images/func_okay_cutoff.svg

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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-9b3adddf-1d9a-404b-8ffc-a16d69cb1e2a">  <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(#p973e97d0d4)">    <image height="165.6" id="image17ec7cfdf9" 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(#p40813b3203)">    <image height="165.6" id="imageb731323ffe" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="0" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_1">    <path clip-path="url(#p40813b3203)" d="M 82.904829 96.39403 L 84.139773 97.629851 L 82.904829 98.865672 L 81.669886 97.629851 L 82.904829 96.39403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 92.784375 96.39403 L 94.019318 97.629851 L 92.784375 98.865672 L 91.549432 97.629851 L 92.784375 96.39403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 102.66392 101.337313 L 103.898863 102.573134 L 102.66392 103.808955 L 101.428977 102.573134 L 102.66392 101.337313 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 58.205966 103.808955 L 59.44091 105.044776 L 59.44091 107.516418 L 59.44091 109.98806 L 58.205966 111.223881 L 56.971023 109.98806 L 56.971023 107.516418 L 56.971023 105.044776 L 58.205966 103.808955 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 100.194034 108.752239 L 101.428977 109.98806 L 100.194034 111.223881 L 98.95909 109.98806 L 100.194034 108.752239 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 60.675853 111.223881 L 61.910796 112.459701 L 60.675853 113.695522 L 59.44091 112.459701 L 60.675853 111.223881 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_2">    <path clip-path="url(#p40813b3203)" d="M 70.555398 96.39403 L 71.790341 97.629851 L 70.555398 98.865672 L 69.320455 97.629851 L 70.555398 96.39403 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 87.844602 96.39403 L 89.079545 97.629851 L 87.844602 98.865672 L 86.609659 97.629851 L 87.844602 96.39403 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 73.025284 98.865672 L 74.260227 100.101493 L 75.495171 101.337313 L 77.965057 101.337313 L 80.434943 101.337313 L 81.669886 100.101493 L 82.904829 98.865672 L 85.374716 98.865672 L 86.609659 100.101493 L 87.844602 101.337313 L 89.079545 102.573134 L 87.844602 103.808955 L 85.374716 103.808955 L 84.139773 105.044776 L 82.904829 106.280597 L 80.434943 106.280597 L 77.965057 106.280597 L 75.495171 106.280597 L 73.025284 106.280597 L 70.555398 106.280597 L 69.320455 105.044776 L 70.555398 103.808955 L 71.790341 102.573134 L 71.790341 100.101493 L 73.025284 98.865672 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 68.085512 108.752239 L 69.320455 109.98806 L 68.085512 111.223881 L 66.850568 109.98806 L 68.085512 108.752239 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 95.254261 108.752239 L 96.489204 109.98806 L 95.254261 111.223881 L 94.019318 109.98806 L 95.254261 108.752239 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_3">    <path clip-path="url(#p40813b3203)" d="M 70.555398 34.822671 L 75.495171 34.741136 L 82.904829 34.801773 L 85.374716 37.146251 L 86.764471 38.310448 L 87.280217 40.78209 L 87.55891 43.253731 L 87.844602 44.553741 L 92.784375 44.476768 L 95.254261 44.182072 L 97.724147 44.874531 L 100.194034 44.219733 L 102.66392 44.101142 L 105.133806 44.788502 L 105.568169 45.725373 L 107.665287 48.197015 L 110.073579 50.037462 L 110.706504 50.668657 L 110.073579 51.543099 L 109.122292 53.140299 L 108.803469 55.61194 L 108.838636 58.083582 L 110.073579 59.668136 L 113.560478 63.026866 L 114.150787 65.498507 L 117.483238 69.685408 L 118.277473 70.441791 L 118.718181 72.913433 L 119.953124 74.661699 L 120.679684 75.385075 L 121.188067 77.856716 L 121.165372 80.328358 L 122.42301 82.033386 L 123.18908 82.8 L 123.667098 85.271642 L 123.608724 87.743284 L 123.932743 90.214925 L 124.485305 92.686567 L 124.892897 95.416011 L 125.364517 97.629851 L 125.601291 100.101493 L 126.002574 102.573134 L 124.892897 104.223277 L 124.132995 105.044776 L 123.606913 107.516418 L 123.686154 109.98806 L 122.42301 111.93939 L 121.903069 112.459701 L 119.129169 114.931343 L 118.718181 117.402985 L 117.483238 119.053995 L 116.663189 119.874627 L 115.892616 122.346269 L 114.032062 124.81791 L 113.778408 127.289552 L 112.543465 129.242516 L 107.169042 134.704478 L 106.368749 137.176119 L 105.133806 139.264394 L 102.66392 139.763865 L 100.194034 142.554952 L 97.724147 144.065686 L 95.254261 144.124891 L 90.314488 146.764897 L 87.844602 144.201581 L 85.374716 144.144685 L 80.434943 144.180477 L 77.965057 146.752387 L 75.495171 146.557914 L 68.085512 146.606433 L 65.615625 146.747776 L 60.675853 144.065633 L 55.73608 139.149826 L 50.796308 134.215821 L 49.561364 132.232836 L 48.816567 129.761194 L 45.856535 126.855882 L 43.386649 124.217041 L 40.916762 121.876068 L 39.681819 119.874627 L 39.68188 117.402985 L 37.211933 112.459701 L 37.211933 107.516418 L 36.737143 105.044776 L 34.288858 102.573134 L 32.594169 100.101493 L 33.543542 95.158209 L 33.922069 92.686567 L 34.472723 90.214925 L 34.742047 87.743284 L 34.739526 85.271642 L 35.218332 82.8 L 35.97699 82.040803 L 37.211933 80.328358 L 37.696872 77.856716 L 38.446876 77.132496 L 39.815611 75.385075 L 41.2373 70.441791 L 42.547152 67.970149 L 43.386649 67.130055 L 44.621592 65.498507 L 44.991203 63.026866 L 48.326421 59.689486 L 49.561364 58.083582 L 49.81753 50.668657 L 50.796308 48.257679 L 58.205966 48.196104 L 60.675853 46.628444 L 62.3985 45.725373 L 63.145739 44.474916 L 68.085512 44.437461 L 68.335923 43.253731 L 68.729766 40.78209 L 68.935509 38.310448 L 69.417089 35.838806 L 70.555398 34.822671 L 70.555398 34.822671 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>    <path clip-path="url(#p40813b3203)" d="M 65.615625 51.912342 L 64.406509 53.140299 L 64.324614 55.61194 L 64.422168 58.083582 L 64.551599 60.555224 L 64.546821 63.026866 L 65.615625 64.407945 L 66.885178 65.498507 L 68.085512 66.466725 L 69.580078 67.970149 L 70.555398 68.874594 L 73.025284 69.766284 L 74.042707 70.441791 L 75.495171 71.572293 L 77.965057 71.572289 L 80.434943 71.572289 L 82.904829 71.572285 L 85.374716 70.551867 L 85.460888 70.441791 L 85.722853 67.970149 L 87.844602 66.461003 L 88.740953 65.498507 L 88.737512 63.026866 L 88.926715 60.555224 L 89.079545 58.083582 L 88.834386 55.61194 L 87.844602 54.635958 L 85.374716 54.636072 L 82.904829 54.634073 L 80.434943 54.621729 L 77.965057 54.621961 L 75.495171 54.621961 L 74.11542 53.140299 L 73.025284 51.998616 L 70.555398 51.921705 L 68.085512 51.91322 L 65.615625 51.912342 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_1">    <g id="patch_2">     <path d="M 15.970911 19.89375 L 22.657161 19.89375 L 22.657161 8.28 L 15.970911 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(15.970911 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 134.090964 19.89375 L 142.429089 19.89375 L 142.429089 8.28 L 134.090964 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(134.090964 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 0.163638 165.6 L 28.481763 165.6 L 28.481763 153.98625 L 0.163638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=-2 -->    <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 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 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/>    </defs>    <g style="fill:#ffffff;" transform="translate(0.163638 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-2d"/>     <use x="172.363281" xlink:href="#DejaVuSans-32"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#p65590662c8)">    <image height="165.6" id="imageab7b4ef252" transform="scale(1 -1)translate(0 -165.6)" width="157.92" x="159" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_4">    <path clip-path="url(#p65590662c8)" d="M 261.06392 96.39403 L 262.298863 97.629851 L 262.298863 100.101493 L 263.533806 101.337313 L 264.768749 102.573134 L 264.768749 105.044776 L 263.533806 106.280597 L 262.298863 107.516418 L 262.298863 109.98806 L 261.06392 111.223881 L 259.828977 112.459701 L 259.828977 114.931343 L 258.594034 116.167164 L 257.35909 114.931343 L 256.124147 113.695522 L 254.889204 112.459701 L 256.124147 111.223881 L 257.35909 109.98806 L 257.35909 107.516418 L 256.124147 106.280597 L 254.889204 107.516418 L 254.889204 109.98806 L 253.654261 111.223881 L 252.419318 109.98806 L 252.419318 107.516418 L 251.184375 106.280597 L 249.949432 105.044776 L 249.949432 102.573134 L 251.184375 101.337313 L 252.419318 102.573134 L 253.654261 103.808955 L 256.124147 103.808955 L 257.35909 102.573134 L 258.594034 101.337313 L 259.828977 100.101493 L 259.828977 97.629851 L 261.06392 96.39403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 214.13608 101.337313 L 216.605966 101.337313 L 217.84091 102.573134 L 217.84091 105.044776 L 219.075853 106.280597 L 220.310796 107.516418 L 221.545739 108.752239 L 224.015625 108.752239 L 225.250568 109.98806 L 225.250568 112.459701 L 225.250568 114.931343 L 224.015625 116.167164 L 222.780682 114.931343 L 221.545739 113.695522 L 220.310796 114.931343 L 219.075853 116.167164 L 217.84091 114.931343 L 216.605966 113.695522 L 215.371023 112.459701 L 214.13608 111.223881 L 212.901137 109.98806 L 212.901137 107.516418 L 212.901137 105.044776 L 212.901137 102.573134 L 214.13608 101.337313 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 251.184375 113.695522 L 253.654261 113.695522 L 254.889204 114.931343 L 253.654261 116.167164 L 252.419318 117.402985 L 251.184375 118.638806 L 249.949432 117.402985 L 249.949432 114.931343 L 251.184375 113.695522 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 248.714488 121.110448 L 249.949432 122.346269 L 249.949432 124.81791 L 248.714488 126.053731 L 247.479545 124.81791 L 247.479545 122.346269 L 248.714488 121.110448 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 231.425284 123.58209 L 232.660227 124.81791 L 232.660227 127.289552 L 231.425284 128.525373 L 230.190341 127.289552 L 230.190341 124.81791 L 231.425284 123.58209 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 226.485512 126.053731 L 227.720455 127.289552 L 226.485512 128.525373 L 225.250568 127.289552 L 226.485512 126.053731 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#p65590662c8)" d="M 231.425284 96.39403 L 233.895171 96.39403 L 235.130114 97.629851 L 236.365057 98.865672 L 237.6 100.101493 L 238.834943 101.337313 L 240.069886 100.101493 L 240.069886 97.629851 L 241.304829 96.39403 L 243.774716 96.39403 L 246.244602 96.39403 L 247.479545 97.629851 L 247.479545 100.101493 L 246.244602 101.337313 L 243.774716 101.337313 L 242.539773 102.573134 L 242.539773 105.044776 L 242.539773 107.516418 L 241.304829 108.752239 L 240.069886 109.98806 L 238.834943 111.223881 L 237.6 109.98806 L 236.365057 108.752239 L 235.130114 109.98806 L 233.895171 111.223881 L 231.425284 111.223881 L 230.190341 109.98806 L 230.190341 107.516418 L 231.425284 106.280597 L 232.660227 105.044776 L 231.425284 103.808955 L 230.190341 102.573134 L 230.190341 100.101493 L 230.190341 97.629851 L 231.425284 96.39403 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 246.244602 106.280597 L 247.479545 107.516418 L 247.479545 109.98806 L 246.244602 111.223881 L 245.009659 109.98806 L 245.009659 107.516418 L 246.244602 106.280597 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 251.184375 106.280597 L 252.419318 107.516418 L 252.419318 109.98806 L 251.184375 111.223881 L 249.949432 109.98806 L 249.949432 107.516418 L 251.184375 106.280597 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 236.365057 111.223881 L 237.6 112.459701 L 237.6 114.931343 L 237.6 117.402985 L 236.365057 118.638806 L 235.130114 117.402985 L 235.130114 114.931343 L 235.130114 112.459701 L 236.365057 111.223881 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p65590662c8)" d="M 233.895171 118.638806 L 235.130114 119.874627 L 233.895171 121.110448 L 232.660227 119.874627 L 233.895171 118.638806 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#p65590662c8)" d="M 221.545739 32.718829 L 228.955398 32.780857 L 233.895171 32.85623 L 238.834943 32.763679 L 241.304829 35.16133 L 243.774716 35.198292 L 246.244602 35.02685 L 248.714488 32.718829 L 256.124147 32.789339 L 256.701562 33.367164 L 261.06392 37.385463 L 263.533806 37.623197 L 264.262309 38.310448 L 266.003692 39.732119 L 267.006286 40.78209 L 267.566026 43.253731 L 268.473579 44.257525 L 269.630832 45.725373 L 269.761608 50.668657 L 269.702284 58.083582 L 270.943465 59.91665 L 271.581585 60.555224 L 272.965637 63.026866 L 273.413351 63.585874 L 274.477916 65.498507 L 275.883238 67.357052 L 276.540607 67.970149 L 277.118181 70.441791 L 278.353124 72.618595 L 278.663068 72.913433 L 279.588067 75.385075 L 280.82301 77.467993 L 281.211591 77.856716 L 282.058297 80.328358 L 282.025537 82.8 L 282.217106 87.743284 L 283.292897 89.57877 L 283.81071 90.214925 L 284.52784 92.686567 L 284.503235 97.629851 L 284.52784 105.044776 L 283.204035 107.516418 L 280.705126 109.98806 L 279.566908 112.459701 L 279.618663 114.931343 L 278.353124 116.727239 L 277.650044 117.402985 L 277.118181 119.874627 L 276.234552 122.346269 L 275.883238 122.693565 L 273.173508 124.81791 L 271.106605 129.761194 L 270.943465 129.913222 L 266.003692 134.801759 L 264.768749 137.176119 L 263.533806 139.297692 L 263.183986 139.647761 L 261.06392 142.47172 L 256.124147 144.774051 L 253.654261 144.864279 L 251.918203 147.062687 L 251.184375 147.797037 L 248.714488 147.59116 L 247.633765 147.062687 L 246.244602 146.214385 L 241.304829 146.214384 L 238.834943 145.850881 L 236.365057 147.371261 L 224.015625 147.277759 L 223.693238 147.062687 L 221.545739 145.895675 L 218.894234 144.591045 L 209.007507 134.704478 L 204.256535 129.406063 L 203.031022 127.289552 L 201.701147 124.81791 L 199.200591 122.346269 L 198.081819 119.874627 L 197.088724 117.402985 L 196.846876 117.173484 L 194.008947 114.931343 L 193.103998 112.459701 L 193.160158 109.98806 L 190.703703 105.044776 L 190.891269 102.573134 L 190.67216 100.101493 L 190.731132 97.629851 L 190.67216 95.158209 L 190.884837 92.686567 L 191.907103 90.936113 L 192.463747 90.214925 L 193.142047 87.743284 L 193.142047 82.8 L 196.846876 75.14934 L 198.081819 72.913433 L 198.680726 70.441791 L 199.316762 69.845377 L 200.845923 67.970149 L 201.786649 66.99918 L 203.000793 65.498507 L 202.943795 60.555224 L 203.238746 53.140299 L 203.511249 48.197015 L 204.256535 46.792369 L 206.726421 46.588093 L 207.716565 45.725373 L 209.196308 43.794538 L 211.666194 43.931195 L 212.24062 43.253731 L 212.338826 40.78209 L 214.13608 39.749999 L 221.545739 32.718829 L 221.545739 32.718829 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_4">    <g id="patch_5">     <path d="M 174.370911 19.89375 L 181.057161 19.89375 L 181.057161 8.28 L 174.370911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(174.370911 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 292.490964 19.89375 L 300.829089 19.89375 L 300.829089 8.28 L 292.490964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(292.490964 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 158.563638 165.6 L 182.552388 165.6 L 182.552388 153.98625 L 158.563638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=4 -->    <defs>     <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/>    </defs>    <g style="fill:#ffffff;" transform="translate(158.563638 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_4">   <g clip-path="url(#p00c003c6ee)">    <image height="165.6" id="imagee606b085b8" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="317" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#p00c003c6ee)" d="M 375.005966 76.620896 L 376.24091 77.856716 L 375.005966 79.092537 L 373.771023 77.856716 L 375.005966 76.620896 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 416.994034 81.564179 L 418.228977 82.8 L 416.994034 84.035821 L 415.75909 82.8 L 416.994034 81.564179 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 412.054261 88.979104 L 413.289204 90.214925 L 414.524147 91.450746 L 416.994034 91.450746 L 418.228977 92.686567 L 419.46392 93.922388 L 420.698863 92.686567 L 421.933806 91.450746 L 423.168749 92.686567 L 423.168749 95.158209 L 423.168749 97.629851 L 421.933806 98.865672 L 420.698863 100.101493 L 420.698863 102.573134 L 421.933806 103.808955 L 423.168749 105.044776 L 421.933806 106.280597 L 420.698863 107.516418 L 420.698863 109.98806 L 420.698863 112.459701 L 419.46392 113.695522 L 418.228977 114.931343 L 416.994034 116.167164 L 415.75909 114.931343 L 415.75909 112.459701 L 414.524147 111.223881 L 413.289204 109.98806 L 412.054261 108.752239 L 410.819318 107.516418 L 409.584375 106.280597 L 407.114488 106.280597 L 405.879545 107.516418 L 404.644602 108.752239 L 403.409659 107.516418 L 403.409659 105.044776 L 403.409659 102.573134 L 404.644602 101.337313 L 405.879545 102.573134 L 407.114488 103.808955 L 409.584375 103.808955 L 412.054261 103.808955 L 413.289204 105.044776 L 414.524147 106.280597 L 415.75909 105.044776 L 414.524147 103.808955 L 413.289204 102.573134 L 414.524147 101.337313 L 415.75909 100.101493 L 415.75909 97.629851 L 414.524147 96.39403 L 413.289204 95.158209 L 412.054261 93.922388 L 410.819318 92.686567 L 410.819318 90.214925 L 412.054261 88.979104 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 379.945739 91.450746 L 381.180682 92.686567 L 381.180682 95.158209 L 381.180682 97.629851 L 379.945739 98.865672 L 378.710796 100.101493 L 378.710796 102.573134 L 379.945739 103.808955 L 382.415625 103.808955 L 383.650568 105.044776 L 384.885512 106.280597 L 387.355398 106.280597 L 388.590341 107.516418 L 388.590341 109.98806 L 387.355398 111.223881 L 384.885512 111.223881 L 383.650568 112.459701 L 383.650568 114.931343 L 383.650568 117.402985 L 382.415625 118.638806 L 381.180682 119.874627 L 381.180682 122.346269 L 379.945739 123.58209 L 378.710796 122.346269 L 377.475853 121.110448 L 376.24091 119.874627 L 376.24091 117.402985 L 375.005966 116.167164 L 373.771023 114.931343 L 372.53608 113.695522 L 371.301137 112.459701 L 371.301137 109.98806 L 371.301137 107.516418 L 371.301137 105.044776 L 372.53608 103.808955 L 373.771023 102.573134 L 373.771023 100.101493 L 373.771023 97.629851 L 375.005966 96.39403 L 376.24091 95.158209 L 377.475853 93.922388 L 378.710796 92.686567 L 379.945739 91.450746 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 397.234943 101.337313 L 399.704829 101.337313 L 400.939773 102.573134 L 399.704829 103.808955 L 397.234943 103.808955 L 396 102.573134 L 397.234943 101.337313 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 382.415625 123.58209 L 383.650568 124.81791 L 382.415625 126.053731 L 381.180682 124.81791 L 382.415625 123.58209 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#p00c003c6ee)" d="M 372.53608 93.922388 L 373.771023 95.158209 L 372.53608 96.39403 L 371.301137 95.158209 L 372.53608 93.922388 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 397.234943 93.922388 L 398.469886 95.158209 L 398.469886 97.629851 L 397.234943 98.865672 L 396 97.629851 L 396 95.158209 L 397.234943 93.922388 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 389.825284 98.865672 L 391.060227 100.101493 L 389.825284 101.337313 L 388.590341 100.101493 L 389.825284 98.865672 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 397.234943 101.337313 L 399.704829 101.337313 L 400.939773 102.573134 L 400.939773 105.044776 L 399.704829 106.280597 L 398.469886 107.516418 L 398.469886 109.98806 L 398.469886 112.459701 L 397.234943 113.695522 L 396 112.459701 L 396 109.98806 L 394.765057 108.752239 L 393.530114 107.516418 L 393.530114 105.044776 L 394.765057 103.808955 L 396 102.573134 L 397.234943 101.337313 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 397.234943 118.638806 L 398.469886 119.874627 L 397.234943 121.110448 L 396 119.874627 L 397.234943 118.638806 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p00c003c6ee)" d="M 409.584375 121.110448 L 410.819318 122.346269 L 409.584375 123.58209 L 408.349432 122.346269 L 409.584375 121.110448 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#p00c003c6ee)" d="M 404.644602 28.769869 L 407.114488 31.115781 L 416.994034 31.146087 L 419.5467 35.838806 L 421.933806 37.935707 L 424.403692 38.588837 L 426.873579 42.435333 L 427.600634 43.253731 L 428.481346 45.725373 L 430.126355 48.197015 L 430.093895 50.668657 L 430.502238 53.140299 L 431.423741 55.61194 L 431.813351 56.001827 L 433.048381 58.083582 L 433.059874 65.498507 L 434.283238 67.274678 L 434.968887 67.970149 L 436.753124 70.614644 L 437.988067 72.913433 L 438.432632 75.385075 L 439.22301 76.154422 L 440.440543 77.856716 L 440.454749 85.271642 L 440.965098 87.743284 L 441.692897 88.471599 L 442.92784 90.214925 L 442.87166 92.686567 L 442.905243 97.629851 L 442.92784 100.101493 L 442.451225 102.573134 L 441.692897 103.339215 L 440.440401 105.044776 L 440.510884 107.516418 L 439.853627 109.98806 L 439.22301 110.619125 L 437.949792 112.459701 L 438.026464 114.931343 L 437.677822 117.402985 L 436.753124 118.32834 L 435.518181 119.874627 L 435.261466 122.346269 L 434.283238 123.285053 L 433.048295 124.81791 L 432.677111 127.289552 L 426.873579 132.962315 L 419.46392 140.296264 L 416.994034 143.036501 L 414.524147 144.084638 L 413.847919 144.591045 L 412.054261 145.527297 L 409.584375 145.239281 L 399.704829 145.204324 L 397.234943 146.178457 L 396.193023 147.062687 L 394.765057 148.029924 L 384.885512 148.026986 L 383.401376 147.062687 L 382.415625 146.246763 L 379.945739 145.546053 L 378.153242 144.591045 L 377.475853 144.08861 L 375.005966 141.990879 L 372.53608 140.500962 L 367.596308 135.445524 L 365.126421 135.446521 L 361.921554 132.232836 L 361.373478 129.761194 L 361.456158 127.289552 L 360.186649 125.418012 L 357.025593 122.346269 L 355.246876 120.889477 L 354.232747 119.874627 L 353.95714 117.402985 L 354.057168 114.931343 L 352.77699 113.039336 L 352.197766 112.459701 L 351.534709 109.98806 L 351.560149 107.516418 L 351.366603 105.044776 L 351.420125 102.573134 L 349.427903 100.101493 L 349.07216 97.629851 L 349.07216 95.158209 L 350.307103 93.205721 L 350.826612 92.686567 L 351.542047 90.214925 L 351.542047 85.271642 L 352.77699 83.299415 L 353.277718 82.8 L 354.011933 80.328358 L 354.001229 75.385075 L 355.246876 73.482686 L 356.279803 72.913433 L 357.716762 71.13867 L 358.063759 70.441791 L 358.080337 67.970149 L 358.474169 65.498507 L 358.812132 60.555224 L 358.984697 55.61194 L 358.951705 53.140299 L 360.186649 51.534785 L 361.107962 50.668657 L 361.421592 48.197015 L 362.656535 46.274244 L 363.205016 45.725373 L 363.891478 43.253731 L 365.126421 40.842609 L 367.596308 40.220936 L 370.066194 37.963712 L 372.53608 35.523187 L 377.475853 31.125403 L 384.885512 31.115781 L 387.355398 31.212664 L 389.825284 31.141575 L 392.295171 33.575 L 394.765057 33.576246 L 397.234943 33.449325 L 399.810582 33.367164 L 402.496907 30.895522 L 404.644602 28.769869 L 404.644602 28.769869 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_7">    <g id="patch_8">     <path d="M 332.770911 19.89375 L 339.457161 19.89375 L 339.457161 8.28 L 332.770911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(332.770911 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 450.890964 19.89375 L 459.229089 19.89375 L 459.229089 8.28 L 450.890964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(450.890964 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 316.963638 165.6 L 348.587388 165.6 L 348.587388 153.98625 L 316.963638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=11 -->    <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(316.963638 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-31"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p9bd12c0e66)">    <image height="165.6" id="imagea23a0d2fd5" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="475" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#p9bd12c0e66)" d="M 560.574716 51.904478 L 561.809659 53.140299 L 561.809659 55.61194 L 560.574716 56.847761 L 559.339773 55.61194 L 559.339773 53.140299 L 560.574716 51.904478 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 550.695171 56.847761 L 551.930114 58.083582 L 550.695171 59.319403 L 549.460227 58.083582 L 550.695171 56.847761 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 538.345739 66.734328 L 539.580682 67.970149 L 538.345739 69.20597 L 537.110796 67.970149 L 538.345739 66.734328 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 567.984375 84.035821 L 569.219318 85.271642 L 570.454261 86.507463 L 571.689204 87.743284 L 572.924147 88.979104 L 574.15909 90.214925 L 572.924147 91.450746 L 571.689204 92.686567 L 570.454261 93.922388 L 569.219318 92.686567 L 569.219318 90.214925 L 567.984375 88.979104 L 566.749432 87.743284 L 566.749432 85.271642 L 567.984375 84.035821 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 540.815625 88.979104 L 542.050568 90.214925 L 540.815625 91.450746 L 539.580682 90.214925 L 540.815625 88.979104 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 538.345739 91.450746 L 539.580682 92.686567 L 539.580682 95.158209 L 539.580682 97.629851 L 540.815625 98.865672 L 542.050568 100.101493 L 542.050568 102.573134 L 543.285512 103.808955 L 544.520455 102.573134 L 545.755398 101.337313 L 546.990341 100.101493 L 546.990341 97.629851 L 548.225284 96.39403 L 549.460227 97.629851 L 549.460227 100.101493 L 550.695171 101.337313 L 551.930114 100.101493 L 553.165057 98.865672 L 555.634943 98.865672 L 558.104829 98.865672 L 559.339773 97.629851 L 560.574716 96.39403 L 561.809659 97.629851 L 563.044602 98.865672 L 564.279545 100.101493 L 565.514488 101.337313 L 566.749432 100.101493 L 567.984375 98.865672 L 569.219318 97.629851 L 570.454261 96.39403 L 571.689204 95.158209 L 572.924147 93.922388 L 574.15909 95.158209 L 575.394034 96.39403 L 577.86392 96.39403 L 579.098863 97.629851 L 579.098863 100.101493 L 579.098863 102.573134 L 579.098863 105.044776 L 579.098863 107.516418 L 579.098863 109.98806 L 577.86392 111.223881 L 576.628977 112.459701 L 575.394034 113.695522 L 574.15909 114.931343 L 574.15909 117.402985 L 572.924147 118.638806 L 571.689204 119.874627 L 571.689204 122.346269 L 570.454261 123.58209 L 567.984375 123.58209 L 566.749432 122.346269 L 566.749432 119.874627 L 567.984375 118.638806 L 569.219318 117.402985 L 569.219318 114.931343 L 569.219318 112.459701 L 567.984375 111.223881 L 565.514488 111.223881 L 563.044602 111.223881 L 561.809659 109.98806 L 561.809659 107.516418 L 560.574716 106.280597 L 558.104829 106.280597 L 555.634943 106.280597 L 553.165057 106.280597 L 550.695171 106.280597 L 549.460227 107.516418 L 549.460227 109.98806 L 549.460227 112.459701 L 548.225284 113.695522 L 545.755398 113.695522 L 544.520455 114.931343 L 544.520455 117.402985 L 544.520455 119.874627 L 545.755398 121.110448 L 546.990341 122.346269 L 548.225284 123.58209 L 549.460227 124.81791 L 548.225284 126.053731 L 545.755398 126.053731 L 544.520455 124.81791 L 543.285512 123.58209 L 542.050568 122.346269 L 540.815625 121.110448 L 538.345739 121.110448 L 535.875853 121.110448 L 534.64091 119.874627 L 534.64091 117.402985 L 533.405966 116.167164 L 532.171023 114.931343 L 532.171023 112.459701 L 532.171023 109.98806 L 530.93608 108.752239 L 529.701137 107.516418 L 529.701137 105.044776 L 530.93608 103.808955 L 533.405966 103.808955 L 534.64091 102.573134 L 535.875853 101.337313 L 537.110796 100.101493 L 537.110796 97.629851 L 537.110796 95.158209 L 537.110796 92.686567 L 538.345739 91.450746 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 555.634943 91.450746 L 556.869886 92.686567 L 555.634943 93.922388 L 554.4 92.686567 L 555.634943 91.450746 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p9bd12c0e66)" d="M 553.165057 91.450746 L 554.4 92.686567 L 553.165057 93.922388 L 551.930114 92.686567 L 553.165057 91.450746 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 558.104829 93.922388 L 559.339773 95.158209 L 558.104829 96.39403 L 556.869886 95.158209 L 558.104829 93.922388 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 530.93608 98.865672 L 532.171023 100.101493 L 530.93608 101.337313 L 529.701137 100.101493 L 530.93608 98.865672 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 548.225284 98.865672 L 549.460227 100.101493 L 548.225284 101.337313 L 546.990341 100.101493 L 548.225284 98.865672 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p9bd12c0e66)" d="M 555.634943 111.223881 L 556.869886 112.459701 L 555.634943 113.695522 L 554.4 112.459701 L 555.634943 111.223881 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p9bd12c0e66)" d="M 535.875853 29.242234 L 538.345739 29.115534 L 545.755398 29.113532 L 548.225284 31.62875 L 553.165057 31.721885 L 555.634943 29.254516 L 558.104829 29.254264 L 560.574716 29.11324 L 567.984375 29.115863 L 570.454261 29.115982 L 572.924147 31.628739 L 575.394034 31.629457 L 585.273579 41.569501 L 586.508522 43.253731 L 586.886737 45.725373 L 587.743465 46.55019 L 589.001395 48.197015 L 588.92629 50.668657 L 589.174988 53.140299 L 590.213351 54.178978 L 591.448295 55.61194 L 591.824394 58.083582 L 592.683238 58.911863 L 593.920521 60.555224 L 593.869838 67.970149 L 595.153124 69.803116 L 595.791345 70.441791 L 596.551103 72.913433 L 598.641258 75.385075 L 598.839739 77.856716 L 598.935503 90.214925 L 601.32784 92.686567 L 601.32784 100.101493 L 601.073923 102.573134 L 600.092897 103.554858 L 598.843564 105.044776 L 598.895484 107.516418 L 598.607889 109.98806 L 597.62301 110.973639 L 596.373738 112.459701 L 596.424704 114.931343 L 596.175297 117.402985 L 593.801707 119.874627 L 592.683238 121.705114 L 592.113922 122.346269 L 591.448295 124.81791 L 591.408263 127.289552 L 582.803692 135.71953 L 577.86392 140.336452 L 575.394034 140.664447 L 572.924147 142.534599 L 570.454261 143.263248 L 567.984375 144.558431 L 558.070378 144.591045 L 555.634943 145.790746 L 553.165057 145.59936 L 548.225284 145.647558 L 545.755398 145.599369 L 543.285512 145.764455 L 540.815625 145.794755 L 539.61277 144.591045 L 538.345739 143.129567 L 535.875853 143.290885 L 530.93608 138.217657 L 528.466194 138.220667 L 520.013785 129.761194 L 517.324428 127.289552 L 517.351705 124.81791 L 516.116762 123.379218 L 515.045773 122.346269 L 514.881819 119.874627 L 513.646876 118.377753 L 512.644323 117.402985 L 512.411933 114.931343 L 511.17699 113.458495 L 510.178905 112.459701 L 509.939321 109.98806 L 509.943069 102.573134 L 507.47216 100.101493 L 508.265196 97.629851 L 508.37693 95.158209 L 508.707103 94.785358 L 509.855285 92.686567 L 509.925274 87.743284 L 510.077479 77.856716 L 512.180977 75.385075 L 512.411933 72.913433 L 513.136634 70.441791 L 514.137477 67.970149 L 514.822257 65.498507 L 514.941872 60.555224 L 514.881819 58.083582 L 516.116762 56.55027 L 517.054426 55.61194 L 517.416287 53.140299 L 517.328111 50.668657 L 518.586649 48.837677 L 519.264952 48.197015 L 519.821592 45.725373 L 521.056535 43.879076 L 521.681436 43.253731 L 524.422816 40.78209 L 526.322069 38.310448 L 527.231251 35.838806 L 528.466194 34.086264 L 530.93608 31.66383 L 533.405966 31.615891 L 535.875853 29.242234 L 535.875853 29.242234 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_10">    <g id="patch_11">     <path d="M 491.170911 19.89375 L 497.857161 19.89375 L 497.857161 8.28 L 491.170911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(491.170911 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 609.290964 19.89375 L 617.629089 19.89375 L 617.629089 8.28 L 609.290964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(609.290964 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 475.363638 165.6 L 506.987388 165.6 L 506.987388 153.98625 L 475.363638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=18 -->    <defs>     <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/>    </defs>    <g style="fill:#ffffff;" transform="translate(475.363638 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-38"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#pa4727e5f0e)">    <image height="165.6" id="imagecb4b2a573d" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="634" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#pa4727e5f0e)" d="M 699.215625 51.904478 L 700.450568 53.140299 L 701.685512 54.376119 L 704.155398 54.376119 L 705.390341 55.61194 L 705.390341 58.083582 L 705.390341 60.555224 L 706.625284 61.791045 L 709.095171 61.791045 L 710.330114 60.555224 L 711.565057 59.319403 L 714.034943 59.319403 L 716.504829 59.319403 L 717.739773 58.083582 L 717.739773 55.61194 L 718.974716 54.376119 L 721.444602 54.376119 L 722.679545 53.140299 L 723.914488 51.904478 L 725.149432 53.140299 L 726.384375 54.376119 L 727.619318 55.61194 L 727.619318 58.083582 L 727.619318 60.555224 L 727.619318 63.026866 L 727.619318 65.498507 L 727.619318 67.970149 L 726.384375 69.20597 L 725.149432 67.970149 L 725.149432 65.498507 L 723.914488 64.262687 L 721.444602 64.262687 L 718.974716 64.262687 L 717.739773 65.498507 L 716.504829 66.734328 L 715.269886 67.970149 L 714.034943 69.20597 L 712.8 67.970149 L 711.565057 66.734328 L 709.095171 66.734328 L 706.625284 66.734328 L 704.155398 66.734328 L 702.920455 65.498507 L 701.685512 64.262687 L 699.215625 64.262687 L 697.980682 65.498507 L 697.980682 67.970149 L 697.980682 70.441791 L 697.980682 72.913433 L 699.215625 74.149254 L 700.450568 75.385075 L 700.450568 77.856716 L 700.450568 80.328358 L 701.685512 81.564179 L 702.920455 82.8 L 701.685512 84.035821 L 700.450568 85.271642 L 700.450568 87.743284 L 700.450568 90.214925 L 700.450568 92.686567 L 699.215625 93.922388 L 697.980682 95.158209 L 699.215625 96.39403 L 701.685512 96.39403 L 704.155398 96.39403 L 705.390341 95.158209 L 706.625284 93.922388 L 709.095171 93.922388 L 710.330114 95.158209 L 709.095171 96.39403 L 707.860227 97.629851 L 707.860227 100.101493 L 707.860227 102.573134 L 706.625284 103.808955 L 705.390341 105.044776 L 705.390341 107.516418 L 705.390341 109.98806 L 704.155398 111.223881 L 702.920455 112.459701 L 704.155398 113.695522 L 705.390341 114.931343 L 704.155398 116.167164 L 701.685512 116.167164 L 699.215625 116.167164 L 696.745739 116.167164 L 695.510796 117.402985 L 694.275853 118.638806 L 693.04091 117.402985 L 691.805966 116.167164 L 690.571023 114.931343 L 691.805966 113.695522 L 693.04091 112.459701 L 691.805966 111.223881 L 689.33608 111.223881 L 688.101137 109.98806 L 688.101137 107.516418 L 689.33608 106.280597 L 690.571023 105.044776 L 691.805966 103.808955 L 693.04091 102.573134 L 693.04091 100.101493 L 691.805966 98.865672 L 690.571023 97.629851 L 691.805966 96.39403 L 694.275853 96.39403 L 695.510796 95.158209 L 694.275853 93.922388 L 693.04091 92.686567 L 693.04091 90.214925 L 693.04091 87.743284 L 693.04091 85.271642 L 693.04091 82.8 L 693.04091 80.328358 L 693.04091 77.856716 L 693.04091 75.385075 L 694.275853 74.149254 L 695.510796 72.913433 L 695.510796 70.441791 L 695.510796 67.970149 L 695.510796 65.498507 L 695.510796 63.026866 L 695.510796 60.555224 L 695.510796 58.083582 L 696.745739 56.847761 L 697.980682 55.61194 L 697.980682 53.140299 L 699.215625 51.904478 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 709.095171 69.20597 L 711.565057 69.20597 L 712.8 70.441791 L 711.565057 71.677612 L 710.330114 72.913433 L 709.095171 74.149254 L 707.860227 72.913433 L 707.860227 70.441791 L 709.095171 69.20597 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 716.504829 69.20597 L 717.739773 70.441791 L 716.504829 71.677612 L 715.269886 70.441791 L 716.504829 69.20597 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 728.854261 69.20597 L 731.324147 69.20597 L 732.55909 70.441791 L 732.55909 72.913433 L 732.55909 75.385075 L 732.55909 77.856716 L 732.55909 80.328358 L 732.55909 82.8 L 732.55909 85.271642 L 732.55909 87.743284 L 732.55909 90.214925 L 731.324147 91.450746 L 730.089204 92.686567 L 731.324147 93.922388 L 732.55909 95.158209 L 733.794034 96.39403 L 736.26392 96.39403 L 737.498863 97.629851 L 737.498863 100.101493 L 737.498863 102.573134 L 737.498863 105.044776 L 737.498863 107.516418 L 737.498863 109.98806 L 736.26392 111.223881 L 735.028977 112.459701 L 733.794034 113.695522 L 731.324147 113.695522 L 728.854261 113.695522 L 727.619318 112.459701 L 726.384375 111.223881 L 725.149432 112.459701 L 723.914488 113.695522 L 722.679545 112.459701 L 722.679545 109.98806 L 721.444602 108.752239 L 720.209659 107.516418 L 720.209659 105.044776 L 720.209659 102.573134 L 718.974716 101.337313 L 717.739773 100.101493 L 717.739773 97.629851 L 716.504829 96.39403 L 715.269886 95.158209 L 714.034943 93.922388 L 711.565057 93.922388 L 710.330114 92.686567 L 710.330114 90.214925 L 710.330114 87.743284 L 711.565057 86.507463 L 714.034943 86.507463 L 715.269886 87.743284 L 715.269886 90.214925 L 716.504829 91.450746 L 717.739773 92.686567 L 718.974716 93.922388 L 721.444602 93.922388 L 723.914488 93.922388 L 725.149432 95.158209 L 726.384375 96.39403 L 727.619318 95.158209 L 726.384375 93.922388 L 725.149432 92.686567 L 725.149432 90.214925 L 725.149432 87.743284 L 723.914488 86.507463 L 722.679545 85.271642 L 723.914488 84.035821 L 725.149432 82.8 L 723.914488 81.564179 L 722.679545 80.328358 L 723.914488 79.092537 L 725.149432 77.856716 L 725.149432 75.385075 L 725.149432 72.913433 L 726.384375 71.677612 L 727.619318 70.441791 L 728.854261 69.20597 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 716.504829 76.620896 L 717.739773 77.856716 L 716.504829 79.092537 L 715.269886 77.856716 L 716.504829 76.620896 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 696.745739 79.092537 L 695.510796 80.328358 L 696.745739 81.564179 L 697.980682 80.328358 L 696.745739 79.092537 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 711.565057 96.39403 L 714.034943 96.39403 L 715.269886 97.629851 L 714.034943 98.865672 L 711.565057 98.865672 L 710.330114 97.629851 L 711.565057 96.39403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 731.324147 116.167164 L 732.55909 117.402985 L 732.55909 119.874627 L 731.324147 121.110448 L 730.089204 119.874627 L 730.089204 117.402985 L 731.324147 116.167164 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#pa4727e5f0e)" d="M 711.565057 54.376119 L 712.8 55.61194 L 712.8 58.083582 L 712.8 60.555224 L 712.8 63.026866 L 711.565057 64.262687 L 710.330114 63.026866 L 710.330114 60.555224 L 710.330114 58.083582 L 710.330114 55.61194 L 711.565057 54.376119 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pa4727e5f0e)" d="M 714.034943 88.979104 L 715.269886 90.214925 L 714.034943 91.450746 L 712.8 90.214925 L 714.034943 88.979104 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#pa4727e5f0e)" d="M 694.275853 29.442949 L 704.155398 29.462211 L 706.625284 31.940003 L 709.095171 31.94078 L 711.565057 29.45058 L 728.854261 29.462308 L 731.324147 31.940181 L 733.794034 31.94268 L 743.673579 41.830774 L 744.908522 43.253731 L 744.886272 45.725373 L 746.143465 48.388357 L 747.534718 50.668657 L 749.85725 53.140299 L 749.81873 55.61194 L 749.981396 58.083582 L 752.318181 60.555224 L 752.440822 63.026866 L 754.788067 65.498507 L 754.885256 72.913433 L 757.266697 75.385075 L 757.257953 80.328358 L 759.72784 82.8 L 759.710248 102.573134 L 759.552861 105.044776 L 759.629381 107.516418 L 757.257953 109.98806 L 757.267898 112.459701 L 754.788067 114.931343 L 754.737597 117.402985 L 752.318181 119.874627 L 752.324331 122.346269 L 746.143465 128.649627 L 745.073925 129.761194 L 742.47969 132.232836 L 733.794034 140.595155 L 731.324147 140.896931 L 728.854261 140.862258 L 727.113775 142.119403 L 726.384375 142.880521 L 716.504829 142.880521 L 714.034943 143.355224 L 711.978462 144.591045 L 711.565057 145.004744 L 709.095171 145.826866 L 706.625284 145.826866 L 704.155398 145.004736 L 703.742 144.591045 L 701.685512 143.355224 L 699.215625 142.848533 L 696.745739 142.849134 L 696.016526 142.119403 L 694.275853 140.883582 L 691.805966 140.596426 L 690.859167 139.647761 L 689.33608 138.41194 L 686.866194 138.274894 L 680.684217 132.232836 L 680.519349 129.761194 L 673.275194 122.346269 L 673.281819 119.874627 L 670.830521 117.402985 L 670.811933 114.931343 L 668.344162 112.459701 L 668.342241 102.573134 L 667.107103 100.420332 L 666.78849 100.101493 L 666.664465 97.629851 L 667.329258 95.158209 L 667.107103 94.935897 L 665.87216 92.686567 L 668.241135 90.214925 L 668.335955 85.271642 L 668.342047 77.856716 L 670.70094 75.385075 L 670.856815 70.441791 L 670.811933 67.970149 L 673.249968 65.498507 L 673.28122 55.61194 L 675.583204 53.140299 L 678.154224 50.668657 L 678.212183 45.725373 L 679.083361 43.253731 L 679.456535 42.863878 L 680.660074 40.78209 L 682.966807 38.310448 L 689.33608 31.943649 L 691.805966 31.938922 L 694.275853 29.442949 L 694.275853 29.442949 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_13">    <g id="patch_14">     <path d="M 649.570911 19.89375 L 656.257161 19.89375 L 656.257161 8.28 L 649.570911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(649.570911 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 767.690964 19.89375 L 776.029089 19.89375 L 776.029089 8.28 L 767.690964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(767.690964 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 633.763638 165.6 L 665.387388 165.6 L 665.387388 153.98625 L 633.763638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=25 -->    <defs>     <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/>    </defs>    <g style="fill:#ffffff;" transform="translate(633.763638 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-35"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p697482fba8)">    <image height="165.6" id="image29af5bd4ea" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="792" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p697482fba8)" d="M 857.615625 56.847761 L 858.850568 58.083582 L 860.085512 59.319403 L 861.320455 60.555224 L 862.555398 61.791045 L 863.790341 63.026866 L 863.790341 65.498507 L 865.025284 66.734328 L 866.260227 67.970149 L 865.025284 69.20597 L 863.790341 70.441791 L 863.790341 72.913433 L 865.025284 74.149254 L 866.260227 75.385075 L 866.260227 77.856716 L 866.260227 80.328358 L 866.260227 82.8 L 866.260227 85.271642 L 866.260227 87.743284 L 866.260227 90.214925 L 866.260227 92.686567 L 866.260227 95.158209 L 866.260227 97.629851 L 865.025284 98.865672 L 863.790341 97.629851 L 862.555398 96.39403 L 860.085512 96.39403 L 858.850568 97.629851 L 858.850568 100.101493 L 860.085512 101.337313 L 861.320455 102.573134 L 861.320455 105.044776 L 861.320455 107.516418 L 861.320455 109.98806 L 861.320455 112.459701 L 860.085512 113.695522 L 857.615625 113.695522 L 855.145739 113.695522 L 853.910796 114.931343 L 852.675853 116.167164 L 851.44091 114.931343 L 851.44091 112.459701 L 852.675853 111.223881 L 853.910796 109.98806 L 853.910796 107.516418 L 852.675853 106.280597 L 850.205966 106.280597 L 848.971023 105.044776 L 848.971023 102.573134 L 848.971023 100.101493 L 847.73608 98.865672 L 846.501137 97.629851 L 846.501137 95.158209 L 846.501137 92.686567 L 846.501137 90.214925 L 846.501137 87.743284 L 846.501137 85.271642 L 847.73608 84.035821 L 848.971023 82.8 L 848.971023 80.328358 L 850.205966 79.092537 L 851.44091 77.856716 L 851.44091 75.385075 L 851.44091 72.913433 L 852.675853 71.677612 L 853.910796 70.441791 L 853.910796 67.970149 L 853.910796 65.498507 L 853.910796 63.026866 L 853.910796 60.555224 L 855.145739 59.319403 L 856.380682 58.083582 L 857.615625 56.847761 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 865.025284 59.319403 L 866.260227 60.555224 L 865.025284 61.791045 L 863.790341 60.555224 L 865.025284 59.319403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 882.314488 59.319403 L 884.784375 59.319403 L 886.019318 60.555224 L 887.254261 61.791045 L 888.489204 63.026866 L 889.724147 64.262687 L 890.95909 65.498507 L 890.95909 67.970149 L 890.95909 70.441791 L 889.724147 71.677612 L 888.489204 72.913433 L 889.724147 74.149254 L 890.95909 75.385075 L 892.194034 76.620896 L 893.428977 77.856716 L 893.428977 80.328358 L 894.66392 81.564179 L 895.898863 82.8 L 895.898863 85.271642 L 895.898863 87.743284 L 895.898863 90.214925 L 895.898863 92.686567 L 895.898863 95.158209 L 895.898863 97.629851 L 895.898863 100.101493 L 895.898863 102.573134 L 895.898863 105.044776 L 894.66392 106.280597 L 892.194034 106.280597 L 890.95909 107.516418 L 889.724147 108.752239 L 888.489204 109.98806 L 887.254261 111.223881 L 884.784375 111.223881 L 883.549432 109.98806 L 883.549432 107.516418 L 882.314488 106.280597 L 881.079545 105.044776 L 881.079545 102.573134 L 882.314488 101.337313 L 883.549432 100.101493 L 883.549432 97.629851 L 882.314488 96.39403 L 879.844602 96.39403 L 878.609659 97.629851 L 879.844602 98.865672 L 881.079545 100.101493 L 879.844602 101.337313 L 877.374716 101.337313 L 876.139773 100.101493 L 876.139773 97.629851 L 876.139773 95.158209 L 876.139773 92.686567 L 876.139773 90.214925 L 876.139773 87.743284 L 876.139773 85.271642 L 876.139773 82.8 L 876.139773 80.328358 L 876.139773 77.856716 L 876.139773 75.385075 L 876.139773 72.913433 L 876.139773 70.441791 L 876.139773 67.970149 L 876.139773 65.498507 L 877.374716 64.262687 L 878.609659 63.026866 L 879.844602 61.791045 L 881.079545 60.555224 L 882.314488 59.319403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 882.314488 79.092537 L 881.079545 80.328358 L 882.314488 81.564179 L 883.549432 80.328358 L 882.314488 79.092537 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 882.314488 84.035821 L 881.079545 85.271642 L 882.314488 86.507463 L 883.549432 85.271642 L 882.314488 84.035821 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 857.615625 88.979104 L 856.380682 90.214925 L 857.615625 91.450746 L 858.850568 90.214925 L 857.615625 88.979104 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 879.844602 88.979104 L 878.609659 90.214925 L 879.844602 91.450746 L 881.079545 90.214925 L 879.844602 88.979104 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 865.025284 101.337313 L 866.260227 102.573134 L 865.025284 103.808955 L 863.790341 102.573134 L 865.025284 101.337313 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 889.724147 111.223881 L 890.95909 112.459701 L 889.724147 113.695522 L 888.489204 112.459701 L 889.724147 111.223881 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 882.314488 113.695522 L 883.549432 114.931343 L 882.314488 116.167164 L 881.079545 114.931343 L 882.314488 113.695522 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 862.555398 116.167164 L 863.790341 117.402985 L 863.790341 119.874627 L 862.555398 121.110448 L 860.085512 121.110448 L 858.850568 119.874627 L 860.085512 118.638806 L 861.320455 117.402985 L 862.555398 116.167164 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p697482fba8)" d="M 869.965057 64.262687 L 871.2 65.498507 L 871.2 67.970149 L 871.2 70.441791 L 869.965057 71.677612 L 868.730114 70.441791 L 868.730114 67.970149 L 868.730114 65.498507 L 869.965057 64.262687 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p697482fba8)" d="M 869.965057 76.620896 L 871.2 77.856716 L 871.2 80.328358 L 869.965057 81.564179 L 868.730114 80.328358 L 868.730114 77.856716 L 869.965057 76.620896 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p697482fba8)" d="M 857.615625 29.727225 L 862.555398 29.659701 L 865.025284 32.188528 L 869.965057 32.163883 L 872.434943 29.659701 L 877.374716 29.727003 L 887.254261 29.659701 L 890.884463 33.367164 L 893.238269 35.838806 L 897.133806 39.546269 L 898.368749 40.78209 L 899.84492 43.253731 L 900.778269 45.725373 L 903.308522 48.197015 L 903.648233 50.668657 L 904.543465 51.660245 L 905.677257 53.140299 L 908.241528 55.61194 L 908.248295 58.083582 L 910.65878 60.555224 L 910.718181 63.026866 L 911.953124 64.888948 L 912.56225 65.498507 L 913.189491 67.970149 L 913.188067 75.385075 L 913.338515 77.856716 L 915.61838 80.328358 L 915.703034 87.743284 L 915.653523 90.214925 L 916.892897 92.280079 L 917.299096 92.686567 L 917.018618 95.158209 L 918.12784 97.629851 L 918.12784 102.573134 L 915.82977 105.044776 L 915.637121 107.516418 L 915.671026 109.98806 L 913.272752 112.459701 L 913.188067 114.931343 L 910.796871 117.402985 L 910.159643 119.874627 L 909.483238 120.638986 L 908.353932 122.346269 L 903.455362 127.289552 L 902.073579 129.052699 L 901.365587 129.761194 L 897.133806 133.74054 L 894.66392 136.17075 L 892.194034 136.132209 L 889.724147 138.492917 L 874.904829 138.493856 L 873.673935 139.647761 L 872.434943 141.01572 L 869.965057 141.039307 L 868.676188 142.119403 L 867.495171 143.313197 L 865.025284 143.313189 L 863.960354 142.119403 L 862.555398 140.844711 L 860.085512 141.006249 L 857.615625 140.95744 L 855.145739 138.574252 L 852.675853 138.755028 L 850.205966 136.132148 L 847.73608 136.205433 L 842.796308 131.367993 L 840.326421 131.281999 L 837.856535 128.805392 L 836.607645 127.289552 L 835.386649 124.738111 L 833.83243 122.346269 L 832.916762 121.42995 L 829.487322 117.402985 L 828.975624 112.459701 L 827.97699 111.460357 L 826.730154 109.98806 L 826.770287 107.516418 L 826.535856 105.044776 L 825.507103 104.015292 L 824.27216 102.573134 L 824.339015 92.686567 L 826.742354 90.214925 L 826.742047 85.271642 L 826.852681 82.8 L 829.181486 80.328358 L 829.265056 67.970149 L 829.896053 65.498507 L 830.446876 64.947328 L 831.681819 63.026866 L 831.747815 60.555224 L 834.151705 58.083582 L 834.238556 55.61194 L 836.462413 53.140299 L 836.712279 50.668657 L 837.856535 48.92611 L 838.524332 48.197015 L 839.091478 45.725373 L 840.113728 43.253731 L 840.326421 43.059529 L 841.561364 40.78209 L 847.73608 34.630152 L 850.205966 34.676176 L 852.675853 32.182314 L 855.145739 32.163567 L 857.615625 29.727225 L 857.615625 29.727225 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_16">    <g id="patch_17">     <path d="M 807.970911 19.89375 L 814.657161 19.89375 L 814.657161 8.28 L 807.970911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(807.970911 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 926.090964 19.89375 L 934.429089 19.89375 L 934.429089 8.28 L 926.090964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(926.090964 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 792.163638 165.6 L 823.787388 165.6 L 823.787388 153.98625 L 792.163638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=33 -->    <defs>     <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/>    </defs>    <g style="fill:#ffffff;" transform="translate(792.163638 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-33"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p4dbe7a06e4)">    <image height="165.6" id="image76e17b3d7c" transform="scale(1 -1)translate(0 -165.6)" width="158.16" x="951" xlink:href="data:image/png;base64,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" y="-0"/>   </g>   <g id="LineCollection_19">    <path clip-path="url(#p4dbe7a06e4)" d="M 1040.714488 66.734328 L 1041.949432 67.970149 L 1041.949432 70.441791 L 1041.949432 72.913433 L 1041.949432 75.385075 L 1041.949432 77.856716 L 1041.949432 80.328358 L 1040.714488 81.564179 L 1039.479545 82.8 L 1038.244602 84.035821 L 1037.009659 82.8 L 1037.009659 80.328358 L 1035.774716 79.092537 L 1034.539773 77.856716 L 1035.774716 76.620896 L 1037.009659 75.385075 L 1035.774716 74.149254 L 1034.539773 72.913433 L 1035.774716 71.677612 L 1038.244602 71.677612 L 1039.479545 70.441791 L 1039.479545 67.970149 L 1040.714488 66.734328 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1016.015625 71.677612 L 1018.485512 71.677612 L 1019.720455 72.913433 L 1020.955398 74.149254 L 1022.190341 75.385075 L 1020.955398 76.620896 L 1019.720455 77.856716 L 1018.485512 79.092537 L 1017.250568 77.856716 L 1016.015625 76.620896 L 1014.780682 75.385075 L 1014.780682 72.913433 L 1016.015625 71.677612 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1013.545739 81.564179 L 1016.015625 81.564179 L 1018.485512 81.564179 L 1019.720455 82.8 L 1019.720455 85.271642 L 1019.720455 87.743284 L 1018.485512 88.979104 L 1017.250568 90.214925 L 1017.250568 92.686567 L 1017.250568 95.158209 L 1018.485512 96.39403 L 1019.720455 97.629851 L 1018.485512 98.865672 L 1017.250568 100.101493 L 1016.015625 101.337313 L 1013.545739 101.337313 L 1012.310796 100.101493 L 1012.310796 97.629851 L 1013.545739 96.39403 L 1014.780682 95.158209 L 1013.545739 93.922388 L 1012.310796 95.158209 L 1011.075853 96.39403 L 1009.84091 95.158209 L 1009.84091 92.686567 L 1008.605966 91.450746 L 1007.371023 90.214925 L 1007.371023 87.743284 L 1008.605966 86.507463 L 1009.84091 85.271642 L 1011.075853 84.035821 L 1012.310796 82.8 L 1013.545739 81.564179 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1040.714488 84.035821 L 1043.184375 84.035821 L 1045.654261 84.035821 L 1048.124147 84.035821 L 1049.35909 85.271642 L 1049.35909 87.743284 L 1049.35909 90.214925 L 1049.35909 92.686567 L 1049.35909 95.158209 L 1048.124147 96.39403 L 1045.654261 96.39403 L 1044.419318 97.629851 L 1044.419318 100.101493 L 1043.184375 101.337313 L 1041.949432 100.101493 L 1041.949432 97.629851 L 1041.949432 95.158209 L 1040.714488 93.922388 L 1039.479545 92.686567 L 1039.479545 90.214925 L 1039.479545 87.743284 L 1039.479545 85.271642 L 1040.714488 84.035821 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1008.605966 96.39403 L 1009.84091 97.629851 L 1008.605966 98.865672 L 1007.371023 97.629851 L 1008.605966 96.39403 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1016.015625 103.808955 L 1017.250568 105.044776 L 1016.015625 106.280597 L 1014.780682 105.044776 L 1016.015625 103.808955 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1020.955398 106.280597 L 1022.190341 107.516418 L 1020.955398 108.752239 L 1019.720455 107.516418 L 1020.955398 106.280597 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1040.714488 106.280597 L 1041.949432 107.516418 L 1041.949432 109.98806 L 1041.949432 112.459701 L 1040.714488 113.695522 L 1039.479545 112.459701 L 1038.244602 111.223881 L 1037.009659 109.98806 L 1038.244602 108.752239 L 1039.479545 107.516418 L 1040.714488 106.280597 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4dbe7a06e4)" d="M 1018.485512 108.752239 L 1019.720455 109.98806 L 1018.485512 111.223881 L 1017.250568 109.98806 L 1018.485512 108.752239 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_20"/>   <g id="LineCollection_21">    <path clip-path="url(#p4dbe7a06e4)" d="M 1013.545739 32.41388 L 1023.425284 32.412931 L 1025.895171 34.911487 L 1028.365057 32.413186 L 1040.714488 32.397322 L 1043.184375 32.417133 L 1045.654261 34.864221 L 1048.124147 35.027521 L 1048.934856 35.838806 L 1050.594034 37.272698 L 1053.06392 37.736821 L 1053.664755 38.310448 L 1054.298863 40.78209 L 1055.533806 42.238064 L 1056.548753 43.253731 L 1057.477883 45.725373 L 1058.003692 46.389688 L 1059.050695 48.197015 L 1061.548462 50.668657 L 1061.772702 53.140299 L 1063.976853 55.61194 L 1066.352455 58.083582 L 1066.648295 60.555224 L 1067.883238 62.549114 L 1068.36065 63.026866 L 1069.164145 65.498507 L 1069.087282 72.913433 L 1070.353124 74.427086 L 1071.310432 75.385075 L 1071.597944 77.856716 L 1071.588067 82.8 L 1072.82301 84.440289 L 1073.654365 85.271642 L 1074.060011 87.743284 L 1074.05972 92.686567 L 1074.057953 97.629851 L 1074.057953 107.516418 L 1072.82301 109.225435 L 1072.025974 109.98806 L 1071.588067 112.459701 L 1070.353124 114.114162 L 1069.524405 114.931343 L 1068.915076 117.402985 L 1066.921043 119.874627 L 1064.674583 122.346269 L 1063.353623 124.81791 L 1062.943465 125.245858 L 1060.473579 127.581102 L 1055.533806 131.850292 L 1053.06392 131.77122 L 1050.594034 134.090988 L 1033.304829 134.097667 L 1030.155089 137.176119 L 1028.365057 138.73538 L 1023.425284 138.728439 L 1020.955398 138.920802 L 1016.015625 138.917866 L 1013.545739 136.393813 L 1011.075853 136.391836 L 1008.605966 134.091463 L 1006.13608 134.103321 L 1003.666194 131.844184 L 1001.196308 131.696683 L 996.256535 126.646302 L 994.900537 124.81791 L 993.786649 123.097372 L 993.134718 122.346269 L 992.453449 119.874627 L 990.255096 117.402985 L 989.689892 114.931343 L 986.37699 111.668743 L 985.141918 109.98806 L 985.153908 105.044776 L 985.192055 95.158209 L 985.129344 90.214925 L 985.95315 87.743284 L 986.37699 87.319143 L 987.611933 85.271642 L 987.610343 75.385075 L 987.620453 70.441791 L 989.032243 67.970149 L 990.081819 65.498507 L 990.823147 63.026866 L 991.316762 62.547698 L 992.551705 60.555224 L 992.841671 58.083582 L 993.786649 57.168674 L 995.021592 55.61194 L 995.109431 53.140299 L 997.335978 50.668657 L 999.625287 48.197015 L 999.961364 45.725373 L 1001.196308 43.582138 L 1001.524481 43.253731 L 1005.599566 38.310448 L 1006.13608 37.773552 L 1008.605966 35.037999 L 1011.075853 34.862566 L 1013.545739 32.41388 L 1013.545739 32.41388 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_19">    <g id="patch_20">     <path d="M 966.370911 19.89375 L 973.057161 19.89375 L 973.057161 8.28 L 966.370911 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(966.370911 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 1084.490964 19.89375 L 1092.829089 19.89375 L 1092.829089 8.28 L 1084.490964 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(1084.490964 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 950.563638 165.6 L 982.187388 165.6 L 982.187388 153.98625 L 950.563638 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- z=40 -->    <defs>     <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/>    </defs>    <g style="fill:#ffffff;" transform="translate(950.563638 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-30"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="p973e97d0d4">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p40813b3203">   <rect height="165.6" width="158.072723" x="0.163638" y="0"/>  </clipPath>  <clipPath id="p65590662c8">   <rect height="165.6" width="158.072723" x="158.563638" y="0"/>  </clipPath>  <clipPath id="p00c003c6ee">   <rect height="165.6" width="158.072723" x="316.963638" y="0"/>  </clipPath>  <clipPath id="p9bd12c0e66">   <rect height="165.6" width="158.072723" x="475.363638" y="0"/>  </clipPath>  <clipPath id="pa4727e5f0e">   <rect height="165.6" width="158.072723" x="633.763638" y="0"/>  </clipPath>  <clipPath id="p697482fba8">   <rect height="165.6" width="158.072723" x="792.163638" y="0"/>  </clipPath>  <clipPath id="p4dbe7a06e4">   <rect height="165.6" width="158.072723" x="950.563638" 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-3a602c1f-2a50-4492-b798-422faec26c17">  <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(#pb8c7eaa0d7)">    <image height="165.6" id="imagebf524f4cfe" 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(#pbcb4ce5ce3)">    <image height="114.72" id="image46deb798b1" transform="scale(1 -1)translate(0 -114.72)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-25.88"/>   </g>   <g id="LineCollection_1">    <path clip-path="url(#pbcb4ce5ce3)" d="M 1208.41791 69.36461 L 1209.814925 70.586009 L 1208.41791 71.807408 L 1207.020896 70.586009 L 1208.41791 69.36461 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcb4ce5ce3)" d="M 1202.829851 79.135803 L 1205.623881 79.135803 L 1207.020896 80.357202 L 1207.020896 82.8 L 1205.623881 84.021399 L 1202.829851 84.021399 L 1200.035821 84.021399 L 1198.638806 82.8 L 1200.035821 81.578601 L 1201.432836 80.357202 L 1202.829851 79.135803 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcb4ce5ce3)" d="M 1191.653731 81.578601 L 1193.050746 82.8 L 1194.447761 84.021399 L 1195.844776 85.242798 L 1195.844776 87.685596 L 1194.447761 88.906995 L 1191.653731 88.906995 L 1190.256716 87.685596 L 1190.256716 85.242798 L 1190.256716 82.8 L 1191.653731 81.578601 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pbcb4ce5ce3)" d="M 1208.41791 84.021399 L 1209.814925 85.242798 L 1208.41791 86.464197 L 1207.020896 85.242798 L 1208.41791 84.021399 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_2"/>   <g id="LineCollection_3">    <path clip-path="url(#pbcb4ce5ce3)" d="M 1202.829851 40.875686 L 1208.41791 40.254394 L 1211.21194 42.620475 L 1214.00597 42.49383 L 1215.73928 43.715229 L 1216.8 44.642608 L 1219.59403 44.815431 L 1225.18209 44.360636 L 1227.976119 43.755355 L 1230.770149 45.525606 L 1233.564179 45.406511 L 1236.358209 47.423069 L 1239.152239 47.433046 L 1241.124563 48.600825 L 1241.946269 49.328977 L 1244.740299 49.822224 L 1253.122388 53.139137 L 1253.402001 53.486422 L 1254.289818 55.92922 L 1255.916418 57.042673 L 1258.710448 58.512209 L 1261.504478 58.54872 L 1262.652624 60.814816 L 1264.298507 62.778536 L 1264.846469 63.257614 L 1265.695522 65.700413 L 1267.092537 67.191293 L 1268.188876 68.143211 L 1268.584394 70.586009 L 1268.845358 75.471605 L 1269.02072 77.914404 L 1269.415064 80.357202 L 1267.516158 82.8 L 1267.092537 85.26579 L 1267.86943 87.685596 L 1267.092537 88.60264 L 1264.298507 89.348076 L 1263.26847 90.128395 L 1261.504478 91.830822 L 1258.710448 93.000792 L 1255.916418 93.04205 L 1253.122388 95.576973 L 1250.328358 96.125392 L 1247.534328 96.165262 L 1246.004443 97.456789 L 1246.260024 104.785184 L 1243.672561 107.227982 L 1241.946269 108.570342 L 1239.152239 109.274693 L 1238.699201 109.67078 L 1236.358209 111.473715 L 1234.693038 112.113578 L 1233.564179 112.716577 L 1230.770149 114.894819 L 1227.976119 116.18972 L 1225.18209 116.912024 L 1222.38806 115.683143 L 1219.59403 115.063696 L 1219.030313 114.556377 L 1218.727304 112.113578 L 1214.00597 108.403612 L 1211.21194 106.182371 L 1208.41791 106.573727 L 1205.623881 106.769743 L 1202.829851 107.571864 L 1198.86694 112.113578 L 1199.508926 114.556377 L 1199.003794 116.999175 L 1196.412419 119.441973 L 1189.854064 126.770367 L 1188.859701 127.662844 L 1186.065672 128.139528 L 1183.271642 128.330781 L 1180.203153 126.770367 L 1177.683582 126.380206 L 1175.638645 124.327569 L 1174.889552 123.346912 L 1173.365693 121.884771 L 1171.927604 119.441973 L 1169.870372 116.999175 L 1169.301493 116.57899 L 1166.238695 114.556377 L 1165.191131 112.113578 L 1168.053667 109.67078 L 1166.507463 107.986473 L 1165.639914 107.227982 L 1165.110448 104.785184 L 1162.335038 102.342386 L 1156.397466 97.456789 L 1155.881214 95.013991 L 1152.970685 92.571193 L 1152.671358 90.128395 L 1152.933044 87.685596 L 1154.856267 85.242798 L 1154.481988 82.8 L 1154.237615 80.357202 L 1154.33242 77.914404 L 1155.331343 77.041053 L 1156.829316 75.471605 L 1156.675488 70.586009 L 1159.375916 68.143211 L 1159.047972 63.257614 L 1166.507463 55.114402 L 1168.110307 53.486422 L 1169.301493 52.087803 L 1172.265385 51.043623 L 1175.400636 48.600825 L 1177.683582 45.805404 L 1180.477612 45.147652 L 1183.271642 42.770106 L 1186.065672 42.49383 L 1191.653731 42.268414 L 1197.241791 41.790067 L 1202.829851 40.875686 L 1202.829851 40.875686 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_1">    <g id="patch_2">     <path d="M 1123.2 140.205758 L 1155.628125 140.205758 L 1155.628125 128.592008 L 1123.2 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=40 -->    <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 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/>    </defs>    <g style="fill:#ffffff;" transform="translate(1123.2 137.710133)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-30"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#p4b94ec1bed)">    <image height="114.72" id="imagea487557bbd" transform="scale(1 -1)translate(0 -114.72)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-25.88"/>   </g>   <g id="LineCollection_4">    <path clip-path="url(#p4b94ec1bed)" d="M 1015.629851 59.593417 L 1018.423881 59.593417 L 1021.21791 59.593417 L 1024.01194 59.593417 L 1026.80597 59.593417 L 1028.202985 60.814816 L 1029.6 62.036215 L 1030.997015 63.257614 L 1032.39403 64.479014 L 1035.18806 64.479014 L 1037.98209 64.479014 L 1039.379104 65.700413 L 1040.776119 66.921812 L 1042.173134 65.700413 L 1043.570149 64.479014 L 1046.364179 64.479014 L 1049.158209 64.479014 L 1050.555224 65.700413 L 1050.555224 68.143211 L 1050.555224 70.586009 L 1049.158209 71.807408 L 1047.761194 70.586009 L 1046.364179 69.36461 L 1044.967164 70.586009 L 1044.967164 73.028807 L 1043.570149 74.250206 L 1040.776119 74.250206 L 1037.98209 74.250206 L 1035.18806 74.250206 L 1032.39403 74.250206 L 1029.6 74.250206 L 1028.202985 75.471605 L 1026.80597 76.693005 L 1024.01194 76.693005 L 1022.614925 75.471605 L 1021.21791 74.250206 L 1019.820896 73.028807 L 1018.423881 71.807408 L 1017.026866 73.028807 L 1015.629851 74.250206 L 1014.232836 75.471605 L 1015.629851 76.693005 L 1017.026866 77.914404 L 1018.423881 79.135803 L 1019.820896 80.357202 L 1019.820896 82.8 L 1018.423881 84.021399 L 1015.629851 84.021399 L 1014.232836 82.8 L 1012.835821 81.578601 L 1010.041791 81.578601 L 1008.644776 82.8 L 1007.247761 84.021399 L 1005.850746 82.8 L 1004.453731 81.578601 L 1003.056716 82.8 L 1004.453731 84.021399 L 1005.850746 85.242798 L 1005.850746 87.685596 L 1004.453731 88.906995 L 1003.056716 87.685596 L 1001.659701 86.464197 L 998.865672 86.464197 L 997.468657 85.242798 L 997.468657 82.8 L 996.071642 81.578601 L 994.674627 80.357202 L 993.277612 79.135803 L 990.483582 79.135803 L 989.086567 77.914404 L 987.689552 76.693005 L 986.292537 75.471605 L 986.292537 73.028807 L 987.689552 71.807408 L 990.483582 71.807408 L 991.880597 73.028807 L 993.277612 74.250206 L 994.674627 73.028807 L 996.071642 71.807408 L 997.468657 70.586009 L 997.468657 68.143211 L 998.865672 66.921812 L 1000.262687 65.700413 L 1001.659701 64.479014 L 1004.453731 64.479014 L 1005.850746 63.257614 L 1007.247761 62.036215 L 1010.041791 62.036215 L 1012.835821 62.036215 L 1014.232836 60.814816 L 1015.629851 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b94ec1bed)" d="M 996.071642 64.479014 L 997.468657 65.700413 L 996.071642 66.921812 L 994.674627 65.700413 L 996.071642 64.479014 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b94ec1bed)" d="M 1021.21791 76.693005 L 1022.614925 77.914404 L 1021.21791 79.135803 L 1019.820896 77.914404 L 1021.21791 76.693005 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p4b94ec1bed)" d="M 996.071642 86.464197 L 997.468657 87.685596 L 996.071642 88.906995 L 994.674627 87.685596 L 996.071642 86.464197 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5"/>   <g id="LineCollection_6">    <path clip-path="url(#p4b94ec1bed)" d="M 1015.629851 38.447257 L 1018.423881 38.116127 L 1024.01194 37.713527 L 1026.80597 40.066669 L 1032.39403 39.858268 L 1035.18806 39.686795 L 1037.98209 39.389863 L 1040.776119 41.20539 L 1043.570149 41.093879 L 1046.364179 40.500473 L 1047.247131 41.272431 L 1049.158209 42.785149 L 1051.952239 42.551195 L 1054.746269 44.750321 L 1057.540299 44.943254 L 1060.334328 44.754907 L 1063.128358 46.29999 L 1065.922388 48.057476 L 1066.564071 48.600825 L 1069.933273 51.043623 L 1071.510448 52.32745 L 1076.190657 53.486422 L 1077.098507 54.249099 L 1077.70427 55.92922 L 1080.218487 58.372018 L 1082.686567 60.012998 L 1083.603672 60.814816 L 1083.937028 63.257614 L 1086.79319 65.700413 L 1087.247152 75.471605 L 1087.735419 80.357202 L 1087.997951 82.8 L 1085.796666 85.242798 L 1086.133791 87.685596 L 1085.480597 88.286224 L 1082.686567 89.07768 L 1079.892537 89.292072 L 1077.098507 89.301707 L 1076.022596 90.128395 L 1074.304478 91.852545 L 1071.510448 92.941599 L 1065.922388 93.394106 L 1063.128358 95.798304 L 1060.334328 96.229939 L 1058.807764 97.456789 L 1058.967992 102.342386 L 1053.873318 107.227982 L 1051.952239 108.77498 L 1049.158209 109.470964 L 1048.929663 109.67078 L 1048.286594 112.113578 L 1046.364179 114.313534 L 1043.570149 115.619183 L 1042.244416 116.999175 L 1040.776119 117.99356 L 1038.821371 116.999175 L 1035.053782 114.556377 L 1032.39403 113.334977 L 1029.6 112.995686 L 1028.634982 112.113578 L 1026.80597 110.90789 L 1024.01194 110.969126 L 1021.21791 109.188015 L 1020.665732 109.67078 L 1019.10658 112.113578 L 1018.423881 112.732587 L 1016.59278 114.556377 L 1015.140047 116.999175 L 1014.579159 119.441973 L 1012.0116 121.884771 L 1005.46558 129.213166 L 1004.453731 130.097817 L 1001.659701 130.470144 L 996.071642 130.765995 L 993.277612 129.015135 L 990.483582 128.704829 L 987.689552 129.620557 L 987.202125 129.213166 L 984.895522 127.799838 L 982.101493 125.626304 L 980.129985 124.327569 L 979.649919 121.884771 L 979.307463 121.585345 L 976.48564 119.441973 L 975.824472 116.999175 L 975.703844 114.556377 L 972.663711 112.113578 L 972.239298 104.785184 L 970.925373 103.636429 L 969.177133 102.342386 L 968.131343 101.42806 L 962.356558 97.456789 L 960.442013 95.013991 L 960.343137 92.571193 L 959.749254 89.226433 L 959.542377 87.685596 L 958.912997 85.242798 L 961.403526 80.357202 L 962.073931 77.914404 L 962.543284 77.504053 L 964.032528 75.471605 L 963.868093 70.586009 L 963.97312 68.143211 L 966.64279 65.700413 L 971.611225 60.814816 L 971.280563 58.372018 L 973.719403 55.555275 L 976.513433 54.577775 L 978.47163 53.486422 L 978.388228 51.043623 L 980.568026 48.600825 L 982.101493 46.845724 L 985.02167 46.158027 L 987.689552 43.506889 L 990.483582 42.881747 L 993.277612 42.777405 L 996.071642 40.220138 L 1001.659701 39.962379 L 1007.247761 39.636948 L 1010.041791 39.356545 L 1015.629851 38.447257 L 1015.629851 38.447257 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_2">    <g id="patch_3">     <path d="M 936 140.205758 L 968.428125 140.205758 L 968.428125 128.592008 L 936 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=27 -->    <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"/>     <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(936 137.710133)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-32"/>     <use x="206.591797" xlink:href="#DejaVuSans-37"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#pc143b0ee93)">    <image height="114.72" id="imageb52e95d36b" transform="scale(1 -1)translate(0 -114.72)" width="187.44" x="749" xlink:href="data:image/png;base64,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" y="-25.88"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#pc143b0ee93)" d="M 831.223881 54.707821 L 832.620896 55.92922 L 831.223881 57.150619 L 829.826866 55.92922 L 831.223881 54.707821 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 811.665672 59.593417 L 813.062687 60.814816 L 811.665672 62.036215 L 810.268657 60.814816 L 811.665672 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 842.4 59.593417 L 845.19403 59.593417 L 847.98806 59.593417 L 850.78209 59.593417 L 853.576119 59.593417 L 854.973134 60.814816 L 856.370149 62.036215 L 857.767164 63.257614 L 859.164179 64.479014 L 861.958209 64.479014 L 864.752239 64.479014 L 866.149254 65.700413 L 867.546269 66.921812 L 870.340299 66.921812 L 871.737313 68.143211 L 873.134328 69.36461 L 874.531343 70.586009 L 874.531343 73.028807 L 875.928358 74.250206 L 877.325373 75.471605 L 875.928358 76.693005 L 873.134328 76.693005 L 870.340299 76.693005 L 867.546269 76.693005 L 866.149254 75.471605 L 864.752239 74.250206 L 863.355224 73.028807 L 861.958209 71.807408 L 860.561194 70.586009 L 859.164179 69.36461 L 856.370149 69.36461 L 854.973134 68.143211 L 853.576119 66.921812 L 850.78209 66.921812 L 847.98806 66.921812 L 845.19403 66.921812 L 842.4 66.921812 L 841.002985 68.143211 L 839.60597 69.36461 L 836.81194 69.36461 L 834.01791 69.36461 L 831.223881 69.36461 L 829.826866 70.586009 L 829.826866 73.028807 L 828.429851 74.250206 L 827.032836 75.471605 L 825.635821 76.693005 L 824.238806 77.914404 L 822.841791 79.135803 L 821.444776 80.357202 L 821.444776 82.8 L 820.047761 84.021399 L 818.650746 85.242798 L 817.253731 86.464197 L 815.856716 85.242798 L 814.459701 84.021399 L 813.062687 82.8 L 813.062687 80.357202 L 811.665672 79.135803 L 810.268657 77.914404 L 808.871642 76.693005 L 807.474627 75.471605 L 808.871642 74.250206 L 811.665672 74.250206 L 813.062687 73.028807 L 814.459701 71.807408 L 815.856716 70.586009 L 817.253731 69.36461 L 820.047761 69.36461 L 821.444776 68.143211 L 821.444776 65.700413 L 822.841791 64.479014 L 824.238806 65.700413 L 825.635821 66.921812 L 827.032836 65.700413 L 828.429851 64.479014 L 831.223881 64.479014 L 832.620896 65.700413 L 834.01791 66.921812 L 835.414925 65.700413 L 836.81194 64.479014 L 838.208955 63.257614 L 839.60597 62.036215 L 841.002985 60.814816 L 842.4 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 806.077612 66.921812 L 807.474627 68.143211 L 806.077612 69.36461 L 804.680597 68.143211 L 806.077612 66.921812 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 817.253731 103.563785 L 818.650746 104.785184 L 817.253731 106.006583 L 815.856716 104.785184 L 817.253731 103.563785 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 814.459701 106.006583 L 815.856716 107.227982 L 814.459701 108.449381 L 813.062687 107.227982 L 814.459701 106.006583 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#pc143b0ee93)" d="M 800.489552 74.250206 L 801.886567 75.471605 L 800.489552 76.693005 L 799.092537 75.471605 L 800.489552 74.250206 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 806.077612 84.021399 L 807.474627 85.242798 L 806.077612 86.464197 L 804.680597 85.242798 L 806.077612 84.021399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 825.635821 84.021399 L 827.032836 85.242798 L 827.032836 87.685596 L 825.635821 88.906995 L 824.238806 90.128395 L 822.841791 91.349794 L 821.444776 92.571193 L 822.841791 93.792592 L 824.238806 95.013991 L 824.238806 97.456789 L 822.841791 98.678188 L 820.047761 98.678188 L 818.650746 97.456789 L 818.650746 95.013991 L 818.650746 92.571193 L 818.650746 90.128395 L 820.047761 88.906995 L 821.444776 87.685596 L 822.841791 86.464197 L 824.238806 85.242798 L 825.635821 84.021399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 811.665672 86.464197 L 814.459701 86.464197 L 815.856716 87.685596 L 814.459701 88.906995 L 811.665672 88.906995 L 810.268657 87.685596 L 811.665672 86.464197 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pc143b0ee93)" d="M 825.635821 91.349794 L 827.032836 92.571193 L 825.635821 93.792592 L 824.238806 92.571193 L 825.635821 91.349794 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#pc143b0ee93)" d="M 811.665672 35.165435 L 828.429851 35.190168 L 831.223881 35.866578 L 834.01791 35.522915 L 839.60597 35.19146 L 845.19403 35.094144 L 846.964911 36.386834 L 847.98806 37.281366 L 853.576119 36.645729 L 856.370149 38.484729 L 859.164179 38.12509 L 859.970022 38.829633 L 861.958209 40.327047 L 864.752239 40.252847 L 867.546269 40.051032 L 869.174223 41.272431 L 870.340299 42.300541 L 873.134328 42.375571 L 875.437858 43.715229 L 875.928358 44.144069 L 878.722388 46.056415 L 881.516418 46.507114 L 884.310448 47.582926 L 887.104478 49.745224 L 892.692537 53.89173 L 895.83409 55.92922 L 898.280597 57.583198 L 899.182835 58.372018 L 899.376941 60.814816 L 901.074627 62.114925 L 902.381615 63.257614 L 902.491248 68.143211 L 902.850155 75.471605 L 903.047722 77.914404 L 903.368333 80.357202 L 903.47754 82.8 L 898.68311 85.242798 L 898.280597 85.594712 L 896.404431 87.685596 L 895.486567 88.488077 L 892.692537 91.398443 L 889.898507 92.012998 L 887.104478 92.288634 L 884.310448 92.828791 L 881.516418 93.204835 L 878.722388 93.395359 L 875.928358 93.752589 L 874.237613 92.571193 L 873.134328 91.61158 L 870.340299 91.349794 L 864.752239 91.688075 L 861.958209 91.684672 L 860.870171 92.571193 L 858.267776 95.013991 L 851.759674 102.342386 L 850.78209 103.19708 L 847.98806 103.370747 L 846.578769 104.785184 L 845.19403 105.99585 L 842.4 106.193592 L 841.216883 107.227982 L 841.311836 109.67078 L 841.529056 112.113578 L 839.60597 113.389454 L 836.81194 114.601495 L 834.593829 116.999175 L 834.225303 119.441973 L 834.01791 119.672409 L 832.62483 121.884771 L 830.134905 124.327569 L 827.745991 126.770367 L 825.635821 129.404425 L 822.841791 130.119444 L 820.047761 130.365875 L 817.253731 128.154409 L 814.459701 127.991767 L 806.077612 128.531706 L 803.283582 128.811508 L 800.489552 129.595465 L 800.030897 129.213166 L 797.695522 127.802904 L 794.901493 125.643981 L 789.313433 121.449685 L 786.228177 119.441973 L 785.889567 116.999175 L 782.867475 114.556377 L 783.725373 113.806323 L 785.441956 112.113578 L 785.037766 104.785184 L 783.725373 103.637769 L 780.931343 101.408121 L 778.137313 101.486612 L 775.343284 99.730084 L 773.495942 97.456789 L 773.412808 95.013991 L 772.989517 92.571193 L 773.041527 90.128395 L 772.549254 89.536628 L 770.714174 87.685596 L 770.570984 85.242798 L 771.855982 82.8 L 771.309121 80.357202 L 773.946269 75.471605 L 774.482889 73.028807 L 775.343284 72.307407 L 776.740299 70.586009 L 776.734662 68.143211 L 778.137313 66.970139 L 784.411333 60.814816 L 784.08025 58.372018 L 786.289002 55.92922 L 785.936007 53.486422 L 786.519403 52.976363 L 788.222489 51.043623 L 789.313433 50.061018 L 793.260678 46.158027 L 794.901493 44.262718 L 797.777147 43.715229 L 800.489552 40.879163 L 803.283582 40.507623 L 806.077612 37.902703 L 808.871642 37.731214 L 811.665672 35.165435 L 811.665672 35.165435 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_3">    <g id="patch_4">     <path d="M 748.8 140.205758 L 781.228125 140.205758 L 781.228125 128.592008 L 748.8 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=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(748.8 137.710133)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-33"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#p6e77bdc029)">    <image height="114.72" id="image8789b8c4dc" transform="scale(1 -1)translate(0 -114.72)" width="187.44" x="562" xlink:href="data:image/png;base64,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" y="-25.88"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#p6e77bdc029)" d="M 644.023881 69.36461 L 646.81791 69.36461 L 649.61194 69.36461 L 652.40597 69.36461 L 655.2 69.36461 L 657.99403 69.36461 L 660.78806 69.36461 L 663.58209 69.36461 L 666.376119 69.36461 L 669.170149 69.36461 L 671.964179 69.36461 L 673.361194 70.586009 L 674.758209 71.807408 L 677.552239 71.807408 L 680.346269 71.807408 L 681.743284 73.028807 L 683.140299 74.250206 L 684.537313 75.471605 L 683.140299 76.693005 L 680.346269 76.693005 L 677.552239 76.693005 L 676.155224 75.471605 L 674.758209 74.250206 L 671.964179 74.250206 L 670.567164 73.028807 L 669.170149 71.807408 L 666.376119 71.807408 L 663.58209 71.807408 L 660.78806 71.807408 L 657.99403 71.807408 L 655.2 71.807408 L 652.40597 71.807408 L 651.008955 73.028807 L 649.61194 74.250206 L 646.81791 74.250206 L 645.420896 75.471605 L 645.420896 77.914404 L 645.420896 80.357202 L 644.023881 81.578601 L 641.229851 81.578601 L 639.832836 80.357202 L 641.229851 79.135803 L 642.626866 77.914404 L 642.626866 75.471605 L 642.626866 73.028807 L 642.626866 70.586009 L 644.023881 69.36461 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 638.435821 71.807408 L 639.832836 73.028807 L 639.832836 75.471605 L 638.435821 76.693005 L 637.038806 77.914404 L 635.641791 79.135803 L 634.244776 80.357202 L 634.244776 82.8 L 632.847761 84.021399 L 631.450746 82.8 L 630.053731 81.578601 L 628.656716 80.357202 L 628.656716 77.914404 L 630.053731 76.693005 L 631.450746 75.471605 L 632.847761 74.250206 L 635.641791 74.250206 L 637.038806 73.028807 L 638.435821 71.807408 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#p6e77bdc029)" d="M 646.81791 71.807408 L 648.214925 73.028807 L 646.81791 74.250206 L 645.420896 73.028807 L 646.81791 71.807408 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 644.023881 74.250206 L 645.420896 75.471605 L 644.023881 76.693005 L 642.626866 75.471605 L 644.023881 74.250206 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 621.671642 76.693005 L 623.068657 77.914404 L 621.671642 79.135803 L 620.274627 77.914404 L 621.671642 76.693005 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 624.465672 79.135803 L 625.862687 80.357202 L 627.259701 81.578601 L 630.053731 81.578601 L 632.847761 81.578601 L 634.244776 82.8 L 634.244776 85.242798 L 634.244776 87.685596 L 632.847761 88.906995 L 631.450746 90.128395 L 632.847761 91.349794 L 634.244776 92.571193 L 632.847761 93.792592 L 630.053731 93.792592 L 628.656716 92.571193 L 627.259701 91.349794 L 625.862687 90.128395 L 624.465672 88.906995 L 623.068657 87.685596 L 621.671642 86.464197 L 620.274627 85.242798 L 620.274627 82.8 L 621.671642 81.578601 L 623.068657 80.357202 L 624.465672 79.135803 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 641.229851 79.135803 L 642.626866 80.357202 L 642.626866 82.8 L 641.229851 84.021399 L 638.435821 84.021399 L 637.038806 82.8 L 638.435821 81.578601 L 639.832836 80.357202 L 641.229851 79.135803 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p6e77bdc029)" d="M 613.289552 81.578601 L 614.686567 82.8 L 614.686567 85.242798 L 613.289552 86.464197 L 611.892537 85.242798 L 611.892537 82.8 L 613.289552 81.578601 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#p6e77bdc029)" d="M 641.229851 36.310964 L 644.023881 35.833181 L 649.61194 35.322099 L 655.2 35.148877 L 657.99403 35.094247 L 659.764908 36.386834 L 660.78806 37.281367 L 666.376119 36.645729 L 669.170149 38.484729 L 671.964179 38.12509 L 672.770023 38.829633 L 674.758209 40.32704 L 677.552239 40.252866 L 680.346269 40.051032 L 681.97434 41.272431 L 683.140299 42.300766 L 685.934328 42.376851 L 688.131875 43.715229 L 688.728358 44.23673 L 691.522388 44.41184 L 694.316418 45.564652 L 697.110448 47.778836 L 699.904478 48.011745 L 701.186671 48.600825 L 702.347812 51.043623 L 705.492537 53.867809 L 708.633037 55.92922 L 711.080597 57.584726 L 711.981087 58.372018 L 712.308345 63.257614 L 715.271642 65.700413 L 715.378991 70.586009 L 715.729678 77.914404 L 713.183826 80.357202 L 710.98772 82.8 L 711.28091 85.242798 L 711.762797 87.685596 L 711.080597 88.282039 L 709.212678 90.128395 L 709.432021 92.571193 L 708.286567 93.768097 L 705.492537 94.006077 L 704.339703 95.013991 L 702.698507 96.839153 L 699.904478 95.293214 L 697.110448 95.12108 L 694.316418 95.811359 L 691.522388 93.558579 L 688.728358 93.744103 L 687.053697 92.571193 L 685.934328 91.638746 L 683.140299 89.537921 L 680.346269 88.940299 L 674.758209 89.466989 L 671.964179 89.521199 L 671.144697 90.128395 L 669.170149 92.014619 L 667.892195 92.571193 L 666.376119 93.104071 L 663.58209 95.306216 L 661.674441 97.456789 L 660.78806 98.231745 L 659.216467 99.899587 L 656.587813 102.342386 L 656.687028 104.785184 L 654.020003 107.227982 L 654.310951 112.113578 L 654.585152 114.556377 L 652.40597 115.818275 L 650.08536 116.999175 L 649.61194 117.390773 L 647.813122 119.441973 L 645.36748 121.884771 L 640.537587 126.770367 L 636.287686 131.655964 L 635.641791 132.220665 L 632.847761 132.706906 L 627.259701 132.883171 L 625.718878 131.655964 L 625.37608 129.213166 L 624.465672 128.417203 L 621.671642 128.271969 L 618.617879 126.770367 L 616.083582 124.899879 L 613.289552 124.521831 L 612.975419 124.327569 L 610.495522 123.217667 L 607.701493 120.964998 L 604.907463 120.516487 L 601.984283 119.441973 L 601.532669 116.999175 L 598.446912 114.556377 L 598.247383 112.113578 L 596.525373 110.799394 L 595.234485 109.67078 L 595.128358 104.785184 L 594.812835 102.342386 L 593.731343 101.396846 L 590.937313 101.491119 L 588.143284 99.731469 L 586.297172 97.456789 L 586.207933 95.013991 L 585.813373 92.571193 L 585.764788 90.128395 L 583.925091 87.685596 L 582.555224 86.547252 L 581.504183 85.242798 L 582.555224 83.868869 L 583.554788 82.8 L 584.381597 80.357202 L 583.99307 77.914404 L 585.104063 75.471605 L 585.349254 75.257237 L 586.746269 73.028807 L 587.120884 70.586009 L 588.143284 69.728142 L 589.501867 68.143211 L 589.390925 65.700413 L 592.113786 63.257614 L 593.731343 61.487214 L 594.50042 60.814816 L 594.193672 58.372018 L 601.045053 51.043623 L 602.113433 49.909671 L 604.907463 49.50323 L 606.026008 48.600825 L 608.63445 46.158027 L 610.495522 43.957778 L 613.289552 43.185848 L 618.877612 42.760959 L 621.671642 40.218421 L 624.465672 40.046766 L 627.259701 37.580429 L 632.847761 37.372654 L 635.641791 37.164393 L 638.435821 36.835961 L 641.229851 36.310964 L 641.229851 36.310964 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_4">    <g id="patch_5">     <path d="M 561.6 140.205758 L 586.393125 140.205758 L 586.393125 128.592008 L 561.6 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=0 -->    <g style="fill:#ffffff;" transform="translate(561.6 137.710133)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-78"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-30"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#p8bb763c427)">    <image height="114.96" id="image920e73167f" transform="scale(1 -1)translate(0 -114.96)" width="186.96" x="374" xlink:href="data:image/png;base64,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" y="-25.64"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#p8bb763c427)" d="M 468 57.150619 L 469.397015 58.372018 L 468 59.593417 L 466.602985 58.372018 L 468 57.150619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 440.059701 59.593417 L 441.456716 60.814816 L 440.059701 62.036215 L 438.662687 60.814816 L 440.059701 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 476.38209 59.593417 L 477.779104 60.814816 L 479.176119 62.036215 L 481.970149 62.036215 L 483.367164 63.257614 L 484.764179 64.479014 L 487.558209 64.479014 L 490.352239 64.479014 L 491.749254 65.700413 L 493.146269 66.921812 L 494.543284 68.143211 L 495.940299 69.36461 L 498.734328 69.36461 L 500.131343 70.586009 L 500.131343 73.028807 L 500.131343 75.471605 L 498.734328 76.693005 L 495.940299 76.693005 L 494.543284 75.471605 L 493.146269 74.250206 L 490.352239 74.250206 L 487.558209 74.250206 L 486.161194 73.028807 L 486.161194 70.586009 L 484.764179 69.36461 L 481.970149 69.36461 L 479.176119 69.36461 L 476.38209 69.36461 L 474.985075 68.143211 L 473.58806 66.921812 L 470.79403 66.921812 L 468 66.921812 L 465.20597 66.921812 L 463.808955 68.143211 L 462.41194 69.36461 L 459.61791 69.36461 L 456.823881 69.36461 L 454.029851 69.36461 L 452.632836 70.586009 L 452.632836 73.028807 L 451.235821 74.250206 L 449.838806 75.471605 L 448.441791 76.693005 L 447.044776 77.914404 L 447.044776 80.357202 L 445.647761 81.578601 L 442.853731 81.578601 L 441.456716 82.8 L 441.456716 85.242798 L 440.059701 86.464197 L 438.662687 85.242798 L 437.265672 84.021399 L 435.868657 82.8 L 434.471642 81.578601 L 433.074627 80.357202 L 433.074627 77.914404 L 433.074627 75.471605 L 434.471642 74.250206 L 435.868657 73.028807 L 437.265672 71.807408 L 440.059701 71.807408 L 441.456716 70.586009 L 442.853731 69.36461 L 444.250746 68.143211 L 445.647761 66.921812 L 448.441791 66.921812 L 451.235821 66.921812 L 452.632836 65.700413 L 454.029851 64.479014 L 456.823881 64.479014 L 458.220896 63.257614 L 459.61791 62.036215 L 462.41194 62.036215 L 465.20597 62.036215 L 468 62.036215 L 470.79403 62.036215 L 473.58806 62.036215 L 474.985075 60.814816 L 476.38209 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 431.677612 62.036215 L 434.471642 62.036215 L 435.868657 63.257614 L 434.471642 64.479014 L 431.677612 64.479014 L 430.280597 63.257614 L 431.677612 62.036215 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 442.853731 62.036215 L 444.250746 63.257614 L 442.853731 64.479014 L 441.456716 63.257614 L 442.853731 62.036215 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 426.089552 64.479014 L 428.883582 64.479014 L 430.280597 65.700413 L 430.280597 68.143211 L 430.280597 70.586009 L 428.883582 71.807408 L 427.486567 70.586009 L 426.089552 69.36461 L 424.692537 68.143211 L 424.692537 65.700413 L 426.089552 64.479014 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 431.677612 71.807408 L 433.074627 73.028807 L 431.677612 74.250206 L 430.280597 73.028807 L 431.677612 71.807408 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 420.501493 76.693005 L 423.295522 76.693005 L 424.692537 77.914404 L 424.692537 80.357202 L 423.295522 81.578601 L 421.898507 80.357202 L 420.501493 79.135803 L 419.104478 77.914404 L 420.501493 76.693005 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 423.295522 88.906995 L 424.692537 90.128395 L 423.295522 91.349794 L 421.898507 90.128395 L 423.295522 88.906995 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#p8bb763c427)" d="M 456.823881 66.921812 L 458.220896 68.143211 L 458.220896 70.586009 L 456.823881 71.807408 L 455.426866 70.586009 L 455.426866 68.143211 L 456.823881 66.921812 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 465.20597 66.921812 L 466.602985 68.143211 L 466.602985 70.586009 L 465.20597 71.807408 L 463.808955 70.586009 L 463.808955 68.143211 L 465.20597 66.921812 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 420.501493 84.021399 L 421.898507 85.242798 L 420.501493 86.464197 L 419.104478 85.242798 L 420.501493 84.021399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 428.883582 84.021399 L 431.677612 84.021399 L 433.074627 85.242798 L 431.677612 86.464197 L 428.883582 86.464197 L 427.486567 85.242798 L 428.883582 84.021399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 451.235821 84.021399 L 454.029851 84.021399 L 455.426866 85.242798 L 454.029851 86.464197 L 451.235821 86.464197 L 449.838806 85.242798 L 451.235821 84.021399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 442.853731 91.349794 L 444.250746 92.571193 L 442.853731 93.792592 L 441.456716 92.571193 L 442.853731 91.349794 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 451.235821 91.349794 L 452.632836 92.571193 L 451.235821 93.792592 L 449.838806 92.571193 L 451.235821 91.349794 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p8bb763c427)" d="M 445.647761 96.23539 L 447.044776 97.456789 L 445.647761 98.678188 L 444.250746 97.456789 L 445.647761 96.23539 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#p8bb763c427)" d="M 437.265672 35.165435 L 462.41194 35.327072 L 468 35.154142 L 470.79403 35.092814 L 472.564914 36.386834 L 473.58806 37.281362 L 479.176119 36.646451 L 481.970149 38.459568 L 487.558209 37.878754 L 490.352239 40.185247 L 495.940299 40.00519 L 497.756026 41.272431 L 498.734328 42.127753 L 501.528358 44.21412 L 504.322388 44.417032 L 507.116418 45.554102 L 507.822384 46.158027 L 511.175851 48.600825 L 518.292537 53.880196 L 521.086567 55.522716 L 521.551519 55.92922 L 521.99393 58.372018 L 524.960368 60.814816 L 525.114868 63.257614 L 528.071642 65.700413 L 528.178488 70.586009 L 528.443866 75.471605 L 528.689051 77.914404 L 528.734119 80.357202 L 526.316119 82.8 L 524.198139 85.242798 L 524.543379 87.685596 L 523.880597 88.265062 L 522.008525 90.128395 L 522.235242 92.571193 L 521.086567 93.731009 L 518.292537 94.1676 L 515.498507 94.373032 L 512.704478 94.96903 L 509.910448 93.209373 L 507.116418 93.070789 L 504.322388 93.60493 L 502.905899 92.571193 L 501.528358 91.411334 L 498.734328 91.349794 L 496.614524 90.128395 L 495.940299 89.538925 L 493.146269 88.930668 L 490.352239 89.285905 L 487.558209 89.213084 L 486.342643 90.128395 L 483.741763 92.571193 L 479.176119 97.601849 L 477.199849 99.899587 L 476.38209 100.614548 L 474.768201 102.342386 L 473.58806 103.374174 L 470.79403 103.51966 L 469.422895 104.785184 L 469.585416 107.227982 L 464.656263 112.113578 L 462.41194 114.745581 L 459.61791 116.289402 L 457.961178 116.999175 L 456.823881 119.646318 L 454.405156 121.884771 L 454.029851 122.034743 L 451.235821 123.747985 L 450.675696 124.327569 L 448.441791 127.019998 L 445.647761 127.903177 L 440.059701 128.024714 L 434.471642 128.29319 L 428.883582 128.815664 L 426.089552 129.579765 L 425.635425 129.213166 L 423.295522 127.617841 L 420.501493 127.723906 L 415.542177 124.327569 L 415.204556 121.884771 L 414.913433 121.630245 L 409.325373 117.671969 L 408.555843 116.999175 L 408.459904 114.556377 L 408.106124 109.67078 L 408.001599 107.227982 L 407.694943 104.785184 L 406.531343 103.767858 L 403.737313 101.607444 L 400.943284 101.767662 L 397.756489 99.899587 L 396.303973 97.456789 L 396.186401 95.013991 L 395.355224 89.38182 L 395.024446 87.685596 L 394.784378 85.242798 L 394.262619 82.8 L 395.355224 81.186927 L 396.098885 80.357202 L 397.009409 77.914404 L 396.752239 75.471605 L 397.681602 73.028807 L 398.149254 72.619943 L 399.546269 70.586009 L 399.74915 68.143211 L 400.943284 67.171094 L 404.779321 63.257614 L 404.559094 60.814816 L 407.147501 58.372018 L 409.233127 55.92922 L 408.832102 53.486422 L 409.325373 53.055158 L 411.157446 51.043623 L 412.119403 50.202592 L 414.913433 47.30816 L 417.707463 47.030695 L 418.730378 46.158027 L 420.501493 44.268106 L 423.383376 43.715229 L 426.089552 40.879287 L 428.883582 40.5076 L 431.677612 37.902703 L 434.471642 37.731214 L 437.265672 35.165435 L 437.265672 35.165435 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_5">    <g id="patch_6">     <path d="M 374.4 140.205758 L 411.1575 140.205758 L 411.1575 128.592008 L 374.4 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-13 -->    <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(374.4 137.710133)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-33"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p332b91581f)">    <image height="114.96" id="imageece38b71e7" transform="scale(1 -1)translate(0 -114.96)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-25.64"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p332b91581f)" d="M 266.829851 59.593417 L 269.623881 59.593417 L 272.41791 59.593417 L 275.21194 59.593417 L 278.00597 59.593417 L 279.402985 60.814816 L 280.8 62.036215 L 282.197015 63.257614 L 283.59403 64.479014 L 286.38806 64.479014 L 289.18209 64.479014 L 291.976119 64.479014 L 293.373134 65.700413 L 294.770149 66.921812 L 296.167164 68.143211 L 294.770149 69.36461 L 293.373134 70.586009 L 291.976119 71.807408 L 290.579104 73.028807 L 289.18209 74.250206 L 286.38806 74.250206 L 283.59403 74.250206 L 280.8 74.250206 L 278.00597 74.250206 L 276.608955 75.471605 L 275.21194 76.693005 L 272.41791 76.693005 L 269.623881 76.693005 L 268.226866 75.471605 L 268.226866 73.028807 L 266.829851 71.807408 L 265.432836 73.028807 L 264.035821 74.250206 L 261.241791 74.250206 L 259.844776 75.471605 L 259.844776 77.914404 L 261.241791 79.135803 L 264.035821 79.135803 L 265.432836 80.357202 L 266.829851 81.578601 L 268.226866 82.8 L 268.226866 85.242798 L 266.829851 86.464197 L 264.035821 86.464197 L 262.638806 85.242798 L 261.241791 84.021399 L 258.447761 84.021399 L 257.050746 85.242798 L 255.653731 86.464197 L 254.256716 87.685596 L 252.859701 88.906995 L 250.065672 88.906995 L 247.271642 88.906995 L 244.477612 88.906995 L 243.080597 87.685596 L 241.683582 86.464197 L 240.286567 85.242798 L 238.889552 84.021399 L 237.492537 82.8 L 237.492537 80.357202 L 237.492537 77.914404 L 238.889552 76.693005 L 240.286567 75.471605 L 240.286567 73.028807 L 240.286567 70.586009 L 241.683582 69.36461 L 243.080597 68.143211 L 243.080597 65.700413 L 244.477612 64.479014 L 245.874627 63.257614 L 247.271642 62.036215 L 248.668657 63.257614 L 248.668657 65.700413 L 250.065672 66.921812 L 252.859701 66.921812 L 254.256716 65.700413 L 254.256716 63.257614 L 255.653731 62.036215 L 258.447761 62.036215 L 261.241791 62.036215 L 264.035821 62.036215 L 265.432836 60.814816 L 266.829851 59.593417 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p332b91581f)" d="M 303.152239 66.921812 L 305.946269 66.921812 L 307.343284 68.143211 L 305.946269 69.36461 L 303.152239 69.36461 L 301.755224 68.143211 L 303.152239 66.921812 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p332b91581f)" d="M 247.271642 91.349794 L 248.668657 92.571193 L 247.271642 93.792592 L 245.874627 92.571193 L 247.271642 91.349794 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17"/>   <g id="LineCollection_18">    <path clip-path="url(#p332b91581f)" d="M 266.829851 36.280962 L 269.623881 35.919267 L 270.158676 36.386834 L 272.41791 37.884153 L 278.00597 37.608233 L 280.8 39.954081 L 283.59403 39.872396 L 289.18209 39.431916 L 291.976119 38.972658 L 294.770149 40.848453 L 297.564179 40.531677 L 298.411441 41.272431 L 300.358209 42.786614 L 303.152239 42.552005 L 304.730894 43.715229 L 305.946269 44.79342 L 308.740299 44.936628 L 310.914363 46.158027 L 311.534328 46.700058 L 314.328358 47.146763 L 317.122388 48.248488 L 322.710448 49.859972 L 325.504478 52.044822 L 331.092537 56.012908 L 333.886567 57.740848 L 334.608489 58.372018 L 334.990143 60.814816 L 337.893033 63.257614 L 338.261321 70.586009 L 341.116666 73.028807 L 341.343561 77.914404 L 338.855026 80.357202 L 339.214762 82.8 L 336.680597 85.607191 L 333.886567 88.599353 L 331.092537 89.065038 L 329.844347 90.128395 L 328.298507 91.838635 L 325.504478 90.57881 L 319.916418 93.334393 L 317.122388 93.40785 L 311.534328 93.737086 L 308.740299 93.792592 L 307.103808 95.013991 L 307.374838 102.342386 L 305.946269 103.870899 L 304.900526 104.785184 L 297.564179 112.933445 L 294.770149 114.964498 L 291.976119 115.84989 L 290.96894 116.999175 L 289.18209 118.180001 L 286.793906 116.999175 L 286.38806 116.664032 L 283.123325 114.556377 L 280.8 112.955518 L 279.837004 112.113578 L 275.21194 108.59182 L 272.41791 109.110011 L 269.623881 108.894295 L 266.829851 107.373534 L 265.505933 109.67078 L 265.279138 112.113578 L 264.035821 113.392716 L 263.068846 114.556377 L 263.888155 116.999175 L 263.159444 119.441973 L 261.575023 121.884771 L 261.447533 124.327569 L 261.241791 124.507448 L 258.447761 125.439015 L 256.473474 126.770367 L 255.653731 127.487062 L 252.859701 128.066819 L 250.065672 127.991767 L 248.668657 129.213166 L 247.271642 130.712135 L 244.477612 129.130675 L 241.683582 128.872398 L 238.889552 127.399254 L 236.095522 127.452607 L 235.135154 126.770367 L 233.301493 125.674319 L 230.507463 123.486746 L 228.084442 121.884771 L 227.377025 119.441973 L 226.680727 112.113578 L 223.724557 109.67078 L 223.43927 104.785184 L 222.125373 103.636454 L 220.377047 102.342386 L 219.331343 101.428135 L 213.556539 97.456789 L 211.642 95.013991 L 211.543198 92.571193 L 210.949254 89.223992 L 210.743799 87.685596 L 210.109906 85.242798 L 212.778972 80.357202 L 212.419 77.914404 L 213.080652 75.471605 L 213.743284 74.892272 L 215.140299 73.028807 L 215.282315 70.586009 L 216.537313 69.535724 L 217.898097 68.143211 L 217.54649 65.700413 L 217.586538 63.257614 L 220.217924 60.814816 L 224.919403 55.561158 L 227.005749 53.486422 L 226.853347 51.043623 L 227.713433 50.077968 L 230.507463 49.516032 L 231.637366 48.600825 L 234.236255 46.158027 L 236.095522 43.971256 L 238.889552 43.155966 L 241.683582 43.010853 L 244.477612 40.365403 L 247.271642 40.139755 L 250.065672 37.608198 L 255.653731 37.505844 L 261.241791 37.163082 L 264.035821 36.840989 L 266.829851 36.280962 L 266.829851 36.280962 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_6">    <g id="patch_7">     <path d="M 187.2 140.205758 L 223.9575 140.205758 L 223.9575 128.592008 L 187.2 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-27 -->    <g style="fill:#ffffff;" transform="translate(187.2 137.710133)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-32"/>     <use x="242.675781" xlink:href="#DejaVuSans-37"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p0efb051a05)">    <image height="114.96" id="image0f256c99f8" transform="scale(1 -1)translate(0 -114.96)" width="187.44" x="0" xlink:href="data:image/png;base64,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" y="-25.64"/>   </g>   <g id="LineCollection_19"/>   <g id="LineCollection_20"/>   <g id="LineCollection_21">    <path clip-path="url(#p0efb051a05)" d="M 79.629851 40.875586 L 85.21791 40.253648 L 88.01194 42.590323 L 96.39403 42.316074 L 99.18806 42.094638 L 101.98209 43.896673 L 104.776119 44.10547 L 107.570149 43.230527 L 108.151849 43.715229 L 110.364179 45.309036 L 113.158209 45.156831 L 114.60259 46.158027 L 115.952239 47.255273 L 118.746269 47.379426 L 120.96411 48.600825 L 121.540299 49.121672 L 127.128358 50.55078 L 127.66137 51.043623 L 129.922388 52.680921 L 132.716418 54.037416 L 135.510448 54.834165 L 137.614767 58.372018 L 138.304478 58.86613 L 143.892537 62.518073 L 144.738412 63.257614 L 145.277512 65.700413 L 147.96397 68.143211 L 148.293551 73.028807 L 148.667702 77.914404 L 146.571998 80.357202 L 144.2845 82.8 L 144.202954 85.242798 L 143.892537 85.599761 L 141.098507 87.180088 L 138.304478 87.11747 L 135.510448 89.313742 L 134.709895 90.128395 L 132.654103 92.571193 L 129.922388 93.534909 L 124.334328 93.735316 L 121.540299 96.048399 L 120.031642 97.456789 L 120.179428 102.342386 L 118.746269 103.870923 L 117.700553 104.785184 L 115.357287 107.227982 L 113.158209 109.04494 L 110.364179 109.995531 L 107.570149 113.193203 L 104.776119 115.312398 L 101.98209 116.45797 L 99.18806 117.253698 L 98.89694 116.999175 L 96.39403 115.777776 L 93.6 115.244202 L 92.870214 114.556377 L 89.787255 112.113578 L 89.569229 109.67078 L 88.01194 108.543827 L 86.649965 107.227982 L 86.183651 104.785184 L 85.21791 104.01065 L 79.629851 104.837511 L 76.835821 105.343701 L 75.133314 107.227982 L 74.041791 108.263268 L 72.740588 109.67078 L 73.147106 112.113578 L 73.270825 114.556377 L 73.745299 116.999175 L 73.403014 119.441973 L 71.090859 121.884771 L 68.453731 123.10617 L 66.422896 124.327569 L 65.659701 125.011107 L 62.865672 125.693428 L 60.071642 125.88904 L 57.277612 124.829447 L 56.692248 124.327569 L 54.483582 122.658434 L 51.515388 121.884771 L 48.895522 120.133893 L 48.513043 119.441973 L 48.151815 114.556377 L 45.828574 112.113578 L 44.797629 109.67078 L 44.824337 107.227982 L 44.674912 104.785184 L 44.704478 102.342386 L 43.307463 100.879068 L 37.719403 101.120986 L 36.138151 99.899587 L 35.894258 97.456789 L 34.925373 96.609701 L 32.908888 95.013991 L 32.747833 92.571193 L 31.54417 85.242798 L 31.082429 80.357202 L 30.786902 75.471605 L 30.88925 73.028807 L 33.528358 70.586009 L 36.176324 68.143211 L 35.847974 63.257614 L 40.406658 58.372018 L 40.316682 55.92922 L 40.513433 55.756699 L 42.263536 53.486422 L 44.749368 51.043623 L 46.101493 49.454897 L 49.038268 48.600825 L 51.689552 46.130398 L 54.483582 45.380994 L 57.277612 42.932867 L 60.071642 42.558128 L 65.659701 42.404475 L 71.247761 42.073409 L 74.041791 41.790203 L 79.629851 40.875586 L 79.629851 40.875586 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_7">    <g id="patch_8">     <path d="M 0 140.205758 L 36.7575 140.205758 L 36.7575 128.592008 L 0 128.592008 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- x=-40 -->    <g style="fill:#ffffff;" transform="translate(0 137.710133)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-78"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-2d"/>     <use x="179.052734" xlink:href="#DejaVuSans-34"/>     <use x="242.675781" xlink:href="#DejaVuSans-30"/>    </g>   </g>  </g> </g> <defs>  <clipPath id="pb8c7eaa0d7">   <rect height="165.6" width="1310.4" x="0" y="0"/>  </clipPath>  <clipPath id="pbcb4ce5ce3">   <rect height="114.811515" width="187.2" x="1123.2" y="25.394242"/>  </clipPath>  <clipPath id="p4b94ec1bed">   <rect height="114.811515" width="187.2" x="936" y="25.394242"/>  </clipPath>  <clipPath id="pc143b0ee93">   <rect height="114.811515" width="187.2" x="748.8" y="25.394242"/>  </clipPath>  <clipPath id="p6e77bdc029">   <rect height="114.811515" width="187.2" x="561.6" y="25.394242"/>  </clipPath>  <clipPath id="p8bb763c427">   <rect height="114.811515" width="187.2" x="374.4" y="25.394242"/>  </clipPath>  <clipPath id="p332b91581f">   <rect height="114.811515" width="187.2" x="187.2" y="25.394242"/>  </clipPath>  <clipPath id="p0efb051a05">   <rect height="114.811515" width="187.2" x="0" y="25.394242"/>  </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-3dd553cc-fd36-487b-ad28-593e49f1162d">  <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(#p3618efa2d9)">    <image height="165.6" id="imagea804a8879c" 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(#p1c5379dbf8)">    <image height="101.76" id="imagee5b1057ceb" transform="scale(1 -1)translate(0 -101.76)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-31.84"/>   </g>   <g id="LineCollection_1"/>   <g id="LineCollection_2"/>   <g id="LineCollection_3">    <path clip-path="url(#p1c5379dbf8)" d="M 70.5375 51.338368 L 73.0125 51.338369 L 74.202266 52.484247 L 75.4875 53.466167 L 77.9625 53.768855 L 80.4375 53.64447 L 82.9125 53.65211 L 85.3875 53.776271 L 87.8625 53.77863 L 90.3375 53.77863 L 92.8125 53.908421 L 93.609444 54.649658 L 95.2875 56.100751 L 96.22483 56.815069 L 97.7625 57.782496 L 100.2375 58.446796 L 100.928118 58.98048 L 102.7125 59.972263 L 105.1875 60.854074 L 105.521039 61.145891 L 107.592502 63.311302 L 107.6625 63.372544 L 109.296969 65.476713 L 109.428042 67.642124 L 110.1375 68.262838 L 111.376317 69.807535 L 111.382458 71.972945 L 111.540745 74.138356 L 112.6125 75.069871 L 113.856619 76.303767 L 113.620367 78.469178 L 113.524844 80.634589 L 113.331673 82.8 L 113.090569 84.965411 L 112.775977 87.130822 L 112.6125 87.879242 L 112.339285 89.296233 L 112.093118 91.461644 L 111.750823 93.627055 L 111.375 95.792465 L 110.1375 96.925818 L 108.942505 97.957876 L 107.6625 99.027101 L 106.360161 100.123287 L 105.1875 101.149264 L 102.7125 101.148614 L 101.473245 102.288698 L 101.407108 104.454109 L 101.29693 106.61952 L 101.216585 108.784931 L 100.841081 110.950342 L 100.2375 111.478423 L 98.372793 113.115753 L 97.787119 115.281164 L 97.7625 115.302703 L 95.2875 116.287882 L 92.8125 117.059114 L 90.3375 117.067559 L 87.8625 117.060894 L 85.3875 117.063281 L 82.9125 116.114796 L 80.4375 115.381257 L 77.9625 117.094674 L 75.4875 117.056429 L 75.041575 117.446575 L 73.0125 119.013299 L 70.795382 117.446575 L 70.5375 117.22095 L 68.0625 117.227471 L 65.5875 117.067792 L 63.1125 116.354803 L 60.6375 116.303256 L 60.320972 115.281164 L 60.106815 113.115753 L 59.849043 110.950342 L 58.1625 109.475854 L 57.372796 108.784931 L 57.060588 106.61952 L 57.003716 104.454109 L 56.925 102.288698 L 55.6875 101.149821 L 54.514203 100.123287 L 53.2125 98.895603 L 52.140706 97.957876 L 50.7375 96.845133 L 49.534333 95.792465 L 49.134631 93.627055 L 48.75366 91.461644 L 48.734516 89.296233 L 48.2625 88.903186 L 46.138488 87.130822 L 45.7875 86.823738 L 44.51645 84.965411 L 44.501787 82.8 L 44.55 80.634589 L 44.742591 78.469178 L 44.542842 76.303767 L 45.7875 75.070152 L 46.852515 74.138356 L 47.021808 71.972945 L 46.878147 69.807535 L 46.7446 67.642124 L 48.2625 65.925452 L 48.775396 65.476713 L 48.876385 63.311302 L 50.422437 61.145891 L 50.7375 60.870238 L 53.038215 58.98048 L 53.2125 58.82755 L 55.195788 56.815069 L 55.6875 56.254528 L 58.1625 56.112465 L 59.875621 54.649658 L 60.6375 53.793656 L 63.1125 53.776403 L 65.5875 53.771289 L 68.0625 53.460962 L 69.341737 52.484247 L 70.5375 51.338368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_1">    <g id="patch_2">     <path d="M 15.84 48.615309 L 22.52625 48.615309 L 22.52625 37.001559 L 15.84 37.001559 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 46.119684)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 48.615309 L 142.56 48.615309 L 142.56 37.001559 L 134.221875 37.001559 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 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_3">    <g id="patch_4">     <path d="M 0 133.687156 L 36.7575 133.687156 L 36.7575 122.073406 L 0 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=-41 -->    <defs>     <path d="M 32.171875 -5.078125 Q 28.375 -14.84375 24.75 -17.8125 Q 21.140625 -20.796875 15.09375 -20.796875 L 7.90625 -20.796875 L 7.90625 -13.28125 L 13.1875 -13.28125 Q 16.890625 -13.28125 18.9375 -11.515625 Q 21 -9.765625 23.484375 -3.21875 L 25.09375 0.875 L 2.984375 54.6875 L 12.5 54.6875 L 29.59375 11.921875 L 46.6875 54.6875 L 56.203125 54.6875 z" id="DejaVuSans-79"/>     <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/>     <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/>     <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/>     <path d="M 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(0 131.191531)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-2d"/>     <use x="179.052734" xlink:href="#DejaVuSans-34"/>     <use x="242.675781" xlink:href="#DejaVuSans-31"/>    </g>   </g>  </g>  <g id="axes_3">   <g clip-path="url(#p5f7dbd7cb7)">    <image height="101.76" id="imagec0f459945c" transform="scale(1 -1)translate(0 -101.76)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-31.84"/>   </g>   <g id="LineCollection_4">    <path clip-path="url(#p5f7dbd7cb7)" d="M 228.9375 66.559418 L 230.175 67.642124 L 230.175 69.807535 L 230.175 71.972945 L 228.9375 73.055651 L 226.4625 73.055651 L 225.225 71.972945 L 225.225 69.807535 L 226.4625 68.724829 L 227.7 67.642124 L 228.9375 66.559418 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 251.2125 68.724829 L 252.45 69.807535 L 251.2125 70.89024 L 249.975 69.807535 L 251.2125 68.724829 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 219.0375 70.89024 L 220.275 71.972945 L 220.275 74.138356 L 220.275 76.303767 L 221.5125 77.386473 L 222.75 76.303767 L 223.9875 75.221062 L 225.225 76.303767 L 226.4625 77.386473 L 227.7 78.469178 L 226.4625 79.551884 L 225.225 80.634589 L 225.225 82.8 L 225.225 84.965411 L 223.9875 86.048116 L 221.5125 86.048116 L 219.0375 86.048116 L 217.8 84.965411 L 217.8 82.8 L 217.8 80.634589 L 217.8 78.469178 L 217.8 76.303767 L 217.8 74.138356 L 217.8 71.972945 L 219.0375 70.89024 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 256.1625 73.055651 L 257.4 74.138356 L 257.4 76.303767 L 257.4 78.469178 L 256.1625 79.551884 L 253.6875 79.551884 L 252.45 78.469178 L 252.45 76.303767 L 253.6875 75.221062 L 254.925 74.138356 L 256.1625 73.055651 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 251.2125 86.048116 L 252.45 87.130822 L 252.45 89.296233 L 251.2125 90.378938 L 249.975 89.296233 L 249.975 87.130822 L 251.2125 86.048116 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_5">    <path clip-path="url(#p5f7dbd7cb7)" d="M 241.3125 70.89024 L 242.55 71.972945 L 241.3125 73.055651 L 240.075 71.972945 L 241.3125 70.89024 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 248.7375 75.221062 L 249.975 76.303767 L 248.7375 77.386473 L 247.5 76.303767 L 248.7375 75.221062 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 228.9375 83.882705 L 230.175 84.965411 L 228.9375 86.048116 L 227.7 84.965411 L 228.9375 83.882705 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 236.3625 86.048116 L 237.6 87.130822 L 236.3625 88.213527 L 235.125 87.130822 L 236.3625 86.048116 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#p5f7dbd7cb7)" d="M 223.9875 92.544349 L 225.225 93.627055 L 223.9875 94.70976 L 222.75 93.627055 L 223.9875 92.544349 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_6">    <path clip-path="url(#p5f7dbd7cb7)" d="M 223.9875 45.404307 L 228.9375 45.310032 L 236.3625 45.37649 L 238.8375 47.470543 L 241.3125 45.369514 L 243.7875 45.402746 L 248.7375 45.310453 L 253.6875 45.376361 L 256.1625 47.414588 L 258.6375 47.426484 L 261.1125 49.724249 L 263.5875 50.006255 L 263.944771 50.318836 L 266.181255 52.484247 L 268.5375 53.931133 L 271.0125 54.881684 L 273.4875 57.414553 L 275.307634 58.98048 L 275.418867 61.145891 L 275.9625 61.75601 L 276.996475 63.311302 L 277.451607 65.476713 L 277.278853 67.642124 L 278.4375 69.007724 L 279.271049 69.807535 L 279.675 71.972945 L 279.461789 78.469178 L 279.228331 80.634589 L 279.364112 82.8 L 278.4375 83.648663 L 277.224165 84.965411 L 277.732965 87.130822 L 277.397643 89.296233 L 277.2 91.461644 L 277.2 93.627055 L 275.9625 95.871008 L 273.297882 97.957876 L 272.25 100.123287 L 272.153549 104.454109 L 272.067082 106.61952 L 271.863612 108.784931 L 271.935693 110.950342 L 270.024789 113.115753 L 269.518551 115.281164 L 268.5375 116.199665 L 266.0625 118.224028 L 264.853468 119.611985 L 263.5875 121.431539 L 261.1125 123.643182 L 258.6375 123.492885 L 256.1625 123.492194 L 253.6875 124.081208 L 251.2125 123.492148 L 246.2625 123.586759 L 243.7875 121.4483 L 241.3125 121.292862 L 238.8375 120.119308 L 236.3625 121.461814 L 233.8875 119.830244 L 231.4125 123.902466 L 228.9375 123.590443 L 223.9875 123.536831 L 221.5125 124.093906 L 219.0375 123.640735 L 216.5625 123.649961 L 214.0875 122.295601 L 213.495208 121.777396 L 212.808902 119.611985 L 211.6125 118.132385 L 210.863786 117.446575 L 209.1375 115.012782 L 207.582064 113.115753 L 206.6625 112.226472 L 205.515613 110.950342 L 205.425 106.61952 L 205.425 102.288698 L 204.577797 100.123287 L 204.1875 99.787414 L 199.075716 95.792465 L 198 93.627055 L 198.000061 91.461644 L 196.815297 89.296233 L 197.004849 87.130822 L 196.7625 86.774332 L 195.916441 84.965411 L 195.470094 82.8 L 195.555862 80.634589 L 195.757871 78.469178 L 195.543627 74.138356 L 195.513895 69.807535 L 195.80096 67.642124 L 196.7625 66.753369 L 197.932536 65.476713 L 198.173635 63.311302 L 199.2375 61.74927 L 199.845866 61.145891 L 199.869014 58.98048 L 200.480517 56.815069 L 201.7125 54.915953 L 202.253387 54.649658 L 204.1875 53.930794 L 206.6625 52.439861 L 209.1375 51.924753 L 211.6125 49.630038 L 214.0875 47.668972 L 216.5625 47.728346 L 219.0375 47.529034 L 221.5125 47.532693 L 223.9875 45.404307 L 223.9875 45.404307 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_4">    <g id="patch_5">     <path d="M 174.24 48.615309 L 180.92625 48.615309 L 180.92625 37.001559 L 174.24 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(174.24 46.119684)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 48.615309 L 300.96 48.615309 L 300.96 37.001559 L 292.621875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(292.621875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_6">    <g id="patch_7">     <path d="M 158.4 133.687156 L 195.1575 133.687156 L 195.1575 122.073406 L 158.4 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=-19 -->    <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(158.4 131.191531)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-31"/>     <use x="242.675781" xlink:href="#DejaVuSans-39"/>    </g>   </g>  </g>  <g id="axes_4">   <g clip-path="url(#pf90ff9e19d)">    <image height="101.76" id="image1912dcd37e" transform="scale(1 -1)translate(0 -101.76)" width="158.64" x="317" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAGoCAYAAAAXXR5JAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3UuPXWdaNuAnrrLr5CrXweVjnINDJyRtTg0kQgi11ELdUktItDJCiB/AX2HSEmLACMQUAbNIiB4ENRICOnZIWoaQtBO3Y8cVn8ouu85VyfcHWnC/37t2KpVc1/jWfvZee61VT+3BvZ6qqs8LAAA6HDnoNwAAwOFnqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoNv4Qb8BvlhPPfXUoLmqqiNHsv9Nxsez0+3zzz+PZ6fZY8eORbmWz51md3d3o9z+/n48O/3c6XtMv8Oq/H2mr3n06NEo93u/93tRrqrqmWeeiXIfffTRoK9XVfXo0aMod/Xq1Sh37dq1eHZq6O+wqmpqairKra+vR7mW6yF9n2NjY1EuvWarqpaXl6Pc3NxclEvvk1VVt27dinLpMW+59w7tIGczHL9UAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdFN+PqC0aHro4urWbKKl9HhiYiLKpeXIjx8/jmenx3JzczN+zdRnn30W5YYuh6+q2tvbG3R2WgpdVTU5ORnl0sL5S5cuRbnXX389ylXlZc+rq6tRruX6evXVV6Pc4uJilNvY2Ihnr62tRbm03LvlvNje3o5yozgn02tx6Gu2Kr9fpcdnfn4+nj07OxvldnZ2olz6HquG/5vDV4NfKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALopPx9QWsQ9itcbenaLtEg5LR5uKQHf2tqKcmlhd0v5b1r6nhYPp8enKv88aUl6S9F0mk1npyXKaVF5VdW9e/eiXHrM0/OsquratWtR7vTp04PmqqpOnDgR5dLzJ81VVd26dSvKpefPgwcP4tnpa46i7D4tSk/PoZbPPTc3F+XSe2p6L6/K/+Yc5N8mvnh+qQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOim/PxLrKWA9zAUzKbFui2fO5UWkO/v78evmRZnT09PR7ljx47Fs9Mi5bNnz0a5o0ePxrPTgu30nLx06VKUu3jxYpSrqrp+/XqUW1hYiHLz8/Px7CdPnkS5zc3NKNfyudPvMT3X0mLvqvx9pveBn/70p/HsR48eRbm0BDy9X1QN/4CBlqL99Fi2lJoPLb2ft/wNG8VrMgy/VAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHRTfv4VkRbrpoXdLaWxabHuKIpoR1GUnkqLodPj01I0/dxzz0W5CxcuRLlbt27Fs5eWlqLc8vJylEvL1K9cuRLlqvIC8snJySiXlmZX5cXia2tr8Wum0nMtLfdOj09VXtqdnrvpQwOqqi5fvhzl0pL0lntVWn6eXt/pPbolm/59aHn4w2GgJP2L55dKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbsrPBzR0EfdBFnu3SEt9R1H+mx6jNNdScn38+PFBc88++2w8Oy01T0uuW6Rl5Wl5dVrYneZaZv/Gb/xGlDt9+nQ8+8c//nGUO3r0aJSbmZmJZ29vb0e59Fi23INmZ2ej3ObmZpSbmJiIZ588eTLK3blzJ8o9fPgwnp1Kj3laVN5i6Ht0Vdv1yNeHXyoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6PVVVnx/0m+AXaymi/fzzg/sahy7rHUXpe3osJycn49dcWlqKcnfv3o1yv/VbvxXP/ta3vhXltra2olzLd3j//v1BX/OZZ56Jck+ePIlyVfn1kJ5raVF5VV5Anpb87+3txbNXV1ejXFruvbi4GM+en5+Ps4mWBxGk50b6Ht988814dlrm/vjx40Ffryq/vtNzqOU+sL+/H2cTLQ+9SK/v9DVH8TfnIP8mHyS/VAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHRTfv4l1lL+O3QZbEvZc1oYnpb6tpS+p+/z5MmTUe573/tePPvmzZtRLi0UPn/+fDz7xIkTUS4t4m4pFt/Y2Ihy6bk2MzMT5WZnZ6NcVdVLL70U5V555ZUo13I9vPfee4PmPvnkk3j27u5ulEvLnlsKnNPvMT0vLly4EM9Ov5+zZ89GufS6qap66623oty///u/R7m0wL4q/77T8vOWz52Wn6e5lgLy9Bwa+iEILa+p/BwAAP4/WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbnm7NoMZRfFwKi0WTwtrq9qKsxNpUW9VXv57//79KHf16tV49sLCQpRLi5nTcviq/NxIv8eWY56Wn6el+Ovr64PmqqoWFxejXHocWwqp0wLpO3fuRLmW72ZqairKbW1tRbm0ZL/lNdPzouUhCOl9IC2SP3bsWDz7u9/9bpR7++23o9yjR4/i2Ts7O1Eu/TxpqXjL7PThDy2zhy4g/7oWlY+CXyoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOjmiToDSp+Uk2p5wkDL0yeGlr7P9D2mT2Coyo95+mSQDz74IJ6dPikn/Tzp01Cqqp599tkod+HChSiXPiWnqmp+fj7KDf20j/SJLVVVExMTUW56ejrKtTxxo+VYJlqu7ZmZmSiXXrMtT9ZKn5Rz+vTpKNfyVJv0iUfnzp2LcteuXYtnv/DCC1EuPSdffvnleHb6hKD0+LSc58ePH49y6ZPChv77OSqevvO/80slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN+XnA0pLUdOS15aS1bQgeW9vL8q1FNGms0dRbnvy5Mkot76+HuXSMuyqqjNnzkS58fHsMkvLo6vaitITLUX7abl3ev6mn6Xletje3o5yb731VpRLS6arqh4/fhzlZmdno1xLmfq9e/eiXFrEnT40oCo/f9OC9idPnsSz01Lz9PisrKzEs994440olz40IL2nVVXdvHkzyqXfTXrdVOUPI0jv+y33IAXkX15+qQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOj2VFVpEf0KmJubi3JpofDY2Fg8e3d3d9DXPHr0aDz72LFjUS4tfb948WI8Oy3//d3f/d0ot7OzE88+f/58lEvLjEdRtJ+WdqfnxfHjx6NcVV6o/gd/8AdRrqWY/kc/+lGUu379epRLy8Kr8pL/tIi7Rfo+05Lrf/u3f4tnp+fG0tJSlLt27Vo8+wc/+EGU+4d/+IcolxbyV+X3v/S8aDnX7ty5E2cTLQ/H2N/fH3R2y/1P8fr/zi+VAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3Q5F+XlLKerQxaRp0XOL9PO0fO6JiYkolxYPj6KIdhSfO/08i4uLUe6ll16KZ6dFyr/zO78T5W7fvh3PTgviHz16FOVOnjwZz05LzdNrp6X0PZWeF6dOnYpyaYl8VdXDhw+j3Pj4eJRreRBB+ppDF5VXDV+033LMf/mXfznKffzxx1Hu6aefjmf/5m/+ZpT7x3/8xyj34YcfxrP/+q//Osql97/0gQ5VVZubm3E2cZB/5xWaD8cvlQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN2yptwRaSk7PcjXHNooSsB3d3ejXFpI3VL6nhavz83NRbn5+fl49rFjx6Lc2bNno9y5c+fi2S+//HKUm5ycjHItJdeptNy7RVpWnpbDp+day/WQlsOnx2d6ejqenZbYP3jwIMq1fO60/Dy9X8zOzsazz5w5E+XS86eliDst5F9eXo5yLQ8DePvtt6Ncem95/fXX49k3btyIcv/xH/8R5Y4fPx7PTrWU2KeGLis/yOL1rxq/VAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHQ70PLzr1qJaPp50qLVzz77LJ49dKF6y+y0pHhtbS3KtZwX3//+96NcWjy8uroaz07Lq9Ny+JbPvb6+HuXS7yYtka+qOnHiRJRLS4/TMuyLFy9Guaqqhw8fDjo7zVXl33d6fF588cV49jvvvBPlFhYWotyHH34Yz56amoqziZYi7pmZmSh3/vz5KPfRRx/Fs9Nj+fTTT0e5u3fvxrN//vOfR7n0ft5yD0pfc39/P8odhgeX8H/zSyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEC3Ay0//6oZulh8FGWw6Wtubm7Gr/n6669HuVdeeSXK3bx5M549Pp6dwisrK1FucnIynv3o0aMol5ZCT09Px7OfPHkS5XZ3d6NcS9F0+j7Tz72xsRHl0lLxqqrnnnsuyo2NjQ2aq8qL5NPPkz40oCov997b24tyzz//fDz7/v37US4tfU+L+6uqTp06FeXS66blYQDpgxXSBxa0FO2n12JaQN5yjaX3vyNHst+uWorXh37QyFftQSwHyS+VAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3ZSf/x9GUYo6ilLztNw2LUduKT9PS3B///d/P8q9++678ezV1dVBcy2Fy2mp7+PHj6PcnTt34tmzs7NR7syZM1Hu6NGj8ey0xDk9lunxSQu7q6q+853vRLn0mLdcs+l3kxZx//SnP41np4Xz6ffdUoo/Pz8f5dJ71Y0bN+LZaWl3+j2mx7Gq6t69e1Hu008/jXIvvfRSPPv73/9+lHvhhReiXMu51lIQn2j5W5ueQ6MoPz/IovTDUNLul0oAALpZKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACgm6USAIBuh6L8vKV4OM1+9tlnBzZ7bGxs0FxV/nnOnTsX5d577714dlp6nJY9P/300/HsDz/8MMrNzc1FuZZC352dnSiXFvU+fPgwnr20tBTlFhYWotzdu3fj2dPT01Hu5s2bUW5mZmbQ16vKy6tffPHFKHf9+vV49qlTp6JcWjSdXttVeSF/+nCDlZWVeHZalJ6+x93d3Xj22tpalEvvVenrVeXXTno/n5ycjGd/+9vfjnKvvfZalPuTP/mTeHZ6r0z/Lm5vb8ez03PoMJSFH4b32MIvlQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0ORfn511VLKWpaMDsxMRHl9vb24tmXLl2Kcmnx8LVr1+LZR48ejXJpWW56fKqqNjY2olxa7t3yfd+7dy/KPfPMM1FufDy/FaQlxelrpqXQadl8VdWf/dmfRbkHDx5EuY8//jienZ7nzz77bJQbxUMQ0us7LXKvqvq1X/u1KJcey5Yy7PQYra+vR7m0yL0qf6hD+iCCDz74IJ7967/+61EuvXZaHjyxuroa5dL7ZMs9KC3GT++pLQ85Gbqs/CBnj4JfKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALp9bcvP08LRlmLSoV8zLfauykt909fc2tqKZ+/v70e5tJi5peT6tddei3Lp8Wn53JOTk1EuPT5paXZVXtr96NGjKJcWcVdV3bx5M8qdO3cuyqXl0S+88EKUq6p65513Bp39ne98J579X//1X1EuLRZPz5+qvGj65MmTUS4t166qeu6556Jcev60XIvptZO+5uzsbDw7LZJfXl6OXzOVnkPvv/9+lDtx4kQ8O72fp/fe9AEVVfk1kZaFj6JUvGV3SCk/BwDga8FSCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHQbSfl5Wvp5kMWk6Wu2FLKOoux06Nnj49lX3nLM33vvvSj3q7/6q4PPnpqainL379+PcsePH49nb29vD5pr+dxp+e8HH3wQ5VqK19Nz6OOPP45yd+7cGXRuVdWnn34a5dKy5/SztLh9+3aUS0umq6rm5uai3De+8Y0ol5bnV+Xv8+rVq1Gu5eEPaan57u5ulGu576fShzq0XIvp+3z33Xej3I0bN+LZi4uLUS69r6X3yaq8cD6d/XUtKh8Fv1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0G0n5+dClnwdZKp6WTFcNX/qeFvq2zF5bW4tyJ0+ejGenhcKTk5NR7vz58/HslZWVKDc2NhblVldX49kbGxtRLn2PLWZnZ6Pc5uZmlLt79248+7vf/e6gr/mTn/wkyv3nf/5nlKuqWl5ejnJPnjyJcun5U5UXM6fXd8s96A//8A+j3Isvvhjlzp49G8/+5JNPolxa+t4yO723LC0tRbm02LsqLyBPy/vTc7Iqf6jD9evXo9yDBw/i2ek9KNVS8j/0jjGK2Qe5txwkv1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0G0n5+VdJWmzbIi1FbZmdljOnhd0tTpw4EeXSUugf/ehH8ez0WO7s7ES5lsL59PNMTU1FuZaC7fQ1R/F9P/vss1Hu+PHjUe7GjRtRruX4pGXYaZFxeryr8uLsdHZLMXNatP/cc89Fufn5+Xj2v/zLv0S59L7Wcv9LS/7TUvyWcu2jR49GuYcPH0a5lgLy9DxPj0/LQy/Se2p6n2w55kM/aGQUReVDv8dRvebQ/FIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQ7VCUn4+iHPSgXq9FS/nvsWPHolxaRLu7uxvPnpiYiHJpeXVLAe/MzEyUS4uHFxYW4tm3bt2KcrOzs1Hu7t278ey0WPzevXtR7oUXXohnnz59OspNT0/Hr5loOSfTa2d/fz/KpeXRVVXj48PeVltK39PzPD0+LUXcaYl9er9ocf/+/Sg3NzcX5dbW1nrezi+Ulthvb2/Hr3n27Nkol5bYt9yDLl68GOXSv01pmXpVfiyHzrUYRQH5QZaap/xSCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0O1QlJ8fZAH5YSgbrcqLodNcWgpdlZceb21tRbm0XLsqL/VdXl6OcmlRb1VeNH3t2rUol36WqqqNjY0olxZNf/TRR/Hs27dvR7mrV69GucuXL0e5o0ePRrmqqvX19SiXft/p8a7Ki+nT66GlLDy9Ft98883BZ//sZz+LckOXw1flxzI9Pi33/cnJyUFzzz//fDw7fQDD9773vSj3T//0T/Hs1dXVKJeWubf8zUm/n1GUmqfSveWw7Bgpv1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0OxTl5y3loEeOZHvyKApHhy5pbymDTYuhnzx5EuVaSmNfffXVKDc3Nxfl3n777Xj2L/3SL0W5qampKJeWw1flx/zcuXNRbm1tLZ6dnhvp575//348+2/+5m+i3MrKSpTb29uLcidOnIhyVfn521I4P/Tslu976NlpIX9LUXl6TqYl4C336JmZmSjXUqCfWlxcjHJnzpyJcqdOnYpnp+X96cMNHj9+HM9Oi/EPQ7l3y9/uw/B5DpJfKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALodivLzoUvFW16zpeh06PfZ8nppSXFaULy5uRnPPn36dJRLi8UXFhbi2VtbW1HuZz/7WZQbGxuLZ6eF4ek51FI8nJY4p59ne3s7np0WZ6ffTUvh/NDS49NSmp1+np2dnSg3igLy1MbGRpxNS83Tsvs0V1U1PT0d5dLPk5apV+WF8+k51FJ+nt6D7t69G+VarsX0+07P3/R6aJH+DR3FjpH6qhWv+6USAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACg26EoPx+FUZSIpiW4o7C+vh7l0kLhtEy4qmptbS3KXbx4McodOZL/r5N+nnv37kW51dXVeHZa1jt0IXVVfv62FGcPPTu1uLgY5VrK4Y8dOzbo7JbPnBbJp+8xzVXlZdhpEXfL507fZ3o9tNxP07LytOz+lVdeiWenxeJp7uWXX45np2XuaVF5SxH31NRUlEuPecu9N73vp+dvy+cexf38q8QvlQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN2+cuXnadlpWrDdUsCbFqimr9lSyJp+7rS4NS2sraq6fPlylPvjP/7jKJeWqVfl5b8nTpyIchMTE/Hs+fn5KJd+j2mZelXVgwcPotzm5maUaym5Ts/fubm5KLewsBDPTj169CjKtRSqp9Ljs7u7G+VarsWWhxYkRlEKnb5men21SEvfl5eX49c8depUlHvnnXei3MrKSjw7lRavtxTtp+dv+jCAlr+1Qz9opOX+N3Sh+igexHKQ/FIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQ7VCUnx+WctDDUIqaFim3lMu+9dZbUS793C1lz2lZb1rE3VIePTU1FeXSov3bt2/Hs9PPffPmzSi3t7c3+OwLFy5Eua2trSi3tLQU5ary95ie5y2l0Kurq1FuZmYmyqWF3VX5MUrfY8t9YOj7VcsxP336dJRLHxrQUvo+Ozsb5Z555pko9+TJk3h2el/7n//5n0Ffryp/wEAqLc+vGv5cG8Xf2sOytwzNL5UAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdDkX5eYu0tPYgC8jTMuwW6ftMy4xbimjTEtx33303yl26dCme/cYbb0S5tBx5c3Mznp1m09zDhw/j2WlZeUuJcyotK08/T1p231KKnxaGp+duSwl4Wmqefp6WEvDx8eyWvrOzE+VaSvHT4uz0/FlfX49nT05OxtnEyspKnE0fgrC4uBjlJiYm4tnpsbx8+XKUS8/dquHPtZZrjC8vv1QCANDNUgkAQDdLJQAA3SyVAAB0s1QCANDNUgkAQDdLJQAA3SyVAAB0O9Dy84MsIB/Faw49u+U9poXqacFsy+zt7e0o9xd/8RdR7m//9m/j2Wnpcfoe09LsqrzUPC3Y/vTTT+PZQ2spu08LsW/fvh3lFhYWBp1blZdCLy0tRbmNjY14dnotpufu8ePH49l37tyJcru7u1Fueno6np1mz507F+Xef//9eHZ6X7tw4UKUS6/ZqrycPi27T+9VVVV/+Zd/GeXS66GlRD49hw7D31qG45dKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6WSoBAOhmqQQAoJulEgCAbpZKAAC6HegTdQ7ySTnp03zS3ChmtxyfoZ+U0/JkmfQJEG+//XaU++EPfxjP/qM/+qMod+XKlSj35MmTeHZ6LNMnbkxMTMSzW56Ak0jPn6r8SRpp7saNG1FuamoqylVVra+vR7kXX3wxyrWcF+nTWGZnZ6Pczs5OPPvmzZtRLn1yyszMTDw7PScXFxejXMvTXa5fvx7lvvWtb0W59MlEVfn3PT8/H+XeeOONePa//uu/Rrn02mk5z+EX8UslAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAtwMtP/+6GrokvarqyJHs/4OhS9Kr8nLvtFj3r/7qr+LZ3/zmN6Pca6+9FuV+8pOfxLPTguTx8ewyS0uUq6qWlpaiXHpetBSvp9/j0CX/e3t7Ua4qP+ZpcX/LwwDu378f5dbW1qJcen1V5cdoeno6ys3NzcWzx8bGolxaxH3mzJl4dsu5kVheXo6z6T316tWrUe7v/u7v4tnp95h+Nw8ePIhnp0bx924UD05hGH6pBACgm6USAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALpZKgEA6Pa1LT8/yPLUgyyD3d/fj18zlRZD7+7uRrmHDx/Gs3/4wx9GuT/90z+NcmmZelXVP//zP0e5tLy65ZxMS7vToumW8ui0cPnx48dR7uzZs1Gu5T2mxfQ///nPo1xaIl9VtbW1FeXSa7GleD0tsU/PtfT8qcrvV5ubm1HuwoUL8eydnZ0ol5a5Hz9+PJ595cqVKPf3f//3Ua7l/pc+BCE911ruQUO/ZsvfO768/FIJAEA3SyUAAN0slQAAdLNUAgDQzVIJAEA3SyUAAN0slQAAdLNUAgDQ7amqOrgWcL5wacFsS9nz+HjWoT82NhblPvvss3h2+j7PnTsX5X7wgx/Es9Mi5bT8PC0Lr6r69NNPo1xaht1SsP3JJ59EubSQ+tSpU1FucnIyylXl5efp+ZMW91fl529aXN1SQP7o0aMod+/evSh36dKleHZ6H0iLxdPzoqrq/PnzUe6ll16Kcn/+538ez05LzdPS95bvO/0eU+l7rGq7Tw/tIB9ewv/OL5UAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdlJ/TLS1UTwu20xLlqrxgO509PT0dz/7GN74R5b797W9HuZMnT8azr1y5EuXS4vX5+fl49o0bN+JsIv3c29vb8Wumpebvv/9+lEuPY1XV888/H+XSMveW6yG9FtPy/JbzYnFxMcrNzs5GubW1tXh2+mCF9Lq5fPlyPDstnE+/x5YHEWxtbUW5tLy/pdBcATm/iF8qAQDoZqkEAKCbpRIAgG6WSgAAulkqAQDoZqkEAKCbpRIAgG6WSgAAuik//5pJy5FHIS2kbimaTgux03L7q5RRAAAC00lEQVTkUZT/njlzJsr9yq/8Sjz73LlzcTaRlshXVT1+/DjKpSXO58+fj3K3bt2KclVVc3NzUe7NN9+MXzP16quvRrmlpaUot7m5Gc9eWFiIchsbG1Gu5bx4+PBhlLtz506US0vFq6pWV1ej3MrKSpRrKSBPH5iQ3qvSovKqqv39/SjXcl9LpX9LRjGbLy+/VAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHQbP+g3wBcrLew+yNkt5b9TU1NRbnw8O9XTguKqvPz3/v37Ue7HP/5xPHt5eTnKffOb34xyTz/9dDz75s2bUS4thU6LptMS+aqqmZmZKJe+x/T8qar67d/+7Sh35cqVwWenZeVpAXlL+Xl6nv/3f/93lGu5D6T3lsnJySjX8rn39vaiXHqet3zugywWP8i/JXx5+aUSAIBulkoAALpZKgEA6GapBACgm6USAIBulkoAALpZKgEA6GapBACg21NVpcGUL0RaFt7iyJHs/6KxsbEolxYZV+Wl1GmupXA5LR6emJgYNFeVlzi/9tprUW5xcTHKpUXlVVXvvfdelLt7926Uazkvzp8/H+XSov2VlZV4dno9rK2tRbn19fXBZ6fn+SjKtff396PcKO5VaVF5S6F5eowUlfNF8UslAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN+XnAAB080slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHSzVAIA0M1SCQBAN0slAADdLJUAAHT7f3B34LRkgUsNAAAAAElFTkSuQmCC" y="-31.84"/>   </g>   <g id="LineCollection_7">    <path clip-path="url(#pf90ff9e19d)" d="M 377.4375 64.394007 L 379.9125 64.394007 L 382.3875 64.394007 L 383.625 65.476713 L 384.8625 66.559418 L 386.1 67.642124 L 387.3375 68.724829 L 388.575 67.642124 L 389.8125 66.559418 L 391.05 67.642124 L 391.05 69.807535 L 391.05 71.972945 L 391.05 74.138356 L 392.2875 75.221062 L 394.7625 75.221062 L 397.2375 75.221062 L 399.7125 75.221062 L 402.1875 75.221062 L 403.425 74.138356 L 403.425 71.972945 L 404.6625 70.89024 L 405.9 69.807535 L 405.9 67.642124 L 407.1375 66.559418 L 408.375 65.476713 L 409.6125 64.394007 L 412.0875 64.394007 L 414.5625 64.394007 L 415.8 65.476713 L 417.0375 66.559418 L 419.5125 66.559418 L 420.75 67.642124 L 420.75 69.807535 L 420.75 71.972945 L 420.75 74.138356 L 420.75 76.303767 L 420.75 78.469178 L 420.75 80.634589 L 420.75 82.8 L 421.9875 83.882705 L 423.225 84.965411 L 423.225 87.130822 L 421.9875 88.213527 L 420.75 89.296233 L 420.75 91.461644 L 419.5125 92.544349 L 418.275 91.461644 L 418.275 89.296233 L 417.0375 88.213527 L 415.8 87.130822 L 415.8 84.965411 L 414.5625 83.882705 L 413.325 82.8 L 413.325 80.634589 L 412.0875 79.551884 L 410.85 80.634589 L 409.6125 81.717295 L 407.1375 81.717295 L 405.9 82.8 L 404.6625 83.882705 L 403.425 82.8 L 402.1875 81.717295 L 400.95 82.8 L 399.7125 83.882705 L 397.2375 83.882705 L 396 82.8 L 394.7625 81.717295 L 392.2875 81.717295 L 389.8125 81.717295 L 387.3375 81.717295 L 386.1 80.634589 L 386.1 78.469178 L 384.8625 77.386473 L 383.625 78.469178 L 382.3875 79.551884 L 379.9125 79.551884 L 378.675 80.634589 L 378.675 82.8 L 377.4375 83.882705 L 376.2 84.965411 L 376.2 87.130822 L 374.9625 88.213527 L 373.725 89.296233 L 372.4875 90.378938 L 371.25 89.296233 L 371.25 87.130822 L 371.25 84.965411 L 372.4875 83.882705 L 373.725 82.8 L 372.4875 81.717295 L 371.25 80.634589 L 372.4875 79.551884 L 374.9625 79.551884 L 376.2 78.469178 L 376.2 76.303767 L 376.2 74.138356 L 374.9625 73.055651 L 373.725 71.972945 L 372.4875 70.89024 L 371.25 69.807535 L 372.4875 68.724829 L 373.725 67.642124 L 374.9625 66.559418 L 376.2 65.476713 L 377.4375 64.394007 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 409.6125 83.882705 L 410.85 84.965411 L 410.85 87.130822 L 409.6125 88.213527 L 408.375 87.130822 L 408.375 84.965411 L 409.6125 83.882705 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 417.0375 92.544349 L 418.275 93.627055 L 417.0375 94.70976 L 415.8 93.627055 L 417.0375 92.544349 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 394.7625 101.205993 L 396 102.288698 L 394.7625 103.371404 L 393.525 102.288698 L 394.7625 101.205993 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 399.7125 101.205993 L 400.95 102.288698 L 399.7125 103.371404 L 398.475 102.288698 L 399.7125 101.205993 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_8">    <path clip-path="url(#pf90ff9e19d)" d="M 397.2375 81.717295 L 399.7125 81.717295 L 400.95 82.8 L 402.1875 83.882705 L 403.425 84.965411 L 402.1875 86.048116 L 400.95 87.130822 L 402.1875 88.213527 L 404.6625 88.213527 L 405.9 89.296233 L 405.9 91.461644 L 405.9 93.627055 L 405.9 95.792465 L 404.6625 96.875171 L 403.425 95.792465 L 403.425 93.627055 L 402.1875 92.544349 L 399.7125 92.544349 L 397.2375 92.544349 L 396 93.627055 L 394.7625 94.70976 L 393.525 95.792465 L 392.2875 96.875171 L 391.05 95.792465 L 389.8125 94.70976 L 388.575 93.627055 L 388.575 91.461644 L 389.8125 90.378938 L 391.05 89.296233 L 389.8125 88.213527 L 388.575 87.130822 L 389.8125 86.048116 L 391.05 84.965411 L 392.2875 83.882705 L 394.7625 83.882705 L 396 82.8 L 397.2375 81.717295 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 379.9125 83.882705 L 381.15 84.965411 L 379.9125 86.048116 L 378.675 84.965411 L 379.9125 83.882705 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 394.7625 88.213527 L 393.525 89.296233 L 394.7625 90.378938 L 397.2375 90.378938 L 398.475 89.296233 L 397.2375 88.213527 L 394.7625 88.213527 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>    <path clip-path="url(#pf90ff9e19d)" d="M 387.3375 94.70976 L 388.575 95.792465 L 387.3375 96.875171 L 386.1 95.792465 L 387.3375 94.70976 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_9">    <path clip-path="url(#pf90ff9e19d)" d="M 387.3375 40.575121 L 389.8125 40.575121 L 391.35816 41.657193 L 394.7625 44.544068 L 395.587112 43.822604 L 399.7125 40.574487 L 404.6625 40.574487 L 406.137707 41.657193 L 407.1375 42.531925 L 412.0875 42.519894 L 414.5625 44.538246 L 417.0375 44.538198 L 419.5125 46.592608 L 421.9875 46.698268 L 424.4625 46.672531 L 429.4125 51.043536 L 431.8875 51.322254 L 434.3625 53.176446 L 435.7876 54.649658 L 437.567301 56.815069 L 438.355981 58.98048 L 439.3125 59.817351 L 440.570435 61.145891 L 440.504476 63.311302 L 440.93513 65.476713 L 441.7875 66.222463 L 443.025 67.642124 L 443.007372 74.138356 L 442.547399 82.8 L 443.025 84.965411 L 442.899475 91.461644 L 439.3125 94.7191 L 438.127684 95.792465 L 437.823716 97.957876 L 436.8375 98.803947 L 435.6 100.123287 L 435.398125 102.288698 L 434.3625 103.170139 L 433.125 104.454109 L 433.102629 108.784931 L 431.8875 110.131821 L 430.824543 110.950342 L 426.9375 114.76407 L 426.38494 115.281164 L 424.4625 116.304673 L 421.9875 117.228782 L 421.73857 117.446575 L 420.652982 119.611985 L 419.5125 120.609809 L 417.5079 121.777396 L 417.0375 122.188956 L 414.5625 122.188564 L 412.0875 124.58466 L 411.353882 123.942807 L 409.6125 122.210532 L 407.1375 122.656575 L 404.6625 124.964623 L 402.1875 127.11194 L 399.7125 127.011086 L 392.2875 127.011038 L 387.3375 122.781571 L 384.8625 122.264267 L 379.9125 122.310868 L 379.302758 121.777396 L 377.4375 120.597223 L 374.9625 119.742733 L 372.4875 119.812577 L 372.25823 119.611985 L 370.0125 117.324973 L 368.775 115.281164 L 368.299556 113.115753 L 365.8353 110.950342 L 366.039127 106.61952 L 366.282599 104.454109 L 364.059563 102.288698 L 362.5875 100.999645 L 360.1125 101.00567 L 351.57632 93.627055 L 350.995873 91.461644 L 350.728215 89.296233 L 350.2125 88.703649 L 349.194562 87.130822 L 348.975 84.965411 L 351.327826 82.8 L 351.451615 80.634589 L 351.450194 74.138356 L 350.2125 72.795744 L 349.272066 71.972945 L 348.975 69.807535 L 348.975 67.642124 L 350.2125 66.207516 L 351.047787 65.476713 L 351.487164 63.311302 L 351.4287 61.145891 L 352.6875 59.731361 L 356.016879 56.815069 L 356.733924 54.649658 L 358.836323 52.484247 L 360.1125 51.322188 L 362.5875 51.172442 L 367.5375 46.697906 L 370.0125 46.698039 L 372.4875 44.538184 L 374.9625 44.538236 L 375.780446 43.822604 L 377.4375 42.532211 L 384.8625 42.581428 L 385.919583 41.657193 L 387.3375 40.575121 L 387.3375 40.575121 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_7">    <g id="patch_8">     <path d="M 332.64 48.615309 L 339.32625 48.615309 L 339.32625 37.001559 L 332.64 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(332.64 46.119684)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 48.615309 L 459.36 48.615309 L 459.36 37.001559 L 451.021875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(451.021875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_9">    <g id="patch_10">     <path d="M 316.8 133.687156 L 341.593125 133.687156 L 341.593125 122.073406 L 316.8 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=1 -->    <g style="fill:#ffffff;" transform="translate(316.8 131.191531)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"/>    </g>   </g>  </g>  <g id="axes_5">   <g clip-path="url(#pc03bdc6284)">    <image height="101.76" id="imagee13cdf1e3a" transform="scale(1 -1)translate(0 -101.76)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-31.84"/>   </g>   <g id="LineCollection_10">    <path clip-path="url(#pc03bdc6284)" d="M 533.3625 62.228596 L 535.8375 62.228596 L 538.3125 62.228596 L 540.7875 62.228596 L 543.2625 62.228596 L 544.5 63.311302 L 545.7375 64.394007 L 546.975 65.476713 L 548.2125 66.559418 L 549.45 67.642124 L 549.45 69.807535 L 548.2125 70.89024 L 545.7375 70.89024 L 544.5 69.807535 L 543.2625 68.724829 L 540.7875 68.724829 L 539.55 69.807535 L 540.7875 70.89024 L 542.025 71.972945 L 542.025 74.138356 L 542.025 76.303767 L 540.7875 77.386473 L 538.3125 77.386473 L 535.8375 77.386473 L 534.6 76.303767 L 534.6 74.138356 L 533.3625 73.055651 L 532.125 71.972945 L 530.8875 70.89024 L 529.65 69.807535 L 529.65 67.642124 L 529.65 65.476713 L 530.8875 64.394007 L 532.125 63.311302 L 533.3625 62.228596 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc03bdc6284)" d="M 565.5375 62.228596 L 568.0125 62.228596 L 570.4875 62.228596 L 572.9625 62.228596 L 574.2 63.311302 L 575.4375 64.394007 L 576.675 65.476713 L 577.9125 66.559418 L 579.15 67.642124 L 579.15 69.807535 L 577.9125 70.89024 L 576.675 71.972945 L 575.4375 73.055651 L 574.2 74.138356 L 574.2 76.303767 L 572.9625 77.386473 L 571.725 78.469178 L 570.4875 79.551884 L 569.25 80.634589 L 568.0125 81.717295 L 566.775 80.634589 L 566.775 78.469178 L 566.775 76.303767 L 566.775 74.138356 L 568.0125 73.055651 L 569.25 71.972945 L 569.25 69.807535 L 568.0125 68.724829 L 565.5375 68.724829 L 564.3 69.807535 L 563.0625 70.89024 L 560.5875 70.89024 L 559.35 69.807535 L 559.35 67.642124 L 560.5875 66.559418 L 563.0625 66.559418 L 564.3 65.476713 L 564.3 63.311302 L 565.5375 62.228596 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#pc03bdc6284)" d="M 550.6875 70.89024 L 553.1625 70.89024 L 555.6375 70.89024 L 558.1125 70.89024 L 559.35 71.972945 L 558.1125 73.055651 L 556.875 74.138356 L 555.6375 75.221062 L 553.1625 75.221062 L 551.925 74.138356 L 550.6875 73.055651 L 549.45 71.972945 L 550.6875 70.89024 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_11">    <path clip-path="url(#pc03bdc6284)" d="M 548.2125 70.89024 L 549.45 71.972945 L 548.2125 73.055651 L 546.975 71.972945 L 548.2125 70.89024 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_12">    <path clip-path="url(#pc03bdc6284)" d="M 538.3125 40.758264 L 545.7375 40.71777 L 568.0125 40.717236 L 570.4875 42.851505 L 572.9625 42.833236 L 575.4375 45.027895 L 577.9125 44.955949 L 580.3875 47.182984 L 582.8625 47.095867 L 587.8125 51.417132 L 589.373328 52.484247 L 592.7625 55.350398 L 595.2375 55.741908 L 596.464091 56.815069 L 597.7125 59.138576 L 598.95 61.145891 L 598.949519 69.807535 L 600.1875 71.094148 L 601.191939 71.972945 L 601.425 74.138356 L 599.106672 76.303767 L 598.949785 78.469178 L 599.391698 80.634589 L 599.458195 82.8 L 600.1875 83.438079 L 601.425 84.965411 L 599.109482 87.130822 L 598.900669 91.461644 L 598.950359 93.627055 L 597.7125 94.939614 L 595.2375 97.119025 L 592.7625 97.213392 L 590.2875 99.282427 L 585.3375 99.296403 L 575.4375 107.817428 L 572.9625 107.770435 L 570.4875 108.037314 L 568.0125 110.065714 L 565.378102 110.950342 L 558.1125 111.003538 L 555.6375 113.462884 L 553.1625 113.462884 L 551.473994 113.115753 L 550.873822 110.950342 L 550.6875 110.787326 L 545.7375 111.118062 L 543.2625 108.635564 L 540.7875 107.885909 L 538.3125 105.69332 L 535.8375 105.663079 L 534.645824 106.61952 L 533.3625 107.828324 L 530.8875 107.794313 L 529.681447 106.61952 L 528.4125 105.620536 L 527.206038 104.454109 L 527.019982 102.288698 L 525.9375 101.409733 L 523.4625 101.394007 L 520.9875 99.296995 L 516.0375 99.298936 L 514.8 97.957876 L 514.617931 95.792465 L 511.0875 92.761721 L 509.85 91.461644 L 509.82305 65.476713 L 510.662783 63.311302 L 511.0875 62.939711 L 512.372899 61.145891 L 514.8968 56.815069 L 516.0375 55.319523 L 516.86008 54.649658 L 518.5125 53.708186 L 525.9375 47.093879 L 528.4125 47.156257 L 530.8875 45.043981 L 533.3625 45.009011 L 538.3125 40.758264 L 538.3125 40.758264 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_10">    <g id="patch_11">     <path d="M 491.04 48.615309 L 497.72625 48.615309 L 497.72625 37.001559 L 491.04 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(491.04 46.119684)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 48.615309 L 617.76 48.615309 L 617.76 37.001559 L 609.421875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(609.421875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_12">    <g id="patch_13">     <path d="M 475.2 133.687156 L 507.628125 133.687156 L 507.628125 122.073406 L 475.2 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=23 -->    <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"/>     <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(475.2 131.191531)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-32"/>     <use x="206.591797" xlink:href="#DejaVuSans-33"/>    </g>   </g>  </g>  <g id="axes_6">   <g clip-path="url(#p887d2221f0)">    <image id="image5c41612822" transform="scale(1 -1)translate(0 -102)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-31.6"/>   </g>   <g id="LineCollection_13">    <path clip-path="url(#p887d2221f0)" d="M 699.1875 62.228596 L 701.6625 62.228596 L 704.1375 62.228596 L 705.375 63.311302 L 705.375 65.476713 L 706.6125 66.559418 L 707.85 67.642124 L 707.85 69.807535 L 706.6125 70.89024 L 704.1375 70.89024 L 702.9 69.807535 L 701.6625 68.724829 L 700.425 69.807535 L 699.1875 70.89024 L 697.95 71.972945 L 699.1875 73.055651 L 700.425 74.138356 L 699.1875 75.221062 L 696.7125 75.221062 L 694.2375 75.221062 L 693 74.138356 L 693 71.972945 L 693 69.807535 L 693 67.642124 L 694.2375 66.559418 L 695.475 65.476713 L 696.7125 64.394007 L 697.95 63.311302 L 699.1875 62.228596 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p887d2221f0)" d="M 721.4625 62.228596 L 723.9375 62.228596 L 725.175 63.311302 L 725.175 65.476713 L 726.4125 66.559418 L 728.8875 66.559418 L 731.3625 66.559418 L 732.6 67.642124 L 732.6 69.807535 L 733.8375 70.89024 L 735.075 71.972945 L 733.8375 73.055651 L 732.6 74.138356 L 731.3625 75.221062 L 728.8875 75.221062 L 726.4125 75.221062 L 725.175 74.138356 L 725.175 71.972945 L 725.175 69.807535 L 723.9375 68.724829 L 721.4625 68.724829 L 720.225 69.807535 L 718.9875 70.89024 L 717.75 69.807535 L 717.75 67.642124 L 717.75 65.476713 L 718.9875 64.394007 L 720.225 63.311302 L 721.4625 62.228596 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p887d2221f0)" d="M 709.0875 70.89024 L 711.5625 70.89024 L 714.0375 70.89024 L 716.5125 70.89024 L 717.75 71.972945 L 716.5125 73.055651 L 714.0375 73.055651 L 711.5625 73.055651 L 709.0875 73.055651 L 707.85 71.972945 L 709.0875 70.89024 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_14">    <path clip-path="url(#p887d2221f0)" d="M 711.5625 68.724829 L 712.8 69.807535 L 711.5625 70.89024 L 710.325 69.807535 L 711.5625 68.724829 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_15">    <path clip-path="url(#p887d2221f0)" d="M 696.7125 42.209572 L 706.6125 42.175117 L 726.4125 42.213389 L 728.8875 44.371227 L 731.3625 44.319218 L 733.8375 46.542394 L 736.3125 46.456186 L 738.7875 48.725545 L 741.2625 50.836894 L 744.095014 52.484247 L 748.6875 56.08683 L 749.416106 56.815069 L 750.555593 58.98048 L 751.1625 59.511471 L 753.6375 62.127602 L 754.59679 63.311302 L 754.875 67.642124 L 755.295747 69.807535 L 756.1125 70.519109 L 757.35 71.972945 L 757.35 76.303767 L 757.132856 78.469178 L 755.232403 80.634589 L 755.320485 82.8 L 754.869582 84.965411 L 754.83327 89.296233 L 754.365564 91.461644 L 754.796868 95.792465 L 754.419963 97.957876 L 753.6375 98.642464 L 752.380051 100.123287 L 752.438529 102.288698 L 751.949831 104.454109 L 751.1625 105.142956 L 748.6875 106.925991 L 747.20977 108.784931 L 743.7375 111.847966 L 741.2625 112.985168 L 738.669409 113.115753 L 736.3125 114.008393 L 734.51648 113.115753 L 733.8375 112.601745 L 731.3625 112.622775 L 726.602095 110.950342 L 726.4125 110.833691 L 723.763791 108.784931 L 722.7 106.61952 L 722.7 102.288698 L 721.4625 100.880929 L 718.183666 97.957876 L 717.75 95.792465 L 716.5125 93.886096 L 706.6125 93.879189 L 705.375 95.792465 L 704.903451 97.957876 L 704.1375 98.591651 L 701.6625 100.883542 L 700.425 102.288698 L 700.425 106.61952 L 700.143136 108.784931 L 696.7125 111.658421 L 695.433892 113.115753 L 694.2375 114.162492 L 689.2875 114.162922 L 687.2806 113.115753 L 686.8125 112.636004 L 684.3375 111.650922 L 681.8625 111.983538 L 680.681588 110.950342 L 679.3875 109.526513 L 676.037972 106.61952 L 675.675 104.454109 L 674.4375 103.132963 L 673.470476 102.288698 L 673.2 100.123287 L 673.2 95.792465 L 673.417341 93.627055 L 673.334069 91.461644 L 672.100646 89.296233 L 671.716632 87.130822 L 670.789684 84.965411 L 670.512623 76.303767 L 670.713724 69.807535 L 670.723406 63.311302 L 671.9625 61.780151 L 672.725528 61.145891 L 673.2 58.98048 L 674.4375 57.319625 L 684.3375 48.718745 L 686.8125 48.314266 L 686.996336 48.153425 L 689.2875 46.542098 L 691.7625 46.322113 L 692.144364 45.988015 L 694.847723 43.822604 L 696.7125 42.209572 L 696.7125 42.209572 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_13">    <g id="patch_14">     <path d="M 649.44 48.615309 L 656.12625 48.615309 L 656.12625 37.001559 L 649.44 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(649.44 46.119684)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 48.615309 L 776.16 48.615309 L 776.16 37.001559 L 767.821875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(767.821875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_15">    <g id="patch_16">     <path d="M 633.6 133.687156 L 666.028125 133.687156 L 666.028125 122.073406 L 633.6 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=44 -->    <g style="fill:#ffffff;" transform="translate(633.6 131.191531)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-34"/>     <use x="206.591797" xlink:href="#DejaVuSans-34"/>    </g>   </g>  </g>  <g id="axes_7">   <g clip-path="url(#p39f6a8ee2d)">    <image height="102" id="image3271d96d4d" transform="scale(1 -1)translate(0 -102)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-31.6"/>   </g>   <g id="LineCollection_16">    <path clip-path="url(#p39f6a8ee2d)" d="M 855.1125 66.559418 L 857.5875 66.559418 L 860.0625 66.559418 L 861.3 67.642124 L 862.5375 68.724829 L 863.775 69.807535 L 863.775 71.972945 L 863.775 74.138356 L 862.5375 75.221062 L 860.0625 75.221062 L 857.5875 75.221062 L 855.1125 75.221062 L 853.875 74.138356 L 853.875 71.972945 L 852.6375 70.89024 L 851.4 69.807535 L 852.6375 68.724829 L 853.875 67.642124 L 855.1125 66.559418 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p39f6a8ee2d)" d="M 865.0125 66.559418 L 866.25 67.642124 L 865.0125 68.724829 L 863.775 67.642124 L 865.0125 66.559418 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>    <path clip-path="url(#p39f6a8ee2d)" d="M 882.3375 66.559418 L 884.8125 66.559418 L 886.05 67.642124 L 887.2875 68.724829 L 888.525 69.807535 L 888.525 71.972945 L 887.2875 73.055651 L 886.05 74.138356 L 884.8125 75.221062 L 882.3375 75.221062 L 881.1 76.303767 L 879.8625 77.386473 L 877.3875 77.386473 L 874.9125 77.386473 L 872.4375 77.386473 L 869.9625 77.386473 L 867.4875 77.386473 L 865.0125 77.386473 L 863.775 76.303767 L 865.0125 75.221062 L 867.4875 75.221062 L 868.725 74.138356 L 869.9625 73.055651 L 872.4375 73.055651 L 874.9125 73.055651 L 876.15 71.972945 L 877.3875 70.89024 L 878.625 69.807535 L 879.8625 68.724829 L 881.1 67.642124 L 882.3375 66.559418 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_17">    <path clip-path="url(#p39f6a8ee2d)" d="M 869.9625 70.89024 L 871.2 71.972945 L 871.2 74.138356 L 871.2 76.303767 L 869.9625 77.386473 L 868.725 76.303767 L 868.725 74.138356 L 868.725 71.972945 L 869.9625 70.89024 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/>   </g>   <g id="LineCollection_18">    <path clip-path="url(#p39f6a8ee2d)" d="M 860.0625 44.905309 L 865.0125 44.973011 L 879.8625 44.905309 L 882.3375 47.006209 L 887.2875 47.150198 L 889.7625 49.070979 L 892.2375 49.236131 L 893.838852 50.318836 L 894.7125 51.141983 L 897.1875 53.129715 L 899.6625 53.566953 L 901.681716 54.649658 L 902.1375 55.04843 L 904.6125 56.917185 L 905.85 58.98048 L 907.0875 60.689962 L 907.645509 61.145891 L 908.325 63.311302 L 909.5625 64.674265 L 910.479674 65.476713 L 910.740476 67.642124 L 910.8 76.303767 L 910.802345 78.469178 L 909.5625 79.693007 L 908.435305 80.634589 L 908.325 82.8 L 906.022084 84.965411 L 905.251941 87.130822 L 904.6125 87.690278 L 903.375 89.296233 L 903.025793 91.461644 L 903.401355 100.123287 L 902.1375 101.478303 L 898.878818 104.454109 L 897.1875 105.64404 L 894.7125 106.120919 L 892.2375 105.641786 L 890.535775 104.454109 L 887.2875 101.4784 L 886.046275 100.123287 L 886.117063 97.957876 L 885.974516 95.792465 L 883.393264 93.627055 L 879.8625 90.512928 L 877.3875 90.522126 L 874.9125 88.243002 L 862.5375 88.234511 L 860.0625 90.48723 L 857.5875 90.528785 L 855.1125 92.579149 L 853.701689 93.627055 L 853.894263 100.123287 L 852.6375 101.478233 L 845.2125 101.478254 L 843.975 100.123287 L 843.928192 97.957876 L 841.479136 95.792465 L 839.16908 93.627055 L 839.395586 91.461644 L 839.025 89.296233 L 836.472042 87.130822 L 835.3125 85.718998 L 834.520598 84.965411 L 833.935137 82.8 L 831.6 80.634589 L 831.660177 78.469178 L 831.591129 74.138356 L 831.666132 67.642124 L 831.915902 65.476713 L 832.8375 64.670395 L 834.075 63.311302 L 834.758511 61.145891 L 835.3125 60.693563 L 836.55 58.98048 L 837.911985 56.815069 L 842.7375 53.096673 L 843.437484 52.484247 L 845.2125 51.401542 L 847.6875 51.142016 L 848.561197 50.318836 L 850.1625 49.236131 L 852.6375 49.109185 L 853.65651 48.153425 L 855.1125 47.07072 L 857.5875 47.041101 L 858.717787 45.988015 L 860.0625 44.905309 L 860.0625 44.905309 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_16">    <g id="patch_17">     <path d="M 807.84 48.615309 L 814.52625 48.615309 L 814.52625 37.001559 L 807.84 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(807.84 46.119684)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 48.615309 L 934.56 48.615309 L 934.56 37.001559 L 926.221875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(926.221875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_18">    <g id="patch_19">     <path d="M 792 133.687156 L 824.428125 133.687156 L 824.428125 122.073406 L 792 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=66 -->    <defs>     <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/>    </defs>    <g style="fill:#ffffff;" transform="translate(792 131.191531)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-79"/>     <use x="59.179688" xlink:href="#DejaVuSans-3d"/>     <use x="142.96875" xlink:href="#DejaVuSans-36"/>     <use x="206.591797" xlink:href="#DejaVuSans-36"/>    </g>   </g>  </g>  <g id="axes_8">   <g clip-path="url(#p4206a64d4d)">    <image height="102" id="imagec3b6a51bb1" transform="scale(1 -1)translate(0 -102)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-31.6"/>   </g>   <g id="LineCollection_19"/>   <g id="LineCollection_20"/>   <g id="LineCollection_21">    <path clip-path="url(#p4206a64d4d)" d="M 1015.9875 52.320807 L 1018.4625 51.581943 L 1020.9375 51.617389 L 1023.4125 51.617389 L 1025.8875 51.617387 L 1028.3625 51.755609 L 1030.8375 51.755598 L 1033.3125 51.617841 L 1035.7875 51.617381 L 1038.2625 51.581934 L 1040.7375 52.321727 L 1040.948672 52.484247 L 1043.2125 53.666804 L 1045.6875 53.599436 L 1046.883846 54.649658 L 1048.1625 55.787702 L 1050.6375 56.778758 L 1050.679003 56.815069 L 1053.1125 58.932258 L 1053.167616 58.98048 L 1055.445461 61.145891 L 1055.5875 61.270163 L 1057.535602 63.311302 L 1058.0625 63.806352 L 1059.243445 65.476713 L 1059.239508 67.642124 L 1060.454349 69.807535 L 1060.5375 69.880285 L 1061.775 71.972945 L 1061.752704 74.138356 L 1062.089974 76.303767 L 1062.153998 78.469178 L 1062.531391 80.634589 L 1062.148596 82.8 L 1061.775 84.965411 L 1061.697149 87.130822 L 1060.5375 88.788406 L 1058.0625 89.228939 L 1057.985585 89.296233 L 1056.022762 91.461644 L 1055.5875 91.84246 L 1053.1125 91.698529 L 1050.6375 91.638198 L 1048.1625 91.78999 L 1045.6875 91.654507 L 1043.2125 91.681436 L 1040.7375 91.682398 L 1038.2625 91.68999 L 1035.7875 92.020237 L 1033.775021 93.627055 L 1033.3125 94.03172 L 1030.8375 93.721983 L 1028.3625 94.056004 L 1025.8875 94.056004 L 1023.4125 93.743395 L 1023.279527 93.627055 L 1020.9375 92.027356 L 1018.4625 91.698395 L 1015.9875 91.698441 L 1013.5125 91.682329 L 1012.763714 91.461644 L 1011.0375 90.91117 L 1008.566844 89.296233 L 1008.5625 89.293314 L 1006.0875 89.223526 L 1003.6125 88.574087 L 1001.1375 88.561125 L 999.654694 87.130822 L 998.6625 86.18502 L 996.1875 85.751153 L 995.797668 84.965411 L 996.1875 84.108463 L 996.737117 82.8 L 996.1875 82.033035 L 995.340264 80.634589 L 994.95 78.469178 L 994.95 76.303767 L 994.940572 74.138356 L 994.946238 71.972945 L 996.1875 69.880565 L 996.275488 69.807535 L 997.425 67.642124 L 998.6625 65.923271 L 999.172903 65.476713 L 999.9 63.311302 L 1001.1375 61.845645 L 1002.082022 61.145891 L 1003.040444 58.98048 L 1003.6125 58.009772 L 1005.98849 56.815069 L 1006.0875 56.782191 L 1008.5625 55.700444 L 1009.861276 54.649658 L 1011.0375 53.600414 L 1013.5125 53.599495 L 1015.742389 52.484247 L 1015.9875 52.320807 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/>   </g>   <g id="text_19">    <g id="patch_20">     <path d="M 966.24 48.615309 L 972.92625 48.615309 L 972.92625 37.001559 L 966.24 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- L -->    <g style="fill:#ffffff;" transform="translate(966.24 46.119684)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 48.615309 L 1092.96 48.615309 L 1092.96 37.001559 L 1084.621875 37.001559 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- R -->    <g style="fill:#ffffff;" transform="translate(1084.621875 46.119684)scale(0.12 -0.12)">     <use xlink:href="#DejaVuSans-52"/>    </g>   </g>   <g id="text_21">    <g id="patch_22">     <path d="M 950.4 133.687156 L 982.828125 133.687156 L 982.828125 122.073406 L 950.4 122.073406 z" style="stroke:#000000;stroke-linejoin:miter;"/>    </g>    <!-- y=87 -->    <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"/>     <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(950.4 131.191531)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="p3618efa2d9">   <rect height="165.6" width="1108.8" x="0" y="0"/>  </clipPath>  <clipPath id="p1c5379dbf8">   <rect height="101.774313" width="158.4" x="0" y="31.912844"/>  </clipPath>  <clipPath id="p5f7dbd7cb7">   <rect height="101.774313" width="158.4" x="158.4" y="31.912844"/>  </clipPath>  <clipPath id="pf90ff9e19d">   <rect height="101.774313" width="158.4" x="316.8" y="31.912844"/>  </clipPath>  <clipPath id="pc03bdc6284">   <rect height="101.774313" width="158.4" x="475.2" y="31.912844"/>  </clipPath>  <clipPath id="p887d2221f0">   <rect height="101.774313" width="158.4" x="633.6" y="31.912844"/>  </clipPath>  <clipPath id="p39f6a8ee2d">   <rect height="101.774313" width="158.4" x="792" y="31.912844"/>  </clipPath>  <clipPath id="p4206a64d4d">   <rect height="101.774313" width="158.4" x="950.4" y="31.912844"/>  </clipPath> </defs></g>
  </g>
</svg>