+s4ptGoZh2LFjx8jjaa4efvjhspZixrZu3VrWDh8+XNZSZFs3gqnS7XPmM5bwRuEvkwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIC2GA002xE/c6EbX9RVfeab3lT35d04lRMnTpS1ZcuWlbWpqamyNjY2VtY+9alPjTz+7ne/uxyTYnC+//3vl7UUA5LiJDZu3FjWUmzQkSNHrvvzTp48WdZSfE6KP1m+fHlZS9ed7ncVeZGigVJMRrq2JI1L0UArVqwoa1UMS4rNSs9bWnfp3qSYq+5cVpE2ad2lc0z3O72f0vsixR6l5626pymSKknv8nSOKSomrcmkWkMpsiatke777sCBA2Wtip0ahmF44YUXyto73vGOkcc///nPl2Oee+65slZFRA3DMGzZsqWsPfHEE2UtSe+F+exn3gi902zzl0kAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAW4wGSuY7kqfzXd1zTDEa1bgq5uP1Pi+NS9FAa9euLWv79u0razt27ChrP/jBD0Ye/+u//utyzK/92q+VtZdeeqmspYiiBQvqZXn69OmylmIhqhiKFG+SziNJ8TMpGiWNS6p4qRRRlNZ/mpMUw5KuLUVgpbVQRaqk52bdunVlLUVZnTp1qqxNT0+XtW3btpW1w4cPX/f3pYif22+/vaylc0zxM2mddKKN0veliJz0eeldnt6vyeLFi8tamq/Lly9f93mkNZmexTT/t9xyS1lLsUd33nlnWavW5B//8R+XY9Kz/eCDD5a1ycnJspZU8z8Mvd/ubr8yF33OjdJXdfjLJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKCtHQ10o29TH4Z+bFDSGdfd7p8iEFJ0RYpHSHE3VdzQl770pXLMe9/73rJ2//33l7UXXnihrO3atausHTlypKzNzMyUtSpmKcUJpYiWdN+WL19e1tI9TZ+Zoj6q80wxLGlNpnFJWlvp+06ePFnWli1bNvJ4ipFJ6yBJESfduKoUDbR69eqRxzdv3lyOSesgxR5duHChrKV7k8al+arOJa2tNMcpxifd73SOSYrpqp7h9PymNTI+Pl7WDh06VNaq9TMMwzAxMVHWUkzRX/7lX448ntZx+r1J8/joo4+WtRQzlt7Z6R7MZ8/S/c1/I/RVFX+ZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALTdNAzDG3cv+hzpxgbN9uelWIsUlfHAAw+UtWPHjpW1Koblxz/+cTnmwx/+cFn7p3/6p7KW5uS5554rawcPHixrKb6iE+eRzjHFU6R7043kWbp06XXXulE9V69eLWspkip9XzduqHoGUjRQmv9031auXFnW0veluKd0LlX8SZrHFNWzcePGsnb27NmyluakW6vuW3re0nWn+JkUu5PeoStWrChrKRas+r6FCxeWY9L6T9FAaU5WrVpV1tJaTtf2kY98ZOTxKlptGIbh1ltvbX1Xum8pAiuNS+srPcMdb+QYn7ngL5MAALRpJgEAaNNMAgDQppkEAKBNMwkAQFu9VeznXPc/Yp9t3e9Ku2qPHj1a1iYnJ8vali1bRh5fu3ZtOeZrX/taWfv4xz9e1v7gD/6grHV3PKcdn1Wt2lE7DHkn7qVLl8pa2g2drm1sbKxVq3bhp2tLc5V2wHbXa7pvaVdw9X1p/afvmosdw2lO0g7f6v6cP3++HNPdpZvmJK2TNF9pXGedpHuanpvudadnKu1+r6477RZes2ZNWUtra/v27WUtXdttt91W1v7sz/6srFW/HWmulixZUtYOHTpU1nbt2lXWnnrqqbI227q9QDelZS76i+pc5rOX8ZdJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQNv/2migN0L8TxqXYiFeeOGFspbiGKoYh4mJiXJMisFJERQpfua3fuu3ytq5c+fK2qpVq8paFZ2wfPnyckyKKkkxMhcvXmyNW7p0aVnrxBSl70qRNWlciq1JayHFt6R57sSwpFqK80gxOF1pnVf3NI1J921mZqaspTWZol2SFHdT3bd0Ht2IorTu0lpO6ySdSyXFNqXzT+/XM2fOlLU777yzrKXfgL/4i78oa5W0Jvfv31/WLl++3BqX1knS+a2dz15grtwI1+AvkwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIC2/7XRQG90KQogxWFcu3atrK1evXrk8RRrkSIjpqeny9pnP/vZsvb+97+/rO3Zs6esPf7442Vt2bJlI4+neJAVK1aUtW6sSIp2GRsbK2sp0qaSIl9SLUWtdOOqunE9VbRI+q50jqmWIorSM5DOJUUiTU5OXvd3pWim9F1J+r4USZXWaxVXldZ/ejeld1o6/3S/0/elyLALFy5c93mkZyrNYzr/FCn027/922Xt+PHjZa1aQ+m+pfif9J6Zmpoqa+md0I3B6bxDb4TInTcKf5kEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtIkGmiVzEWXQlb4vxULs2LFj5PEUeZFicFKsSDqPT37yk2Xt937v98paig0aHx8fefyFF14oxyQpRqaKIXq9cSkipBOF040qOXfuXGtciv9J559UczIzM1OOuXjxYllLz2n3HNN1p/iZalyKWkmfl2K60nWncSkSJsX1VO+FNMcpRiadf3qm0vspjVu5cmVZq9ZXujfpXZgiyNJ5fOxjHytr3/jGN8paugerVq0aeXz9+vXlmKVLl5a1Z555pqzNd/yPmJ+55S+TAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbRQLPkRoodSOeSol0OHz488niKrEmxKCkOI53HV7/61bI2NTVV1n7/93+/rFXXUEVhDMMwnD9/vqytXr26rKVrS3Ek6b6lcVUEUBqT4kFStE46xxTLkaT4meraUvxSWpNzIc1JWl9VBFM6/xT31I02SuefYoPS+qpifrrxRUl63lJcTzr/9Jlbtmy57jFr164ta2n9//mf/3lZ+8IXvlDW0lxu2rSprFVRSmlNTk5OlrUUM9Z1I/3W8v/xl0kAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBA203DMNhn/waUoh+6ERtV/MOiRYvKMSmiJcVyLF26tKydOnWqrKVokdtuu62s/eqv/urI4+9///vLMW96U/1vrRRPcfz48bKW5iRFhHQiVap4lmEYhsuXL5e1M2fOlLUUP5MipNIaSuu1ipdK55juW+e7hiHP1+nTp8va3r17y1oVPZXWSDr/mZmZspaMj4+XtfScVjEyrzeukuJn0to6duxYWUvRNGku0zqv5mvdunXlmCNHjpS1f//3fy9rDz/8cFlL76A0/ynWbPny5SOPT09Pl2NOnjxZ1tI8dmPG5jv6i/87/jIJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaFvwP30CzL4UuZBUcQwpqiTFg1y5cqWspRiciYmJspZiWJ599tmyVsWwJL/4i79Y1lKMzJo1a8paig3qRtpUsSkpjidFpqTzSFEfadyCBfWrJq3XKqrk0qVL5ZhUqz5vGHL8Uoqm2b17d1lLqoiT7lylcVevXi1r6b6lZz+thQsXLlz3d6X3xcqVK8va+vXry1p67tNnpue0+r6LFy+WY/7qr/6qrH3zm98sa+m5T893intK9616Pg4fPlyO6f7ezPbv1M/ymfzs/GUSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0CYa6AZ2o0QgpPNIETPLli0raymiJUWELFmypKylaI4DBw6MPP63f/u35Zipqamy9sEPfrCsbdiwoayl80/RNOkerFq1auTxKnpmGHKMTLpvKQoqRZWkcSkmqorkSfEmKRoofVc1j+k8hiGvkzSXVexOujfdqJgqqmcY8jpJEVgpbqia5/R5af2niKKdO3eWtRTxk57FXbt2lbXqnfeFL3yhHPOtb32rrKU1me53msskvXsPHjw48vjly5fLMem3KNVulN83Zoe/TAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbXZz38Dme0db2l1XedOb6n+PpN2Zq1evLmtnz54ta+kc0y7YajfrSy+9VI5Ju1zTztmPfOQjZS3tGJ6ZmbuxwnkAAAe9SURBVClrab6qdZJ2baZdrml3adoB293VmWppfVXSzt9US/c7zcmJEyfK2sTExHV/X9qNnp6pdI5pHtMztXLlyrKWdtRX49Icp+9Ku4lvueWWsrZ79+6ylp79lCjx6U9/euTxH/3oR+WYJN2b9LytWLGirKW5PH36dFk7efLkyOPpXneeUX7+WAUAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANtFAb1ApzqMbKVSN60QGDcMwnDt3rqy9+OKLZe2OO+4oawcPHixrS5cuLWvVtaXIkfRdn/vc58rakSNHytq9995b1jZu3FjWnn/++bK2Y8eOkce3bNly3WOGIc/J4sWLy9rU1FRZS7E1KRKpivJJkTsp1iVF62zfvv26z2MYcpRVinSqno9XXnmlHJMiWlI0VnqGu9Eu27ZtK2vVWv7JT35SjknneOrUqbKWnrcf/vCHZe2rX/1qWfve975X1qp1ntZ4N/4qreWtW7eWtfQMp2igtL4qs/17wxuTv0wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2m4ahsH+/DegFCfx2muvtT6zEwGUzqMb/bBs2bKytm7durJ24cKFslZFZaTzT5939erVspakSJ7bb7+9rB0+fLis/eZv/ubI4ymq55d+6ZfKWjrHVDtw4EBZS3OZxlURM0uWLCnHTE5OlrUUH/X2t7+9rD399NNl7VOf+lRZ++QnP1nWqmtIc5Uicqanp8vapUuXylqKWVq+fHlZe/e7333d55IirtKzmGJ3UozPZz7zmbL25JNPlrVkbGzsusekuKcUt5XeyePj42UtPQMpbgi6/GUSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0CYaiP8RnRiiYcjRLrfeemtZe+mll0Yef/XVV1vfde3atbKWojdSLUWjrFixoqx99KMfHXk8XduqVavK2oc//OGydt9995W1FEmV4n9Onz5d1qrzTPFRKc4mefTRR8vaF7/4xbL2X//1X2XtoYceKmsf+9jHRh6fmZkpx6QYmRTF9dRTT5W1tBbe/OY3l7UU03XkyJGRx48ePVqO+Y//+I+ylqKxvvKVr7TGLViwoKylZ7Gar/Pnz5dj0n1Lz+nq1avL2ssvv1zWUnRZevd249zAXyYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbaKBmDPd+J80LtXWrl173d918eLFspbiPFIMyMqVK8vamTNnytorr7xS1tJ1b9iw4brPY/369WXt3nvvLWs7d+4sa1u3bi1r586dK2u33HJLWRsbGxt5fHp6uhyTom6efvrpspaiaZ555pmydtddd5W1Rx55pKx97nOfG3n8y1/+cjlmYmKirH3kIx8pa2lt3XHHHWUtRdMk1Tz/0R/9UTnmn//5n1vflWJ8ulFKnZiuS5culWNSXFWKC0vvmTQO5pu/TAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaRAPxhpIiclLURxXNkcZUESDDMAwLFiwoazfffHNZO3ToUFlLMSwXLlwoa5cvXy5rHbfeemtZS9E0KU4lxRSle1BFGKXIlG5sUDrHPXv2lLWzZ8+Wteeff76sPfTQQ9f9effcc09Zu//++8va3r17y1qay3/8x38sa5/4xCfK2r59+8paJT1vCxcuLGtXr14ta6+++mpZS2s5fV/1fF+7dq0cMzMzU9bS/U6670KYC/4yCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGgTDcT/aileY/HixWVtzZo1ZW18fLz1fSnO4/jx42XttddeG3k8xZEsWbKkrF26dKmspdijdG0poiXFLF25cuW6v2v79u1lLcXgTE1NlbUUyZOiaR544IGyVkUYbdy4sRzz05/+tKydPn26rL3yyitl7dixY2Xt3LlzZS1FQVURTCnGKq2tJK2tsbGxsnbHHXeUtaNHj5a16n6n5y2tu7SWu0QDMd/8ZRIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQJhoIAIA2f5kEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0KaZBACgTTMJAECbZhIAgDbNJAAAbZpJAADaNJMAALRpJgEAaNNMAgDQppkEAKBNMwkAQJtmEgCANs0kAABtmkkAANo0kwAAtGkmAQBo00wCANCmmQQAoE0zCQBAm2YSAIA2zSQAAG2aSQAA2jSTAAC0aSYBAGjTTAIA0Pb/AJhJPeooOggbAAAAAElFTkSuQmCC" y="-7.36"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p2917825340)" d="M 542.025 57.239792 L 543.675 57.239792 L 544.5 58.064314 L 543.675 58.888837 L 542.85 59.71336 L 543.675 60.537883 L 545.325 60.537883 L 546.15 61.362406 L 546.15 63.011451 L 545.325 63.835974 L 544.5 64.660497 L 543.675 65.48502 L 542.85 64.660497 L 542.025 63.835974 L 541.2 64.660497 L 540.375 65.48502 L 539.55 66.309543 L 539.55 67.958589 L 539.55 69.607634 L 538.725 70.432157 L 537.9 69.607634 L 537.075 68.783111 L 535.425 68.783111 L 534.6 69.607634 L 535.425 70.432157 L 536.25 71.25668 L 536.25 72.905726 L 535.425 73.730249 L 534.6 72.905726 L 533.775 72.081203 L 532.125 72.081203 L 531.3 71.25668 L 531.3 69.607634 L 530.475 68.783111 L 528.825 68.783111 L 528 67.958589 L 528 66.309543 L 528 64.660497 L 528.825 63.835974 L 529.65 63.011451 L 530.475 62.186929 L 532.125 62.186929 L 532.95 61.362406 L 533.775 60.537883 L 535.425 60.537883 L 536.25 59.71336 L 537.075 58.888837 L 538.725 58.888837 L 540.375 58.888837 L 541.2 58.064314 L 542.025 57.239792 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 568.425 60.537883 L 570.075 60.537883 L 571.725 60.537883 L 573.375 60.537883 L 574.2 61.362406 L 574.2 63.011451 L 575.025 63.835974 L 576.675 63.835974 L 578.325 63.835974 L 579.15 63.011451 L 579.975 62.186929 L 580.8 63.011451 L 580.8 64.660497 L 581.625 65.48502 L 582.45 66.309543 L 582.45 67.958589 L 581.625 68.783111 L 580.8 69.607634 L 579.975 70.432157 L 578.325 70.432157 L 577.5 71.25668 L 577.5 72.905726 L 576.675 73.730249 L 575.85 74.554771 L 575.85 76.203817 L 575.85 77.852863 L 576.675 78.677386 L 577.5 79.501909 L 577.5 81.150954 L 576.675 81.975477 L 575.85 82.8 L 575.85 84.449046 L 575.85 86.098091 L 575.025 86.922614 L 574.2 87.747137 L 573.375 88.57166 L 572.55 87.747137 L 571.725 86.922614 L 570.075 86.922614 L 568.425 86.922614 L 567.6 86.098091 L 567.6 84.449046 L 567.6 82.8 L 568.425 81.975477 L 569.25 82.8 L 570.075 83.624523 L 571.725 83.624523 L 572.55 82.8 L 571.725 81.975477 L 570.075 81.975477 L 569.25 81.150954 L 569.25 79.501909 L 568.425 78.677386 L 567.6 77.852863 L 568.425 77.02834 L 569.25 76.203817 L 569.25 74.554771 L 569.25 72.905726 L 570.075 72.081203 L 570.9 72.905726 L 571.725 73.730249 L 572.55 74.554771 L 572.55 76.203817 L 572.55 77.852863 L 573.375 78.677386 L 574.2 77.852863 L 574.2 76.203817 L 574.2 74.554771 L 574.2 72.905726 L 573.375 72.081203 L 571.725 72.081203 L 570.9 71.25668 L 570.9 69.607634 L 570.9 67.958589 L 570.9 66.309543 L 570.075 65.48502 L 569.25 64.660497 L 569.25 63.011451 L 568.425 62.186929 L 567.6 61.362406 L 568.425 60.537883 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 563.475 62.186929 L 565.125 62.186929 L 565.95 63.011451 L 565.125 63.835974 L 564.3 64.660497 L 563.475 65.48502 L 562.65 64.660497 L 562.65 63.011451 L 563.475 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 546.975 63.835974 L 548.625 63.835974 L 549.45 64.660497 L 548.625 65.48502 L 547.8 66.309543 L 546.975 67.134066 L 546.15 66.309543 L 546.15 64.660497 L 546.975 63.835974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 551.925 68.783111 L 552.75 69.607634 L 551.925 70.432157 L 551.1 69.607634 L 551.925 68.783111 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 542.025 72.081203 L 542.85 72.905726 L 542.025 73.730249 L 541.2 72.905726 L 542.025 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 540.375 73.730249 L 541.2 74.554771 L 541.2 76.203817 L 541.2 77.852863 L 541.2 79.501909 L 542.025 80.326431 L 542.85 81.150954 L 542.85 82.8 L 543.675 83.624523 L 544.5 84.449046 L 544.5 86.098091 L 543.675 86.922614 L 542.025 86.922614 L 541.2 87.747137 L 540.375 88.57166 L 538.725 88.57166 L 537.075 88.57166 L 536.25 87.747137 L 536.25 86.098091 L 535.425 85.273569 L 534.6 84.449046 L 533.775 83.624523 L 532.95 82.8 L 532.95 81.150954 L 532.95 79.501909 L 532.95 77.852863 L 533.775 77.02834 L 535.425 77.02834 L 536.25 77.852863 L 537.075 78.677386 L 537.9 77.852863 L 538.725 77.02834 L 539.55 76.203817 L 539.55 74.554771 L 540.375 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p2917825340)" d="M 555.225 62.186929 L 556.875 62.186929 L 558.525 62.186929 L 559.35 63.011451 L 558.525 63.835974 L 557.7 64.660497 L 556.875 65.48502 L 556.05 66.309543 L 555.225 67.134066 L 554.4 66.309543 L 554.4 64.660497 L 554.4 63.011451 L 555.225 62.186929 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 550.275 70.432157 L 551.1 71.25668 L 550.275 72.081203 L 549.45 71.25668 L 550.275 70.432157 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 560.175 70.432157 L 561 71.25668 L 560.175 72.081203 L 559.35 71.25668 L 560.175 70.432157 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 555.225 73.730249 L 556.875 73.730249 L 557.7 74.554771 L 556.875 75.379294 L 556.05 76.203817 L 555.225 77.02834 L 554.4 76.203817 L 554.4 74.554771 L 555.225 73.730249 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2917825340)" d="M 570.075 73.730249 L 570.9 74.554771 L 570.075 75.379294 L 569.25 74.554771 L 570.075 73.730249 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p2917825340)" d="M 565.125 29.636656 L 570.075 29.634876 L 570.47089 30.030537 L 571.725 30.950882 L 573.375 30.950889 L 575.025 32.583899 L 576.675 32.676503 L 578.325 34.389127 L 579.975 34.266508 L 581.625 36.070875 L 583.275 36.069281 L 585.399396 38.275766 L 586.575 39.551241 L 588.225 39.550445 L 590.127373 41.573857 L 598.95 51.468132 L 599.137719 53.117177 L 599.775 53.73381 L 600.6 54.766223 L 600.729618 56.415269 L 603.901571 59.71336 L 603.897854 63.011451 L 605.49258 64.660497 L 605.625161 67.958589 L 606.909559 69.607634 L 606.767336 71.25668 L 607.2 74.554771 L 607.2 81.150954 L 607.095513 86.098091 L 606.375 88.019574 L 605.762895 89.396183 L 605.55 91.045229 L 605.549092 99.290457 L 606.994927 100.939503 L 607.200003 102.588549 L 607.2 104.237594 L 606.375 105.398419 L 604.725 107.151082 L 603.075 107.115248 L 602.645893 107.535686 L 602.25 109.184731 L 601.263534 110.833777 L 599.775 112.412836 L 598.077474 112.482823 L 596.475 114.310231 L 594.825 114.14585 L 593.175 114.390282 L 588.225 114.41284 L 586.575 115.248166 L 584.925 115.256215 L 583.275 115.411921 L 581.625 115.2563 L 579.975 115.257265 L 578.90565 114.131868 L 578.325 112.691807 L 576.675 112.683676 L 575.025 112.514011 L 573.239589 114.131868 L 571.725 114.974177 L 570.075 115.052883 L 569.352217 115.780914 L 568.425 116.440283 L 566.775 116.44939 L 565.125 117.8529 L 563.475 117.862363 L 561.825 119.125261 L 560.175 118.984482 L 559.966801 119.079006 L 558.525 120.182765 L 558.240864 120.728051 L 557.354057 124.026143 L 556.875 124.504922 L 555.225 125.391297 L 553.575 125.390069 L 551.925 124.512104 L 551.438757 124.026143 L 551.1 122.377097 L 550.275 121.508071 L 548.853084 120.728051 L 548.625 120.278088 L 546.975 119.016804 L 546.15 117.42996 L 545.325 116.418594 L 544.399013 115.780914 L 543.675 115.057417 L 542.025 115.075368 L 540.375 114.17802 L 538.725 114.963077 L 537.075 114.960331 L 536.597371 114.131868 L 535.425 112.522569 L 532.125 112.630758 L 530.054449 115.780914 L 529.240025 117.42996 L 528.825 117.844745 L 522.225 117.841796 L 521.812926 117.42996 L 520.575 115.163967 L 517.275 115.164501 L 515.625 115.347438 L 513.975 114.137255 L 512.325 114.21032 L 510.675 114.52846 L 510.278178 114.131868 L 508.902064 112.482823 L 508.279548 110.833777 L 507.84504 109.184731 L 505.725 107.057502 L 504.075 105.637287 L 503.25 104.237594 L 503.243624 95.992366 L 502.912929 94.34332 L 502.005298 92.694274 L 502.425 92.199918 L 503.156708 91.045229 L 503.271456 89.396183 L 503.231962 87.747137 L 504.673281 86.098091 L 504.901294 84.449046 L 503.308481 82.8 L 503.25 79.501909 L 503.272729 66.309543 L 504.904114 64.660497 L 504.9 61.362406 L 508.151301 58.064314 L 508.2 56.415269 L 509.699595 54.766223 L 512.325 52.129394 L 513.009165 51.468132 L 513.15 49.819086 L 514.330157 48.17004 L 520.575 41.321286 L 522.225 41.327813 L 525.525 37.79272 L 527.175 36.142672 L 530.475 36.07225 L 532.125 34.345853 L 535.425 34.391342 L 537.075 34.016206 L 540.375 30.95088 L 551.925 30.949767 L 553.575 32.592519 L 556.875 32.662621 L 558.525 32.662621 L 560.175 30.95058 L 563.475 30.950644 L 565.125 29.636656 L 565.125 29.636656 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 26.885328 L 497.72625 26.885328 L 497.72625 15.271578 L 491.04 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 609.421875 26.885328 L 617.76 26.885328 L 617.76 15.271578 L 609.421875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 157.83158 L 507.628125 157.83158 L 507.628125 146.21783 L 475.2 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=15 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 155.335955)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-35"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pa0b8f78e56)"> <image height="150.24" id="image2c417b4abe" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pa0b8f78e56)" d="M 698.775 62.186929 L 700.425 62.186929 L 701.25 63.011451 L 702.075 63.835974 L 702.9 64.660497 L 703.725 65.48502 L 705.375 65.48502 L 707.025 65.48502 L 707.85 66.309543 L 707.025 67.134066 L 705.375 67.134066 L 703.725 67.134066 L 702.075 67.134066 L 700.425 67.134066 L 699.6 67.958589 L 698.775 68.783111 L 697.95 69.607634 L 697.95 71.25668 L 697.125 72.081203 L 696.3 72.905726 L 696.3 74.554771 L 695.475 75.379294 L 694.65 74.554771 L 694.65 72.905726 L 693.825 72.081203 L 693 71.25668 L 693 69.607634 L 693.825 68.783111 L 694.65 67.958589 L 694.65 66.309543 L 694.65 64.660497 L 695.475 63.835974 L 697.125 63.835974 L 697.95 63.011451 L 698.775 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 725.175 62.186929 L 726.825 62.186929 L 727.65 63.011451 L 728.475 63.835974 L 730.125 63.835974 L 730.95 64.660497 L 731.775 65.48502 L 732.6 64.660497 L 733.425 63.835974 L 734.25 64.660497 L 734.25 66.309543 L 734.25 67.958589 L 735.075 68.783111 L 735.9 69.607634 L 735.075 70.432157 L 734.25 71.25668 L 734.25 72.905726 L 733.425 73.730249 L 732.6 74.554771 L 731.775 75.379294 L 730.95 74.554771 L 730.125 73.730249 L 729.3 72.905726 L 729.3 71.25668 L 729.3 69.607634 L 729.3 67.958589 L 728.475 67.134066 L 726.825 67.134066 L 725.175 67.134066 L 724.35 67.958589 L 723.525 68.783111 L 722.7 67.958589 L 722.7 66.309543 L 723.525 65.48502 L 724.35 64.660497 L 724.35 63.011451 L 725.175 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 707.025 68.783111 L 707.85 69.607634 L 707.025 70.432157 L 706.2 69.607634 L 707.025 68.783111 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 715.275 70.432157 L 716.1 71.25668 L 715.275 72.081203 L 714.45 71.25668 L 715.275 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 708.675 73.730249 L 709.5 74.554771 L 708.675 75.379294 L 707.85 74.554771 L 708.675 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 716.925 73.730249 L 717.75 74.554771 L 716.925 75.379294 L 716.1 74.554771 L 716.925 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 710.325 75.379294 L 711.975 75.379294 L 713.625 75.379294 L 715.275 75.379294 L 716.1 76.203817 L 715.275 77.02834 L 713.625 77.02834 L 712.8 77.852863 L 711.975 78.677386 L 711.15 77.852863 L 710.325 77.02834 L 709.5 76.203817 L 710.325 75.379294 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pa0b8f78e56)" d="M 711.975 65.48502 L 713.625 65.48502 L 714.45 66.309543 L 714.45 67.958589 L 713.625 68.783111 L 712.8 67.958589 L 711.975 67.134066 L 711.15 66.309543 L 711.975 65.48502 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa0b8f78e56)" d="M 711.975 68.783111 L 712.8 69.607634 L 711.975 70.432157 L 711.15 69.607634 L 711.975 68.783111 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pa0b8f78e56)" d="M 703.725 35.790408 L 728.475 35.790403 L 730.125 37.44835 L 731.775 37.465385 L 733.425 39.129205 L 736.725 39.139001 L 738.375 40.824312 L 740.025 40.820492 L 744.975 45.924332 L 746.625 46.152116 L 751.916685 51.468132 L 753.598105 54.766223 L 755.7 58.064314 L 756.218823 59.71336 L 756.525 60.007453 L 757.35 61.362406 L 757.50219 63.011451 L 759 64.660497 L 759 67.958589 L 760.008746 69.607634 L 760.659829 71.25668 L 760.584389 72.905726 L 760.662941 76.203817 L 760.627123 77.852863 L 760.301714 79.501909 L 759.420183 81.150954 L 759.029117 82.8 L 758.772435 84.449046 L 757.938849 86.098091 L 757.426864 87.747137 L 757.35 91.045229 L 756.952383 92.694274 L 755.76348 94.34332 L 757.000357 95.992366 L 755.964561 97.641411 L 755.672855 99.290457 L 755.7 100.939503 L 754.875 102.189053 L 754.458498 102.588549 L 754.875 102.988044 L 755.7 104.237594 L 755.490823 105.88664 L 754.875 106.48157 L 754.05 107.535686 L 754.05 109.184731 L 752.415742 110.833777 L 752.4 112.482823 L 751.575 113.815736 L 751.227108 114.131868 L 750.75 115.780914 L 749.159566 117.42996 L 748.275 118.736768 L 746.625 119.387648 L 744.975 120.475715 L 741.675 120.497263 L 741.444078 120.728051 L 739.421721 122.377097 L 738.375 123.259399 L 736.725 123.241567 L 735.075 124.216846 L 733.425 124.216846 L 733.212358 124.026143 L 731.775 123.230925 L 730.125 123.270885 L 728.475 122.215757 L 726.825 120.474626 L 724.558891 117.42996 L 723.525 116.698238 L 722.685925 115.780914 L 722.708037 102.588549 L 722.7 97.641411 L 722.187999 95.992366 L 721.875 95.679547 L 720.225 94.753364 L 715.275 94.789482 L 703.725 94.762472 L 702.9 95.992366 L 702.887684 99.290457 L 702.565405 100.939503 L 701.656126 102.588549 L 701.276054 104.237594 L 701.257625 110.833777 L 701.273501 112.482823 L 700.082148 114.131868 L 699.6 115.780914 L 699.542235 117.42996 L 699.621261 119.079006 L 698.775 120.493997 L 697.125 120.495089 L 696.891903 120.728051 L 695.475 121.803195 L 693.825 122.249447 L 692.175 121.820503 L 690.525 121.956519 L 688.875 120.493888 L 685.575 120.498565 L 683.925 119.207765 L 682.275 119.365006 L 678.975 119.369547 L 678.684291 119.079006 L 675.675 116.891031 L 674.025 116.787471 L 673.2 115.780914 L 672.773901 114.131868 L 672.375 113.773284 L 670.725 112.944964 L 670.262591 112.482823 L 669.9 110.833777 L 669.872164 107.535686 L 670.108453 105.88664 L 669.868754 104.237594 L 669.461505 102.588549 L 668.59068 100.939503 L 668.276356 99.290457 L 668.248028 97.641411 L 668.46008 95.992366 L 669.554371 94.34332 L 669.9 92.694274 L 669.810612 87.747137 L 669.305406 86.098091 L 669.075 85.754963 L 668.482034 84.449046 L 668.25 82.8 L 667.741271 81.150954 L 666.921633 79.501909 L 666.74535 77.852863 L 668.056284 76.203817 L 667.091584 74.554771 L 666.689574 72.905726 L 668.072113 71.25668 L 667.425 69.51999 L 668.16479 67.958589 L 668.273931 66.309543 L 668.25 64.660497 L 669.748535 63.011451 L 669.927302 61.362406 L 669.9 59.71336 L 670.894344 58.064314 L 672.375 54.58318 L 674.025 52.987133 L 678.975 47.541888 L 680.625 46.15218 L 682.275 45.924642 L 685.575 42.517339 L 687.225 42.517615 L 688.875 40.82414 L 693.825 40.822643 L 697.125 37.441824 L 702.075 37.415945 L 703.725 35.790408 L 703.725 35.790408 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 26.885328 L 656.12625 26.885328 L 656.12625 15.271578 L 649.44 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 767.821875 26.885328 L 776.16 26.885328 L 776.16 15.271578 L 767.821875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 157.83158 L 666.028125 157.83158 L 666.028125 146.21783 L 633.6 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=39 --> <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(633.6 155.335955)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-33"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p53c70841cd)"> <image height="150.24" id="image21839f01ea" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p53c70841cd)" d="M 857.175 70.432157 L 858.825 70.432157 L 859.65 71.25668 L 860.475 72.081203 L 861.3 72.905726 L 862.125 73.730249 L 862.95 74.554771 L 862.95 76.203817 L 862.95 77.852863 L 862.125 78.677386 L 861.3 79.501909 L 860.475 80.326431 L 859.65 79.501909 L 858.825 78.677386 L 858 77.852863 L 857.175 77.02834 L 855.525 77.02834 L 854.7 76.203817 L 854.7 74.554771 L 855.525 73.730249 L 856.35 72.905726 L 856.35 71.25668 L 857.175 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53c70841cd)" d="M 883.575 72.081203 L 885.225 72.081203 L 886.875 72.081203 L 888.525 72.081203 L 889.35 72.905726 L 888.525 73.730249 L 887.7 74.554771 L 888.525 75.379294 L 889.35 76.203817 L 888.525 77.02834 L 886.875 77.02834 L 886.05 77.852863 L 885.225 78.677386 L 884.4 79.501909 L 883.575 80.326431 L 881.925 80.326431 L 881.1 81.150954 L 880.275 81.975477 L 878.625 81.975477 L 877.8 81.150954 L 877.8 79.501909 L 878.625 78.677386 L 879.45 77.852863 L 880.275 77.02834 L 881.1 76.203817 L 881.1 74.554771 L 881.925 73.730249 L 882.75 72.905726 L 883.575 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53c70841cd)" d="M 890.175 77.02834 L 891 77.852863 L 890.175 78.677386 L 889.35 77.852863 L 890.175 77.02834 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p53c70841cd)" d="M 863.775 42.327737 L 873.675 42.385611 L 875.325 41.9682 L 878.625 41.968226 L 880.275 42.328503 L 881.925 43.935875 L 885.225 43.942034 L 886.875 45.635141 L 888.525 45.628264 L 890.175 47.345517 L 891.825 47.306885 L 895.125 50.702306 L 896.775 50.643609 L 900.075 54.065577 L 901.725 55.824855 L 902.955118 56.415269 L 903.375 56.794247 L 904.085561 58.064314 L 905.48044 59.71336 L 907.058096 61.362406 L 907.555932 63.011451 L 908.419196 64.660497 L 910.398084 67.958589 L 911.274335 69.607634 L 911.625 69.972352 L 912.429004 71.25668 L 912.541426 72.905726 L 912.838934 74.554771 L 913.275 74.96242 L 914.095863 76.203817 L 914.1 86.098091 L 913.794677 87.747137 L 912.988509 89.396183 L 912.418415 91.045229 L 912.409658 92.694274 L 910.888539 94.34332 L 909.743077 95.992366 L 908.325 97.49482 L 906.675 97.338322 L 906.371736 97.641411 L 905.025 98.727492 L 901.725 98.738283 L 900.075 97.231452 L 891.825 97.234043 L 890.175 97.375905 L 886.875 97.373441 L 886.606874 97.641411 L 885.225 98.754087 L 883.575 99.241497 L 881.925 99.097081 L 876.975 99.097711 L 876.782142 99.290457 L 873.675 102.895723 L 870.375 102.879575 L 870.083805 102.588549 L 868.725 100.982518 L 867.075 101.086843 L 866.927575 100.939503 L 865.425 99.249856 L 863.775 98.716812 L 857.175 98.720827 L 855.525 97.383261 L 853.875 95.917426 L 845.625 95.89875 L 843.975 95.59644 L 842.325 95.596668 L 840.675 95.897694 L 838.930555 95.992366 L 837.375 97.320617 L 834.075 97.318197 L 833.25 95.992366 L 832.425 94.877903 L 831.890108 94.34332 L 831.384962 92.694274 L 830.775 92.084665 L 829.94642 91.045229 L 830.003217 89.396183 L 828.451599 87.747137 L 828.320632 86.098091 L 828.314728 81.150954 L 829.650089 79.501909 L 828.85987 77.852863 L 829.125 77.552959 L 829.886859 76.203817 L 829.95 74.554771 L 830.411674 72.905726 L 831.319414 71.25668 L 831.6 69.607634 L 832.472692 67.958589 L 834.362514 66.309543 L 835.401188 63.011451 L 835.725 62.689349 L 836.630721 61.362406 L 836.954771 59.71336 L 837.375 59.315338 L 839.025 57.41158 L 840.675 56.794237 L 840.969633 56.415269 L 841.782525 54.766223 L 842.325 54.224062 L 843.975 54.053749 L 846.535117 51.468132 L 848.925 48.991204 L 852.225 48.959538 L 855.525 45.622578 L 857.175 45.62625 L 858.148174 44.871949 L 858.825 44.159688 L 860.475 43.94171 L 862.125 43.941706 L 863.775 42.327737 L 863.775 42.327737 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 26.885328 L 814.52625 26.885328 L 814.52625 15.271578 L 807.84 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 926.221875 26.885328 L 934.56 26.885328 L 934.56 15.271578 L 926.221875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 157.83158 L 824.428125 157.83158 L 824.428125 146.21783 L 792 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=63 --> <g style="fill:#ffffff;" transform="translate(792 155.335955)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-33"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p767a313f33)"> <image height="150.24" id="image0bc3924b2a" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAJyCAYAAAB60lCjAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3cuPHdd1N+yiyG52s5ts3nS1bF1sRDIsxAmQi5JRkFkC5E/MOMMEmWQQJIMAQRIIsWzIQSgrlmRSIineu5tk30jnG70vXuA760dz7XOOSPp5hmdh19m1a1f14gHqx2PTNP3vBAAATS992xMAAOD5pqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGDIiVQ8duxYWfvf/63ThtK4ZXre53/iRH150hx//etfl7XOeacxyUsv1f9e6R7z8ePHZS2tybzP7fjx42UtHTNdm3TMR48elbVl7tdF3FNpTap7oHvOaY3Tfj04OChrq6urrblU5310dNQ6Xlr/7j5f5jM0HW9lZaWspWdCkq53OmY1rnvfd5+T3XGd52Raj+7eShZxzHlb9j31PPALJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAMibFB8/YsRfV0v686h0XMvxv/042a6Bwv6UZNpDkuM3Kh+11p/t34kBRNUx0zfVfXvPfWNE3T2tpaWdvY2Jj5eYqRSXNMUVxJihtKMT97e3tlLUURdXT3XSdG5knH7ETrrK+vl7U0rvuc6cYNVdJaLSLiZ94RaumY8/57+SSL+Hva+dvdvTbPUoTXMvmFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGxAyNZcawLOKV+GW+Sr+ISKQUNfHo0aPWuKSKAVlErEg30mbZ8VKVdL2755auaef+SFE33WuT9lb6vjT/06dPl7Wtra2Zn6e1SvNPczx58mRZ68Q2TdM03bhxo6xV55CijdJ5L+IZtMxxaW+liKW0XumYKe6pE/uyiL83KRqoe38nnbinbm3ZMTid67aISKHkWYn/6fILJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAMibFBXdWr78uOCeia9zy759aNfuh+XxUZ0Y2uSLVFSBEhnTiMdLy0R1IcySJij6p5pv2ziKiMtF4rKytlLcX1nDp16qnnkSJmDg8Py1qaf4qmSbW9vb2yVp1D2j9d6dzS/Z32wrzv7/39/bLWjaZJ12bez+W0xt0oq6Q7/07kXHf9k2VGA01TvZdfhHPrWEQ/5hdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGxLe8l/0fo3e+K0lv3S3i++YtvX3ZNe/rtuw30bt7ct5v5y9i/8/77eq0/9fX18tauqZpT25ubpa16m3taZqmtbW1slbpvn2c3nB9+PBhWUtzTGv53e9+96nnkt5Ev3r1alnrvtGc3sBPb6mnde68qd6931ItXe/uXKq9l+6NdC923rqepv6zN+k8JxfxTE7HXObfgGQRb0kvMwlnEX2OXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYEiMDZr3f4y+iCiAZb5mnzwr85imfmxNFUPRPd6yY3c6c1nEPBYREdJZyxTrkiJ+unEwZ8+ebY1L8SfVuDTHBw8elLV0TbuxQffu3StrSXUNLl68WI45f/58Wbt8+XJZW11dLWtpTdKe3N/fL2uVdN0WEYOTjpliltJ9Wq3XsxKzN3LMzt/urkX8Xel837MSEzhNz9ZcOvxCCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAEA0lAABDTizi1f3OMZcdq9DViR54liKFkioipDvHbgxOMu+1XPY80pqkSJV0zCoa5eTJk63jpXlcuHChrN2/f7+sbW9vl7XHjx+XtWq91tfXyzEHBwdl7fDwsKyl9bp582ZZS/E56ZjVuBRf9NZbb5W1O3fulLUUn5O+b2Vlpayl867uj7S3khTjkzwvz97KIp5PaS/M+2939+/iMiOYlh1f9CLzCyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADDmxzLieZUe0LHtcZd4xDU8a96zEQqSInO78533dutEV3euWYlhOnDhR1tKaVLUzZ86UY1Lszr1798paim9J41KUz+rqalmrIoW6UTdbW1tlLR0znXeKwtnc3Cxru7u7T/X5NOU5pviljY2NspbWK31fJ5ZqEX9v0r2RnkFpvbrfV1lEfNEy/74t4u/UInTOW/zP/PiFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACG1Dkl03Jfp192vED3+56HWIUUlZGu6bzjMLrxRYuIFqmOmdaqKx0zRcykaJoUKVQdc3t7uxyzs7NT1tK4dG1S/Exak1Srjnl4eFiOSWuc4nPu3LlT1lJETvJHf/RHZa2KWfr444/LMSnGJ8UNHR0dlbVu9Ffn70O6NmmOaVz3mTbvZ9ey43+6noeYnG5UXfeYzIdfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgSIwN6uq8nv+8vNLfiYzoxlPMO7KjO27ZkUhpXPeYnXig7jxSxE+aR4qmSZEq+/v7Mz9Pe6sb/9ONOEnnfXBwUNYqaa3SeV++fLmsra+vl7VujMn58+fL2uPHj596HikaKEXr3L9/v6yla7q5uTnXY6ZorLTvqrWapv6zMN1TnXu/+5xPFhGv1nmGLju+qDv/56WPeFH5hRIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCEaSgAAhhybpumFfc++GzHTjTPoHC/pzn/ex3ze5z9NdWxNN+omSZE2af7nzp0raymipYrdSREtKYYl1VIkUopGSZEw6ZjVXNLx0jxWV1fLWordSbWdnZ2ydvr06bJ29+7dmZ+n+af9k9YkRTOlmKK9vb3WXKp7J91T6dqkNUnnlr4v3R+da9CNlkoWER3X0T23RfwN5tnlF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGPLMxAaleIFuLMEixi1zHl3LjJrontu843+eNJcUA9L5rhQjk74rRbRsbGyUtYcPH5a1yv7+/lOPmabeWk1TP2apc8wUNdSNnzk8PCxrKQoqrXOaS7Vf0zy691s3iijt8070VHePdO+3NMek85zsrnF33DL/vnUt+293dy7Mh18oAQAYoqEEAGCIhhIAgCEaSgAAhmgoAQAYUr8q+ZxY9ptu1TEX8VZad/7dWmceyzbv67aINwbTm6ydN2OnKb/5W41Lx0tvSaf5L+LN/fSWa7XO6e3pVNvZ2Xnq75qmaTo4OChr3fW6f/9+Wauk69a9N9Ib1Ek67+qadufYTU5I1y3dU2kPdd4cX0QCQue+6VrEfd/lbe1nl18oAQAYoqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGDIUmODlhnjsyjLjCxYdiTSvI/XjdZZxBpXx0yRKSmWI41L1yad9/7+fll79OhRWat0zy1F06Rx3ficzvXe3d0ta91rs7KyUtbS+qdxnb2Q5r+IZ8LR0VFZSxE5aZ7VuEXc9yn+Jzl16lTrmNV6deOXlv2371n5+9C1zL99PB2/UAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAkKXGBi0iHmERMQHz/r5lz7E7rppndz2eldijrpMnT5a1FH+SpIiWbpRPinbpSNcmzTHVUrROZw91o5nSHNM6pjlub2+XtU6UTNojybJjutJaVtcnjek+S7r7LkVBpfVaXV2d+Xn3Puyuf/eadu/vznclz0rsEfPjF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGHJsmqbn+h38ZyVSaBEROYuIRunMpTvHbi1F5CRp3OHh4czPUzRQihXprkmKFulGqlTRKPOOE5qm/l7uxixV1zStVYrqOTg4KGtp/p34n2nK86ziZ/b29sox3XXs3otd1TzTPdU53jTlNU7jUqRQJx6rup7TlKOgumuyiMi26twWETsl/ufF4xdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABjy3McGLcK8o4gWEW3UjfpYRERIpRtxksbNu9aN80iRI91ooK7ONV1E7FR3n6+trT31XNIcq4ioacrnnaKBOjEy05T3QvV9y457Sua9T5YdFdPdk2kvdM6tGynUjQbq7qHOuS07Mk/c0LPLL5QAAAzRUAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMOTEtz2BRepGZcw7lmDZ0UBJJ6ohjUmxIil2pxvfkiI20npVxzw4OCjHdCNTUmRHN0qpExHSvTZp/bt7Oa3X5ubmU8/lxo0b5ZjuHLvjOhEz3e9bZuzXNPUjpDrxWN1IqkXEXKV7uHPdTpzo/alN55aiiNKeTLFa1Zp01z+ddxq37Hu4Ir7o6fiFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGvNCxQYt4rb8T29GJ6lnEPLrHTPPvnluKk+jEWkxTjqGoat0Yn24kUlc67+r7FjGPbqTQ+vp6WUvxJ+fOnZv5+YMHD8oxKQqqs0emKZ/31tZWWUv7ZGdnZ+bn3Xsqzb8bgdUdN+/jLTtSqCOdWzeeLM0xRail52u636pjdv+WLuI5ucwoH9FAT8cvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAw5IWODVpEvMC8YwS6c+zGaHSOmSJTUjxFirVI0vclnXNLsSLpeOm8k8ePH5e1FKPRjevpjFlENE2KDdrf3y9rKXakks5tbW2trKUoorSXu7VKd/3TeXcifp40rvOcWVlZaX1XOrd0T3WjgTr3VPe70h7vRq+lNUn3QHXMdI92/yZ2rzfPLr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAw5Ng0TV6negqdN/m6b9R2pbdtUy29gdlxeHhY1rpvUKf1Ojg4eOpx6e3p9F2LeFu7+1Z8+r5KNyWg+0ZqeqOz81b/It5E755b983lqtZ9s7r7RnDnvpmmfA9X13QRb7An874201SfW3ompPkv4u9DepM73QPVead7I61Vd00W8XZ+dUxvlM+PXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYEidJcFTWUQEQop3SHEM847mSN/VjVpJtRQ3dPLkybLWiQBKsSIbGxtlLc0xSfEt29vbZa0TzdGJB5mm/n5Nx0zSvdM5t3S8bjRN2ltpL6Tvq/ZCN8YkjUv3adJd52oPpf3ffYamZ0K6v9Ncdnd3y1p1vdN3dSPU0vp3Y80692n3Wd49ZrKI+4P58AslAABDNJQAAAzRUAIAMERDCQDAEA0lAABDNJQAAAwRG7QE3TiM7rgUGZGiLapolG7UStKNmEnW1taeunbhwoVyTFrHg4ODVi3NMenEvnSjQ46OjspaijHpRkiluaTvq6SIn7Qmady85zhN9b3TjVPpfNc0TdPq6mpZ60ZnVWuSvitdm+TUqVNlLT3v0lzSet29e/epx3TjfxYRj9WJYNrf3y/HJN2/b8s+JvPhF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGPJbGxs07+iBZccjJN24oY50vEVEInUjbao4jG7UR3W8acoRG+mYKVIozbOKRkmRKbu7u61aiopJuvfAvGNAFnFPzfv7unNMUTFpL2xtbZW1tCd3dnbKWnUOJ07Uf3K6z4tutE4niivpPtMW8QxNe6EbjzXPMdMkUuhF5BdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABjyQscGLTNCYBGRBIs4ZlqTx48fP9XnTzpeipPoRqN0I0Kqc9jb2yvHpGigZH19vax1IzZS3Epnn2xsbJS1FHuU9kI3qiQds6O7X1OMTJp/9z6t9nL3vkn3RtqTq6urrWOm++Pg4KCsVdIcU1xVikRKMWNpn6S9UK1XmmO6pqmW7vsknVta52q9uvfvsmN8RAN9u/xCCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAEA0lAABDXujYoGTecQbdGJxFHLMbrVNFZaTjpXiNJMVQpBiNFBGSatU8U/RJOrcU55HmkSI2utetWq9uHEmKFUl7MsWmzDsaKOlGhyz7Hq7mmeafjre2tlbWUkxUuhfTnkz7vNpf6dzS8TpxZ08al+6PFKVUnVs3hqhzbz/p+9J5p1q1F9I80vxFA/128QslAABDNJQAAAzRUAIAMERDCQDAEA0lAABDNJQAAAxZamxQN5ajGxPQjd/o1FKsQoreSLrRRmkuSSfGJMXPdCNyumuZIoCqc0iRKZ14jWnKa9Ldk93YkUo39iit/87OTllLc+zshe79253HvGPG0rjuPM6cOVPW0jVN9026h1NMUaV7bmm/du+NNJf0ffv7+zM/70aQpedd91meYo8ePnxY1jp/37rPNF48fqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCFLjQ3qxmssQjfqoHMO3e/qRkZ0j1nFaKTIi27sTppHirxI0SgpxqQ6t070yTTlWJFUS+edIlo6a9mN7EjXNNVSDEv33p937Mgiosu6tU6cWDpeiq1JtXQPpO9Lz4XqHlhE/FI35irdi2lNDg8Pn3pM+q6jo6Oy1tWNlavGpeu2iPt+ETr3/rM0/+eBXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYMhSY4OeF8uMClhEnMq8Yxy68T8pPqcbkZPmv7e3V9befffdp/6uTizKk8YlaS07cU+dWJppyjEmDx8+LGvdvdw5tzSme28sIqarEynUvX/T/u9GQa2vr5e1dA9XuvfUIqTv29raKmvXrl2b+Xlax7S3uuPSPknX5lmJ+VlEhNQijslvzi+UAAAM0VACADBEQwkAwBANJQAAQzSUAAAMWeprdS/yG1jdc+v8h/VPkt7wm/db3ot4Y/Dw8LCs3bx5s6xtbGyUtYODg5mff+c73ynH7OzslLX0ZmZa/5WVlbLWfaOzGtd9O/+rr74qa/fu3StrSdoLy0wl6NYW8Xb4vI+X9mu1/6cp78lz586VtTTP1dXVmZ+ne7u7xmn+6ZqmN9jTc2Z7e3vm57du3SrH7O/vl7VFPEO76RXVXLrPkq55JyewHH6hBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhS40NepFf6V9ENFA34iTFOCw7wqgzjySdW4ok+eKLL2Z+nmJRLly4UNZS9MbDhw/L2traWllLcUNVDEuS1uratWtlLUUDpfiT7lxOnKgfQ9W4FLWyiHiyFBOV9sK8vys5Ojoqa2mOu7u7rWNubW2VtWq/pv2foo3SNU37J80/7fOvv/66rN2+fXvm52kd0zXt7uX0vOj+7ajuj+590x23iPu7Gvci9yXL5hdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiy1NigrkXEgCxTd46LiBvqjEvzT7UUFdOVzi1FhNy9e3fm55999lk55kc/+lFZ60Z2nD17tqytr6+XtRT7Uq3zrVu3yjFXr14ta2kdU5xHikZJcUNpD1XHTDFKKT6quyc7c3zS91Vr2X3edffkgwcPytqNGzfK2ssvv9z6vkpax3RNU9xQOuadO3dax6zigVJ8Ufe6dZ+93Xi4aty8o3pGjrnsCCN+c36hBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhz0Vs0CJid7pRB50xKTpkEePmHdXQneO8oyueNC5FhFQRLTs7O+WYTz75pKydO3eurK2trZW1d999t6ylKJwU7VLVPv3003JMikxJutE0KW6oEz2VYl3S8brzSNIxU5RMFc/UjeLqRik9fPiwrF2/fr2spfN+4403Zn7ejc9J80+RVFtbW2UtzT/dbydPnpz5eYr2SueWnlvL3svdyDmYJr9QAgAwSEMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQ5yI2KOnGzyTdqIZ5f9cyo4EWoTuPbhxG59xSPMjm5mZZW1lZKWu3bt0qax999FFZSxEzyY0bN2Z+fvXq1XLMqVOnylqKUkrnna5bFZHzJNX3pWimtO9SRE6Kdknfl8al9arGdePC0v7vRGpNUz63r7/+uqydPXt25udpb6X5p2igt99+u6zt7u6WtWvXrpW1NM8qNiitVdJd/27ET+fZu4i/pYsYx7fLL5QAAAzRUAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMOTYNE3P9fv53RiNZyVaJ1nEuXW/b97zWPa4KjYlHS9Fdqyurpa1c+fOlbU7d+6Utd///d8vaylS6PLlyzM/T7FB6+vrZS2ddzciJ8UGpQijra2tmZ+na723t1fW7t27V9YePXr01POYprwmnbikFG2UImZSNFDar2mOGxsbZS3FG1XjUsTP4eFhWbty5UprXIoNSuuVjlk9M9KeTNctjUt7a5l/A5Yd//M8/H3m/88vlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAw5LmPDXqRdaMfUqxCiq+oxqUxqbbsyIukOmaKDknSuaWInzRuc3OzrB0cHDz1uAcPHpRjulEx29vbZS2dd6qdPXu2rFVxN2keKRrozJkzZS3FBqUon3RuKVrn/PnzMz9P80/He/PNN8taut/SWt6/f7+spf1azTNFRKV5pPmn69bdk+l+q85t3s/dacrPp/QsSePS91W1tO/SuaVxi/j7xrfLL5QAAAzRUAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMKTOTeC5leIYOpEL6XgpniLFSaSoj25ERapVESEpHqSKrJmmHNmRInnSeq2srJS1dG57e3szP+/GF6XzTlEx3YiTtL/W19dnfn7hwoVyTJLObWdnp6zdunWrrN24caOspZicKoro9ddfL8e8+uqrZe3ixYtlLV2bb775pqxdu3atrN28ebOsVfdw2sdprfb398ta2lvpOZPu05MnTz71XBYRDdR93iVpXFoTeBK/UAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMOTYNE3+p/VnVPctvs6b3NNUv22b3sJNb82mcd23L9Mbkem8qzdB05vVSXoTPc0xnXcal1TnvbW1VY45ffp0WUtvC6e3frvXO63l+++/P/PzP/7jPy7HnDlzpqz94he/KGtvvvlmWUv7JL2BfPfu3bL21Vdfzfz85ZdfLsekt9vTPK5fv17W0v12/vz5svbpp5+Wtercdnd3W/NItXRtUopDGlelC0xTvc7LfG5NU05x6L5xXp1Duke7qSJpXFf3bx/z4RdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABgiNoj/qxNTlKI3Tp48WdZSxEY3KiNFW1RxEt3Ii8PDw7LWPe80LqmO+d5775VjUhzM5cuXW/PY3t4ua2mdX3nllbL2F3/xFzM/f/fdd8sxt27dKmvpmqZIm7feequspXsgxcXcvHlz5uebm5vlmBT/c/v27bKWzm1vb6+spQijFBlWHTMd79KlS2Xt3//938tacufOnbKWniWdmKI0Jj1b0zzSs7AbXZaOmWqVZccGiQZ6dvmFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACG1HkFPLe6cQyVFNOQojLW1tbKWopaSdEV+/v7ZS1Fc1Tf142g2NraKmspUihF5Jw7d66s/cEf/EFZq857fX29HPPRRx+VtRs3bpS1dG4XL14sa3/4h39Y1j788MOy9v3vf3/m57/85S/LMWn/p4ictH82NjbKWorrSZEwp06dmvl5mn+KlkpRMel+Ozg4KGvpfnv06FFZ+9GPfjTz8x/84AflmB/+8Idl7Y033ihrOzs7Ze0///M/y9rXX39d1tK5VdcgPUvSMy2NS9ctxQal53IaN++/HV2igZ5PfqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCHHpmnyfv5vkWXGQqTIixSnksalOIykioRJUTFJigHZ3Nwsa3/yJ39S1v7qr/6qrP3u7/5uWasidNJa3b9/v6x9+umnZe3atWtl7e23327VUrzUrVu3Zn6e4my6ET8PHz4sa++++25ZS3uhE4GVooHS8R48eFDW7t27V9ZS3FCKx0rj3nrrrZmfpzmmSK3t7e2ylmKDLl26VNY+/vjjsnblypWyVl239CxJ552eyanW/b5lxgaJ//nt4hdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABgiNug5leId5h3V0I3WSfNIUTEp9iXN5cyZM2UtxcV05nH27Nmy9vLLL5e1Dz/8sFVLsTVVJEyK1knrePHixbK2vr5e1u7cuVPWUrRLijC6fv36zM9TLMrp06fLWopMuXHjRll77733yloVbTRNOeanit159OhROSbdUyluK0URpX2SpOiv8+fPP/V3pWuTIorS/knHvHr1aln76U9/Wtb+6Z/+aebnFy5cKMekZ0nayynK6uDgoKylyLC0JtX+WubfG55ffqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCF17gNzs+zIhe73VePS8VIERXdcqqWokhSFU8W3HB4elmP+9E//tKz93u/9Xll7//33y1oVpzJN03Tu3Lmy9sUXX5S1KlokRTO9+uqrT328acrxOVV80TTlc0t7cmtra+bnaR+kaKM07u7du2Ut7cm0706dOlXWqmiXdLzNzc3WPFKkUIrASuuVYmuq+60TWTNNORoo1dI1Tfs13QPVfZXm8d3vfrespdigtMZpvbrP5U5sUPfvjbihF49fKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiNigZ1iKY+hKMSBV1Mcioh8ePXpU1vb29spaikbZ398va1Vcz7Vr18oxX331VVn7sz/7s7KWIkdSXM/bb79d1l5//fWydvv27af+ruSzzz4ra//2b/9W1qoYnGnKUT5ffvnlbzSv/9fx48fLWorWuXnzZllLET8phiVFIqU9We2TtMfTMyHtkXTM7e3tspaeF+k+rWKKUkxXqqX4nBs3bpS19Jy5evVqWfv888/LWicS6c6dO2UtzTE9X9P91rXM6DixQS8ev1ACADBEQwkAwBANJQCW+k2YAAAS5UlEQVQAQzSUAAAM0VACADBEQwkAwBCxQUuw7HiEbsRDZ54pjqQbN5RiNJJ03m+++ebMz1NkSqqlqJvXXnutrKVomuTkyZNlrYpESt+VYlguXLhQ1qqIommapt3d3bK2trZW1i5evFjWqkiYV155pRyT4pJSpNDly5fLWrqm6R64e/fuU88lRcykNb5y5UpZS/dUqqXzruJzpilHClVS3FaKe0rzSPdAinRKUUTVs+uNN94oxzx48KCspbikJD1Du5Fz1bju3w3RQL9d/EIJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQb3k/w7pvyHXHVW+rpjf8um95J+kNxXTMo6Ojsla9yZreFr527VpZu379ellLbxmnt3TTG6m/+tWvylr1tur3v//9csw777xT1n74wx+WtfQG8k9+8pOylt5yTfPc2dmZ+fkPfvCDckx6I/7q1atl7f79+2XtxIn6UZn2a3pjvrpuaR+nt53TvZhqKysrZS3t8/R2ePXm9fr6ejkmJQFsbW2VtePHj5e19JZ92pOrq6tlrbreZ86cKcekN9jT2+bdN7m7SR/znoe3vH+7+IUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIaIDeL/6kQ8pAiKFCfRncfe3l5Zq6JKpqmOP0kRMymO5JNPPilrKYooHTONS5EqVaRNisG5dOlSWfvmm2/KWro2KUYm7ZMbN26UtYsXL878PEW+JNXxnlRL8T8piujevXtl7datWzM/TzE+m5ubZS3F1qT4nBQpdHh4WNbS9a725MHBQTkmSXNMz4Tbt2+XtRSJlPZrFSmUooGSbvxPsuzIOZgmv1ACADBIQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBCxQb9lUgxFFRnRja7oStEVKcYkRfJUsSlnz54tx6QYn6+++qqsffTRR2UtRa2kaJrTp0+Xtddee23m5ynGJEUD/epXvypraY1T7dSpU2Vtd3e3rFXXJ43Z398va+fPny9rn376aeuYKcIoRTdVkVUp/ipFCqX4pbTv1tfXy1qSonyqeKAqTmiacvzP1tZWWUv79Ysvvihrab2qaKBpmqaNjY2Zn6c1Pjo6KmvdaKb0nOw+s6txnb8b/PbxCyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADBEbxJBunMS8Yy2e9H2VKt5kmqbp1VdfLWtXrlwpa59//nlZe/PNN8tailRJ8SF37tyZ+Xlaq/RdKaIorXFayxSNcvHixbJWxeSkiJl79+61ap999llZSxFSaZ+kmKJf//rXMz+/fv16OSZFFKUopRTblNYyRUGlCKPq3FIcTzpeGpfW69atW2UtRfmkKKUzZ87M/Hx7e7v1XamWIqQWEeVTHTMdT2wQ/4dfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiNigb9myY3fmHfGw7Dm+9FL9b6D0fVX8SXc9UrROim9JMSY3btwoa2tra2Wtils5e/ZsOebkyZNPfbxpyjEy6dqkNdnZ2XnqcWmOKSInXe+33367rKW4p2vXrpW1FPdUxfWk+KW0D9KeTNJ129/fL2ud2KB0vJdffrms/fznPy9rP/vZz8pauqfSXk7rXD1n0nqkaKbOc2uaFhPlU40TDcRvwi+UAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEbNC3bNlxDN0on0p3/ikOo4oceZIU0bKxsfHU87h//35ZS7E7d+7cKWsp/uQ73/lOWfvggw/KWnUOKfrkxIn61j88PCxrKWIm1VIUzurqalmrzi1d68ePH5e1o6Ojsnbz5s2ytr6+XtbSPbW9vV3WqjVJETPdqJt0TdNeTt+XIoA68TPpml66dKmspUiqdL3Teafoqc4zNJ132ltpL6djpmfoIuKGYJr8QgkAwCANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQ8QGPaeWGe8w76ihaepHA3VjNKpImxSLks47xe5sbW2VtRQp9F//9V9l7cMPPyxrr7zyyszPU/xMWsckrUm6pufOnStrKX6muj4p0mllZaVVS+eWIoWqSKppyrE1VcxP2j/dqJgUzZTGpVq6d6paGpPif65fv17WHj58WNbSvktrku7vKt6oG9WT4ra61ztJx6zuAXFC/Cb8QgkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQ8QG8USLiIxIkRcpsiPNpYrzmKY6WmR9fb0ck+JsUuTI2bNny1qK8vnmm2/K2i9+8YuydvHixZmfpzibtI4pWqf6rmnKkUgPHjwoa2kvpGvQOV46t7R/Tp48WdZSbE2KhKnWMu3/tB5pjdP1ThFS6dw6cUMpRunjjz8uaym2Kd3Dp06dKmtJuk+rdU7PhGR7e7usdaOBusQDMcIvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADPGWNwvTfWMwvXWa3po9duxYWave2kzHS2/2pu9Kb+lubm6WtfRm6d/93d+VtbW1tZmf//mf/3k5Jr39mt4kTm/9HhwclLX0JuvW1lZZO378+MzP095Kb/2mN/DTG+Dpeqc9VF2baZqmw8PDmZ/fvXu3HHP//v2ylq5puqfSm/uvv/56Wbt3715Zq87t+vXr5ZgvvviirKXzTvdbuqfSdUtvzFf7/PTp0+WYdE91n5PeyOZZ4xdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABgiNohnTorD+PWvf13WqoiZaZqmR48ezfw8xYqsrq6WtRQp1I0iSrE76dz++Z//eebn58+fL8e8++67ZS3NMc3j6OiorKW5pHWu4m5SNFCK/7l9+3arluJzqr01TXlNXnnllZmfpz2e4mx2d3fLWtqTKW6oiv+Zpmna2Ngoa9X1rvbqNE3Tl19+WdbSOqb5p2uT1it9X3V90vFS7FTSjQZK3yduiEXxCyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADDk2TZMMAZZuEbEW6ZhVbEr6rhRNc/bs2bKWYmtSHMmJE70Ur52dnZmfv/rqq+WYH//4x2Xtgw8+KGspUuidd94pa2md19bWylolxRfduHGjrKX4okuXLpW1733ve2UtRfKcPn26rL322mszP0/xMyki5+HDh2Wt2iPTlNckxQZdvXq1rP3DP/zDzM///u//vhxTRURN0zSdOXOmrHVjg9KapPOuYoPSd6X9n8YtO24IRviFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACG9HJK4FvSjRuqail+JkX8pMiRFDeUIk5SbFCK1rlz587Mzy9fvlyO2d/fL2v3798va2m9NjY2ylqKUkqxNVVcTIrWSVE9SYqtSbFBaU2qiJlpmqa9vb2Zn6e1Svsg7a0333yzrKX9+t///d9l7W//9m/L2k9+8pOZn6d7amtrq6yluKp0zLT+3ciwtPcqaW+JBuJF4RdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABgiNoiF6Ub8vPRS/e+cblRGig+ppPlXkS/TlCNC0vxTXMzZs2fLWhUX8/Dhw3LMlStXytrq6mpZS9FG77zzTll77733ytq9e/fK2uHh4VN9Pk054uezzz5r1X784x+Xtb/8y78sa19++WVZ+9nPfjbz8w8++KAck+JzXn311bKWoqD++q//uqz967/+a1n7+c9/Xtaq/ZXu7bTv0rh0L6Zx844gS2PSd3WeTfAs8gslAABDNJQAAAzRUAIAMERDCQDAEA0lAABDNJQAAAwRG8TCdCN+OpEdXYuI7Dh+/HhZS3E3aS5pXLUmm5ub5Zj9/f2y9vnnn5e1FBv0j//4j2UtRQO9/fbbZe2tt96a+fnXX39djjk6Oiprt27dKmvXrl0ra3/zN39T1lIkUvq+n/70pzM/P3/+fDkmzfF//ud/ytonn3xS1r755puy9tFHH5W1FEVURQCtra2VY1Lc1sHBQVnr3sNpL3diwdI85v3cgmeRXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIjYIJ45z3vExqNHj8pairRJ550iVaoIoHPnzpVjUnzLqVOnytrOzk5Z++Uvf1nWvvzyy7L2O7/zO2Xt/fffn/l5ipF56aX638kpdufOnTtl7cqVK2XtX/7lX8raV199Vdb+4z/+Y+bnt2/fLsdcv369rKW9denSpVYt7ZOVlZWyVl2DdG3SfZNq3SiudMy0v4DZ/EIJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEOOTdP0fGe08K06duxYWUsxON1xz7sUm3Ly5Mmy9s4775S1zz//fObnW1tb5ZgUi3L69OmylqJ1urEvJ07U6WVVNE3aP2mNjx8/Xta6a/K9732vrKUIpiruaXd3txyTYoNS3FBar7T+KYoorXMlRVmleaRooGodnzQuRQolL/LzCUb4hRIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCEaSgAAhogNgoZFxB6lY66vr5e1Km4lRdZ0I1MePHhQ1tL8U3zL48ePy1q1lum7UjRQ0o3ISbV0bp3jpb21urpa1lIkT/q+dN0690CKxkrntre3V9bSdesSDQRPzy+UAAAM0VACADBEQwkAwBANJQAAQzSUAAAMqV/9A0qLeAu0+5Zr9XZvepM7vQGe3gheWVkpa48ePWodM82zWpO0Vul46a3r9NZyOmb3jf/OHkpvSXev6cHBQVnb3Nwsa+m8qz25s7NTjkl7vJMEME15jsB8+YUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIYcm6Zp/vknwLeuE+syTTka6Ny5c2UtRevs7u6WtQcPHpS1Ku4mRRSl8+7Wkpdeqv9dniJ5qnNLx+vOMcUGpdidM2fOlLV0DY6OjmZ+ntYjHS/VFhEbtIhYMHjR+YUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIbUWRLAcy3Fz6QYlhTtkqKB3nnnnbK2trZW1jY3N8taFSmU5p/OO9WSNO748eNlLcXWVGuyt7dXjknnna7NxsZGWdve3m7V0nnv7+/P/Pzx48flmDT/btyT+B9YHr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQY9M0yVUAfiMnTtRJY2fOnClr3biYU6dOPfXxqqihacqxO2n+h4eHZS1F8ty/f7+sHR0dzfz85ZdfLsdcvHixrN28ebOs7ezslLW0Xl3pmgIvJr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQsUEAAAzxCyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQ/w/RUIH76EisFAAAAABJRU5ErkJggg==" y="-7.36"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p767a313f33)" d="M 1018.875 57.329256 L 1020.525 57.199785 L 1037.025 57.217153 L 1038.675 57.331347 L 1040.325 57.330897 L 1041.975 58.924795 L 1043.625 58.853865 L 1046.162365 61.362406 L 1047.682976 63.011451 L 1048.575 64.005545 L 1050.249261 64.660497 L 1051.875 65.58916 L 1052.595799 66.309543 L 1052.7 67.958589 L 1053.249254 69.607634 L 1053.525 69.877998 L 1055.175 72.44468 L 1055.561466 72.905726 L 1056.517853 74.554771 L 1056.591117 76.203817 L 1056.91458 77.852863 L 1057.95958 79.501909 L 1058.654668 81.150954 L 1058.262001 82.8 L 1058.475 83.012876 L 1060.562808 86.098091 L 1059.575335 87.747137 L 1059.221533 89.396183 L 1058.475 90.142284 L 1056.825 91.468241 L 1055.175 92.2926 L 1054.773093 92.694274 L 1053.525 93.543379 L 1051.875 93.580067 L 1050.225 95.205036 L 1046.925 95.229821 L 1045.275 95.167843 L 1044.270689 95.992366 L 1043.625 96.673706 L 1038.675 96.669727 L 1027.125 96.666802 L 1025.475 97.426187 L 1023.825 97.426189 L 1022.175 96.644698 L 1021.52229 95.992366 L 1021.289537 94.34332 L 1020.525 93.579225 L 1018.875 92.298121 L 1008.975 92.292709 L 1007.325 91.440055 L 1005.675 91.466201 L 1005.266606 91.045229 L 1004.025 90.138028 L 1002.375 88.565516 L 1000.725 88.57166 L 999.664399 87.747137 L 998.735226 86.098091 L 998.25 84.449046 L 999.321674 82.8 L 998.925289 81.150954 L 999.075 80.851312 L 999.586586 79.501909 L 1000.725 77.681861 L 1002.375 77.41954 L 1002.608987 76.203817 L 1002.68452 74.554771 L 1004.025 72.44468 L 1005.899124 69.607634 L 1006.76805 67.958589 L 1008.05995 66.309543 L 1009.072169 64.660497 L 1010.625 63.895248 L 1012.275 64.009393 L 1013.925 62.24682 L 1015.575 62.154198 L 1016.329951 61.362406 L 1018.167529 58.064314 L 1018.875 57.329256 L 1018.875 57.329256 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 26.885328 L 972.92625 26.885328 L 972.92625 15.271578 L 966.24 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1084.621875 26.885328 L 1092.96 26.885328 L 1092.96 15.271578 L 1084.621875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 157.83158 L 982.828125 157.83158 L 982.828125 146.21783 L 950.4 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=87 --> <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(950.4 155.335955)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-38"/> <use x="206.591797" xlink:href="#DejaVuSans-37"/> </g> </g> </g> </g> <defs> <clipPath id="p97bdce98f5"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p0a1e955805"> <rect height="150.063159" width="158.4" x="0" y="7.76842"/> </clipPath> <clipPath id="pe169c733c5"> <rect height="150.063159" width="158.4" x="158.4" y="7.76842"/> </clipPath> <clipPath id="pbaecc959cf"> <rect height="150.063159" width="158.4" x="316.8" y="7.76842"/> </clipPath> <clipPath id="p2917825340"> <rect height="150.063159" width="158.4" x="475.2" y="7.76842"/> </clipPath> <clipPath id="pa0b8f78e56"> <rect height="150.063159" width="158.4" x="633.6" y="7.76842"/> </clipPath> <clipPath id="p53c70841cd"> <rect height="150.063159" width="158.4" x="792" y="7.76842"/> </clipPath> <clipPath id="p767a313f33"> <rect height="150.063159" width="158.4" x="950.4" y="7.76842"/> </clipPath> </defs></g>
- </g>
- </svg>
|
