hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-pilot019_task-qct_dir-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>2024-04-22T10:09:56.583085</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(#p597a695bc2)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAACJgAAAFACAYAAAD6G1SSAAANkElEQVR4nO3aMQHAIBDAwAf/nlsFZIXhTkEEZM3MNwAAAAAAAAAAcLBvBwAAAAAAAAAA8DaDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABA+gF2rgN/WtJSHgAAAABJRU5ErkJggg==" id="imagef161b25dba" 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(#p594b718a7e)">
    <image xlink:href="data:image/png;base64,
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" id="imageaf471369bc" transform="scale(1 -1) translate(0 -213.84)" x="0" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 46.894737 90.104471 
L 48.978947 90.104471 
L 51.063158 90.104471 
L 53.147368 90.104471 
L 55.231579 90.104471 
L 56.273684 91.150118 
L 57.315789 92.195765 
L 58.357895 93.241412 
L 59.4 94.287059 
L 60.442105 95.332706 
L 60.442105 97.424 
L 61.484211 98.469647 
L 62.526316 99.515294 
L 63.568421 100.560941 
L 64.610526 101.606588 
L 64.610526 103.697882 
L 63.568421 104.743529 
L 62.526316 105.789176 
L 62.526316 107.880471 
L 63.568421 108.926118 
L 64.610526 109.971765 
L 64.610526 112.063059 
L 64.610526 114.154353 
L 63.568421 115.2 
L 61.484211 115.2 
L 60.442105 116.245647 
L 59.4 117.291294 
L 57.315789 117.291294 
L 55.231579 117.291294 
L 54.189474 118.336941 
L 53.147368 119.382588 
L 52.105263 120.428235 
L 51.063158 121.473882 
L 48.978947 121.473882 
L 46.894737 121.473882 
L 44.810526 121.473882 
L 42.726316 121.473882 
L 40.642105 121.473882 
L 39.6 120.428235 
L 38.557895 119.382588 
L 37.515789 118.336941 
L 36.473684 117.291294 
L 35.431579 116.245647 
L 34.389474 115.2 
L 33.347368 114.154353 
L 33.347368 112.063059 
L 33.347368 109.971765 
L 33.347368 107.880471 
L 34.389474 106.834824 
L 35.431579 105.789176 
L 34.389474 104.743529 
L 33.347368 103.697882 
L 34.389474 102.652235 
L 35.431579 101.606588 
L 35.431579 99.515294 
L 36.473684 98.469647 
L 37.515789 97.424 
L 38.557895 96.378353 
L 39.6 97.424 
L 40.642105 98.469647 
L 41.684211 97.424 
L 42.726316 96.378353 
L 43.768421 95.332706 
L 44.810526 94.287059 
L 45.852632 93.241412 
L 45.852632 91.150118 
L 46.894737 90.104471 
z
M 113.589474 92.195765 
L 114.631579 93.241412 
L 115.673684 94.287059 
L 116.715789 95.332706 
L 116.715789 97.424 
L 117.757895 98.469647 
L 118.8 99.515294 
L 118.8 101.606588 
L 119.842105 102.652235 
L 120.884211 103.697882 
L 120.884211 105.789176 
L 120.884211 107.880471 
L 119.842105 108.926118 
L 118.8 109.971765 
L 119.842105 111.017412 
L 120.884211 112.063059 
L 119.842105 113.108706 
L 118.8 114.154353 
L 117.757895 115.2 
L 116.715789 116.245647 
L 115.673684 117.291294 
L 113.589474 117.291294 
L 111.505263 117.291294 
L 109.421053 117.291294 
L 107.336842 117.291294 
L 105.252632 117.291294 
L 103.168421 117.291294 
L 102.126316 116.245647 
L 101.084211 115.2 
L 100.042105 114.154353 
L 100.042105 112.063059 
L 100.042105 109.971765 
L 100.042105 107.880471 
L 99 106.834824 
L 97.957895 105.789176 
L 96.915789 104.743529 
L 95.873684 103.697882 
L 95.873684 101.606588 
L 96.915789 100.560941 
L 97.957895 99.515294 
L 99 98.469647 
L 100.042105 97.424 
L 101.084211 96.378353 
L 103.168421 96.378353 
L 105.252632 96.378353 
L 107.336842 96.378353 
L 109.421053 96.378353 
L 111.505263 96.378353 
L 112.547368 95.332706 
L 112.547368 93.241412 
L 113.589474 92.195765 
z
M 78.157895 123.565176 
L 80.242105 123.565176 
L 81.284211 124.610824 
L 82.326316 125.656471 
L 83.368421 126.702118 
L 84.410526 127.747765 
L 86.494737 127.747765 
L 87.536842 128.793412 
L 88.578947 129.839059 
L 89.621053 130.884706 
L 89.621053 132.976 
L 89.621053 135.067294 
L 90.663158 136.112941 
L 91.705263 137.158588 
L 91.705263 139.249882 
L 91.705263 141.341176 
L 92.747368 142.386824 
L 93.789474 143.432471 
L 94.831579 144.478118 
L 95.873684 143.432471 
L 96.915789 142.386824 
L 99 142.386824 
L 101.084211 142.386824 
L 103.168421 142.386824 
L 105.252632 142.386824 
L 107.336842 142.386824 
L 108.378947 143.432471 
L 109.421053 144.478118 
L 110.463158 145.523765 
L 111.505263 146.569412 
L 112.547368 147.615059 
L 113.589474 148.660706 
L 114.631579 149.706353 
L 115.673684 150.752 
L 116.715789 151.797647 
L 117.757895 152.843294 
L 118.8 153.888941 
L 118.8 155.980235 
L 118.8 158.071529 
L 118.8 160.162824 
L 118.8 162.254118 
L 118.8 164.345412 
L 117.757895 165.391059 
L 116.715789 166.436706 
L 116.715789 168.528 
L 115.673684 169.573647 
L 114.631579 170.619294 
L 114.631579 172.710588 
L 113.589474 173.756235 
L 112.547368 174.801882 
L 111.505263 175.847529 
L 110.463158 176.893176 
L 109.421053 177.938824 
L 107.336842 177.938824 
L 106.294737 178.984471 
L 105.252632 180.030118 
L 103.168421 180.030118 
L 101.084211 180.030118 
L 99 180.030118 
L 96.915789 180.030118 
L 95.873684 178.984471 
L 94.831579 177.938824 
L 92.747368 177.938824 
L 91.705263 176.893176 
L 90.663158 175.847529 
L 89.621053 174.801882 
L 88.578947 173.756235 
L 86.494737 173.756235 
L 84.410526 173.756235 
L 83.368421 174.801882 
L 82.326316 175.847529 
L 80.242105 175.847529 
L 78.157895 175.847529 
L 77.115789 176.893176 
L 76.073684 177.938824 
L 73.989474 177.938824 
L 71.905263 177.938824 
L 69.821053 177.938824 
L 68.778947 178.984471 
L 67.736842 180.030118 
L 65.652632 180.030118 
L 64.610526 181.075765 
L 63.568421 182.121412 
L 61.484211 182.121412 
L 59.4 182.121412 
L 57.315789 182.121412 
L 55.231579 182.121412 
L 53.147368 182.121412 
L 51.063158 182.121412 
L 50.021053 181.075765 
L 48.978947 180.030118 
L 46.894737 180.030118 
L 45.852632 178.984471 
L 44.810526 177.938824 
L 43.768421 176.893176 
L 42.726316 175.847529 
L 41.684211 174.801882 
L 40.642105 173.756235 
L 39.6 172.710588 
L 39.6 170.619294 
L 39.6 168.528 
L 40.642105 167.482353 
L 41.684211 166.436706 
L 41.684211 164.345412 
L 40.642105 163.299765 
L 39.6 162.254118 
L 39.6 160.162824 
L 38.557895 159.117176 
L 37.515789 158.071529 
L 38.557895 157.025882 
L 39.6 155.980235 
L 39.6 153.888941 
L 39.6 151.797647 
L 40.642105 150.752 
L 42.726316 150.752 
L 44.810526 150.752 
L 45.852632 149.706353 
L 46.894737 148.660706 
L 48.978947 148.660706 
L 50.021053 147.615059 
L 51.063158 146.569412 
L 52.105263 145.523765 
L 53.147368 144.478118 
L 54.189474 143.432471 
L 55.231579 142.386824 
L 57.315789 142.386824 
L 59.4 142.386824 
L 61.484211 142.386824 
L 62.526316 141.341176 
L 63.568421 140.295529 
L 65.652632 140.295529 
L 66.694737 139.249882 
L 66.694737 137.158588 
L 67.736842 136.112941 
L 68.778947 135.067294 
L 68.778947 132.976 
L 69.821053 131.930353 
L 70.863158 130.884706 
L 71.905263 129.839059 
L 72.947368 128.793412 
L 72.947368 126.702118 
L 73.989474 125.656471 
L 76.073684 125.656471 
L 77.115789 124.610824 
L 78.157895 123.565176 
z
" clip-path="url(#p594b718a7e)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_1">
    <g id="patch_2">
     <path d="M 15.84 30.82335 
L 22.52625 30.82335 
L 22.52625 19.2096 
L 15.84 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(15.84 28.327725) 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 30.82335 
L 142.56 30.82335 
L 142.56 19.2096 
L 134.221875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(134.221875 28.327725) 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 0 221.856 
L 35.953125 221.856 
L 35.953125 210.24225 
L 0 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-62 -->
    <g style="fill: #ffffff" transform="translate(0 219.360375) 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-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)"/>
      <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-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p67da636b7c)">
    <image xlink:href="data:image/png;base64,
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" id="image60520942f0" transform="scale(1 -1) translate(0 -213.84)" x="158" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_2">
    <path d="M 236.557895 35.730824 
L 238.642105 35.730824 
L 240.726316 35.730824 
L 242.810526 35.730824 
L 243.852632 36.776471 
L 244.894737 37.822118 
L 246.978947 37.822118 
L 249.063158 37.822118 
L 250.105263 38.867765 
L 251.147368 39.913412 
L 253.231579 39.913412 
L 254.273684 40.959059 
L 255.315789 42.004706 
L 257.4 42.004706 
L 259.484211 42.004706 
L 260.526316 43.050353 
L 261.568421 44.096 
L 263.652632 44.096 
L 265.736842 44.096 
L 266.778947 45.141647 
L 267.821053 46.187294 
L 268.863158 47.232941 
L 269.905263 48.278588 
L 270.947368 49.324235 
L 271.989474 50.369882 
L 273.031579 51.415529 
L 274.073684 52.461176 
L 275.115789 53.506824 
L 276.157895 54.552471 
L 277.2 55.598118 
L 277.2 57.689412 
L 277.2 59.780706 
L 278.242105 60.826353 
L 279.284211 61.872 
L 280.326316 62.917647 
L 281.368421 63.963294 
L 281.368421 66.054588 
L 282.410526 67.100235 
L 283.452632 68.145882 
L 283.452632 70.237176 
L 284.494737 71.282824 
L 285.536842 72.328471 
L 285.536842 74.419765 
L 286.578947 75.465412 
L 287.621053 76.511059 
L 286.578947 77.556706 
L 285.536842 78.602353 
L 285.536842 80.693647 
L 284.494737 81.739294 
L 283.452632 82.784941 
L 283.452632 84.876235 
L 283.452632 86.967529 
L 283.452632 89.058824 
L 284.494737 90.104471 
L 285.536842 91.150118 
L 285.536842 93.241412 
L 286.578947 94.287059 
L 287.621053 95.332706 
L 287.621053 97.424 
L 288.663158 98.469647 
L 289.705263 99.515294 
L 289.705263 101.606588 
L 289.705263 103.697882 
L 290.747368 104.743529 
L 291.789474 105.789176 
L 292.831579 106.834824 
L 293.873684 107.880471 
L 293.873684 109.971765 
L 293.873684 112.063059 
L 294.915789 113.108706 
L 295.957895 114.154353 
L 295.957895 116.245647 
L 295.957895 118.336941 
L 295.957895 120.428235 
L 297 121.473882 
L 298.042105 122.519529 
L 298.042105 124.610824 
L 298.042105 126.702118 
L 298.042105 128.793412 
L 298.042105 130.884706 
L 297 131.930353 
L 295.957895 132.976 
L 295.957895 135.067294 
L 295.957895 137.158588 
L 295.957895 139.249882 
L 295.957895 141.341176 
L 295.957895 143.432471 
L 295.957895 145.523765 
L 295.957895 147.615059 
L 295.957895 149.706353 
L 294.915789 150.752 
L 292.831579 150.752 
L 291.789474 151.797647 
L 291.789474 153.888941 
L 291.789474 155.980235 
L 290.747368 157.025882 
L 289.705263 158.071529 
L 289.705263 160.162824 
L 289.705263 162.254118 
L 289.705263 164.345412 
L 289.705263 166.436706 
L 288.663158 167.482353 
L 287.621053 168.528 
L 287.621053 170.619294 
L 286.578947 171.664941 
L 285.536842 172.710588 
L 284.494737 173.756235 
L 283.452632 174.801882 
L 283.452632 176.893176 
L 282.410526 177.938824 
L 281.368421 178.984471 
L 280.326316 180.030118 
L 279.284211 181.075765 
L 279.284211 183.167059 
L 278.242105 184.212706 
L 277.2 185.258353 
L 276.157895 186.304 
L 275.115789 187.349647 
L 274.073684 188.395294 
L 271.989474 188.395294 
L 269.905263 188.395294 
L 268.863158 189.440941 
L 267.821053 190.486588 
L 265.736842 190.486588 
L 264.694737 191.532235 
L 263.652632 192.577882 
L 261.568421 192.577882 
L 259.484211 192.577882 
L 258.442105 193.623529 
L 257.4 194.669176 
L 255.315789 194.669176 
L 253.231579 194.669176 
L 251.147368 194.669176 
L 249.063158 194.669176 
L 246.978947 194.669176 
L 245.936842 193.623529 
L 244.894737 192.577882 
L 242.810526 192.577882 
L 240.726316 192.577882 
L 238.642105 192.577882 
L 236.557895 192.577882 
L 235.515789 193.623529 
L 234.473684 194.669176 
L 232.389474 194.669176 
L 231.347368 195.714824 
L 230.305263 196.760471 
L 228.221053 196.760471 
L 226.136842 196.760471 
L 224.052632 196.760471 
L 221.968421 196.760471 
L 219.884211 196.760471 
L 217.8 196.760471 
L 215.715789 196.760471 
L 214.673684 195.714824 
L 213.631579 194.669176 
L 211.547368 194.669176 
L 210.505263 193.623529 
L 209.463158 192.577882 
L 207.378947 192.577882 
L 205.294737 192.577882 
L 204.252632 191.532235 
L 203.210526 190.486588 
L 202.168421 189.440941 
L 201.126316 188.395294 
L 200.084211 187.349647 
L 199.042105 186.304 
L 196.957895 186.304 
L 195.915789 185.258353 
L 195.915789 183.167059 
L 194.873684 182.121412 
L 193.831579 181.075765 
L 192.789474 180.030118 
L 191.747368 178.984471 
L 191.747368 176.893176 
L 190.705263 175.847529 
L 189.663158 174.801882 
L 189.663158 172.710588 
L 188.621053 171.664941 
L 187.578947 170.619294 
L 186.536842 169.573647 
L 185.494737 168.528 
L 184.452632 167.482353 
L 183.410526 166.436706 
L 183.410526 164.345412 
L 182.368421 163.299765 
L 181.326316 162.254118 
L 181.326316 160.162824 
L 180.284211 159.117176 
L 179.242105 158.071529 
L 179.242105 155.980235 
L 179.242105 153.888941 
L 179.242105 151.797647 
L 178.2 150.752 
L 177.157895 149.706353 
L 177.157895 147.615059 
L 177.157895 145.523765 
L 177.157895 143.432471 
L 177.157895 141.341176 
L 177.157895 139.249882 
L 176.115789 138.204235 
L 175.073684 137.158588 
L 175.073684 135.067294 
L 176.115789 134.021647 
L 177.157895 132.976 
L 177.157895 130.884706 
L 177.157895 128.793412 
L 176.115789 127.747765 
L 175.073684 126.702118 
L 175.073684 124.610824 
L 175.073684 122.519529 
L 176.115789 121.473882 
L 177.157895 120.428235 
L 177.157895 118.336941 
L 177.157895 116.245647 
L 178.2 115.2 
L 179.242105 114.154353 
L 179.242105 112.063059 
L 180.284211 111.017412 
L 181.326316 109.971765 
L 181.326316 107.880471 
L 181.326316 105.789176 
L 182.368421 104.743529 
L 183.410526 103.697882 
L 183.410526 101.606588 
L 184.452632 100.560941 
L 185.494737 99.515294 
L 185.494737 97.424 
L 185.494737 95.332706 
L 186.536842 94.287059 
L 187.578947 93.241412 
L 187.578947 91.150118 
L 187.578947 89.058824 
L 187.578947 86.967529 
L 188.621053 85.921882 
L 189.663158 84.876235 
L 189.663158 82.784941 
L 189.663158 80.693647 
L 189.663158 78.602353 
L 189.663158 76.511059 
L 189.663158 74.419765 
L 188.621053 73.374118 
L 187.578947 72.328471 
L 187.578947 70.237176 
L 188.621053 69.191529 
L 189.663158 68.145882 
L 189.663158 66.054588 
L 189.663158 63.963294 
L 190.705263 62.917647 
L 191.747368 61.872 
L 192.789474 60.826353 
L 193.831579 59.780706 
L 193.831579 57.689412 
L 194.873684 56.643765 
L 195.915789 55.598118 
L 196.957895 54.552471 
L 198 53.506824 
L 198 51.415529 
L 199.042105 50.369882 
L 200.084211 49.324235 
L 201.126316 48.278588 
L 202.168421 47.232941 
L 203.210526 46.187294 
L 204.252632 45.141647 
L 205.294737 44.096 
L 207.378947 44.096 
L 208.421053 43.050353 
L 209.463158 42.004706 
L 211.547368 42.004706 
L 212.589474 40.959059 
L 213.631579 39.913412 
L 215.715789 39.913412 
L 216.757895 38.867765 
L 217.8 37.822118 
L 219.884211 37.822118 
L 221.968421 37.822118 
L 224.052632 37.822118 
L 225.094737 38.867765 
L 226.136842 39.913412 
L 228.221053 39.913412 
L 230.305263 39.913412 
L 231.347368 38.867765 
L 232.389474 37.822118 
L 234.473684 37.822118 
L 235.515789 36.776471 
L 236.557895 35.730824 
z
" clip-path="url(#p67da636b7c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_4">
    <g id="patch_5">
     <path d="M 174.24 30.82335 
L 180.92625 30.82335 
L 180.92625 19.2096 
L 174.24 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(174.24 28.327725) 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 30.82335 
L 300.96 30.82335 
L 300.96 19.2096 
L 292.621875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(292.621875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_6">
    <g id="patch_7">
     <path d="M 158.4 221.856 
L 194.353125 221.856 
L 194.353125 210.24225 
L 158.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-29 -->
    <g style="fill: #ffffff" transform="translate(158.4 219.360375) 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)"/>
     </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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p5236942f96)">
    <image xlink:href="data:image/png;base64,
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" id="image636074f747" transform="scale(1 -1) translate(0 -213.84)" x="317" y="-7.56" width="159.12" height="213.84"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 394.957895 35.730824 
L 397.042105 35.730824 
L 399.126316 35.730824 
L 401.210526 35.730824 
L 403.294737 35.730824 
L 404.336842 36.776471 
L 405.378947 37.822118 
L 407.463158 37.822118 
L 408.505263 38.867765 
L 409.547368 39.913412 
L 411.631579 39.913412 
L 413.715789 39.913412 
L 415.8 39.913412 
L 416.842105 40.959059 
L 417.884211 42.004706 
L 418.926316 43.050353 
L 419.968421 44.096 
L 422.052632 44.096 
L 423.094737 45.141647 
L 424.136842 46.187294 
L 426.221053 46.187294 
L 427.263158 47.232941 
L 428.305263 48.278588 
L 429.347368 49.324235 
L 430.389474 50.369882 
L 431.431579 51.415529 
L 432.473684 52.461176 
L 433.515789 53.506824 
L 434.557895 54.552471 
L 435.6 55.598118 
L 435.6 57.689412 
L 436.642105 58.735059 
L 437.684211 59.780706 
L 437.684211 61.872 
L 438.726316 62.917647 
L 439.768421 63.963294 
L 439.768421 66.054588 
L 440.810526 67.100235 
L 441.852632 68.145882 
L 441.852632 70.237176 
L 441.852632 72.328471 
L 442.894737 73.374118 
L 443.936842 74.419765 
L 443.936842 76.511059 
L 443.936842 78.602353 
L 443.936842 80.693647 
L 443.936842 82.784941 
L 443.936842 84.876235 
L 443.936842 86.967529 
L 444.978947 88.013176 
L 446.021053 89.058824 
L 446.021053 91.150118 
L 446.021053 93.241412 
L 446.021053 95.332706 
L 446.021053 97.424 
L 446.021053 99.515294 
L 447.063158 100.560941 
L 448.105263 101.606588 
L 448.105263 103.697882 
L 449.147368 104.743529 
L 450.189474 105.789176 
L 450.189474 107.880471 
L 451.231579 108.926118 
L 452.273684 109.971765 
L 452.273684 112.063059 
L 452.273684 114.154353 
L 453.315789 115.2 
L 454.357895 116.245647 
L 454.357895 118.336941 
L 454.357895 120.428235 
L 454.357895 122.519529 
L 454.357895 124.610824 
L 455.4 125.656471 
L 456.442105 126.702118 
L 456.442105 128.793412 
L 456.442105 130.884706 
L 456.442105 132.976 
L 456.442105 135.067294 
L 456.442105 137.158588 
L 456.442105 139.249882 
L 456.442105 141.341176 
L 456.442105 143.432471 
L 456.442105 145.523765 
L 456.442105 147.615059 
L 456.442105 149.706353 
L 455.4 150.752 
L 454.357895 151.797647 
L 454.357895 153.888941 
L 453.315789 154.934588 
L 452.273684 155.980235 
L 452.273684 158.071529 
L 451.231579 159.117176 
L 450.189474 160.162824 
L 450.189474 162.254118 
L 449.147368 163.299765 
L 448.105263 164.345412 
L 447.063158 165.391059 
L 446.021053 166.436706 
L 446.021053 168.528 
L 444.978947 169.573647 
L 443.936842 170.619294 
L 442.894737 171.664941 
L 441.852632 172.710588 
L 441.852632 174.801882 
L 440.810526 175.847529 
L 439.768421 176.893176 
L 438.726316 177.938824 
L 437.684211 178.984471 
L 436.642105 180.030118 
L 435.6 181.075765 
L 435.6 183.167059 
L 434.557895 184.212706 
L 433.515789 185.258353 
L 433.515789 187.349647 
L 432.473684 188.395294 
L 430.389474 188.395294 
L 429.347368 189.440941 
L 428.305263 190.486588 
L 426.221053 190.486588 
L 425.178947 191.532235 
L 424.136842 192.577882 
L 423.094737 193.623529 
L 422.052632 194.669176 
L 419.968421 194.669176 
L 417.884211 194.669176 
L 415.8 194.669176 
L 414.757895 195.714824 
L 413.715789 196.760471 
L 411.631579 196.760471 
L 409.547368 196.760471 
L 407.463158 196.760471 
L 406.421053 197.806118 
L 405.378947 198.851765 
L 404.336842 199.897412 
L 403.294737 200.943059 
L 401.210526 200.943059 
L 399.126316 200.943059 
L 397.042105 200.943059 
L 396 199.897412 
L 397.042105 198.851765 
L 398.084211 197.806118 
L 397.042105 196.760471 
L 396 195.714824 
L 394.957895 194.669176 
L 393.915789 195.714824 
L 392.873684 196.760471 
L 391.831579 197.806118 
L 391.831579 199.897412 
L 390.789474 200.943059 
L 389.747368 199.897412 
L 388.705263 198.851765 
L 387.663158 199.897412 
L 386.621053 200.943059 
L 384.536842 200.943059 
L 382.452632 200.943059 
L 380.368421 200.943059 
L 378.284211 200.943059 
L 376.2 200.943059 
L 375.157895 199.897412 
L 374.115789 198.851765 
L 373.073684 197.806118 
L 372.031579 196.760471 
L 369.947368 196.760471 
L 368.905263 195.714824 
L 367.863158 194.669176 
L 365.778947 194.669176 
L 364.736842 193.623529 
L 363.694737 192.577882 
L 361.610526 192.577882 
L 360.568421 191.532235 
L 359.526316 190.486588 
L 358.484211 189.440941 
L 357.442105 188.395294 
L 356.4 187.349647 
L 355.357895 186.304 
L 354.315789 185.258353 
L 353.273684 184.212706 
L 352.231579 183.167059 
L 351.189474 182.121412 
L 350.147368 181.075765 
L 350.147368 178.984471 
L 350.147368 176.893176 
L 350.147368 174.801882 
L 349.105263 173.756235 
L 348.063158 172.710588 
L 347.021053 171.664941 
L 345.978947 170.619294 
L 344.936842 169.573647 
L 343.894737 168.528 
L 343.894737 166.436706 
L 342.852632 165.391059 
L 341.810526 164.345412 
L 340.768421 163.299765 
L 339.726316 162.254118 
L 339.726316 160.162824 
L 338.684211 159.117176 
L 337.642105 158.071529 
L 337.642105 155.980235 
L 336.6 154.934588 
L 335.557895 153.888941 
L 335.557895 151.797647 
L 335.557895 149.706353 
L 335.557895 147.615059 
L 335.557895 145.523765 
L 334.515789 144.478118 
L 333.473684 143.432471 
L 333.473684 141.341176 
L 333.473684 139.249882 
L 333.473684 137.158588 
L 334.515789 136.112941 
L 335.557895 135.067294 
L 335.557895 132.976 
L 335.557895 130.884706 
L 335.557895 128.793412 
L 335.557895 126.702118 
L 335.557895 124.610824 
L 335.557895 122.519529 
L 335.557895 120.428235 
L 335.557895 118.336941 
L 335.557895 116.245647 
L 336.6 115.2 
L 337.642105 114.154353 
L 337.642105 112.063059 
L 338.684211 111.017412 
L 339.726316 109.971765 
L 339.726316 107.880471 
L 340.768421 106.834824 
L 341.810526 105.789176 
L 341.810526 103.697882 
L 341.810526 101.606588 
L 342.852632 100.560941 
L 343.894737 99.515294 
L 343.894737 97.424 
L 343.894737 95.332706 
L 343.894737 93.241412 
L 343.894737 91.150118 
L 343.894737 89.058824 
L 344.936842 88.013176 
L 345.978947 86.967529 
L 345.978947 84.876235 
L 345.978947 82.784941 
L 345.978947 80.693647 
L 345.978947 78.602353 
L 345.978947 76.511059 
L 345.978947 74.419765 
L 345.978947 72.328471 
L 345.978947 70.237176 
L 347.021053 69.191529 
L 348.063158 68.145882 
L 348.063158 66.054588 
L 349.105263 65.008941 
L 350.147368 63.963294 
L 350.147368 61.872 
L 350.147368 59.780706 
L 351.189474 58.735059 
L 352.231579 57.689412 
L 353.273684 56.643765 
L 354.315789 55.598118 
L 354.315789 53.506824 
L 355.357895 52.461176 
L 356.4 51.415529 
L 357.442105 50.369882 
L 358.484211 49.324235 
L 359.526316 48.278588 
L 360.568421 47.232941 
L 361.610526 46.187294 
L 363.694737 46.187294 
L 364.736842 45.141647 
L 365.778947 44.096 
L 366.821053 43.050353 
L 367.863158 42.004706 
L 369.947368 42.004706 
L 370.989474 40.959059 
L 372.031579 39.913412 
L 373.073684 38.867765 
L 374.115789 37.822118 
L 376.2 37.822118 
L 378.284211 37.822118 
L 380.368421 37.822118 
L 382.452632 37.822118 
L 384.536842 37.822118 
L 386.621053 37.822118 
L 387.663158 38.867765 
L 388.705263 39.913412 
L 390.789474 39.913412 
L 391.831579 38.867765 
L 392.873684 37.822118 
L 393.915789 36.776471 
L 394.957895 35.730824 
z
" clip-path="url(#p5236942f96)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_7">
    <g id="patch_8">
     <path d="M 332.64 30.82335 
L 339.32625 30.82335 
L 339.32625 19.2096 
L 332.64 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(332.64 28.327725) 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 30.82335 
L 459.36 30.82335 
L 459.36 19.2096 
L 451.021875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(451.021875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_9">
    <g id="patch_10">
     <path d="M 316.8 221.856 
L 352.753125 221.856 
L 352.753125 210.24225 
L 316.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-22 -->
    <g style="fill: #ffffff" transform="translate(316.8 219.360375) 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-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p457b21953e)">
    <image xlink:href="data:image/png;base64,
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" id="imagee34c4253b4" transform="scale(1 -1) translate(0 -213.84)" x="475" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 557.526316 35.730824 
L 559.610526 35.730824 
L 560.652632 36.776471 
L 561.694737 37.822118 
L 563.778947 37.822118 
L 565.863158 37.822118 
L 566.905263 38.867765 
L 567.947368 39.913412 
L 570.031579 39.913412 
L 572.115789 39.913412 
L 573.157895 40.959059 
L 574.2 42.004706 
L 576.284211 42.004706 
L 577.326316 43.050353 
L 578.368421 44.096 
L 579.410526 45.141647 
L 580.452632 46.187294 
L 581.494737 47.232941 
L 582.536842 48.278588 
L 583.578947 49.324235 
L 584.621053 50.369882 
L 585.663158 51.415529 
L 586.705263 52.461176 
L 588.789474 52.461176 
L 589.831579 53.506824 
L 590.873684 54.552471 
L 591.915789 55.598118 
L 592.957895 56.643765 
L 594 57.689412 
L 594 59.780706 
L 595.042105 60.826353 
L 596.084211 61.872 
L 596.084211 63.963294 
L 596.084211 66.054588 
L 597.126316 67.100235 
L 598.168421 68.145882 
L 598.168421 70.237176 
L 599.210526 71.282824 
L 600.252632 72.328471 
L 600.252632 74.419765 
L 601.294737 75.465412 
L 602.336842 76.511059 
L 602.336842 78.602353 
L 602.336842 80.693647 
L 602.336842 82.784941 
L 603.378947 83.830588 
L 604.421053 84.876235 
L 604.421053 86.967529 
L 604.421053 89.058824 
L 605.463158 90.104471 
L 606.505263 91.150118 
L 606.505263 93.241412 
L 606.505263 95.332706 
L 606.505263 97.424 
L 606.505263 99.515294 
L 606.505263 101.606588 
L 605.463158 102.652235 
L 604.421053 103.697882 
L 605.463158 104.743529 
L 606.505263 105.789176 
L 606.505263 107.880471 
L 607.547368 108.926118 
L 608.589474 109.971765 
L 608.589474 112.063059 
L 609.631579 113.108706 
L 610.673684 114.154353 
L 610.673684 116.245647 
L 610.673684 118.336941 
L 610.673684 120.428235 
L 611.715789 121.473882 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 612.757895 126.702118 
L 613.8 127.747765 
L 614.842105 128.793412 
L 614.842105 130.884706 
L 614.842105 132.976 
L 614.842105 135.067294 
L 614.842105 137.158588 
L 614.842105 139.249882 
L 614.842105 141.341176 
L 614.842105 143.432471 
L 614.842105 145.523765 
L 613.8 146.569412 
L 612.757895 147.615059 
L 612.757895 149.706353 
L 612.757895 151.797647 
L 612.757895 153.888941 
L 611.715789 154.934588 
L 610.673684 155.980235 
L 610.673684 158.071529 
L 609.631579 159.117176 
L 608.589474 160.162824 
L 608.589474 162.254118 
L 607.547368 163.299765 
L 606.505263 164.345412 
L 605.463158 165.391059 
L 604.421053 166.436706 
L 604.421053 168.528 
L 603.378947 169.573647 
L 602.336842 170.619294 
L 601.294737 171.664941 
L 600.252632 172.710588 
L 599.210526 173.756235 
L 598.168421 174.801882 
L 598.168421 176.893176 
L 597.126316 177.938824 
L 596.084211 178.984471 
L 596.084211 181.075765 
L 596.084211 183.167059 
L 595.042105 184.212706 
L 594 185.258353 
L 592.957895 186.304 
L 591.915789 187.349647 
L 590.873684 188.395294 
L 589.831579 189.440941 
L 588.789474 190.486588 
L 587.747368 191.532235 
L 586.705263 192.577882 
L 584.621053 192.577882 
L 583.578947 193.623529 
L 582.536842 194.669176 
L 581.494737 195.714824 
L 580.452632 196.760471 
L 578.368421 196.760471 
L 576.284211 196.760471 
L 574.2 196.760471 
L 573.157895 197.806118 
L 572.115789 198.851765 
L 570.031579 198.851765 
L 567.947368 198.851765 
L 566.905263 199.897412 
L 565.863158 200.943059 
L 563.778947 200.943059 
L 562.736842 201.988706 
L 561.694737 203.034353 
L 559.610526 203.034353 
L 557.526316 203.034353 
L 555.442105 203.034353 
L 553.357895 203.034353 
L 551.273684 203.034353 
L 549.189474 203.034353 
L 547.105263 203.034353 
L 545.021053 203.034353 
L 542.936842 203.034353 
L 540.852632 203.034353 
L 538.768421 203.034353 
L 536.684211 203.034353 
L 534.6 203.034353 
L 533.557895 201.988706 
L 532.515789 200.943059 
L 530.431579 200.943059 
L 529.389474 199.897412 
L 528.347368 198.851765 
L 527.305263 197.806118 
L 526.263158 196.760471 
L 524.178947 196.760471 
L 523.136842 195.714824 
L 522.094737 194.669176 
L 521.052632 193.623529 
L 520.010526 192.577882 
L 518.968421 191.532235 
L 517.926316 190.486588 
L 516.884211 189.440941 
L 515.842105 188.395294 
L 514.8 187.349647 
L 513.757895 186.304 
L 512.715789 185.258353 
L 511.673684 184.212706 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 508.547368 178.984471 
L 507.505263 177.938824 
L 506.463158 176.893176 
L 506.463158 174.801882 
L 506.463158 172.710588 
L 505.421053 171.664941 
L 504.378947 170.619294 
L 503.336842 169.573647 
L 502.294737 168.528 
L 502.294737 166.436706 
L 501.252632 165.391059 
L 500.210526 164.345412 
L 500.210526 162.254118 
L 499.168421 161.208471 
L 498.126316 160.162824 
L 498.126316 158.071529 
L 497.084211 157.025882 
L 496.042105 155.980235 
L 496.042105 153.888941 
L 495 152.843294 
L 493.957895 151.797647 
L 493.957895 149.706353 
L 493.957895 147.615059 
L 493.957895 145.523765 
L 492.915789 144.478118 
L 491.873684 143.432471 
L 491.873684 141.341176 
L 491.873684 139.249882 
L 491.873684 137.158588 
L 491.873684 135.067294 
L 491.873684 132.976 
L 492.915789 131.930353 
L 493.957895 130.884706 
L 493.957895 128.793412 
L 493.957895 126.702118 
L 493.957895 124.610824 
L 493.957895 122.519529 
L 493.957895 120.428235 
L 493.957895 118.336941 
L 495 117.291294 
L 496.042105 116.245647 
L 497.084211 115.2 
L 498.126316 114.154353 
L 498.126316 112.063059 
L 498.126316 109.971765 
L 498.126316 107.880471 
L 499.168421 106.834824 
L 500.210526 105.789176 
L 500.210526 103.697882 
L 500.210526 101.606588 
L 500.210526 99.515294 
L 500.210526 97.424 
L 500.210526 95.332706 
L 500.210526 93.241412 
L 500.210526 91.150118 
L 501.252632 90.104471 
L 502.294737 89.058824 
L 502.294737 86.967529 
L 502.294737 84.876235 
L 502.294737 82.784941 
L 502.294737 80.693647 
L 502.294737 78.602353 
L 503.336842 77.556706 
L 504.378947 76.511059 
L 504.378947 74.419765 
L 504.378947 72.328471 
L 504.378947 70.237176 
L 505.421053 69.191529 
L 506.463158 68.145882 
L 506.463158 66.054588 
L 506.463158 63.963294 
L 507.505263 62.917647 
L 508.547368 61.872 
L 509.589474 60.826353 
L 510.631579 59.780706 
L 510.631579 57.689412 
L 511.673684 56.643765 
L 512.715789 55.598118 
L 513.757895 54.552471 
L 514.8 53.506824 
L 515.842105 52.461176 
L 516.884211 51.415529 
L 517.926316 50.369882 
L 518.968421 49.324235 
L 520.010526 48.278588 
L 521.052632 47.232941 
L 522.094737 46.187294 
L 524.178947 46.187294 
L 525.221053 45.141647 
L 526.263158 44.096 
L 527.305263 43.050353 
L 528.347368 42.004706 
L 530.431579 42.004706 
L 531.473684 40.959059 
L 532.515789 39.913412 
L 534.6 39.913412 
L 535.642105 38.867765 
L 536.684211 37.822118 
L 538.768421 37.822118 
L 540.852632 37.822118 
L 542.936842 37.822118 
L 543.978947 38.867765 
L 545.021053 39.913412 
L 547.105263 39.913412 
L 549.189474 39.913412 
L 551.273684 39.913412 
L 552.315789 38.867765 
L 553.357895 37.822118 
L 555.442105 37.822118 
L 556.484211 36.776471 
L 557.526316 35.730824 
z
" clip-path="url(#p457b21953e)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_10">
    <g id="patch_11">
     <path d="M 491.04 30.82335 
L 497.72625 30.82335 
L 497.72625 19.2096 
L 491.04 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(491.04 28.327725) 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 30.82335 
L 617.76 30.82335 
L 617.76 19.2096 
L 609.421875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(609.421875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 475.2 221.856 
L 511.153125 221.856 
L 511.153125 210.24225 
L 475.2 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-16 -->
    <g style="fill: #ffffff" transform="translate(475.2 219.360375) scale(0.12 -0.12)">
     <defs>
      <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)"/>
     </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-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p0eb6a4444c)">
    <image xlink:href="data:image/png;base64,
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" id="image683c82d5df" transform="scale(1 -1) translate(0 -213.84)" x="634" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 697.168421 39.913412 
L 699.252632 39.913412 
L 701.336842 39.913412 
L 703.421053 39.913412 
L 705.505263 39.913412 
L 706.547368 40.959059 
L 707.589474 42.004706 
L 709.673684 42.004706 
L 710.715789 40.959059 
L 711.757895 39.913412 
L 713.842105 39.913412 
L 715.926316 39.913412 
L 718.010526 39.913412 
L 720.094737 39.913412 
L 722.178947 39.913412 
L 724.263158 39.913412 
L 725.305263 40.959059 
L 726.347368 42.004706 
L 728.431579 42.004706 
L 729.473684 43.050353 
L 730.515789 44.096 
L 732.6 44.096 
L 733.642105 45.141647 
L 734.684211 46.187294 
L 735.726316 47.232941 
L 736.768421 48.278588 
L 737.810526 49.324235 
L 738.852632 50.369882 
L 740.936842 50.369882 
L 741.978947 51.415529 
L 743.021053 52.461176 
L 744.063158 53.506824 
L 745.105263 54.552471 
L 746.147368 55.598118 
L 747.189474 56.643765 
L 748.231579 57.689412 
L 749.273684 58.735059 
L 750.315789 59.780706 
L 750.315789 61.872 
L 751.357895 62.917647 
L 752.4 63.963294 
L 752.4 66.054588 
L 753.442105 67.100235 
L 754.484211 68.145882 
L 755.526316 69.191529 
L 756.568421 70.237176 
L 756.568421 72.328471 
L 757.610526 73.374118 
L 758.652632 74.419765 
L 758.652632 76.511059 
L 759.694737 77.556706 
L 760.736842 78.602353 
L 760.736842 80.693647 
L 761.778947 81.739294 
L 762.821053 82.784941 
L 762.821053 84.876235 
L 762.821053 86.967529 
L 763.863158 88.013176 
L 764.905263 89.058824 
L 764.905263 91.150118 
L 764.905263 93.241412 
L 764.905263 95.332706 
L 764.905263 97.424 
L 764.905263 99.515294 
L 764.905263 101.606588 
L 764.905263 103.697882 
L 764.905263 105.789176 
L 765.947368 106.834824 
L 766.989474 107.880471 
L 766.989474 109.971765 
L 766.989474 112.063059 
L 766.989474 114.154353 
L 766.989474 116.245647 
L 766.989474 118.336941 
L 768.031579 119.382588 
L 769.073684 120.428235 
L 769.073684 122.519529 
L 770.115789 123.565176 
L 771.157895 124.610824 
L 771.157895 126.702118 
L 771.157895 128.793412 
L 771.157895 130.884706 
L 772.2 131.930353 
L 773.242105 132.976 
L 773.242105 135.067294 
L 772.2 136.112941 
L 771.157895 137.158588 
L 771.157895 139.249882 
L 771.157895 141.341176 
L 771.157895 143.432471 
L 771.157895 145.523765 
L 771.157895 147.615059 
L 771.157895 149.706353 
L 770.115789 150.752 
L 769.073684 151.797647 
L 769.073684 153.888941 
L 769.073684 155.980235 
L 768.031579 157.025882 
L 766.989474 158.071529 
L 766.989474 160.162824 
L 765.947368 161.208471 
L 764.905263 162.254118 
L 764.905263 164.345412 
L 764.905263 166.436706 
L 763.863158 167.482353 
L 762.821053 168.528 
L 762.821053 170.619294 
L 761.778947 171.664941 
L 760.736842 172.710588 
L 759.694737 173.756235 
L 757.610526 173.756235 
L 756.568421 174.801882 
L 756.568421 176.893176 
L 755.526316 177.938824 
L 754.484211 178.984471 
L 754.484211 181.075765 
L 754.484211 183.167059 
L 753.442105 184.212706 
L 752.4 185.258353 
L 751.357895 186.304 
L 750.315789 187.349647 
L 750.315789 189.440941 
L 749.273684 190.486588 
L 747.189474 190.486588 
L 746.147368 191.532235 
L 745.105263 192.577882 
L 743.021053 192.577882 
L 741.978947 193.623529 
L 740.936842 194.669176 
L 739.894737 195.714824 
L 738.852632 196.760471 
L 736.768421 196.760471 
L 734.684211 196.760471 
L 733.642105 197.806118 
L 732.6 198.851765 
L 730.515789 198.851765 
L 729.473684 199.897412 
L 728.431579 200.943059 
L 726.347368 200.943059 
L 724.263158 200.943059 
L 723.221053 201.988706 
L 722.178947 203.034353 
L 720.094737 203.034353 
L 718.010526 203.034353 
L 715.926316 203.034353 
L 713.842105 203.034353 
L 711.757895 203.034353 
L 709.673684 203.034353 
L 707.589474 203.034353 
L 705.505263 203.034353 
L 704.463158 204.08 
L 703.421053 205.125647 
L 702.378947 204.08 
L 701.336842 203.034353 
L 699.252632 203.034353 
L 697.168421 203.034353 
L 695.084211 203.034353 
L 694.042105 201.988706 
L 693 200.943059 
L 690.915789 200.943059 
L 688.831579 200.943059 
L 687.789474 199.897412 
L 686.747368 198.851765 
L 684.663158 198.851765 
L 683.621053 197.806118 
L 682.578947 196.760471 
L 681.536842 195.714824 
L 680.494737 194.669176 
L 679.452632 193.623529 
L 678.410526 192.577882 
L 677.368421 191.532235 
L 676.326316 190.486588 
L 675.284211 189.440941 
L 674.242105 188.395294 
L 673.2 187.349647 
L 672.157895 186.304 
L 671.115789 185.258353 
L 670.073684 184.212706 
L 669.031579 183.167059 
L 667.989474 182.121412 
L 666.947368 181.075765 
L 666.947368 178.984471 
L 665.905263 177.938824 
L 664.863158 176.893176 
L 664.863158 174.801882 
L 663.821053 173.756235 
L 662.778947 172.710588 
L 661.736842 171.664941 
L 660.694737 170.619294 
L 660.694737 168.528 
L 659.652632 167.482353 
L 658.610526 166.436706 
L 658.610526 164.345412 
L 658.610526 162.254118 
L 657.568421 161.208471 
L 656.526316 160.162824 
L 656.526316 158.071529 
L 656.526316 155.980235 
L 655.484211 154.934588 
L 654.442105 153.888941 
L 654.442105 151.797647 
L 653.4 150.752 
L 652.357895 149.706353 
L 652.357895 147.615059 
L 652.357895 145.523765 
L 652.357895 143.432471 
L 652.357895 141.341176 
L 652.357895 139.249882 
L 652.357895 137.158588 
L 652.357895 135.067294 
L 652.357895 132.976 
L 652.357895 130.884706 
L 652.357895 128.793412 
L 652.357895 126.702118 
L 652.357895 124.610824 
L 653.4 123.565176 
L 654.442105 122.519529 
L 653.4 121.473882 
L 652.357895 120.428235 
L 652.357895 118.336941 
L 653.4 117.291294 
L 654.442105 116.245647 
L 654.442105 114.154353 
L 654.442105 112.063059 
L 654.442105 109.971765 
L 655.484211 108.926118 
L 656.526316 107.880471 
L 656.526316 105.789176 
L 656.526316 103.697882 
L 656.526316 101.606588 
L 656.526316 99.515294 
L 657.568421 98.469647 
L 658.610526 97.424 
L 658.610526 95.332706 
L 658.610526 93.241412 
L 658.610526 91.150118 
L 658.610526 89.058824 
L 658.610526 86.967529 
L 658.610526 84.876235 
L 658.610526 82.784941 
L 658.610526 80.693647 
L 659.652632 79.648 
L 660.694737 78.602353 
L 660.694737 76.511059 
L 661.736842 75.465412 
L 662.778947 74.419765 
L 662.778947 72.328471 
L 663.821053 71.282824 
L 664.863158 70.237176 
L 664.863158 68.145882 
L 665.905263 67.100235 
L 666.947368 66.054588 
L 666.947368 63.963294 
L 667.989474 62.917647 
L 669.031579 61.872 
L 670.073684 60.826353 
L 671.115789 59.780706 
L 671.115789 57.689412 
L 672.157895 56.643765 
L 673.2 55.598118 
L 674.242105 54.552471 
L 676.326316 54.552471 
L 677.368421 53.506824 
L 678.410526 52.461176 
L 679.452632 51.415529 
L 680.494737 50.369882 
L 681.536842 49.324235 
L 682.578947 48.278588 
L 684.663158 48.278588 
L 685.705263 47.232941 
L 686.747368 46.187294 
L 687.789474 45.141647 
L 688.831579 44.096 
L 690.915789 44.096 
L 691.957895 43.050353 
L 693 42.004706 
L 695.084211 42.004706 
L 696.126316 40.959059 
L 697.168421 39.913412 
z
" clip-path="url(#p0eb6a4444c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 30.82335 
L 656.12625 30.82335 
L 656.12625 19.2096 
L 649.44 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 28.327725) 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 30.82335 
L 776.16 30.82335 
L 776.16 19.2096 
L 767.821875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 221.856 
L 661.918125 221.856 
L 661.918125 210.24225 
L 633.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-9 -->
    <g style="fill: #ffffff" transform="translate(633.6 219.360375) 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-39" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p5035670f89)">
    <image xlink:href="data:image/png;base64,
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" id="image0bae6beb94" transform="scale(1 -1) translate(0 -213.84)" x="792" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 870.157895 37.822118 
L 871.2 38.867765 
L 872.242105 39.913412 
L 874.326316 39.913412 
L 875.368421 40.959059 
L 876.410526 42.004706 
L 878.494737 42.004706 
L 880.578947 42.004706 
L 882.663158 42.004706 
L 883.705263 43.050353 
L 884.747368 44.096 
L 886.831579 44.096 
L 887.873684 45.141647 
L 888.915789 46.187294 
L 889.957895 47.232941 
L 891 48.278588 
L 892.042105 49.324235 
L 893.084211 50.369882 
L 894.126316 51.415529 
L 895.168421 52.461176 
L 896.210526 53.506824 
L 897.252632 54.552471 
L 898.294737 55.598118 
L 899.336842 56.643765 
L 900.378947 57.689412 
L 901.421053 58.735059 
L 902.463158 59.780706 
L 903.505263 60.826353 
L 904.547368 61.872 
L 905.589474 62.917647 
L 906.631579 63.963294 
L 907.673684 65.008941 
L 908.715789 66.054588 
L 909.757895 67.100235 
L 910.8 68.145882 
L 911.842105 69.191529 
L 912.884211 70.237176 
L 912.884211 72.328471 
L 913.926316 73.374118 
L 914.968421 74.419765 
L 916.010526 75.465412 
L 917.052632 76.511059 
L 917.052632 78.602353 
L 918.094737 79.648 
L 919.136842 80.693647 
L 919.136842 82.784941 
L 920.178947 83.830588 
L 921.221053 84.876235 
L 921.221053 86.967529 
L 921.221053 89.058824 
L 922.263158 90.104471 
L 923.305263 91.150118 
L 923.305263 93.241412 
L 923.305263 95.332706 
L 923.305263 97.424 
L 923.305263 99.515294 
L 924.347368 100.560941 
L 925.389474 101.606588 
L 925.389474 103.697882 
L 925.389474 105.789176 
L 925.389474 107.880471 
L 926.431579 108.926118 
L 927.473684 109.971765 
L 927.473684 112.063059 
L 927.473684 114.154353 
L 927.473684 116.245647 
L 927.473684 118.336941 
L 927.473684 120.428235 
L 927.473684 122.519529 
L 927.473684 124.610824 
L 927.473684 126.702118 
L 928.515789 127.747765 
L 929.557895 128.793412 
L 929.557895 130.884706 
L 929.557895 132.976 
L 929.557895 135.067294 
L 929.557895 137.158588 
L 929.557895 139.249882 
L 929.557895 141.341176 
L 928.515789 142.386824 
L 927.473684 143.432471 
L 927.473684 145.523765 
L 926.431579 146.569412 
L 925.389474 147.615059 
L 926.431579 148.660706 
L 927.473684 149.706353 
L 926.431579 150.752 
L 925.389474 151.797647 
L 925.389474 153.888941 
L 925.389474 155.980235 
L 925.389474 158.071529 
L 925.389474 160.162824 
L 924.347368 161.208471 
L 923.305263 162.254118 
L 922.263158 163.299765 
L 921.221053 164.345412 
L 921.221053 166.436706 
L 921.221053 168.528 
L 920.178947 169.573647 
L 919.136842 170.619294 
L 919.136842 172.710588 
L 918.094737 173.756235 
L 917.052632 174.801882 
L 917.052632 176.893176 
L 916.010526 177.938824 
L 914.968421 178.984471 
L 913.926316 180.030118 
L 912.884211 181.075765 
L 911.842105 182.121412 
L 910.8 183.167059 
L 909.757895 184.212706 
L 908.715789 185.258353 
L 907.673684 186.304 
L 906.631579 187.349647 
L 905.589474 188.395294 
L 904.547368 189.440941 
L 903.505263 190.486588 
L 902.463158 191.532235 
L 901.421053 192.577882 
L 900.378947 193.623529 
L 899.336842 194.669176 
L 897.252632 194.669176 
L 896.210526 195.714824 
L 895.168421 196.760471 
L 893.084211 196.760471 
L 892.042105 197.806118 
L 891 198.851765 
L 888.915789 198.851765 
L 886.831579 198.851765 
L 885.789474 199.897412 
L 884.747368 200.943059 
L 882.663158 200.943059 
L 880.578947 200.943059 
L 878.494737 200.943059 
L 876.410526 200.943059 
L 875.368421 199.897412 
L 874.326316 198.851765 
L 873.284211 199.897412 
L 872.242105 200.943059 
L 871.2 201.988706 
L 870.157895 203.034353 
L 868.073684 203.034353 
L 865.989474 203.034353 
L 863.905263 203.034353 
L 861.821053 203.034353 
L 859.736842 203.034353 
L 858.694737 201.988706 
L 857.652632 200.943059 
L 855.568421 200.943059 
L 853.484211 200.943059 
L 851.4 200.943059 
L 850.357895 199.897412 
L 849.315789 198.851765 
L 847.231579 198.851765 
L 845.147368 198.851765 
L 844.105263 197.806118 
L 843.063158 196.760471 
L 842.021053 195.714824 
L 840.978947 194.669176 
L 839.936842 193.623529 
L 838.894737 192.577882 
L 836.810526 192.577882 
L 835.768421 191.532235 
L 834.726316 190.486588 
L 833.684211 189.440941 
L 832.642105 188.395294 
L 831.6 187.349647 
L 830.557895 186.304 
L 829.515789 185.258353 
L 829.515789 183.167059 
L 828.473684 182.121412 
L 827.431579 181.075765 
L 826.389474 180.030118 
L 825.347368 178.984471 
L 825.347368 176.893176 
L 824.305263 175.847529 
L 823.263158 174.801882 
L 823.263158 172.710588 
L 822.221053 171.664941 
L 821.178947 170.619294 
L 820.136842 169.573647 
L 819.094737 168.528 
L 819.094737 166.436706 
L 818.052632 165.391059 
L 817.010526 164.345412 
L 817.010526 162.254118 
L 815.968421 161.208471 
L 814.926316 160.162824 
L 814.926316 158.071529 
L 814.926316 155.980235 
L 813.884211 154.934588 
L 812.842105 153.888941 
L 812.842105 151.797647 
L 811.8 150.752 
L 810.757895 149.706353 
L 810.757895 147.615059 
L 810.757895 145.523765 
L 810.757895 143.432471 
L 810.757895 141.341176 
L 810.757895 139.249882 
L 810.757895 137.158588 
L 810.757895 135.067294 
L 810.757895 132.976 
L 810.757895 130.884706 
L 810.757895 128.793412 
L 810.757895 126.702118 
L 810.757895 124.610824 
L 810.757895 122.519529 
L 810.757895 120.428235 
L 810.757895 118.336941 
L 810.757895 116.245647 
L 810.757895 114.154353 
L 810.757895 112.063059 
L 811.8 111.017412 
L 812.842105 109.971765 
L 812.842105 107.880471 
L 813.884211 106.834824 
L 814.926316 105.789176 
L 814.926316 103.697882 
L 814.926316 101.606588 
L 814.926316 99.515294 
L 814.926316 97.424 
L 814.926316 95.332706 
L 815.968421 94.287059 
L 817.010526 93.241412 
L 817.010526 91.150118 
L 817.010526 89.058824 
L 817.010526 86.967529 
L 817.010526 84.876235 
L 817.010526 82.784941 
L 818.052632 81.739294 
L 819.094737 80.693647 
L 819.094737 78.602353 
L 820.136842 77.556706 
L 821.178947 76.511059 
L 822.221053 75.465412 
L 823.263158 74.419765 
L 823.263158 72.328471 
L 824.305263 71.282824 
L 825.347368 70.237176 
L 826.389474 69.191529 
L 827.431579 68.145882 
L 827.431579 66.054588 
L 828.473684 65.008941 
L 829.515789 63.963294 
L 830.557895 62.917647 
L 831.6 61.872 
L 832.642105 60.826353 
L 833.684211 59.780706 
L 834.726316 58.735059 
L 835.768421 57.689412 
L 835.768421 55.598118 
L 836.810526 54.552471 
L 838.894737 54.552471 
L 839.936842 53.506824 
L 840.978947 52.461176 
L 843.063158 52.461176 
L 844.105263 51.415529 
L 845.147368 50.369882 
L 846.189474 49.324235 
L 847.231579 48.278588 
L 849.315789 48.278588 
L 851.4 48.278588 
L 852.442105 47.232941 
L 853.484211 46.187294 
L 854.526316 45.141647 
L 855.568421 44.096 
L 856.610526 43.050353 
L 857.652632 42.004706 
L 859.736842 42.004706 
L 861.821053 42.004706 
L 862.863158 43.050353 
L 863.905263 44.096 
L 865.989474 44.096 
L 867.031579 43.050353 
L 867.031579 40.959059 
L 868.073684 39.913412 
L 869.115789 38.867765 
L 870.157895 37.822118 
z
" clip-path="url(#p5035670f89)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_16">
    <g id="patch_17">
     <path d="M 807.84 30.82335 
L 814.52625 30.82335 
L 814.52625 19.2096 
L 807.84 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(807.84 28.327725) 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 30.82335 
L 934.56 30.82335 
L 934.56 19.2096 
L 926.221875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(926.221875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_18">
    <g id="patch_19">
     <path d="M 792 221.856 
L 820.318125 221.856 
L 820.318125 210.24225 
L 792 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-2 -->
    <g style="fill: #ffffff" transform="translate(792 219.360375) 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"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pce25966316)">
    <image xlink:href="data:image/png;base64,
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" id="imaged54ac5fc27" transform="scale(1 -1) translate(0 -213.84)" x="950" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1030.642105 44.096 
L 1032.726316 44.096 
L 1034.810526 44.096 
L 1035.852632 45.141647 
L 1036.894737 46.187294 
L 1037.936842 47.232941 
L 1038.978947 48.278588 
L 1040.021053 49.324235 
L 1041.063158 50.369882 
L 1043.147368 50.369882 
L 1045.231579 50.369882 
L 1046.273684 51.415529 
L 1047.315789 52.461176 
L 1048.357895 53.506824 
L 1049.4 54.552471 
L 1050.442105 55.598118 
L 1051.484211 56.643765 
L 1052.526316 57.689412 
L 1053.568421 58.735059 
L 1055.652632 58.735059 
L 1056.694737 59.780706 
L 1057.736842 60.826353 
L 1058.778947 61.872 
L 1059.821053 62.917647 
L 1060.863158 63.963294 
L 1061.905263 65.008941 
L 1063.989474 65.008941 
L 1065.031579 66.054588 
L 1066.073684 67.100235 
L 1067.115789 68.145882 
L 1067.115789 70.237176 
L 1068.157895 71.282824 
L 1069.2 72.328471 
L 1070.242105 73.374118 
L 1071.284211 74.419765 
L 1072.326316 75.465412 
L 1073.368421 76.511059 
L 1073.368421 78.602353 
L 1074.410526 79.648 
L 1075.452632 80.693647 
L 1076.494737 81.739294 
L 1077.536842 82.784941 
L 1077.536842 84.876235 
L 1077.536842 86.967529 
L 1078.578947 88.013176 
L 1079.621053 89.058824 
L 1079.621053 91.150118 
L 1079.621053 93.241412 
L 1080.663158 94.287059 
L 1081.705263 95.332706 
L 1081.705263 97.424 
L 1081.705263 99.515294 
L 1081.705263 101.606588 
L 1081.705263 103.697882 
L 1082.747368 104.743529 
L 1083.789474 105.789176 
L 1083.789474 107.880471 
L 1083.789474 109.971765 
L 1083.789474 112.063059 
L 1084.831579 113.108706 
L 1085.873684 114.154353 
L 1085.873684 116.245647 
L 1086.915789 117.291294 
L 1087.957895 118.336941 
L 1087.957895 120.428235 
L 1087.957895 122.519529 
L 1086.915789 123.565176 
L 1085.873684 124.610824 
L 1085.873684 126.702118 
L 1085.873684 128.793412 
L 1085.873684 130.884706 
L 1085.873684 132.976 
L 1085.873684 135.067294 
L 1085.873684 137.158588 
L 1085.873684 139.249882 
L 1085.873684 141.341176 
L 1085.873684 143.432471 
L 1085.873684 145.523765 
L 1085.873684 147.615059 
L 1084.831579 148.660706 
L 1083.789474 149.706353 
L 1083.789474 151.797647 
L 1083.789474 153.888941 
L 1083.789474 155.980235 
L 1083.789474 158.071529 
L 1082.747368 159.117176 
L 1081.705263 160.162824 
L 1081.705263 162.254118 
L 1080.663158 163.299765 
L 1079.621053 164.345412 
L 1078.578947 165.391059 
L 1077.536842 166.436706 
L 1077.536842 168.528 
L 1077.536842 170.619294 
L 1076.494737 171.664941 
L 1075.452632 172.710588 
L 1074.410526 173.756235 
L 1073.368421 174.801882 
L 1073.368421 176.893176 
L 1072.326316 177.938824 
L 1071.284211 178.984471 
L 1070.242105 180.030118 
L 1069.2 181.075765 
L 1068.157895 182.121412 
L 1067.115789 183.167059 
L 1066.073684 184.212706 
L 1065.031579 185.258353 
L 1063.989474 186.304 
L 1062.947368 187.349647 
L 1061.905263 188.395294 
L 1060.863158 189.440941 
L 1059.821053 190.486588 
L 1058.778947 191.532235 
L 1057.736842 192.577882 
L 1055.652632 192.577882 
L 1054.610526 193.623529 
L 1053.568421 194.669176 
L 1051.484211 194.669176 
L 1050.442105 195.714824 
L 1049.4 196.760471 
L 1047.315789 196.760471 
L 1046.273684 197.806118 
L 1045.231579 198.851765 
L 1043.147368 198.851765 
L 1041.063158 198.851765 
L 1038.978947 198.851765 
L 1036.894737 198.851765 
L 1034.810526 198.851765 
L 1032.726316 198.851765 
L 1030.642105 198.851765 
L 1028.557895 198.851765 
L 1027.515789 199.897412 
L 1026.473684 200.943059 
L 1024.389474 200.943059 
L 1022.305263 200.943059 
L 1020.221053 200.943059 
L 1018.136842 200.943059 
L 1016.052632 200.943059 
L 1013.968421 200.943059 
L 1012.926316 199.897412 
L 1011.884211 198.851765 
L 1009.8 198.851765 
L 1007.715789 198.851765 
L 1006.673684 197.806118 
L 1005.631579 196.760471 
L 1003.547368 196.760471 
L 1002.505263 195.714824 
L 1001.463158 194.669176 
L 1000.421053 193.623529 
L 999.378947 192.577882 
L 998.336842 191.532235 
L 997.294737 190.486588 
L 996.252632 189.440941 
L 995.210526 188.395294 
L 993.126316 188.395294 
L 992.084211 187.349647 
L 991.042105 186.304 
L 990 185.258353 
L 990 183.167059 
L 988.957895 182.121412 
L 987.915789 181.075765 
L 986.873684 180.030118 
L 985.831579 178.984471 
L 984.789474 177.938824 
L 983.747368 176.893176 
L 983.747368 174.801882 
L 982.705263 173.756235 
L 981.663158 172.710588 
L 980.621053 171.664941 
L 979.578947 170.619294 
L 978.536842 169.573647 
L 977.494737 168.528 
L 977.494737 166.436706 
L 976.452632 165.391059 
L 975.410526 164.345412 
L 975.410526 162.254118 
L 974.368421 161.208471 
L 973.326316 160.162824 
L 973.326316 158.071529 
L 973.326316 155.980235 
L 972.284211 154.934588 
L 971.242105 153.888941 
L 971.242105 151.797647 
L 971.242105 149.706353 
L 971.242105 147.615059 
L 970.2 146.569412 
L 969.157895 145.523765 
L 969.157895 143.432471 
L 969.157895 141.341176 
L 969.157895 139.249882 
L 969.157895 137.158588 
L 969.157895 135.067294 
L 969.157895 132.976 
L 969.157895 130.884706 
L 969.157895 128.793412 
L 969.157895 126.702118 
L 969.157895 124.610824 
L 969.157895 122.519529 
L 969.157895 120.428235 
L 969.157895 118.336941 
L 969.157895 116.245647 
L 969.157895 114.154353 
L 969.157895 112.063059 
L 970.2 111.017412 
L 971.242105 109.971765 
L 971.242105 107.880471 
L 971.242105 105.789176 
L 972.284211 104.743529 
L 973.326316 103.697882 
L 973.326316 101.606588 
L 973.326316 99.515294 
L 973.326316 97.424 
L 973.326316 95.332706 
L 974.368421 94.287059 
L 975.410526 93.241412 
L 975.410526 91.150118 
L 975.410526 89.058824 
L 975.410526 86.967529 
L 975.410526 84.876235 
L 976.452632 83.830588 
L 977.494737 82.784941 
L 977.494737 80.693647 
L 978.536842 79.648 
L 979.578947 78.602353 
L 980.621053 77.556706 
L 981.663158 76.511059 
L 982.705263 75.465412 
L 984.789474 75.465412 
L 985.831579 74.419765 
L 985.831579 72.328471 
L 986.873684 71.282824 
L 987.915789 70.237176 
L 988.957895 69.191529 
L 990 68.145882 
L 990 66.054588 
L 991.042105 65.008941 
L 993.126316 65.008941 
L 994.168421 63.963294 
L 994.168421 61.872 
L 995.210526 60.826353 
L 996.252632 59.780706 
L 997.294737 58.735059 
L 998.336842 57.689412 
L 999.378947 56.643765 
L 1000.421053 55.598118 
L 1001.463158 54.552471 
L 1003.547368 54.552471 
L 1005.631579 54.552471 
L 1007.715789 54.552471 
L 1008.757895 53.506824 
L 1009.8 52.461176 
L 1011.884211 52.461176 
L 1012.926316 51.415529 
L 1013.968421 50.369882 
L 1015.010526 49.324235 
L 1016.052632 48.278588 
L 1017.094737 47.232941 
L 1018.136842 46.187294 
L 1020.221053 46.187294 
L 1022.305263 46.187294 
L 1024.389474 46.187294 
L 1026.473684 46.187294 
L 1028.557895 46.187294 
L 1029.6 45.141647 
L 1030.642105 44.096 
z
" clip-path="url(#pce25966316)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 30.82335 
L 972.92625 30.82335 
L 972.92625 19.2096 
L 966.24 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 28.327725) 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 30.82335 
L 1092.96 30.82335 
L 1092.96 19.2096 
L 1084.621875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 221.856 
L 974.38875 221.856 
L 974.38875 210.24225 
L 950.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=3 -->
    <g style="fill: #ffffff" transform="translate(950.4 219.360375) 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-33" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p95ebe9c11e)">
    <image xlink:href="data:image/png;base64,
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" id="image31cc559ed8" transform="scale(1 -1) translate(0 -213.84)" x="1109" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1180.705263 52.461176 
L 1182.789474 52.461176 
L 1184.873684 52.461176 
L 1186.957895 52.461176 
L 1189.042105 52.461176 
L 1191.126316 52.461176 
L 1193.210526 52.461176 
L 1194.252632 53.506824 
L 1195.294737 54.552471 
L 1196.336842 55.598118 
L 1197.378947 56.643765 
L 1198.421053 57.689412 
L 1199.463158 58.735059 
L 1200.505263 59.780706 
L 1201.547368 60.826353 
L 1203.631579 60.826353 
L 1204.673684 61.872 
L 1205.715789 62.917647 
L 1206.757895 63.963294 
L 1207.8 65.008941 
L 1209.884211 65.008941 
L 1210.926316 66.054588 
L 1211.968421 67.100235 
L 1213.010526 68.145882 
L 1214.052632 69.191529 
L 1216.136842 69.191529 
L 1217.178947 70.237176 
L 1218.221053 71.282824 
L 1219.263158 72.328471 
L 1220.305263 73.374118 
L 1221.347368 74.419765 
L 1222.389474 75.465412 
L 1223.431579 76.511059 
L 1224.473684 77.556706 
L 1225.515789 78.602353 
L 1226.557895 79.648 
L 1227.6 80.693647 
L 1228.642105 81.739294 
L 1229.684211 82.784941 
L 1229.684211 84.876235 
L 1230.726316 85.921882 
L 1231.768421 86.967529 
L 1231.768421 89.058824 
L 1232.810526 90.104471 
L 1233.852632 91.150118 
L 1233.852632 93.241412 
L 1234.894737 94.287059 
L 1235.936842 95.332706 
L 1235.936842 97.424 
L 1236.978947 98.469647 
L 1238.021053 99.515294 
L 1238.021053 101.606588 
L 1238.021053 103.697882 
L 1238.021053 105.789176 
L 1238.021053 107.880471 
L 1239.063158 108.926118 
L 1240.105263 109.971765 
L 1240.105263 112.063059 
L 1241.147368 113.108706 
L 1242.189474 114.154353 
L 1242.189474 116.245647 
L 1242.189474 118.336941 
L 1242.189474 120.428235 
L 1243.231579 121.473882 
L 1244.273684 122.519529 
L 1244.273684 124.610824 
L 1244.273684 126.702118 
L 1244.273684 128.793412 
L 1244.273684 130.884706 
L 1244.273684 132.976 
L 1243.231579 134.021647 
L 1242.189474 135.067294 
L 1242.189474 137.158588 
L 1242.189474 139.249882 
L 1242.189474 141.341176 
L 1242.189474 143.432471 
L 1242.189474 145.523765 
L 1242.189474 147.615059 
L 1242.189474 149.706353 
L 1241.147368 150.752 
L 1240.105263 151.797647 
L 1240.105263 153.888941 
L 1239.063158 154.934588 
L 1238.021053 155.980235 
L 1238.021053 158.071529 
L 1238.021053 160.162824 
L 1236.978947 161.208471 
L 1235.936842 162.254118 
L 1234.894737 163.299765 
L 1233.852632 164.345412 
L 1233.852632 166.436706 
L 1232.810526 167.482353 
L 1231.768421 168.528 
L 1230.726316 169.573647 
L 1229.684211 170.619294 
L 1229.684211 172.710588 
L 1228.642105 173.756235 
L 1227.6 174.801882 
L 1226.557895 175.847529 
L 1224.473684 175.847529 
L 1223.431579 176.893176 
L 1222.389474 177.938824 
L 1221.347368 178.984471 
L 1221.347368 181.075765 
L 1220.305263 182.121412 
L 1219.263158 183.167059 
L 1218.221053 184.212706 
L 1217.178947 185.258353 
L 1216.136842 186.304 
L 1215.094737 187.349647 
L 1214.052632 188.395294 
L 1211.968421 188.395294 
L 1210.926316 189.440941 
L 1209.884211 190.486588 
L 1207.8 190.486588 
L 1206.757895 191.532235 
L 1205.715789 192.577882 
L 1203.631579 192.577882 
L 1201.547368 192.577882 
L 1199.463158 192.577882 
L 1197.378947 192.577882 
L 1195.294737 192.577882 
L 1193.210526 192.577882 
L 1191.126316 192.577882 
L 1189.042105 192.577882 
L 1186.957895 192.577882 
L 1184.873684 192.577882 
L 1182.789474 192.577882 
L 1180.705263 192.577882 
L 1178.621053 192.577882 
L 1176.536842 192.577882 
L 1174.452632 192.577882 
L 1172.368421 192.577882 
L 1170.284211 192.577882 
L 1168.2 192.577882 
L 1166.115789 192.577882 
L 1165.073684 191.532235 
L 1164.031579 190.486588 
L 1161.947368 190.486588 
L 1160.905263 189.440941 
L 1159.863158 188.395294 
L 1158.821053 187.349647 
L 1157.778947 186.304 
L 1156.736842 185.258353 
L 1155.694737 184.212706 
L 1153.610526 184.212706 
L 1152.568421 183.167059 
L 1151.526316 182.121412 
L 1150.484211 181.075765 
L 1149.442105 180.030118 
L 1148.4 178.984471 
L 1147.357895 177.938824 
L 1146.315789 176.893176 
L 1146.315789 174.801882 
L 1145.273684 173.756235 
L 1144.231579 172.710588 
L 1143.189474 171.664941 
L 1142.147368 170.619294 
L 1141.105263 169.573647 
L 1140.063158 168.528 
L 1140.063158 166.436706 
L 1139.021053 165.391059 
L 1137.978947 164.345412 
L 1136.936842 163.299765 
L 1135.894737 162.254118 
L 1135.894737 160.162824 
L 1134.852632 159.117176 
L 1133.810526 158.071529 
L 1133.810526 155.980235 
L 1133.810526 153.888941 
L 1132.768421 152.843294 
L 1131.726316 151.797647 
L 1131.726316 149.706353 
L 1131.726316 147.615059 
L 1130.684211 146.569412 
L 1129.642105 145.523765 
L 1130.684211 144.478118 
L 1131.726316 143.432471 
L 1130.684211 142.386824 
L 1129.642105 141.341176 
L 1129.642105 139.249882 
L 1128.6 138.204235 
L 1127.557895 137.158588 
L 1127.557895 135.067294 
L 1127.557895 132.976 
L 1127.557895 130.884706 
L 1128.6 129.839059 
L 1129.642105 128.793412 
L 1128.6 127.747765 
L 1127.557895 126.702118 
L 1127.557895 124.610824 
L 1127.557895 122.519529 
L 1127.557895 120.428235 
L 1128.6 119.382588 
L 1129.642105 118.336941 
L 1129.642105 116.245647 
L 1129.642105 114.154353 
L 1129.642105 112.063059 
L 1130.684211 111.017412 
L 1131.726316 109.971765 
L 1132.768421 108.926118 
L 1133.810526 107.880471 
L 1133.810526 105.789176 
L 1133.810526 103.697882 
L 1133.810526 101.606588 
L 1134.852632 100.560941 
L 1135.894737 99.515294 
L 1134.852632 98.469647 
L 1133.810526 97.424 
L 1134.852632 96.378353 
L 1135.894737 95.332706 
L 1135.894737 93.241412 
L 1136.936842 92.195765 
L 1137.978947 91.150118 
L 1137.978947 89.058824 
L 1137.978947 86.967529 
L 1139.021053 85.921882 
L 1140.063158 84.876235 
L 1140.063158 82.784941 
L 1141.105263 81.739294 
L 1142.147368 80.693647 
L 1143.189474 79.648 
L 1144.231579 78.602353 
L 1145.273684 77.556706 
L 1146.315789 76.511059 
L 1147.357895 75.465412 
L 1149.442105 75.465412 
L 1150.484211 74.419765 
L 1151.526316 73.374118 
L 1153.610526 73.374118 
L 1154.652632 72.328471 
L 1154.652632 70.237176 
L 1155.694737 69.191529 
L 1156.736842 68.145882 
L 1157.778947 67.100235 
L 1159.863158 67.100235 
L 1160.905263 66.054588 
L 1161.947368 65.008941 
L 1162.989474 63.963294 
L 1164.031579 62.917647 
L 1166.115789 62.917647 
L 1167.157895 61.872 
L 1168.2 60.826353 
L 1170.284211 60.826353 
L 1171.326316 59.780706 
L 1172.368421 58.735059 
L 1173.410526 57.689412 
L 1174.452632 56.643765 
L 1175.494737 55.598118 
L 1176.536842 54.552471 
L 1178.621053 54.552471 
L 1179.663158 53.506824 
L 1180.705263 52.461176 
z
" clip-path="url(#p95ebe9c11e)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 30.82335 
L 1131.32625 30.82335 
L 1131.32625 19.2096 
L 1124.64 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 28.327725) 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 30.82335 
L 1251.36 30.82335 
L 1251.36 19.2096 
L 1243.021875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 221.856 
L 1140.42375 221.856 
L 1140.42375 210.24225 
L 1108.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=14 -->
    <g style="fill: #ffffff" transform="translate(1108.8 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-34" d="M 2419 4116 
L 825 1625 
L 2419 1625 
L 2419 4116 
z
M 2253 4666 
L 3047 4666 
L 3047 1625 
L 3713 1625 
L 3713 1100 
L 3047 1100 
L 3047 0 
L 2419 0 
L 2419 1100 
L 313 1100 
L 313 1709 
L 2253 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p1d791c1f1c)">
    <image xlink:href="data:image/png;base64,
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" id="image6ed43e6636" transform="scale(1 -1) translate(0 -213.84)" x="1267" y="-7.56" width="159.12" height="213.84"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1341.189474 62.917647 
L 1342.231579 63.963294 
L 1343.273684 65.008941 
L 1345.357895 65.008941 
L 1347.442105 65.008941 
L 1349.526316 65.008941 
L 1351.610526 65.008941 
L 1353.694737 65.008941 
L 1354.736842 66.054588 
L 1355.778947 67.100235 
L 1357.863158 67.100235 
L 1358.905263 68.145882 
L 1359.947368 69.191529 
L 1360.989474 70.237176 
L 1362.031579 71.282824 
L 1364.115789 71.282824 
L 1365.157895 72.328471 
L 1366.2 73.374118 
L 1367.242105 74.419765 
L 1368.284211 75.465412 
L 1369.326316 76.511059 
L 1370.368421 77.556706 
L 1371.410526 78.602353 
L 1372.452632 79.648 
L 1373.494737 80.693647 
L 1374.536842 81.739294 
L 1375.578947 82.784941 
L 1376.621053 83.830588 
L 1377.663158 84.876235 
L 1378.705263 85.921882 
L 1379.747368 86.967529 
L 1380.789474 88.013176 
L 1381.831579 89.058824 
L 1381.831579 91.150118 
L 1381.831579 93.241412 
L 1382.873684 94.287059 
L 1383.915789 95.332706 
L 1383.915789 97.424 
L 1383.915789 99.515294 
L 1383.915789 101.606588 
L 1384.957895 102.652235 
L 1386 103.697882 
L 1387.042105 104.743529 
L 1388.084211 105.789176 
L 1388.084211 107.880471 
L 1389.126316 108.926118 
L 1390.168421 109.971765 
L 1390.168421 112.063059 
L 1390.168421 114.154353 
L 1390.168421 116.245647 
L 1390.168421 118.336941 
L 1391.210526 119.382588 
L 1392.252632 120.428235 
L 1393.294737 121.473882 
L 1394.336842 122.519529 
L 1394.336842 124.610824 
L 1394.336842 126.702118 
L 1394.336842 128.793412 
L 1394.336842 130.884706 
L 1394.336842 132.976 
L 1394.336842 135.067294 
L 1394.336842 137.158588 
L 1394.336842 139.249882 
L 1394.336842 141.341176 
L 1394.336842 143.432471 
L 1393.294737 144.478118 
L 1392.252632 145.523765 
L 1392.252632 147.615059 
L 1392.252632 149.706353 
L 1391.210526 150.752 
L 1390.168421 151.797647 
L 1390.168421 153.888941 
L 1389.126316 154.934588 
L 1388.084211 155.980235 
L 1388.084211 158.071529 
L 1387.042105 159.117176 
L 1386 160.162824 
L 1384.957895 161.208471 
L 1383.915789 162.254118 
L 1382.873684 163.299765 
L 1381.831579 164.345412 
L 1381.831579 166.436706 
L 1380.789474 167.482353 
L 1379.747368 168.528 
L 1378.705263 169.573647 
L 1376.621053 169.573647 
L 1375.578947 170.619294 
L 1374.536842 171.664941 
L 1372.452632 171.664941 
L 1371.410526 172.710588 
L 1370.368421 173.756235 
L 1369.326316 174.801882 
L 1368.284211 175.847529 
L 1367.242105 176.893176 
L 1366.2 177.938824 
L 1365.157895 178.984471 
L 1364.115789 180.030118 
L 1363.073684 181.075765 
L 1362.031579 182.121412 
L 1359.947368 182.121412 
L 1358.905263 183.167059 
L 1357.863158 184.212706 
L 1355.778947 184.212706 
L 1353.694737 184.212706 
L 1351.610526 184.212706 
L 1349.526316 184.212706 
L 1347.442105 184.212706 
L 1345.357895 184.212706 
L 1343.273684 184.212706 
L 1341.189474 184.212706 
L 1339.105263 184.212706 
L 1337.021053 184.212706 
L 1334.936842 184.212706 
L 1332.852632 184.212706 
L 1330.768421 184.212706 
L 1329.726316 183.167059 
L 1328.684211 182.121412 
L 1326.6 182.121412 
L 1324.515789 182.121412 
L 1323.473684 181.075765 
L 1322.431579 180.030118 
L 1321.389474 178.984471 
L 1320.347368 177.938824 
L 1319.305263 176.893176 
L 1318.263158 175.847529 
L 1317.221053 174.801882 
L 1316.178947 173.756235 
L 1315.136842 172.710588 
L 1314.094737 171.664941 
L 1313.052632 170.619294 
L 1312.010526 169.573647 
L 1310.968421 168.528 
L 1310.968421 166.436706 
L 1309.926316 165.391059 
L 1308.884211 164.345412 
L 1307.842105 163.299765 
L 1306.8 162.254118 
L 1305.757895 161.208471 
L 1304.715789 160.162824 
L 1303.673684 159.117176 
L 1302.631579 158.071529 
L 1301.589474 157.025882 
L 1300.547368 155.980235 
L 1299.505263 154.934588 
L 1298.463158 153.888941 
L 1298.463158 151.797647 
L 1298.463158 149.706353 
L 1297.421053 148.660706 
L 1296.378947 147.615059 
L 1296.378947 145.523765 
L 1296.378947 143.432471 
L 1296.378947 141.341176 
L 1295.336842 140.295529 
L 1294.294737 139.249882 
L 1294.294737 137.158588 
L 1294.294737 135.067294 
L 1293.252632 134.021647 
L 1292.210526 132.976 
L 1292.210526 130.884706 
L 1292.210526 128.793412 
L 1292.210526 126.702118 
L 1292.210526 124.610824 
L 1292.210526 122.519529 
L 1292.210526 120.428235 
L 1292.210526 118.336941 
L 1293.252632 117.291294 
L 1294.294737 116.245647 
L 1294.294737 114.154353 
L 1295.336842 113.108706 
L 1296.378947 112.063059 
L 1296.378947 109.971765 
L 1297.421053 108.926118 
L 1298.463158 107.880471 
L 1298.463158 105.789176 
L 1299.505263 104.743529 
L 1300.547368 103.697882 
L 1300.547368 101.606588 
L 1301.589474 100.560941 
L 1302.631579 99.515294 
L 1302.631579 97.424 
L 1303.673684 96.378353 
L 1305.757895 96.378353 
L 1306.8 95.332706 
L 1306.8 93.241412 
L 1306.8 91.150118 
L 1306.8 89.058824 
L 1307.842105 88.013176 
L 1308.884211 86.967529 
L 1308.884211 84.876235 
L 1309.926316 83.830588 
L 1310.968421 82.784941 
L 1312.010526 81.739294 
L 1313.052632 80.693647 
L 1314.094737 79.648 
L 1316.178947 79.648 
L 1317.221053 78.602353 
L 1318.263158 77.556706 
L 1320.347368 77.556706 
L 1321.389474 76.511059 
L 1322.431579 75.465412 
L 1323.473684 74.419765 
L 1324.515789 73.374118 
L 1326.6 73.374118 
L 1327.642105 72.328471 
L 1328.684211 71.282824 
L 1329.726316 70.237176 
L 1330.768421 69.191529 
L 1332.852632 69.191529 
L 1333.894737 68.145882 
L 1334.936842 67.100235 
L 1335.978947 66.054588 
L 1337.021053 65.008941 
L 1339.105263 65.008941 
L 1340.147368 63.963294 
L 1341.189474 62.917647 
z
" clip-path="url(#p1d791c1f1c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_25">
    <g id="patch_26">
     <path d="M 1283.04 30.82335 
L 1289.72625 30.82335 
L 1289.72625 19.2096 
L 1283.04 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1283.04 28.327725) 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 30.82335 
L 1409.76 30.82335 
L 1409.76 19.2096 
L 1401.421875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1401.421875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_27">
    <g id="patch_28">
     <path d="M 1267.2 221.856 
L 1298.82375 221.856 
L 1298.82375 210.24225 
L 1267.2 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=27 -->
    <g style="fill: #ffffff" transform="translate(1267.2 219.360375) scale(0.12 -0.12)">
     <defs>
      <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-32" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p2e470c3462)">
    <image xlink:href="data:image/png;base64,
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" id="imagee3df601d4f" transform="scale(1 -1) translate(0 -213.84)" x="1426" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1493.336842 104.743529 
L 1494.378947 105.789176 
L 1495.421053 106.834824 
L 1497.505263 106.834824 
L 1498.547368 105.789176 
L 1499.589474 104.743529 
L 1501.673684 104.743529 
L 1503.757895 104.743529 
L 1505.842105 104.743529 
L 1507.926316 104.743529 
L 1508.968421 105.789176 
L 1510.010526 106.834824 
L 1511.052632 107.880471 
L 1511.052632 109.971765 
L 1512.094737 111.017412 
L 1513.136842 112.063059 
L 1513.136842 114.154353 
L 1514.178947 115.2 
L 1515.221053 116.245647 
L 1515.221053 118.336941 
L 1515.221053 120.428235 
L 1515.221053 122.519529 
L 1516.263158 123.565176 
L 1517.305263 124.610824 
L 1517.305263 126.702118 
L 1517.305263 128.793412 
L 1517.305263 130.884706 
L 1517.305263 132.976 
L 1516.263158 134.021647 
L 1515.221053 135.067294 
L 1514.178947 136.112941 
L 1513.136842 137.158588 
L 1512.094737 138.204235 
L 1511.052632 139.249882 
L 1510.010526 140.295529 
L 1508.968421 141.341176 
L 1507.926316 142.386824 
L 1505.842105 142.386824 
L 1503.757895 142.386824 
L 1502.715789 143.432471 
L 1501.673684 144.478118 
L 1499.589474 144.478118 
L 1498.547368 143.432471 
L 1497.505263 142.386824 
L 1496.463158 141.341176 
L 1496.463158 139.249882 
L 1495.421053 138.204235 
L 1494.378947 137.158588 
L 1493.336842 136.112941 
L 1491.252632 136.112941 
L 1490.210526 135.067294 
L 1490.210526 132.976 
L 1489.168421 131.930353 
L 1488.126316 130.884706 
L 1488.126316 128.793412 
L 1488.126316 126.702118 
L 1487.084211 125.656471 
L 1486.042105 124.610824 
L 1486.042105 122.519529 
L 1487.084211 121.473882 
L 1488.126316 120.428235 
L 1488.126316 118.336941 
L 1488.126316 116.245647 
L 1488.126316 114.154353 
L 1489.168421 113.108706 
L 1490.210526 112.063059 
L 1490.210526 109.971765 
L 1490.210526 107.880471 
L 1491.252632 106.834824 
L 1492.294737 105.789176 
L 1493.336842 104.743529 
z
" clip-path="url(#p2e470c3462)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_28">
    <g id="patch_29">
     <path d="M 1441.44 30.82335 
L 1448.12625 30.82335 
L 1448.12625 19.2096 
L 1441.44 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1441.44 28.327725) 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 30.82335 
L 1568.16 30.82335 
L 1568.16 19.2096 
L 1559.821875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1559.821875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_30">
    <g id="patch_31">
     <path d="M 1425.6 221.856 
L 1457.22375 221.856 
L 1457.22375 210.24225 
L 1425.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=52 -->
    <g style="fill: #ffffff" transform="translate(1425.6 219.360375) 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-35" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p597a695bc2">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p594b718a7e">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p67da636b7c">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p5236942f96">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p457b21953e">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p0eb6a4444c">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p5035670f89">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pce25966316">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p95ebe9c11e">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p1d791c1f1c">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p2e470c3462">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>