ds005364/sub-059/figures/sub-059_task-rl_desc-brainmask_bold.svg

<svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1584 230.4" xmlns="http://www.w3.org/2000/svg" version="1.1">
 <metadata>
  <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
   <cc:Work>
    <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
    <dc:date>2026-03-27T00:34:43.464323</dc:date>
    <dc:format>image/svg+xml</dc:format>
    <dc:creator>
     <cc:Agent>
      <dc:title>Matplotlib v3.8.2, https://matplotlib.org/</dc:title>
     </cc:Agent>
    </dc:creator>
   </cc:Work>
  </rdf:RDF>
 </metadata>
 <defs>
  <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
 </defs>
 <g id="figure_1">
  <g id="patch_1">
   <path d="M 0 230.4 
L 1584 230.4 
L 1584 0 
L 0 0 
z
"/>
  </g>
  <g id="axes_1">
   <g clip-path="url(#p072d67d9c0)">
    <image xlink:href="data:image/png;base64,
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" id="image6e92865054" transform="scale(1 -1) translate(0 -230.4)" x="0" y="-0" width="1584" height="230.4"/>
   </g>
  </g>
  <g id="axes_2">
   <g clip-path="url(#pcac153edf9)">
    <image xlink:href="data:image/png;base64,
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" id="imagea906e6c0e8" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 63.145946 57.405405 
L 65.286486 57.405405 
L 67.427027 57.405405 
L 69.567568 57.405405 
L 71.708108 57.405405 
L 73.848649 57.405405 
L 74.918919 58.475676 
L 75.989189 59.545946 
L 78.12973 59.545946 
L 80.27027 59.545946 
L 82.410811 59.545946 
L 84.551351 59.545946 
L 86.691892 59.545946 
L 88.832432 59.545946 
L 90.972973 59.545946 
L 92.043243 60.616216 
L 93.113514 61.686486 
L 95.254054 61.686486 
L 97.394595 61.686486 
L 99.535135 61.686486 
L 100.605405 62.756757 
L 101.675676 63.827027 
L 102.745946 64.897297 
L 103.816216 65.967568 
L 105.956757 65.967568 
L 107.027027 67.037838 
L 107.027027 69.178378 
L 108.097297 70.248649 
L 109.167568 71.318919 
L 110.237838 72.389189 
L 111.308108 73.459459 
L 111.308108 75.6 
L 112.378378 76.67027 
L 113.448649 77.740541 
L 113.448649 79.881081 
L 113.448649 82.021622 
L 114.518919 83.091892 
L 115.589189 84.162162 
L 115.589189 86.302703 
L 115.589189 88.443243 
L 115.589189 90.583784 
L 114.518919 91.654054 
L 113.448649 92.724324 
L 113.448649 94.864865 
L 113.448649 97.005405 
L 113.448649 99.145946 
L 113.448649 101.286486 
L 114.518919 102.356757 
L 115.589189 103.427027 
L 115.589189 105.567568 
L 116.659459 106.637838 
L 117.72973 107.708108 
L 117.72973 109.848649 
L 118.8 110.918919 
L 119.87027 111.989189 
L 120.940541 113.059459 
L 122.010811 114.12973 
L 122.010811 116.27027 
L 122.010811 118.410811 
L 122.010811 120.551351 
L 122.010811 122.691892 
L 122.010811 124.832432 
L 122.010811 126.972973 
L 122.010811 129.113514 
L 120.940541 130.183784 
L 119.87027 131.254054 
L 119.87027 133.394595 
L 118.8 134.464865 
L 116.659459 134.464865 
L 115.589189 135.535135 
L 114.518919 136.605405 
L 112.378378 136.605405 
L 110.237838 136.605405 
L 109.167568 135.535135 
L 108.097297 134.464865 
L 107.027027 133.394595 
L 105.956757 132.324324 
L 104.886486 133.394595 
L 103.816216 134.464865 
L 102.745946 135.535135 
L 102.745946 137.675676 
L 103.816216 138.745946 
L 105.956757 138.745946 
L 107.027027 139.816216 
L 107.027027 141.956757 
L 108.097297 143.027027 
L 109.167568 144.097297 
L 110.237838 145.167568 
L 111.308108 146.237838 
L 112.378378 147.308108 
L 113.448649 148.378378 
L 113.448649 150.518919 
L 113.448649 152.659459 
L 113.448649 154.8 
L 112.378378 155.87027 
L 111.308108 156.940541 
L 110.237838 158.010811 
L 109.167568 159.081081 
L 108.097297 160.151351 
L 105.956757 160.151351 
L 104.886486 161.221622 
L 104.886486 163.362162 
L 103.816216 164.432432 
L 102.745946 165.502703 
L 101.675676 166.572973 
L 100.605405 167.643243 
L 99.535135 168.713514 
L 98.464865 169.783784 
L 97.394595 170.854054 
L 95.254054 170.854054 
L 93.113514 170.854054 
L 92.043243 171.924324 
L 90.972973 172.994595 
L 88.832432 172.994595 
L 86.691892 172.994595 
L 84.551351 172.994595 
L 83.481081 171.924324 
L 82.410811 170.854054 
L 80.27027 170.854054 
L 78.12973 170.854054 
L 75.989189 170.854054 
L 74.918919 169.783784 
L 73.848649 168.713514 
L 71.708108 168.713514 
L 69.567568 168.713514 
L 67.427027 168.713514 
L 65.286486 168.713514 
L 64.216216 169.783784 
L 63.145946 170.854054 
L 61.005405 170.854054 
L 58.864865 170.854054 
L 57.794595 169.783784 
L 56.724324 168.713514 
L 54.583784 168.713514 
L 52.443243 168.713514 
L 50.302703 168.713514 
L 49.232432 167.643243 
L 48.162162 166.572973 
L 47.091892 165.502703 
L 46.021622 164.432432 
L 44.951351 163.362162 
L 43.881081 162.291892 
L 42.810811 161.221622 
L 41.740541 160.151351 
L 40.67027 159.081081 
L 40.67027 156.940541 
L 39.6 155.87027 
L 38.52973 154.8 
L 38.52973 152.659459 
L 37.459459 151.589189 
L 36.389189 150.518919 
L 36.389189 148.378378 
L 36.389189 146.237838 
L 36.389189 144.097297 
L 37.459459 143.027027 
L 39.6 143.027027 
L 40.67027 141.956757 
L 40.67027 139.816216 
L 39.6 138.745946 
L 37.459459 138.745946 
L 35.318919 138.745946 
L 34.248649 137.675676 
L 33.178378 136.605405 
L 32.108108 135.535135 
L 32.108108 133.394595 
L 32.108108 131.254054 
L 32.108108 129.113514 
L 31.037838 128.043243 
L 29.967568 126.972973 
L 29.967568 124.832432 
L 29.967568 122.691892 
L 29.967568 120.551351 
L 29.967568 118.410811 
L 29.967568 116.27027 
L 29.967568 114.12973 
L 31.037838 113.059459 
L 32.108108 111.989189 
L 32.108108 109.848649 
L 33.178378 108.778378 
L 34.248649 107.708108 
L 35.318919 106.637838 
L 37.459459 106.637838 
L 38.52973 105.567568 
L 38.52973 103.427027 
L 38.52973 101.286486 
L 39.6 100.216216 
L 40.67027 99.145946 
L 40.67027 97.005405 
L 40.67027 94.864865 
L 40.67027 92.724324 
L 40.67027 90.583784 
L 40.67027 88.443243 
L 40.67027 86.302703 
L 40.67027 84.162162 
L 40.67027 82.021622 
L 40.67027 79.881081 
L 40.67027 77.740541 
L 41.740541 76.67027 
L 42.810811 75.6 
L 42.810811 73.459459 
L 43.881081 72.389189 
L 44.951351 71.318919 
L 46.021622 70.248649 
L 47.091892 69.178378 
L 47.091892 67.037838 
L 48.162162 65.967568 
L 50.302703 65.967568 
L 51.372973 64.897297 
L 52.443243 63.827027 
L 54.583784 63.827027 
L 55.654054 62.756757 
L 56.724324 61.686486 
L 57.794595 60.616216 
L 58.864865 59.545946 
L 61.005405 59.545946 
L 62.075676 58.475676 
L 63.145946 57.405405 
z
" clip-path="url(#pcac153edf9)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_1">
    <g id="patch_2">
     <path d="M 15.84 55.53375 
L 22.52625 55.53375 
L 22.52625 43.92 
L 15.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(15.84 53.038125) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-4c" d="M 628 4666 
L 1259 4666 
L 1259 531 
L 3531 531 
L 3531 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_2">
    <g id="patch_3">
     <path d="M 134.221875 55.53375 
L 142.56 55.53375 
L 142.56 43.92 
L 134.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(134.221875 53.038125) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-52" d="M 2841 2188 
Q 3044 2119 3236 1894 
Q 3428 1669 3622 1275 
L 4263 0 
L 3584 0 
L 2988 1197 
Q 2756 1666 2539 1819 
Q 2322 1972 1947 1972 
L 1259 1972 
L 1259 0 
L 628 0 
L 628 4666 
L 2053 4666 
Q 2853 4666 3247 4331 
Q 3641 3997 3641 3322 
Q 3641 2881 3436 2590 
Q 3231 2300 2841 2188 
z
M 1259 4147 
L 1259 2491 
L 2053 2491 
Q 2509 2491 2742 2702 
Q 2975 2913 2975 3322 
Q 2975 3731 2742 3939 
Q 2509 4147 2053 4147 
L 1259 4147 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_3">
    <g id="patch_4">
     <path d="M 0 194.4 
L 43.588125 194.4 
L 43.588125 182.78625 
L 0 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-102 -->
    <g style="fill: #ffffff" transform="translate(0 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-7a" d="M 353 3500 
L 3084 3500 
L 3084 2975 
L 922 459 
L 3084 459 
L 3084 0 
L 275 0 
L 275 525 
L 2438 3041 
L 353 3041 
L 353 3500 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-3d" d="M 678 2906 
L 4684 2906 
L 4684 2381 
L 678 2381 
L 678 2906 
z
M 678 1631 
L 4684 1631 
L 4684 1100 
L 678 1100 
L 678 1631 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-2d" d="M 313 2009 
L 1997 2009 
L 1997 1497 
L 313 1497 
L 313 2009 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-32" d="M 1228 531 
L 3431 531 
L 3431 0 
L 469 0 
L 469 531 
Q 828 903 1448 1529 
Q 2069 2156 2228 2338 
Q 2531 2678 2651 2914 
Q 2772 3150 2772 3378 
Q 2772 3750 2511 3984 
Q 2250 4219 1831 4219 
Q 1534 4219 1204 4116 
Q 875 4013 500 3803 
L 500 4441 
Q 881 4594 1212 4672 
Q 1544 4750 1819 4750 
Q 2544 4750 2975 4387 
Q 3406 4025 3406 3419 
Q 3406 3131 3298 2873 
Q 3191 2616 2906 2266 
Q 2828 2175 2409 1742 
Q 1991 1309 1228 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
     <use xlink:href="#DejaVuSans-32" x="299.609375"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p27d80e8f75)">
    <image xlink:href="data:image/png;base64,
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" id="imagecd039f2d8a" transform="scale(1 -1) translate(0 -159.12)" x="158" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_2">
    <path d="M 221.545946 57.405405 
L 223.686486 57.405405 
L 225.827027 57.405405 
L 227.967568 57.405405 
L 230.108108 57.405405 
L 232.248649 57.405405 
L 233.318919 58.475676 
L 234.389189 59.545946 
L 236.52973 59.545946 
L 238.67027 59.545946 
L 240.810811 59.545946 
L 242.951351 59.545946 
L 245.091892 59.545946 
L 247.232432 59.545946 
L 249.372973 59.545946 
L 250.443243 60.616216 
L 251.513514 61.686486 
L 253.654054 61.686486 
L 255.794595 61.686486 
L 256.864865 62.756757 
L 257.935135 63.827027 
L 260.075676 63.827027 
L 262.216216 63.827027 
L 263.286486 64.897297 
L 264.356757 65.967568 
L 265.427027 67.037838 
L 266.497297 68.108108 
L 267.567568 69.178378 
L 268.637838 70.248649 
L 269.708108 71.318919 
L 269.708108 73.459459 
L 269.708108 75.6 
L 270.778378 76.67027 
L 271.848649 77.740541 
L 271.848649 79.881081 
L 272.918919 80.951351 
L 273.989189 82.021622 
L 273.989189 84.162162 
L 273.989189 86.302703 
L 273.989189 88.443243 
L 273.989189 90.583784 
L 273.989189 92.724324 
L 273.989189 94.864865 
L 273.989189 97.005405 
L 273.989189 99.145946 
L 273.989189 101.286486 
L 275.059459 102.356757 
L 276.12973 103.427027 
L 276.12973 105.567568 
L 276.12973 107.708108 
L 277.2 108.778378 
L 278.27027 109.848649 
L 278.27027 111.989189 
L 279.340541 113.059459 
L 280.410811 114.12973 
L 280.410811 116.27027 
L 281.481081 117.340541 
L 282.551351 118.410811 
L 282.551351 120.551351 
L 282.551351 122.691892 
L 282.551351 124.832432 
L 281.481081 125.902703 
L 280.410811 126.972973 
L 280.410811 129.113514 
L 280.410811 131.254054 
L 280.410811 133.394595 
L 279.340541 134.464865 
L 278.27027 135.535135 
L 277.2 136.605405 
L 276.12973 137.675676 
L 276.12973 139.816216 
L 275.059459 140.886486 
L 273.989189 141.956757 
L 273.989189 144.097297 
L 273.989189 146.237838 
L 272.918919 147.308108 
L 271.848649 148.378378 
L 271.848649 150.518919 
L 271.848649 152.659459 
L 271.848649 154.8 
L 271.848649 156.940541 
L 270.778378 158.010811 
L 268.637838 158.010811 
L 267.567568 159.081081 
L 266.497297 160.151351 
L 265.427027 161.221622 
L 264.356757 162.291892 
L 263.286486 163.362162 
L 262.216216 164.432432 
L 261.145946 165.502703 
L 260.075676 166.572973 
L 259.005405 167.643243 
L 257.935135 168.713514 
L 256.864865 169.783784 
L 255.794595 170.854054 
L 253.654054 170.854054 
L 251.513514 170.854054 
L 250.443243 171.924324 
L 249.372973 172.994595 
L 247.232432 172.994595 
L 245.091892 172.994595 
L 242.951351 172.994595 
L 240.810811 172.994595 
L 238.67027 172.994595 
L 236.52973 172.994595 
L 235.459459 171.924324 
L 234.389189 170.854054 
L 232.248649 170.854054 
L 231.178378 169.783784 
L 230.108108 168.713514 
L 229.037838 169.783784 
L 227.967568 170.854054 
L 225.827027 170.854054 
L 223.686486 170.854054 
L 222.616216 171.924324 
L 221.545946 172.994595 
L 219.405405 172.994595 
L 218.335135 171.924324 
L 217.264865 170.854054 
L 215.124324 170.854054 
L 212.983784 170.854054 
L 211.913514 169.783784 
L 210.843243 168.713514 
L 208.702703 168.713514 
L 207.632432 167.643243 
L 206.562162 166.572973 
L 205.491892 165.502703 
L 204.421622 164.432432 
L 202.281081 164.432432 
L 201.210811 163.362162 
L 201.210811 161.221622 
L 200.140541 160.151351 
L 199.07027 159.081081 
L 198 158.010811 
L 196.92973 156.940541 
L 196.92973 154.8 
L 195.859459 153.72973 
L 194.789189 152.659459 
L 194.789189 150.518919 
L 194.789189 148.378378 
L 194.789189 146.237838 
L 194.789189 144.097297 
L 193.718919 143.027027 
L 192.648649 141.956757 
L 192.648649 139.816216 
L 191.578378 138.745946 
L 190.508108 137.675676 
L 190.508108 135.535135 
L 189.437838 134.464865 
L 188.367568 133.394595 
L 188.367568 131.254054 
L 188.367568 129.113514 
L 188.367568 126.972973 
L 188.367568 124.832432 
L 188.367568 122.691892 
L 188.367568 120.551351 
L 188.367568 118.410811 
L 188.367568 116.27027 
L 188.367568 114.12973 
L 189.437838 113.059459 
L 190.508108 111.989189 
L 191.578378 110.918919 
L 192.648649 109.848649 
L 193.718919 108.778378 
L 194.789189 107.708108 
L 195.859459 106.637838 
L 196.92973 105.567568 
L 196.92973 103.427027 
L 198 102.356757 
L 199.07027 101.286486 
L 199.07027 99.145946 
L 199.07027 97.005405 
L 199.07027 94.864865 
L 199.07027 92.724324 
L 198 91.654054 
L 196.92973 90.583784 
L 196.92973 88.443243 
L 196.92973 86.302703 
L 196.92973 84.162162 
L 196.92973 82.021622 
L 198 80.951351 
L 199.07027 79.881081 
L 199.07027 77.740541 
L 200.140541 76.67027 
L 201.210811 75.6 
L 201.210811 73.459459 
L 202.281081 72.389189 
L 203.351351 71.318919 
L 203.351351 69.178378 
L 204.421622 68.108108 
L 205.491892 67.037838 
L 206.562162 65.967568 
L 207.632432 64.897297 
L 208.702703 63.827027 
L 210.843243 63.827027 
L 211.913514 62.756757 
L 212.983784 61.686486 
L 215.124324 61.686486 
L 216.194595 60.616216 
L 217.264865 59.545946 
L 219.405405 59.545946 
L 220.475676 58.475676 
L 221.545946 57.405405 
z
" clip-path="url(#p27d80e8f75)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_4">
    <g id="patch_5">
     <path d="M 174.24 55.53375 
L 180.92625 55.53375 
L 180.92625 43.92 
L 174.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(174.24 53.038125) 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 55.53375 
L 300.96 55.53375 
L 300.96 43.92 
L 292.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(292.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_6">
    <g id="patch_7">
     <path d="M 158.4 194.4 
L 194.353125 194.4 
L 194.353125 182.78625 
L 158.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-97 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-39" d="M 703 97 
L 703 672 
Q 941 559 1184 500 
Q 1428 441 1663 441 
Q 2288 441 2617 861 
Q 2947 1281 2994 2138 
Q 2813 1869 2534 1725 
Q 2256 1581 1919 1581 
Q 1219 1581 811 2004 
Q 403 2428 403 3163 
Q 403 3881 828 4315 
Q 1253 4750 1959 4750 
Q 2769 4750 3195 4129 
Q 3622 3509 3622 2328 
Q 3622 1225 3098 567 
Q 2575 -91 1691 -91 
Q 1453 -91 1209 -44 
Q 966 3 703 97 
z
M 1959 2075 
Q 2384 2075 2632 2365 
Q 2881 2656 2881 3163 
Q 2881 3666 2632 3958 
Q 2384 4250 1959 4250 
Q 1534 4250 1286 3958 
Q 1038 3666 1038 3163 
Q 1038 2656 1286 2365 
Q 1534 2075 1959 2075 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-37" d="M 525 4666 
L 3525 4666 
L 3525 4397 
L 1831 0 
L 1172 0 
L 2766 4134 
L 525 4134 
L 525 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-39" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pa9cce2aff1)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAAN0AAADdCAYAAAA/xHcaAAAfxklEQVR4nO3dSawmVfnH8UKcR5wFEURAhmZsGgGBBtQFGCOtooTEOOxNDBvjxkTdGKPGhcEYNXHhsNAYXDgSRBqHBlGRQWlmsXEecJ6nVZ3/p7F+/1uv997T7708v9WTot6qU6e6ON/7O+d5zn7DMPx72Mfab7/9Wvzvf6/cHM9f5ByP/etf/2rx/vvvv+L9H/KQh7T4n//854r393zl9Y1tm3G6r79N53idhz3sYSu2f07blH2Y2p/On/OeN6um/2WUSqV1U310pVJnPXRfN2AY+qGGGCbqGCuxM/12jkQ7f/u3v/1t8vpz0C6hYOrLOfiXMD8h65y2racW/bNkWVQjXanUWfXRlUqdtRR4uagSfk0hmv9dTEo4Jwr+4x//WPE+4qLHE5qm+yYnMLmgD33o/7265GQ+8pGPbPEBBxzQ4t/85jeTv02uZmrzHC3qiG4kTPxfVSNdqdRZ9dGVSp21IfFSiT5TyJJwxeNpcvwRj3jE5LX//Oc/T95/jqvpvVRyBRMSq3TfhI6iqQj6+9//vsWidWpnuldC7qQHA1KqGulKpc6qj65U6qz9hiVYe6nmTHiu5FiqOY6ZEikf9ahHtfgvf/lLi//617+ueM2EvemZRL60LlRE9ByPP/zhD2+xk+9pHaaxvxUvffa///3vk+1P7uv/io6bGTlrpCuVOqs+ulKpszYkXiaknEKxOesMjR//+Me3WJRK6yQ9x/sn3BJfRco//vGPk8+k0oR4Ot/2eN/kUvrstv9xj3tci3/729+2eI6Lu5o1q6M2G2rWSFcqdVZ9dKVSZy3d5PiiKLEW7qUupW7en/70pxandYmeL/6JnQll0wS08nyvOWfSWSR27eXTnva0Fouaf/jDH1qsYykWPuYxj5k87vkJs+dokfdfqT2lUmmW6qMrlTpr6fAyac6avymMSy6feCYWiknq0Y9+dItFSifKvb4omCajxTmV2jxnAtpnES91HW2brqYI6r3EYHFULHcNp1g+J7VnCg3noONGQkpVI12p1Fn10ZVKnbXUeJlcvzmYMoUeaW1hwjZxy+v9+te/bvEcV1OcO/TQQ1vshPjvfve7Fv/sZz9rcXIL0/pMkVIk9pzkgtqGJzzhCS0WWW2bGPnYxz52mJL3tc9XQsNFUHSjqUa6Uqmz6qMrlTpr6fByTvpN0tQ6P9FoThqOmKRTp3TtRDiR7Fe/+lWLTzrppBY/9alPbfHtt9/eYt0/CweJr57jc+mCun7S34q7tlm3VidThH7iE584eY7oKJqKvt7LdqY1meM7SiXwN0NBoxrpSqXOqo+uVOqspcNLtWj57ynESDvFGIuRKXNcNBKr0qTzcccd1+L77rtv8l733HNPi5/xjGe0WJdVpBTJxLbnPOc5LRYXvdePfvSjyes/+9nPnjzHZ/HZU4l42+/zirgJa6dQc06xpdX8KbIvVSNdqdRZ9dGVSp21z/ByUTRIWCF+Ofk6Yk3aMFH3T2TSvbz//vsn23Laaae1+Oijj27xU57ylMnzf/zjH7f4U5/6VIvFtgMPPLDFaV2oCPeiF71o8r5imxPZIp+uqfFhhx3W4uRk2vdOjuvcnnDCCS2+9dZbW5wm+qcKKKWUrTkZ88uuGulKpc6qj65U6qylLkyUjs85Z0QZEUQc8tzDDz+8xeKcyHfwwQe3+KCDDmrxIYcc0mJR05QfJ8ovv/zyFn/jG9+YPP9lL3tZi1/72te2WET0ufxtSsnRcb333ntbbHGhq666qsVO4v/kJz9pscj9i1/8osXi6LOe9awW7969e7LNaS3o2P5K7SmVSmum+uhKpc5aCryc42TOOcfJ1xG5kkspIoqOv/zlL1usm6fztmPHjhYfeeSRLRYjnZh2LaVo961vfavFp59+eos/+9nPtvj8889v8XOf+9wWO5Gtc2iNStHRNKI00a9zK2raV6Lg5z73uRaLvqkwUdq7XEwc36GOZirlruaU4F8WHK2RrlTqrProSqXO2jB4mSaMUzb1eL64pSN34okntvinP/1pi3U4vedFF13UYl3Nu+++u8Xi0/HHH99isfNJT3pSi3Uddf90BdPaS69pf4h2Hhf/XHtpm3Vxf/7zn7fYflP223ve854W65ran7YnFVAaUTL99zmIuCwYmVQjXanUWfXRlUqdtRRrLxfZ5PGBx0WlqYlh8VKn0ZQc8cXriVt33HFHi0WmH/zgBy3WadQ5tA2uh9RtTbvkeC/XVYpfYqoOrc/lNZ/85Ce3+LrrrmvxzTff3OKtW7e22Ge3D71XwuPkZPoObds4+a6jrOObytWrZXQsVY10pVJn1UdXKnXWPnMvRQAztHXTRAmxLyGU13z6058+DMPek9qve93rJu+j2/bxj3+8xU5wn3XWWS1+3vOeN/lMc1KHxDCx0DaI2PaNeJY2o3QiXmz7zGc+02LXUtqGsc+GYe8J8WOOOWbyXvaJ17/tttta/NWvfrXFc3YpGtOUbJcT+2nfdbWMSKlqpCuVOqs+ulKps7riZXKb3KTQ+okpKzyl6IhiZ5555jAMw/D85z+/HbMIj1hqgSDv7zrMCy64oMWuXRR3vL/XVyKryJwmjn/4wx+2WOTzXvaN19RZ1YF0gt7reN89e/a02Cx1+9tJc9vwwQ9+sMWistipi2tfjchoG722+KxSeXu1KHauF6bWSFcqdVZ9dKVSZ6375PicdZU6YuKOTp+olzZZ3L59e4tf/epXD8MwDMcee2w7tmvXrhaLYc985jNbbCa4uCXSprQTz0nOmukzYmqaKPectI5Rd8/2iGI+lwgt2qstW7a02HWYphElnL744otbbCEmMVF3UjTUcR2VNs/0dxtpTWaNdKVSZ9VHVyp11rq4l4vWtEwOmkhk/USv7zpCsWZETRFV51Ccsy6l54hMKdad87hOo/J8sSnV2xSJdHPtA/vMCe6Eozt37myxaOqkv8ivbI9oL3ZamEjE1Yn9yEc+0uK77rqrxSNan3zyye3YjTfeOPkcqSDTampj9kDQGulKpc6qj65U6qx1cS/nFIlJm/75W90uMTEhhpsvjtfX9UyFcRJSWq78zjvvbLGpK6KRWCV6uf5TbBMXzQRP6Sv2h7EbQd50000tFi/TppNmuCcsS9hsf1ry3fv63o444ogW+w6nqgKYlW5BJv/MWGQP82VSjXSlUmfVR1cqdVbXyfHkaurciWXuFiNyec5b3/rWFm/btq3F47pDM5BdfygyHXDAAS22nuR3v/vdFut2ugd3wmRxTqXUpYS+KfM6FWcSiV1TqnMoBot2Pntap6rTq3MsUop6PpcbZZ5xxhkt9j2PqG/6kWs8XdSQ/hRRy5hFXiNdqdRZ9dGVSp21LniZMNLhXaxJLqWTxOLa61//+haLKRYbGl1NnUbvI9J6jk6mrqA453VEJp3Sr3/96y3WtXPyOiFz6hsRN+2ZLirr7Lq+1PWN1u30t663tB/ESDd/FAd1axNC+6eAzvC4k1FyUlMfpNSeZUFKVSNdqdRZ9dGVSp21FJPjrv/TiUvpH26+KNY4UT26frpdOoHGCW9FWteHOrmcUl38rRncIpzPanvEZFHTlJyUAmW9Tdsgqntf2y/imtntdVwv6n7l1uQUL+1bHVQxUdT83ve+91/tdaJcx9QFBclFXs3e9uulGulKpc6qj65U6qylyBwXAVP9x5ThnNYyjggo9ujCiU+6jqKJmCRWiT6iXapXKYZZqt2JbB1UJ4OdOLZYT0JQMVyn0XvZT2my2wlx7+X7TIsX7HOdUl1W07ZctDC6xD6H9/F6vnvPtz/UsjiZNdKVSp1VH12p1FldJ8c9Lg6IO6KMDpdYkfaxFgfHa+ocipTpGmKhbp6OZUp7EeecfDftxfaIc7YnOa5pr3Db7D7moq/tFP9M1bHN/tb35vrMlMkuDnovr6+T6VrWcfGA9xEXU3n9lA61LEipaqQrlTqrPrpSqbPWfXJ8zqRlmqhWZ599doudYHYyeAprXTOZihQ5CW9bvLb4Is75WyeaxWE3i9QpFb1ETduWnsX7inNpvaXtF9d0TX1e32FKvbKdKTPdhQ++W91LZZ9M/U4nOBWISjVHl0U10pVKnVUfXanUWV137UmTlmKfGKTr95a3vKXFab2gGDKih+sVTVcx1nXUMVXikxgmYk3teT4MGUdPPPHEyWdKO/KIkU6guxuOqTpiobHt9/pOoIvZOoZpDWcqNOQ5LnCwn73++G/h0ksvnbye/z5sr+/TZ1pG1KyRrlTqrProSqXOWve1l0pHLKXZ6F6JQaKVLmVyHsd73Xfffe1YQg1xRBx14th1j+KoE7se9zpOalubM5Ufd2I4yWxrs9ftAwsT6SKK82KqyJecRvveCW4RUZRN7rUurvcdn+Xtb397O/bOd76zxS5k8DmSAz71b+KBcVJtClkqbRLVR1cqdVbX1B6H61RKXTfyTW96U4strf21r32txeKRmcSj2+gEqm1JaKJEV1NgvI5umg6eshjRlVde2eIXvOAFLdZ9c8L6wAMPbLHobca8aOc54p/9J6J5vk6s61hvuOGGFvvexEKf3RSqhJfpz4vRfbXg1I4dO1r8sY99rMUiue9K91fkn6PKHC+VNqHqoyuVOmtVeDknKzydk9JXxB13oHHy2ElRy397fEwREpO8tihqW3QdxTyxN02Cizg6lmnXHpFVx9LzRSjlZL1OZkqBMq3JZzGVKq2rtO91QXV00w46xqKy7qUu7uhS+2eBa1fdTDIpYWyqjdlbNdKVSp1VH12p1FmrwsvVTDDq+iWH8aqrrmqxtQ9f85rXtNgJ9KkS6iKF+JTa4vXmZJeLrD6HqOlxJ5pFR6/pfb2+bUiTwWLhUUcd1WLx1clrf5v2MXe9ZVo/K2qm1CtRNj3vuD7TZ/XPDNuYClqdcsopLR7LtM/VnKzz1Wam10hXKnVWfXSlUmd1XXuZ0MQ1jiKILt65557bYt00N26c2i0muY4JaQ877LAWi2S6diljeU7RnLTZoW0T/8RL13nahlSwSMfSdqas/bSmVUfUvk/FiNKaVVHM8+3b0dX0PvZNKuDkcXF0TlUC1WNNZo10pVJn1UdXKnVWV7wUuVLdS/HLGpGimI6YKGMG9Zh1vmfPnnZMVNPpPPLII1t87733Tt5TlNEhTJtF+qwJR9IOO8annnrq5PmWIp/KmH9gm3UL0+5JIqjXSRtZetw/C2655ZYW24euyfS9iZej86lj+oEPfKDF4qLYa3t9P4um8/RQjXSlUmfVR1cqddaa4eWcUuqimGkhroMUy9IktM6Xjp5rL0d8TRnnqVCPazlN/1GuGzS2zqTt9blTWlByLF0UkAoKiU06manAkfhq6ovvQfzfsmVLi30/ToKLdNbw9M+F5Dy6k9HBBx88DMMwXHLJJcOUvL9tTxUElrHceo10pVJn1UdXKnXWmuFlGq49Lh6JCWY1O9ktKrmfuKkeqaDP6H6JUt4zlRAXjXQ4xSHvIzIdeuihk8dTXc80gT7l5j3wmj631/ea4pTunihrxrqIJjZ73H7zvVmj1PdmYSifa9xbfBj2xsQx3enFL35xO3bZZZdNPocT7/Zf2li03MtS6UGq+uhKpc7aZ3UvRQ0zqMUBMWH37t0t3r59e4udEFejYzi6YcOw94RrcvNSKoqOWHLwdBo9rhNorKspvtoHOplp56DkHPtbEdSCRWmDS/tN/PO+Ll7Ytm1biz//+c+32IUHIqsl5V2QMOK9rmfCQrHXc9I602UpsV4jXanUWfXRlUqd1bXuZdpz3AlpCwOJD9dcc02LX/7yl7fYiVWxacSphBqmjohh3l8n03PEUTHVZxLJUslxcU6sNbZoj3ipe5km2XURbZvXF5v9resavb4776RdkI444ogWi+i6ux53UcPoXutuph2EEgL73MuoGulKpc7qaqSkP/j9P5nmgn+0O2JZ4fm0005rsavbx5HOUVQDxDke/2h35bwjpwmyaXlY2qTD/zunraHT/80d0VI9llRvxOsoR+dk5risyxFQOXKdfvrpLdZQsk887sjkqDbWNHF+L2VjaFalpOQ0F6p6byZSI12p1Fn10ZVKnbXueJk2DRFr0up2jRTx0iVhF154YYtf+MIXtnjciMIkSueJ0mp8kUW8THNkqY0inPcVd8Ugr6mxIGZp8ohzXl8sFHFN5k0JqiJfShD1vbkcbufOnS12w5Hjjz++xS4bExOt/PzlL395eKDEXn+XKjmnWijLktBaI12p1Fn10ZVKndXVvVQigK6ciGYsdrr8yEwANc6x6ZiJiGkLY5NedSyVc1W6iyKLuJiWePlM/tZ5LpdIieFiqu3/yle+0mLnGW2z2Ck6im7WMxHdRFzR1H5LyHr99de3WOdTN3pMbnZpoH1j25PD6ntOfbwvVSNdqdRZ9dGVSp21LjVS0gTwXjfGBRMRt27d2uJrr722xTpVOoa33npri125Pi4zEi/mIJCY4jIjnTrb7rOmDALxzOVSIp8bi+j42X8unbIStX2za9euyfaI82kJnOiri6vEwrRNs2gojjrJLSaedNJJLR7frdWpfd8isHjpu02as59ibX9cKm1C1UdXKnXWutdIUWkdnA6aSGRJO9dHeh3dQzFrdB7FKt08HUXdP1HGtoheupq6o6KPvxXnRFnlcZ9PBBXtRCvPEZtFNHFO9E3bNNv+5Bh6nTk46HpX12Ta/yOy+u/J+4i9IqVusX3pv4lyL0ulB6nqoyuVOmufTY4n6dCJJkoXTLwTQUdk8XpWlRaTRKlU+Vl8EY1do5hK3ok7PpOupriV9rwTs7xvcovFaTHb9niOv0046nXEu7SHnM/rNX1e+3lcAGD/6bDaHzq+usupP5J7uRrsrO2PS6UNoProSqXO6praI5qIVp6T9nUT6UQWkcFybyNqio6mwHgN1zQ64WvVYq+jyyfu2EbP0SFMpfl0aj2eFgXYl67VNH3m29/+dotFa38r8qU9A12Hmaone36qOaPLavqS1xwn1lPajvJ9+h68XtpoZV+qRrpSqbPqoyuVOmtd8HKOS5QQSjRJSKTbZTGiMVt8GPZ2x0bpTIo9tsW2m0Lkb8Uqj+sKpk1JdFPFYTPBRT5/6309R+funHPOabFYdtNNN7XYfhVZRTT7wf72GW1Pcmh9D2bi228WlxrXlHpP26iraR94/jJuGqJqpCuVOqs+ulKpsxbGyznpEUkO+wkdDzrooMl7JbdTR0zn7vbbb/+v64mxtkX3UkxJE9C2N+GZGOR9L7jgghafeuqpLRbDnHS+4447Jtt89tlnt1jMss9EVvvhm9/8Zot1a1N6lu5r2rRD59Zz7MNUPEg8HtuQ1k86UZ+qbnv/Rf+9VmpPqbQJVR9dqdRZES9Xg5Fz3Mu0L5qFeI455pgWu/ZRBDQtxLV4IuMoUc3/LpqIcCltKBUdSmspnfi2vV/84hdb7HOLRy4WEKfuvPPOFuuCmnWu8+n+ceKcbqqOYlob6Z8FCcVdACBGmtpjH7rV8egkX3fdde2Y78TUpZtvvrnFaX+6Odtyq4TYa6ka6UqlzqqPrlTqrIiXc4bWRVMl0oSr54t9Io54l3ZlER9H1HNHGNdDup4wuWBeW3m+EjWTO2vZcJ/PZ/K417H9Ivl3vvOdFltyXsdSZzft35ay2n0/LiqwzWm9pdhpbN+K5WMb0npL3Vb/rdjHaZvjZZkor5GuVOqs+uhKpc5al7WXKXM3uZeihOjj8VRv0bQWJ4lHN9Dtg8UnccjCQU7yeo7HRSNduJRS4n3tj5QZ74S/DuQ44T8MeyNoShe65557Js/XsbTPxFcRUcRNG3XaPx6///77W5yQ8Yorrmjx+OeAfaDrad1Q77mMBYiSaqQrlTqrPrpSqbPWZe1lOsfjaXceccd0lCmHaxj2RpNzzz23xSNWOunsfSyZLtLqaqaUI/EsOYrJbdW1TXt8+3yWKzcWrby+jp7YnDbBVPaPeOeziK8pFUgctd/8rbG4Pu7gY2l222W2eJoQT+6lqk0hS6UHkeqjK5U6a2G8XKthOWVri1ZiSkojcR2hmckvfelLh2HY2700s1zsOeqooybvb6nwlAmedr1JZcFFKc8Xa8U/r+P+42eeeWaLXQDg2sRUL1JUT5hvH4ua7uGeUpxEaJ/X2D4xHgtKea7vJE3s91gzuVaqka5U6qz66Eqlzlr3upeLbsSneykeuXGgDp3X/+hHP9riMStbHEmoo3OoAylW6aaZ2e0Ed9pzXFQzfUb0Ff+cyBbbbKftd4NI04hMTRJN0649In9ySkVKr+Me6N5XlHVRg67vbbfd9l/3SiXYNxJGJtVIVyp1Vn10pVJn7TcMQ7cxOqFmcv08X/xSqfz2O97xjmEYhuHoo49ux3Qjk6OoG2rdS++fyq2LnR43pUVkTps5pnWpYltaAym+uvbS3yYHVVS2X3UPxT4n38VgsVlX1j489thjW+yfDmP/W3bd++uM2scbSTXSlUqdVR9dqdRZS4GXyZFK5ztpLiZOTcpedtllk+eKVabMiH+mlKSJbJHMtBOfI5X89jlMzxEpdVNNt3GS2udyXWgqXa+8r7i7Z8+eyfNFRNevKvtny5YtLbavLrnkkhZffvnlLR7dUQs46dqmXXgWLUC0L1UjXanUWfXRlUqdtWaT4+tRJzOd42RtWuc3Tr6mVB3xScQyQz2tDxUj3fP88MMPb7HI5+RvumbKZLf2p9fUWdWl9BlFtJRp7vOKji5AMJ1Gd1RZbzNlx5tF/qUvfanFPu+IgzrBvtdFJ8eXcTK9RrpSqbPqoyuVOmtVeLkoUs45X3dPJTRwraEu1ziJa7rPxRdf3OKrr7568noioi7ijTfe2GLx1klc1xM62e2Eu78VU72OGCbaOYnsRP/JJ5/cYiepxU7lukprY5plL8qa+pTw2BLn55133uR9X/nKV7bYNZ9Te9F7bZ9JLQsuLqoa6UqlzqqPrlTqrFXh5XoM76mgjxLRTBdxInl0A9/97ne3YxdeeGGLnbT1d8cdd1yLRSYngm2jzpoT1rp2oqauqc6kKOv5FltSrv+85pprWpw2ZxTbbbM4rRPsJLuT+GKta0rPOuusFrvYwD43c99/O7qX430XLdm/kVQjXanUWfXRlUqdtXSZ44squWkjEjkpLDrqXp5yyikrtiul1ZjGogPpcZHP9oigTmSn4jtJYq2OqBnlttlzxEj7xwl0JUYmbd++vcXiv0r7pK+kZZzsXlQ10pVKnVUfXanUWeuCl6uZNJ+zoaRyvaDu24huopSIdc4557T4jDPOaLGo9olPfKLFJ5xwQos//elPt1jnLUmXz8l8J6NNq3nJS16y4jXV9ddf3+KUVuNktxtHfv/7359sp6iZZCGoN77xjS32PaQMfd+b6D66rL7vjZohnlQjXanUWfXRlUqdte6bQq7VddI104aLo2umK6iLqEN4yy23tFg02rVrV4tF0Fe84hUtdm2k7qUyA/3aa69tsUjp+sxFtW3bthY7ce/Et3I9qhgpXqr3v//9LX7b297WYlHW/hQpLUHvmlJdXDWi5GZwKZNqpCuVOqs+ulKps/ZZYaI5BYjmXMc1i6le5JScnBVBLf4jjpoW9KpXvarFW7dubfGHP/zhFr/5zW+ebJeT0aKsjqJrMsUz11g6Af2FL3yhxTqWhxxyyLCIdGvf9a53TbbTdCFx2nWeqWam7810HjX+dtF96zeSaqQrlTqrPrpSqbO64mVsxBrtYz61EeOc36U6kx53ElyXzwI6ZnDv2LGjxW94wxtabLqQqOmuN6me5KWXXtri9773vZPniKC7d+9usWXMxchPfvKTLfa5LLhkRrzoKHaK4mot6lFuVIxMqpGuVOqs+uhKpc5a99SeOZrjZM5BDLOjR3fMY6KRx53MNaVF/BMjdd4854YbbpiMd+7c2eLzzz+/xe4V7kT8+973vhZfccUVLdYd1S10Z6IPfehDLU4pQhZwMhanTTuyJmfCSJWy/+e8w/Gc1dRRXXbVSFcqdVZ9dKVSZy2Fe6lWgxVTNTMTuiYEShnNOnteM9VvTJtCOtltSouYZ9a5k8umKTmhb+Eg13DqOirbaT8k/NbR9XjK2l+NYzn1/su9LJVKq1J9dKVSZy2Fe7keGlFJRy4hpcikO+dxMU/n0PN1/NJmlWKkx5Xn6Bwq2+NziWL+1vYkDLav5riUq9lBZyVtNqRUNdKVSp1VH12p1FlLh5eLpvx4zlSc9tpW6RyPT+0sMwx5lyHPd2ccM83TxL3pRRbwUXNQ0L60KFByHZOTmc5ZVHOKTo3npL7ZDKqRrlTqrProSqXOWrrJcbXWm04umrk+B88SMiXXVIfT4zqN1udMO++Ir7bN+3pN7+tvk1u7CAr+f+cnLVrf9H+9zzKqRrpSqbPqoyuVOmvD42VyL1fCkDlIuVJW+jDk9YoiqMfTRLzXT45lcvESdqa+UamdqZT5aupRLoL0q7nPstfMrJGuVOqs+uhKpc5auslxtaiDJh5N4Yt4psuXJotVQkrvn9AuIaiag7tz9mOfs7409WvC13SvRSew57RhLbSMSKlqpCuVOqs+ulKps5bavVRz8Guq2FDCs3SNOfec41ImpEybHSancY6jqOa4pqkNi+L8oueoOS7xZlWNdKVSZ9VHVyp11lK7l3O00lrA5DSqOa7aHMybkzKTdhOaU0BpjjM5B8NTnPA4naPmTNzPqYc5Ht/MmFkjXanUWfXRlUqdteHxUokkI+olHEq/U4siU8LUOZPIc9ZJznmWpNXUpVw0nWeOQ5u0mbFyVI10pVJn1UdXKnXWhpkcV4tklCe3cFHMS8iUfpucOtvjWs05azJXk26T1o7OUXqWdN85a003W7GhRVQjXanUWfXRlUqd9R8bxoiBXnAjlwAAAABJRU5ErkJggg==" id="image3a4f8ce182" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 384.227027 57.405405 
L 386.367568 57.405405 
L 388.508108 57.405405 
L 390.648649 57.405405 
L 392.789189 57.405405 
L 393.859459 58.475676 
L 394.92973 59.545946 
L 396 58.475676 
L 397.07027 57.405405 
L 399.210811 57.405405 
L 400.281081 58.475676 
L 401.351351 59.545946 
L 403.491892 59.545946 
L 405.632432 59.545946 
L 407.772973 59.545946 
L 408.843243 60.616216 
L 409.913514 61.686486 
L 412.054054 61.686486 
L 413.124324 62.756757 
L 414.194595 63.827027 
L 416.335135 63.827027 
L 417.405405 64.897297 
L 418.475676 65.967568 
L 420.616216 65.967568 
L 421.686486 67.037838 
L 422.756757 68.108108 
L 423.827027 69.178378 
L 424.897297 70.248649 
L 425.967568 71.318919 
L 427.037838 72.389189 
L 428.108108 73.459459 
L 428.108108 75.6 
L 429.178378 76.67027 
L 430.248649 77.740541 
L 430.248649 79.881081 
L 431.318919 80.951351 
L 432.389189 82.021622 
L 432.389189 84.162162 
L 433.459459 85.232432 
L 434.52973 86.302703 
L 434.52973 88.443243 
L 434.52973 90.583784 
L 435.6 91.654054 
L 436.67027 92.724324 
L 436.67027 94.864865 
L 436.67027 97.005405 
L 436.67027 99.145946 
L 436.67027 101.286486 
L 436.67027 103.427027 
L 436.67027 105.567568 
L 436.67027 107.708108 
L 436.67027 109.848649 
L 436.67027 111.989189 
L 437.740541 113.059459 
L 438.810811 114.12973 
L 438.810811 116.27027 
L 438.810811 118.410811 
L 438.810811 120.551351 
L 438.810811 122.691892 
L 439.881081 123.762162 
L 440.951351 124.832432 
L 440.951351 126.972973 
L 440.951351 129.113514 
L 440.951351 131.254054 
L 440.951351 133.394595 
L 439.881081 134.464865 
L 438.810811 135.535135 
L 437.740541 136.605405 
L 436.67027 137.675676 
L 436.67027 139.816216 
L 436.67027 141.956757 
L 436.67027 144.097297 
L 435.6 145.167568 
L 434.52973 146.237838 
L 434.52973 148.378378 
L 433.459459 149.448649 
L 432.389189 150.518919 
L 432.389189 152.659459 
L 431.318919 153.72973 
L 430.248649 154.8 
L 429.178378 155.87027 
L 428.108108 156.940541 
L 427.037838 158.010811 
L 425.967568 159.081081 
L 424.897297 160.151351 
L 423.827027 161.221622 
L 423.827027 163.362162 
L 422.756757 164.432432 
L 421.686486 165.502703 
L 420.616216 166.572973 
L 419.545946 167.643243 
L 418.475676 168.713514 
L 416.335135 168.713514 
L 415.264865 169.783784 
L 414.194595 170.854054 
L 413.124324 171.924324 
L 412.054054 172.994595 
L 410.983784 174.064865 
L 409.913514 175.135135 
L 407.772973 175.135135 
L 405.632432 175.135135 
L 403.491892 175.135135 
L 401.351351 175.135135 
L 400.281081 174.064865 
L 399.210811 172.994595 
L 397.07027 172.994595 
L 394.92973 172.994595 
L 392.789189 172.994595 
L 390.648649 172.994595 
L 388.508108 172.994595 
L 386.367568 172.994595 
L 385.297297 174.064865 
L 384.227027 175.135135 
L 383.156757 174.064865 
L 382.086486 172.994595 
L 379.945946 172.994595 
L 377.805405 172.994595 
L 375.664865 172.994595 
L 373.524324 172.994595 
L 371.383784 172.994595 
L 370.313514 171.924324 
L 369.243243 170.854054 
L 367.102703 170.854054 
L 366.032432 169.783784 
L 364.962162 168.713514 
L 363.891892 167.643243 
L 362.821622 166.572973 
L 361.751351 165.502703 
L 360.681081 164.432432 
L 359.610811 163.362162 
L 358.540541 162.291892 
L 357.47027 161.221622 
L 356.4 160.151351 
L 355.32973 159.081081 
L 355.32973 156.940541 
L 354.259459 155.87027 
L 353.189189 154.8 
L 353.189189 152.659459 
L 352.118919 151.589189 
L 351.048649 150.518919 
L 351.048649 148.378378 
L 349.978378 147.308108 
L 348.908108 146.237838 
L 348.908108 144.097297 
L 348.908108 141.956757 
L 347.837838 140.886486 
L 346.767568 139.816216 
L 346.767568 137.675676 
L 346.767568 135.535135 
L 346.767568 133.394595 
L 345.697297 132.324324 
L 344.627027 131.254054 
L 344.627027 129.113514 
L 345.697297 128.043243 
L 346.767568 126.972973 
L 345.697297 125.902703 
L 344.627027 124.832432 
L 345.697297 123.762162 
L 346.767568 122.691892 
L 346.767568 120.551351 
L 346.767568 118.410811 
L 346.767568 116.27027 
L 347.837838 115.2 
L 348.908108 114.12973 
L 348.908108 111.989189 
L 348.908108 109.848649 
L 349.978378 108.778378 
L 351.048649 107.708108 
L 351.048649 105.567568 
L 351.048649 103.427027 
L 351.048649 101.286486 
L 351.048649 99.145946 
L 352.118919 98.075676 
L 353.189189 97.005405 
L 353.189189 94.864865 
L 353.189189 92.724324 
L 353.189189 90.583784 
L 353.189189 88.443243 
L 353.189189 86.302703 
L 354.259459 85.232432 
L 355.32973 84.162162 
L 355.32973 82.021622 
L 356.4 80.951351 
L 357.47027 79.881081 
L 357.47027 77.740541 
L 358.540541 76.67027 
L 359.610811 75.6 
L 359.610811 73.459459 
L 360.681081 72.389189 
L 361.751351 71.318919 
L 362.821622 70.248649 
L 364.962162 70.248649 
L 366.032432 69.178378 
L 367.102703 68.108108 
L 368.172973 67.037838 
L 368.172973 64.897297 
L 369.243243 63.827027 
L 371.383784 63.827027 
L 372.454054 62.756757 
L 373.524324 61.686486 
L 375.664865 61.686486 
L 377.805405 61.686486 
L 378.875676 60.616216 
L 379.945946 59.545946 
L 382.086486 59.545946 
L 383.156757 58.475676 
L 384.227027 57.405405 
z
" clip-path="url(#pa9cce2aff1)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_7">
    <g id="patch_8">
     <path d="M 332.64 55.53375 
L 339.32625 55.53375 
L 339.32625 43.92 
L 332.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(332.64 53.038125) 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 55.53375 
L 459.36 55.53375 
L 459.36 43.92 
L 451.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(451.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_9">
    <g id="patch_10">
     <path d="M 316.8 194.4 
L 352.753125 194.4 
L 352.753125 182.78625 
L 316.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-81 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-38" d="M 2034 2216 
Q 1584 2216 1326 1975 
Q 1069 1734 1069 1313 
Q 1069 891 1326 650 
Q 1584 409 2034 409 
Q 2484 409 2743 651 
Q 3003 894 3003 1313 
Q 3003 1734 2745 1975 
Q 2488 2216 2034 2216 
z
M 1403 2484 
Q 997 2584 770 2862 
Q 544 3141 544 3541 
Q 544 4100 942 4425 
Q 1341 4750 2034 4750 
Q 2731 4750 3128 4425 
Q 3525 4100 3525 3541 
Q 3525 3141 3298 2862 
Q 3072 2584 2669 2484 
Q 3125 2378 3379 2068 
Q 3634 1759 3634 1313 
Q 3634 634 3220 271 
Q 2806 -91 2034 -91 
Q 1263 -91 848 271 
Q 434 634 434 1313 
Q 434 1759 690 2068 
Q 947 2378 1403 2484 
z
M 1172 3481 
Q 1172 3119 1398 2916 
Q 1625 2713 2034 2713 
Q 2441 2713 2670 2916 
Q 2900 3119 2900 3481 
Q 2900 3844 2670 4047 
Q 2441 4250 2034 4250 
Q 1625 4250 1398 4047 
Q 1172 3844 1172 3481 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-38" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#pc195d80a8f)">
    <image xlink:href="data:image/png;base64,
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" id="image2b469d5173" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 546.908108 57.405405 
L 549.048649 57.405405 
L 551.189189 57.405405 
L 552.259459 58.475676 
L 553.32973 59.545946 
L 555.47027 59.545946 
L 556.540541 58.475676 
L 557.610811 57.405405 
L 558.681081 58.475676 
L 559.751351 59.545946 
L 561.891892 59.545946 
L 564.032432 59.545946 
L 565.102703 60.616216 
L 566.172973 61.686486 
L 568.313514 61.686486 
L 569.383784 62.756757 
L 570.454054 63.827027 
L 572.594595 63.827027 
L 573.664865 64.897297 
L 574.735135 65.967568 
L 576.875676 65.967568 
L 577.945946 67.037838 
L 579.016216 68.108108 
L 580.086486 69.178378 
L 581.156757 70.248649 
L 582.227027 71.318919 
L 583.297297 72.389189 
L 584.367568 73.459459 
L 585.437838 74.52973 
L 586.508108 75.6 
L 587.578378 76.67027 
L 588.648649 77.740541 
L 588.648649 79.881081 
L 589.718919 80.951351 
L 590.789189 82.021622 
L 591.859459 83.091892 
L 592.92973 84.162162 
L 592.92973 86.302703 
L 592.92973 88.443243 
L 594 89.513514 
L 595.07027 90.583784 
L 595.07027 92.724324 
L 595.07027 94.864865 
L 595.07027 97.005405 
L 595.07027 99.145946 
L 595.07027 101.286486 
L 595.07027 103.427027 
L 595.07027 105.567568 
L 595.07027 107.708108 
L 595.07027 109.848649 
L 595.07027 111.989189 
L 595.07027 114.12973 
L 596.140541 115.2 
L 597.210811 116.27027 
L 597.210811 118.410811 
L 597.210811 120.551351 
L 598.281081 121.621622 
L 599.351351 122.691892 
L 599.351351 124.832432 
L 599.351351 126.972973 
L 599.351351 129.113514 
L 599.351351 131.254054 
L 599.351351 133.394595 
L 598.281081 134.464865 
L 597.210811 135.535135 
L 597.210811 137.675676 
L 596.140541 138.745946 
L 595.07027 139.816216 
L 595.07027 141.956757 
L 595.07027 144.097297 
L 594 145.167568 
L 592.92973 146.237838 
L 592.92973 148.378378 
L 591.859459 149.448649 
L 590.789189 150.518919 
L 589.718919 151.589189 
L 588.648649 152.659459 
L 588.648649 154.8 
L 587.578378 155.87027 
L 586.508108 156.940541 
L 586.508108 159.081081 
L 585.437838 160.151351 
L 584.367568 161.221622 
L 583.297297 162.291892 
L 582.227027 163.362162 
L 581.156757 164.432432 
L 580.086486 165.502703 
L 579.016216 166.572973 
L 577.945946 167.643243 
L 576.875676 168.713514 
L 574.735135 168.713514 
L 573.664865 169.783784 
L 573.664865 171.924324 
L 572.594595 172.994595 
L 570.454054 172.994595 
L 569.383784 174.064865 
L 568.313514 175.135135 
L 566.172973 175.135135 
L 564.032432 175.135135 
L 561.891892 175.135135 
L 559.751351 175.135135 
L 557.610811 175.135135 
L 555.47027 175.135135 
L 553.32973 175.135135 
L 552.259459 174.064865 
L 551.189189 172.994595 
L 549.048649 172.994595 
L 546.908108 172.994595 
L 544.767568 172.994595 
L 542.627027 172.994595 
L 540.486486 172.994595 
L 538.345946 172.994595 
L 537.275676 174.064865 
L 536.205405 175.135135 
L 534.064865 175.135135 
L 532.994595 174.064865 
L 531.924324 172.994595 
L 529.783784 172.994595 
L 527.643243 172.994595 
L 526.572973 171.924324 
L 525.502703 170.854054 
L 524.432432 169.783784 
L 523.362162 168.713514 
L 522.291892 167.643243 
L 522.291892 165.502703 
L 521.221622 164.432432 
L 520.151351 163.362162 
L 519.081081 162.291892 
L 518.010811 161.221622 
L 516.940541 160.151351 
L 515.87027 159.081081 
L 514.8 158.010811 
L 513.72973 156.940541 
L 512.659459 155.87027 
L 511.589189 154.8 
L 511.589189 152.659459 
L 510.518919 151.589189 
L 509.448649 150.518919 
L 509.448649 148.378378 
L 508.378378 147.308108 
L 507.308108 146.237838 
L 507.308108 144.097297 
L 506.237838 143.027027 
L 505.167568 141.956757 
L 505.167568 139.816216 
L 505.167568 137.675676 
L 505.167568 135.535135 
L 504.097297 134.464865 
L 503.027027 133.394595 
L 503.027027 131.254054 
L 503.027027 129.113514 
L 503.027027 126.972973 
L 503.027027 124.832432 
L 503.027027 122.691892 
L 504.097297 121.621622 
L 505.167568 120.551351 
L 505.167568 118.410811 
L 505.167568 116.27027 
L 505.167568 114.12973 
L 506.237838 113.059459 
L 507.308108 111.989189 
L 507.308108 109.848649 
L 507.308108 107.708108 
L 507.308108 105.567568 
L 508.378378 104.497297 
L 509.448649 103.427027 
L 509.448649 101.286486 
L 509.448649 99.145946 
L 509.448649 97.005405 
L 509.448649 94.864865 
L 509.448649 92.724324 
L 509.448649 90.583784 
L 510.518919 89.513514 
L 511.589189 88.443243 
L 511.589189 86.302703 
L 511.589189 84.162162 
L 512.659459 83.091892 
L 513.72973 82.021622 
L 514.8 80.951351 
L 515.87027 79.881081 
L 516.940541 78.810811 
L 518.010811 77.740541 
L 518.010811 75.6 
L 519.081081 74.52973 
L 520.151351 73.459459 
L 521.221622 72.389189 
L 522.291892 71.318919 
L 523.362162 70.248649 
L 524.432432 69.178378 
L 525.502703 68.108108 
L 526.572973 67.037838 
L 527.643243 65.967568 
L 528.713514 64.897297 
L 529.783784 63.827027 
L 531.924324 63.827027 
L 534.064865 63.827027 
L 535.135135 62.756757 
L 536.205405 61.686486 
L 538.345946 61.686486 
L 539.416216 60.616216 
L 540.486486 59.545946 
L 542.627027 59.545946 
L 544.767568 59.545946 
L 545.837838 58.475676 
L 546.908108 57.405405 
z
" clip-path="url(#pc195d80a8f)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_10">
    <g id="patch_11">
     <path d="M 491.04 55.53375 
L 497.72625 55.53375 
L 497.72625 43.92 
L 491.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(491.04 53.038125) 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 55.53375 
L 617.76 55.53375 
L 617.76 43.92 
L 609.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(609.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 475.2 194.4 
L 511.153125 194.4 
L 511.153125 182.78625 
L 475.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-77 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#pf495e064da)">
    <image xlink:href="data:image/png;base64,
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" id="imagee045c1864d" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 705.308108 59.545946 
L 707.448649 59.545946 
L 709.589189 59.545946 
L 711.72973 59.545946 
L 713.87027 59.545946 
L 716.010811 59.545946 
L 718.151351 59.545946 
L 719.221622 60.616216 
L 720.291892 61.686486 
L 722.432432 61.686486 
L 724.572973 61.686486 
L 725.643243 62.756757 
L 726.713514 63.827027 
L 727.783784 64.897297 
L 728.854054 65.967568 
L 730.994595 65.967568 
L 732.064865 67.037838 
L 733.135135 68.108108 
L 734.205405 69.178378 
L 735.275676 70.248649 
L 736.345946 71.318919 
L 737.416216 72.389189 
L 739.556757 72.389189 
L 740.627027 73.459459 
L 741.697297 74.52973 
L 742.767568 75.6 
L 743.837838 76.67027 
L 744.908108 77.740541 
L 745.978378 78.810811 
L 747.048649 79.881081 
L 748.118919 80.951351 
L 749.189189 82.021622 
L 749.189189 84.162162 
L 750.259459 85.232432 
L 751.32973 86.302703 
L 751.32973 88.443243 
L 752.4 89.513514 
L 753.47027 90.583784 
L 753.47027 92.724324 
L 753.47027 94.864865 
L 753.47027 97.005405 
L 753.47027 99.145946 
L 753.47027 101.286486 
L 753.47027 103.427027 
L 754.540541 104.497297 
L 755.610811 105.567568 
L 755.610811 107.708108 
L 755.610811 109.848649 
L 755.610811 111.989189 
L 755.610811 114.12973 
L 755.610811 116.27027 
L 755.610811 118.410811 
L 755.610811 120.551351 
L 756.681081 121.621622 
L 757.751351 122.691892 
L 757.751351 124.832432 
L 757.751351 126.972973 
L 757.751351 129.113514 
L 757.751351 131.254054 
L 756.681081 132.324324 
L 755.610811 133.394595 
L 755.610811 135.535135 
L 755.610811 137.675676 
L 755.610811 139.816216 
L 754.540541 140.886486 
L 753.47027 141.956757 
L 753.47027 144.097297 
L 752.4 145.167568 
L 751.32973 146.237838 
L 750.259459 147.308108 
L 749.189189 148.378378 
L 749.189189 150.518919 
L 748.118919 151.589189 
L 747.048649 152.659459 
L 747.048649 154.8 
L 745.978378 155.87027 
L 744.908108 156.940541 
L 743.837838 158.010811 
L 742.767568 159.081081 
L 742.767568 161.221622 
L 741.697297 162.291892 
L 740.627027 163.362162 
L 739.556757 164.432432 
L 737.416216 164.432432 
L 736.345946 165.502703 
L 736.345946 167.643243 
L 735.275676 168.713514 
L 734.205405 169.783784 
L 733.135135 170.854054 
L 732.064865 171.924324 
L 730.994595 172.994595 
L 729.924324 174.064865 
L 728.854054 175.135135 
L 726.713514 175.135135 
L 724.572973 175.135135 
L 723.502703 176.205405 
L 722.432432 177.275676 
L 721.362162 178.345946 
L 720.291892 179.416216 
L 718.151351 179.416216 
L 716.010811 179.416216 
L 714.940541 180.486486 
L 713.87027 181.556757 
L 712.8 180.486486 
L 711.72973 179.416216 
L 709.589189 179.416216 
L 708.518919 178.345946 
L 707.448649 177.275676 
L 706.378378 176.205405 
L 705.308108 175.135135 
L 704.237838 176.205405 
L 703.167568 177.275676 
L 702.097297 178.345946 
L 701.027027 179.416216 
L 698.886486 179.416216 
L 696.745946 179.416216 
L 695.675676 178.345946 
L 694.605405 177.275676 
L 692.464865 177.275676 
L 691.394595 176.205405 
L 690.324324 175.135135 
L 688.183784 175.135135 
L 687.113514 174.064865 
L 686.043243 172.994595 
L 684.972973 171.924324 
L 683.902703 170.854054 
L 682.832432 169.783784 
L 681.762162 168.713514 
L 680.691892 167.643243 
L 679.621622 166.572973 
L 678.551351 165.502703 
L 677.481081 164.432432 
L 676.410811 163.362162 
L 675.340541 162.291892 
L 674.27027 161.221622 
L 673.2 160.151351 
L 672.12973 159.081081 
L 672.12973 156.940541 
L 671.059459 155.87027 
L 669.989189 154.8 
L 669.989189 152.659459 
L 668.918919 151.589189 
L 667.848649 150.518919 
L 667.848649 148.378378 
L 666.778378 147.308108 
L 665.708108 146.237838 
L 665.708108 144.097297 
L 664.637838 143.027027 
L 663.567568 141.956757 
L 663.567568 139.816216 
L 663.567568 137.675676 
L 662.497297 136.605405 
L 661.427027 135.535135 
L 661.427027 133.394595 
L 661.427027 131.254054 
L 661.427027 129.113514 
L 661.427027 126.972973 
L 661.427027 124.832432 
L 661.427027 122.691892 
L 661.427027 120.551351 
L 662.497297 119.481081 
L 663.567568 118.410811 
L 663.567568 116.27027 
L 663.567568 114.12973 
L 663.567568 111.989189 
L 663.567568 109.848649 
L 664.637838 108.778378 
L 665.708108 107.708108 
L 665.708108 105.567568 
L 665.708108 103.427027 
L 665.708108 101.286486 
L 666.778378 100.216216 
L 667.848649 99.145946 
L 667.848649 97.005405 
L 667.848649 94.864865 
L 667.848649 92.724324 
L 667.848649 90.583784 
L 667.848649 88.443243 
L 668.918919 87.372973 
L 669.989189 86.302703 
L 669.989189 84.162162 
L 671.059459 83.091892 
L 672.12973 82.021622 
L 673.2 80.951351 
L 674.27027 79.881081 
L 675.340541 78.810811 
L 676.410811 77.740541 
L 677.481081 76.67027 
L 679.621622 76.67027 
L 680.691892 75.6 
L 681.762162 74.52973 
L 682.832432 73.459459 
L 683.902703 72.389189 
L 684.972973 71.318919 
L 684.972973 69.178378 
L 686.043243 68.108108 
L 688.183784 68.108108 
L 689.254054 67.037838 
L 690.324324 65.967568 
L 692.464865 65.967568 
L 693.535135 64.897297 
L 694.605405 63.827027 
L 696.745946 63.827027 
L 698.886486 63.827027 
L 699.956757 62.756757 
L 701.027027 61.686486 
L 703.167568 61.686486 
L 704.237838 60.616216 
L 705.308108 59.545946 
z
" clip-path="url(#pf495e064da)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 55.53375 
L 656.12625 55.53375 
L 656.12625 43.92 
L 649.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 53.038125) 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 55.53375 
L 776.16 55.53375 
L 776.16 43.92 
L 767.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 194.4 
L 669.553125 194.4 
L 669.553125 182.78625 
L 633.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-69 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-36" d="M 2113 2584 
Q 1688 2584 1439 2293 
Q 1191 2003 1191 1497 
Q 1191 994 1439 701 
Q 1688 409 2113 409 
Q 2538 409 2786 701 
Q 3034 994 3034 1497 
Q 3034 2003 2786 2293 
Q 2538 2584 2113 2584 
z
M 3366 4563 
L 3366 3988 
Q 3128 4100 2886 4159 
Q 2644 4219 2406 4219 
Q 1781 4219 1451 3797 
Q 1122 3375 1075 2522 
Q 1259 2794 1537 2939 
Q 1816 3084 2150 3084 
Q 2853 3084 3261 2657 
Q 3669 2231 3669 1497 
Q 3669 778 3244 343 
Q 2819 -91 2113 -91 
Q 1303 -91 875 529 
Q 447 1150 447 2328 
Q 447 3434 972 4092 
Q 1497 4750 2381 4750 
Q 2619 4750 2861 4703 
Q 3103 4656 3366 4563 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p39694cc8a0)">
    <image xlink:href="data:image/png;base64,
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" id="image2c13e07274" transform="scale(1 -1) translate(0 -157.68)" x="792" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 867.989189 59.545946 
L 869.059459 60.616216 
L 870.12973 61.686486 
L 872.27027 61.686486 
L 874.410811 61.686486 
L 876.551351 61.686486 
L 878.691892 61.686486 
L 879.762162 62.756757 
L 880.832432 63.827027 
L 882.972973 63.827027 
L 884.043243 64.897297 
L 885.113514 65.967568 
L 887.254054 65.967568 
L 888.324324 67.037838 
L 889.394595 68.108108 
L 890.464865 69.178378 
L 891.535135 70.248649 
L 892.605405 71.318919 
L 893.675676 72.389189 
L 894.745946 73.459459 
L 895.816216 74.52973 
L 897.956757 74.52973 
L 899.027027 75.6 
L 900.097297 76.67027 
L 902.237838 76.67027 
L 903.308108 77.740541 
L 904.378378 78.810811 
L 905.448649 79.881081 
L 905.448649 82.021622 
L 906.518919 83.091892 
L 907.589189 84.162162 
L 908.659459 85.232432 
L 909.72973 86.302703 
L 909.72973 88.443243 
L 909.72973 90.583784 
L 910.8 91.654054 
L 911.87027 92.724324 
L 911.87027 94.864865 
L 911.87027 97.005405 
L 911.87027 99.145946 
L 911.87027 101.286486 
L 912.940541 102.356757 
L 914.010811 103.427027 
L 914.010811 105.567568 
L 914.010811 107.708108 
L 914.010811 109.848649 
L 914.010811 111.989189 
L 914.010811 114.12973 
L 914.010811 116.27027 
L 914.010811 118.410811 
L 914.010811 120.551351 
L 914.010811 122.691892 
L 915.081081 123.762162 
L 916.151351 124.832432 
L 916.151351 126.972973 
L 916.151351 129.113514 
L 916.151351 131.254054 
L 916.151351 133.394595 
L 915.081081 134.464865 
L 914.010811 135.535135 
L 914.010811 137.675676 
L 912.940541 138.745946 
L 911.87027 139.816216 
L 911.87027 141.956757 
L 911.87027 144.097297 
L 910.8 145.167568 
L 909.72973 146.237838 
L 908.659459 147.308108 
L 907.589189 148.378378 
L 906.518919 149.448649 
L 905.448649 150.518919 
L 905.448649 152.659459 
L 905.448649 154.8 
L 904.378378 155.87027 
L 903.308108 156.940541 
L 902.237838 158.010811 
L 901.167568 159.081081 
L 901.167568 161.221622 
L 900.097297 162.291892 
L 899.027027 163.362162 
L 897.956757 164.432432 
L 895.816216 164.432432 
L 894.745946 165.502703 
L 893.675676 166.572973 
L 892.605405 167.643243 
L 892.605405 169.783784 
L 891.535135 170.854054 
L 890.464865 171.924324 
L 889.394595 172.994595 
L 887.254054 172.994595 
L 886.183784 174.064865 
L 885.113514 175.135135 
L 884.043243 176.205405 
L 882.972973 177.275676 
L 881.902703 178.345946 
L 880.832432 179.416216 
L 878.691892 179.416216 
L 876.551351 179.416216 
L 874.410811 179.416216 
L 873.340541 180.486486 
L 872.27027 181.556757 
L 871.2 180.486486 
L 870.12973 179.416216 
L 867.989189 179.416216 
L 865.848649 179.416216 
L 864.778378 178.345946 
L 863.708108 177.275676 
L 862.637838 178.345946 
L 861.567568 179.416216 
L 859.427027 179.416216 
L 857.286486 179.416216 
L 855.145946 179.416216 
L 853.005405 179.416216 
L 851.935135 178.345946 
L 850.864865 177.275676 
L 849.794595 176.205405 
L 848.724324 175.135135 
L 846.583784 175.135135 
L 845.513514 174.064865 
L 844.443243 172.994595 
L 843.372973 171.924324 
L 842.302703 170.854054 
L 841.232432 169.783784 
L 840.162162 168.713514 
L 839.091892 167.643243 
L 838.021622 166.572973 
L 836.951351 165.502703 
L 835.881081 164.432432 
L 834.810811 163.362162 
L 833.740541 162.291892 
L 832.67027 161.221622 
L 831.6 160.151351 
L 830.52973 159.081081 
L 830.52973 156.940541 
L 829.459459 155.87027 
L 828.389189 154.8 
L 828.389189 152.659459 
L 828.389189 150.518919 
L 827.318919 149.448649 
L 826.248649 148.378378 
L 825.178378 147.308108 
L 824.108108 146.237838 
L 824.108108 144.097297 
L 823.037838 143.027027 
L 821.967568 141.956757 
L 821.967568 139.816216 
L 821.967568 137.675676 
L 821.967568 135.535135 
L 820.897297 134.464865 
L 819.827027 133.394595 
L 819.827027 131.254054 
L 819.827027 129.113514 
L 819.827027 126.972973 
L 819.827027 124.832432 
L 819.827027 122.691892 
L 819.827027 120.551351 
L 820.897297 119.481081 
L 821.967568 118.410811 
L 821.967568 116.27027 
L 821.967568 114.12973 
L 821.967568 111.989189 
L 821.967568 109.848649 
L 821.967568 107.708108 
L 823.037838 106.637838 
L 824.108108 105.567568 
L 824.108108 103.427027 
L 824.108108 101.286486 
L 825.178378 100.216216 
L 826.248649 99.145946 
L 826.248649 97.005405 
L 826.248649 94.864865 
L 826.248649 92.724324 
L 826.248649 90.583784 
L 827.318919 89.513514 
L 828.389189 88.443243 
L 828.389189 86.302703 
L 829.459459 85.232432 
L 830.52973 84.162162 
L 831.6 83.091892 
L 832.67027 82.021622 
L 833.740541 80.951351 
L 834.810811 79.881081 
L 835.881081 78.810811 
L 836.951351 77.740541 
L 838.021622 76.67027 
L 839.091892 75.6 
L 840.162162 74.52973 
L 841.232432 73.459459 
L 842.302703 72.389189 
L 843.372973 71.318919 
L 844.443243 70.248649 
L 845.513514 69.178378 
L 846.583784 68.108108 
L 848.724324 68.108108 
L 849.794595 67.037838 
L 850.864865 65.967568 
L 853.005405 65.967568 
L 854.075676 64.897297 
L 855.145946 63.827027 
L 857.286486 63.827027 
L 859.427027 63.827027 
L 860.497297 62.756757 
L 861.567568 61.686486 
L 863.708108 61.686486 
L 865.848649 61.686486 
L 866.918919 60.616216 
L 867.989189 59.545946 
z
" clip-path="url(#p39694cc8a0)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_16">
    <g id="patch_17">
     <path d="M 807.84 55.53375 
L 814.52625 55.53375 
L 814.52625 43.92 
L 807.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(807.84 53.038125) 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 55.53375 
L 934.56 55.53375 
L 934.56 43.92 
L 926.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(926.221875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_18">
    <g id="patch_19">
     <path d="M 792 194.4 
L 827.953125 194.4 
L 827.953125 182.78625 
L 792 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-65 -->
    <g style="fill: #ffffff" transform="translate(792 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p757e9c76c7)">
    <image xlink:href="data:image/png;base64,
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" id="image6ed74d2998" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1022.108108 63.827027 
L 1024.248649 63.827027 
L 1026.389189 63.827027 
L 1028.52973 63.827027 
L 1030.67027 63.827027 
L 1032.810811 63.827027 
L 1034.951351 63.827027 
L 1036.021622 64.897297 
L 1037.091892 65.967568 
L 1039.232432 65.967568 
L 1040.302703 67.037838 
L 1041.372973 68.108108 
L 1042.443243 69.178378 
L 1043.513514 70.248649 
L 1045.654054 70.248649 
L 1046.724324 71.318919 
L 1047.794595 72.389189 
L 1048.864865 73.459459 
L 1049.935135 74.52973 
L 1052.075676 74.52973 
L 1054.216216 74.52973 
L 1055.286486 75.6 
L 1056.356757 76.67027 
L 1057.427027 77.740541 
L 1058.497297 78.810811 
L 1059.567568 79.881081 
L 1060.637838 80.951351 
L 1061.708108 82.021622 
L 1062.778378 83.091892 
L 1063.848649 84.162162 
L 1064.918919 85.232432 
L 1065.989189 86.302703 
L 1065.989189 88.443243 
L 1067.059459 89.513514 
L 1068.12973 90.583784 
L 1068.12973 92.724324 
L 1068.12973 94.864865 
L 1069.2 95.935135 
L 1070.27027 97.005405 
L 1070.27027 99.145946 
L 1070.27027 101.286486 
L 1071.340541 102.356757 
L 1072.410811 103.427027 
L 1072.410811 105.567568 
L 1072.410811 107.708108 
L 1072.410811 109.848649 
L 1072.410811 111.989189 
L 1073.481081 113.059459 
L 1074.551351 114.12973 
L 1074.551351 116.27027 
L 1073.481081 117.340541 
L 1072.410811 118.410811 
L 1073.481081 119.481081 
L 1074.551351 120.551351 
L 1074.551351 122.691892 
L 1074.551351 124.832432 
L 1073.481081 125.902703 
L 1072.410811 126.972973 
L 1072.410811 129.113514 
L 1072.410811 131.254054 
L 1072.410811 133.394595 
L 1072.410811 135.535135 
L 1072.410811 137.675676 
L 1071.340541 138.745946 
L 1070.27027 139.816216 
L 1069.2 140.886486 
L 1068.12973 141.956757 
L 1068.12973 144.097297 
L 1068.12973 146.237838 
L 1067.059459 147.308108 
L 1065.989189 148.378378 
L 1064.918919 149.448649 
L 1063.848649 150.518919 
L 1063.848649 152.659459 
L 1062.778378 153.72973 
L 1061.708108 154.8 
L 1061.708108 156.940541 
L 1060.637838 158.010811 
L 1059.567568 159.081081 
L 1058.497297 160.151351 
L 1057.427027 161.221622 
L 1057.427027 163.362162 
L 1056.356757 164.432432 
L 1054.216216 164.432432 
L 1053.145946 165.502703 
L 1052.075676 166.572973 
L 1049.935135 166.572973 
L 1048.864865 167.643243 
L 1047.794595 168.713514 
L 1046.724324 169.783784 
L 1046.724324 171.924324 
L 1045.654054 172.994595 
L 1044.583784 174.064865 
L 1043.513514 175.135135 
L 1041.372973 175.135135 
L 1040.302703 176.205405 
L 1039.232432 177.275676 
L 1038.162162 178.345946 
L 1037.091892 179.416216 
L 1034.951351 179.416216 
L 1032.810811 179.416216 
L 1030.67027 179.416216 
L 1028.52973 179.416216 
L 1026.389189 179.416216 
L 1024.248649 179.416216 
L 1022.108108 179.416216 
L 1019.967568 179.416216 
L 1017.827027 179.416216 
L 1015.686486 179.416216 
L 1013.545946 179.416216 
L 1012.475676 178.345946 
L 1011.405405 177.275676 
L 1010.335135 176.205405 
L 1009.264865 175.135135 
L 1008.194595 174.064865 
L 1007.124324 172.994595 
L 1004.983784 172.994595 
L 1003.913514 171.924324 
L 1002.843243 170.854054 
L 1001.772973 169.783784 
L 1000.702703 168.713514 
L 999.632432 167.643243 
L 998.562162 166.572973 
L 997.491892 165.502703 
L 996.421622 164.432432 
L 994.281081 164.432432 
L 993.210811 163.362162 
L 992.140541 162.291892 
L 991.07027 161.221622 
L 991.07027 159.081081 
L 990 158.010811 
L 988.92973 156.940541 
L 988.92973 154.8 
L 987.859459 153.72973 
L 986.789189 152.659459 
L 985.718919 151.589189 
L 984.648649 150.518919 
L 984.648649 148.378378 
L 984.648649 146.237838 
L 983.578378 145.167568 
L 982.508108 144.097297 
L 982.508108 141.956757 
L 981.437838 140.886486 
L 980.367568 139.816216 
L 980.367568 137.675676 
L 980.367568 135.535135 
L 979.297297 134.464865 
L 978.227027 133.394595 
L 978.227027 131.254054 
L 978.227027 129.113514 
L 978.227027 126.972973 
L 978.227027 124.832432 
L 978.227027 122.691892 
L 978.227027 120.551351 
L 978.227027 118.410811 
L 978.227027 116.27027 
L 979.297297 115.2 
L 980.367568 114.12973 
L 980.367568 111.989189 
L 980.367568 109.848649 
L 980.367568 107.708108 
L 981.437838 106.637838 
L 982.508108 105.567568 
L 982.508108 103.427027 
L 982.508108 101.286486 
L 983.578378 100.216216 
L 984.648649 99.145946 
L 984.648649 97.005405 
L 984.648649 94.864865 
L 985.718919 93.794595 
L 986.789189 92.724324 
L 986.789189 90.583784 
L 986.789189 88.443243 
L 987.859459 87.372973 
L 988.92973 86.302703 
L 990 85.232432 
L 991.07027 84.162162 
L 992.140541 83.091892 
L 993.210811 82.021622 
L 993.210811 79.881081 
L 994.281081 78.810811 
L 995.351351 77.740541 
L 996.421622 76.67027 
L 997.491892 75.6 
L 998.562162 74.52973 
L 1000.702703 74.52973 
L 1001.772973 73.459459 
L 1002.843243 72.389189 
L 1004.983784 72.389189 
L 1006.054054 71.318919 
L 1007.124324 70.248649 
L 1009.264865 70.248649 
L 1010.335135 69.178378 
L 1011.405405 68.108108 
L 1013.545946 68.108108 
L 1014.616216 67.037838 
L 1015.686486 65.967568 
L 1017.827027 65.967568 
L 1019.967568 65.967568 
L 1021.037838 64.897297 
L 1022.108108 63.827027 
z
" clip-path="url(#p757e9c76c7)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 55.53375 
L 972.92625 55.53375 
L 972.92625 43.92 
L 966.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 53.038125) 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 55.53375 
L 1092.96 55.53375 
L 1092.96 43.92 
L 1084.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 194.4 
L 986.353125 194.4 
L 986.353125 182.78625 
L 950.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-57 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p0ab5ac4fd3)">
    <image xlink:href="data:image/png;base64,
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" id="image107fa708a6" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1178.367568 83.091892 
L 1180.508108 83.091892 
L 1182.648649 83.091892 
L 1184.789189 83.091892 
L 1186.92973 83.091892 
L 1189.07027 83.091892 
L 1191.210811 83.091892 
L 1193.351351 83.091892 
L 1194.421622 84.162162 
L 1195.491892 85.232432 
L 1197.632432 85.232432 
L 1198.702703 86.302703 
L 1199.772973 87.372973 
L 1200.843243 88.443243 
L 1200.843243 90.583784 
L 1201.913514 91.654054 
L 1202.983784 92.724324 
L 1204.054054 93.794595 
L 1205.124324 94.864865 
L 1205.124324 97.005405 
L 1206.194595 98.075676 
L 1207.264865 99.145946 
L 1208.335135 100.216216 
L 1209.405405 101.286486 
L 1210.475676 102.356757 
L 1211.545946 103.427027 
L 1212.616216 104.497297 
L 1213.686486 105.567568 
L 1214.756757 106.637838 
L 1215.827027 107.708108 
L 1216.897297 108.778378 
L 1217.967568 109.848649 
L 1219.037838 110.918919 
L 1220.108108 111.989189 
L 1220.108108 114.12973 
L 1220.108108 116.27027 
L 1221.178378 117.340541 
L 1222.248649 118.410811 
L 1222.248649 120.551351 
L 1222.248649 122.691892 
L 1221.178378 123.762162 
L 1220.108108 124.832432 
L 1220.108108 126.972973 
L 1220.108108 129.113514 
L 1220.108108 131.254054 
L 1220.108108 133.394595 
L 1220.108108 135.535135 
L 1219.037838 136.605405 
L 1217.967568 137.675676 
L 1216.897297 138.745946 
L 1215.827027 139.816216 
L 1215.827027 141.956757 
L 1214.756757 143.027027 
L 1213.686486 144.097297 
L 1213.686486 146.237838 
L 1212.616216 147.308108 
L 1210.475676 147.308108 
L 1208.335135 147.308108 
L 1207.264865 148.378378 
L 1207.264865 150.518919 
L 1206.194595 151.589189 
L 1205.124324 152.659459 
L 1204.054054 153.72973 
L 1201.913514 153.72973 
L 1199.772973 153.72973 
L 1198.702703 154.8 
L 1197.632432 155.87027 
L 1195.491892 155.87027 
L 1193.351351 155.87027 
L 1191.210811 155.87027 
L 1189.07027 155.87027 
L 1186.92973 155.87027 
L 1184.789189 155.87027 
L 1182.648649 155.87027 
L 1180.508108 155.87027 
L 1178.367568 155.87027 
L 1176.227027 155.87027 
L 1174.086486 155.87027 
L 1171.945946 155.87027 
L 1170.875676 154.8 
L 1169.805405 153.72973 
L 1167.664865 153.72973 
L 1165.524324 153.72973 
L 1164.454054 152.659459 
L 1163.383784 151.589189 
L 1161.243243 151.589189 
L 1160.172973 150.518919 
L 1159.102703 149.448649 
L 1158.032432 148.378378 
L 1156.962162 147.308108 
L 1155.891892 146.237838 
L 1154.821622 145.167568 
L 1153.751351 144.097297 
L 1153.751351 141.956757 
L 1152.681081 140.886486 
L 1151.610811 139.816216 
L 1150.540541 138.745946 
L 1149.47027 137.675676 
L 1148.4 136.605405 
L 1147.32973 135.535135 
L 1147.32973 133.394595 
L 1147.32973 131.254054 
L 1147.32973 129.113514 
L 1147.32973 126.972973 
L 1147.32973 124.832432 
L 1147.32973 122.691892 
L 1147.32973 120.551351 
L 1148.4 119.481081 
L 1149.47027 118.410811 
L 1149.47027 116.27027 
L 1148.4 115.2 
L 1147.32973 114.12973 
L 1147.32973 111.989189 
L 1148.4 110.918919 
L 1149.47027 109.848649 
L 1149.47027 107.708108 
L 1150.540541 106.637838 
L 1151.610811 105.567568 
L 1152.681081 104.497297 
L 1153.751351 103.427027 
L 1154.821622 102.356757 
L 1155.891892 101.286486 
L 1156.962162 100.216216 
L 1158.032432 99.145946 
L 1159.102703 98.075676 
L 1161.243243 98.075676 
L 1162.313514 97.005405 
L 1163.383784 95.935135 
L 1164.454054 94.864865 
L 1165.524324 93.794595 
L 1166.594595 92.724324 
L 1167.664865 91.654054 
L 1168.735135 90.583784 
L 1169.805405 89.513514 
L 1170.875676 88.443243 
L 1171.945946 87.372973 
L 1173.016216 86.302703 
L 1174.086486 85.232432 
L 1176.227027 85.232432 
L 1177.297297 84.162162 
L 1178.367568 83.091892 
z
" clip-path="url(#p0ab5ac4fd3)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 55.53375 
L 1131.32625 55.53375 
L 1131.32625 43.92 
L 1124.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_23">
    <g id="patch_24">
     <path d="M 1243.021875 55.53375 
L 1251.36 55.53375 
L 1251.36 43.92 
L 1243.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 194.4 
L 1144.753125 194.4 
L 1144.753125 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-25 -->
    <g style="fill: #ffffff" transform="translate(1108.8 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#pd9ff645509)">
    <image xlink:href="data:image/png;base64,
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" id="image7f025a404b" transform="scale(1 -1) translate(0 -157.68)" x="1267" y="-36.72" width="159.12" height="157.68"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1334.627027 91.654054 
L 1336.767568 91.654054 
L 1338.908108 91.654054 
L 1341.048649 91.654054 
L 1343.189189 91.654054 
L 1344.259459 92.724324 
L 1345.32973 93.794595 
L 1346.4 92.724324 
L 1347.47027 91.654054 
L 1348.540541 92.724324 
L 1349.610811 93.794595 
L 1351.751351 93.794595 
L 1352.821622 94.864865 
L 1353.891892 95.935135 
L 1356.032432 95.935135 
L 1357.102703 97.005405 
L 1358.172973 98.075676 
L 1359.243243 99.145946 
L 1360.313514 100.216216 
L 1361.383784 101.286486 
L 1362.454054 102.356757 
L 1363.524324 103.427027 
L 1363.524324 105.567568 
L 1364.594595 106.637838 
L 1365.664865 107.708108 
L 1366.735135 108.778378 
L 1367.805405 109.848649 
L 1368.875676 110.918919 
L 1369.945946 111.989189 
L 1369.945946 114.12973 
L 1369.945946 116.27027 
L 1371.016216 117.340541 
L 1372.086486 118.410811 
L 1372.086486 120.551351 
L 1372.086486 122.691892 
L 1372.086486 124.832432 
L 1372.086486 126.972973 
L 1371.016216 128.043243 
L 1369.945946 129.113514 
L 1369.945946 131.254054 
L 1368.875676 132.324324 
L 1367.805405 133.394595 
L 1366.735135 134.464865 
L 1365.664865 135.535135 
L 1365.664865 137.675676 
L 1364.594595 138.745946 
L 1363.524324 139.816216 
L 1362.454054 140.886486 
L 1361.383784 141.956757 
L 1361.383784 144.097297 
L 1360.313514 145.167568 
L 1358.172973 145.167568 
L 1357.102703 146.237838 
L 1356.032432 147.308108 
L 1354.962162 148.378378 
L 1353.891892 149.448649 
L 1352.821622 148.378378 
L 1351.751351 147.308108 
L 1349.610811 147.308108 
L 1347.47027 147.308108 
L 1345.32973 147.308108 
L 1343.189189 147.308108 
L 1341.048649 147.308108 
L 1338.908108 147.308108 
L 1336.767568 147.308108 
L 1334.627027 147.308108 
L 1332.486486 147.308108 
L 1331.416216 146.237838 
L 1330.345946 145.167568 
L 1328.205405 145.167568 
L 1327.135135 144.097297 
L 1326.064865 143.027027 
L 1323.924324 143.027027 
L 1321.783784 143.027027 
L 1320.713514 141.956757 
L 1319.643243 140.886486 
L 1318.572973 139.816216 
L 1317.502703 138.745946 
L 1316.432432 137.675676 
L 1316.432432 135.535135 
L 1315.362162 134.464865 
L 1314.291892 133.394595 
L 1314.291892 131.254054 
L 1314.291892 129.113514 
L 1314.291892 126.972973 
L 1314.291892 124.832432 
L 1314.291892 122.691892 
L 1315.362162 121.621622 
L 1316.432432 120.551351 
L 1315.362162 119.481081 
L 1314.291892 118.410811 
L 1314.291892 116.27027 
L 1314.291892 114.12973 
L 1314.291892 111.989189 
L 1315.362162 110.918919 
L 1316.432432 109.848649 
L 1317.502703 108.778378 
L 1318.572973 107.708108 
L 1319.643243 106.637838 
L 1320.713514 105.567568 
L 1321.783784 104.497297 
L 1322.854054 103.427027 
L 1323.924324 102.356757 
L 1324.994595 101.286486 
L 1326.064865 100.216216 
L 1327.135135 99.145946 
L 1328.205405 98.075676 
L 1329.275676 97.005405 
L 1330.345946 95.935135 
L 1331.416216 94.864865 
L 1332.486486 93.794595 
L 1333.556757 92.724324 
L 1334.627027 91.654054 
z
" clip-path="url(#pd9ff645509)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_25">
    <g id="patch_26">
     <path d="M 1283.04 55.53375 
L 1289.72625 55.53375 
L 1289.72625 43.92 
L 1283.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1283.04 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_26">
    <g id="patch_27">
     <path d="M 1401.421875 55.53375 
L 1409.76 55.53375 
L 1409.76 43.92 
L 1401.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1401.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_27">
    <g id="patch_28">
     <path d="M 1267.2 194.4 
L 1303.153125 194.4 
L 1303.153125 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-17 -->
    <g style="fill: #ffffff" transform="translate(1267.2 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p801e8e8c74)">
    <image xlink:href="data:image/png;base64,
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" id="image0fc5ca14de" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1495.167568 98.075676 
L 1496.237838 99.145946 
L 1497.308108 100.216216 
L 1499.448649 100.216216 
L 1501.589189 100.216216 
L 1503.72973 100.216216 
L 1504.8 99.145946 
L 1505.87027 98.075676 
L 1508.010811 98.075676 
L 1509.081081 99.145946 
L 1510.151351 100.216216 
L 1511.221622 101.286486 
L 1512.291892 102.356757 
L 1513.362162 103.427027 
L 1513.362162 105.567568 
L 1514.432432 106.637838 
L 1516.572973 106.637838 
L 1517.643243 107.708108 
L 1517.643243 109.848649 
L 1518.713514 110.918919 
L 1519.783784 111.989189 
L 1520.854054 113.059459 
L 1521.924324 114.12973 
L 1521.924324 116.27027 
L 1522.994595 117.340541 
L 1524.064865 118.410811 
L 1524.064865 120.551351 
L 1524.064865 122.691892 
L 1524.064865 124.832432 
L 1522.994595 125.902703 
L 1521.924324 126.972973 
L 1521.924324 129.113514 
L 1521.924324 131.254054 
L 1520.854054 132.324324 
L 1519.783784 133.394595 
L 1519.783784 135.535135 
L 1518.713514 136.605405 
L 1517.643243 137.675676 
L 1516.572973 138.745946 
L 1515.502703 139.816216 
L 1514.432432 140.886486 
L 1512.291892 140.886486 
L 1511.221622 141.956757 
L 1510.151351 143.027027 
L 1508.010811 143.027027 
L 1505.87027 143.027027 
L 1503.72973 143.027027 
L 1501.589189 143.027027 
L 1500.518919 141.956757 
L 1499.448649 140.886486 
L 1497.308108 140.886486 
L 1495.167568 140.886486 
L 1493.027027 140.886486 
L 1490.886486 140.886486 
L 1488.745946 140.886486 
L 1486.605405 140.886486 
L 1485.535135 139.816216 
L 1484.464865 138.745946 
L 1482.324324 138.745946 
L 1481.254054 137.675676 
L 1480.183784 136.605405 
L 1479.113514 135.535135 
L 1479.113514 133.394595 
L 1478.043243 132.324324 
L 1476.972973 131.254054 
L 1476.972973 129.113514 
L 1476.972973 126.972973 
L 1476.972973 124.832432 
L 1476.972973 122.691892 
L 1478.043243 121.621622 
L 1479.113514 120.551351 
L 1479.113514 118.410811 
L 1479.113514 116.27027 
L 1479.113514 114.12973 
L 1480.183784 113.059459 
L 1481.254054 111.989189 
L 1481.254054 109.848649 
L 1482.324324 108.778378 
L 1483.394595 107.708108 
L 1484.464865 106.637838 
L 1485.535135 105.567568 
L 1486.605405 104.497297 
L 1487.675676 103.427027 
L 1488.745946 102.356757 
L 1489.816216 101.286486 
L 1490.886486 100.216216 
L 1493.027027 100.216216 
L 1494.097297 99.145946 
L 1495.167568 98.075676 
z
" clip-path="url(#p801e8e8c74)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_28">
    <g id="patch_29">
     <path d="M 1441.44 55.53375 
L 1448.12625 55.53375 
L 1448.12625 43.92 
L 1441.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1441.44 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_29">
    <g id="patch_30">
     <path d="M 1559.821875 55.53375 
L 1568.16 55.53375 
L 1568.16 43.92 
L 1559.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1559.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_30">
    <g id="patch_31">
     <path d="M 1425.6 194.4 
L 1461.553125 194.4 
L 1461.553125 182.78625 
L 1425.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-13 -->
    <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-33" d="M 2597 2516 
Q 3050 2419 3304 2112 
Q 3559 1806 3559 1356 
Q 3559 666 3084 287 
Q 2609 -91 1734 -91 
Q 1441 -91 1130 -33 
Q 819 25 488 141 
L 488 750 
Q 750 597 1062 519 
Q 1375 441 1716 441 
Q 2309 441 2620 675 
Q 2931 909 2931 1356 
Q 2931 1769 2642 2001 
Q 2353 2234 1838 2234 
L 1294 2234 
L 1294 2753 
L 1863 2753 
Q 2328 2753 2575 2939 
Q 2822 3125 2822 3475 
Q 2822 3834 2567 4026 
Q 2313 4219 1838 4219 
Q 1578 4219 1281 4162 
Q 984 4106 628 3988 
L 628 4550 
Q 988 4650 1302 4700 
Q 1616 4750 1894 4750 
Q 2613 4750 3031 4423 
Q 3450 4097 3450 3541 
Q 3450 3153 3228 2886 
Q 3006 2619 2597 2516 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-33" x="235.986328"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p072d67d9c0">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pcac153edf9">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p27d80e8f75">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pa9cce2aff1">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pc195d80a8f">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pf495e064da">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p39694cc8a0">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p757e9c76c7">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0ab5ac4fd3">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pd9ff645509">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p801e8e8c74">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>