hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-008_task-rest_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>2024-04-22T07:25:04.091750</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(#pa79138696f)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAACJgAAAFACAYAAAD6G1SSAAANkElEQVR4nO3aMQHAIBDAwAf/nlsFZIXhTkEEZM3MNwAAAAAAAAAAcLBvBwAAAAAAAAAA8DaDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABA+gF2rgN/WtJSHgAAAABJRU5ErkJggg==" id="imagee66cc14f5a" 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(#p87788dc9ee)">
    <image xlink:href="data:image/png;base64,
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" id="imagee5a2973e08" 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 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 58.357895 95.332706 
L 59.4 96.378353 
L 60.442105 95.332706 
L 61.484211 94.287059 
L 62.526316 95.332706 
L 62.526316 97.424 
L 63.568421 98.469647 
L 65.652632 98.469647 
L 66.694737 99.515294 
L 66.694737 101.606588 
L 66.694737 103.697882 
L 66.694737 105.789176 
L 66.694737 107.880471 
L 66.694737 109.971765 
L 66.694737 112.063059 
L 66.694737 114.154353 
L 65.652632 115.2 
L 63.568421 115.2 
L 62.526316 116.245647 
L 61.484211 117.291294 
L 60.442105 118.336941 
L 59.4 119.382588 
L 58.357895 120.428235 
L 57.315789 121.473882 
L 55.231579 121.473882 
L 53.147368 121.473882 
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 41.684211 120.428235 
L 40.642105 119.382588 
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 34.389474 111.017412 
L 35.431579 109.971765 
L 35.431579 107.880471 
L 35.431579 105.789176 
L 35.431579 103.697882 
L 35.431579 101.606588 
L 36.473684 100.560941 
L 37.515789 99.515294 
L 37.515789 97.424 
L 38.557895 96.378353 
L 40.642105 96.378353 
L 41.684211 97.424 
L 42.726316 98.469647 
L 43.768421 97.424 
L 43.768421 95.332706 
L 44.810526 94.287059 
L 45.852632 93.241412 
L 46.894737 92.195765 
L 47.936842 91.150118 
L 48.978947 90.104471 
z
M 113.589474 92.195765 
L 115.673684 92.195765 
L 116.715789 93.241412 
L 117.757895 94.287059 
L 118.8 95.332706 
L 119.842105 96.378353 
L 120.884211 97.424 
L 120.884211 99.515294 
L 120.884211 101.606588 
L 121.926316 102.652235 
L 122.968421 103.697882 
L 122.968421 105.789176 
L 122.968421 107.880471 
L 122.968421 109.971765 
L 121.926316 111.017412 
L 120.884211 112.063059 
L 120.884211 114.154353 
L 120.884211 116.245647 
L 119.842105 117.291294 
L 117.757895 117.291294 
L 115.673684 117.291294 
L 113.589474 117.291294 
L 111.505263 117.291294 
L 110.463158 118.336941 
L 109.421053 119.382588 
L 108.378947 118.336941 
L 107.336842 117.291294 
L 105.252632 117.291294 
L 103.168421 117.291294 
L 102.126316 116.245647 
L 102.126316 114.154353 
L 102.126316 112.063059 
L 101.084211 111.017412 
L 100.042105 109.971765 
L 99 108.926118 
L 97.957895 107.880471 
L 96.915789 106.834824 
L 95.873684 105.789176 
L 95.873684 103.697882 
L 96.915789 102.652235 
L 97.957895 101.606588 
L 97.957895 99.515294 
L 99 98.469647 
L 101.084211 98.469647 
L 103.168421 98.469647 
L 104.210526 97.424 
L 105.252632 96.378353 
L 107.336842 96.378353 
L 108.378947 95.332706 
L 109.421053 94.287059 
L 111.505263 94.287059 
L 112.547368 93.241412 
L 113.589474 92.195765 
z
M 76.073684 125.656471 
L 78.157895 125.656471 
L 80.242105 125.656471 
L 82.326316 125.656471 
L 84.410526 125.656471 
L 85.452632 126.702118 
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 90.663158 134.021647 
L 91.705263 135.067294 
L 91.705263 137.158588 
L 91.705263 139.249882 
L 91.705263 141.341176 
L 92.747368 142.386824 
L 94.831579 142.386824 
L 96.915789 142.386824 
L 99 142.386824 
L 100.042105 143.432471 
L 100.042105 145.523765 
L 101.084211 146.569412 
L 103.168421 146.569412 
L 104.210526 147.615059 
L 105.252632 148.660706 
L 106.294737 147.615059 
L 107.336842 146.569412 
L 109.421053 146.569412 
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 117.757895 150.752 
L 118.8 151.797647 
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 118.8 166.436706 
L 118.8 168.528 
L 117.757895 169.573647 
L 116.715789 170.619294 
L 116.715789 172.710588 
L 115.673684 173.756235 
L 114.631579 174.801882 
L 113.589474 175.847529 
L 111.505263 175.847529 
L 110.463158 176.893176 
L 109.421053 177.938824 
L 108.378947 178.984471 
L 107.336842 180.030118 
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 88.578947 175.847529 
L 86.494737 175.847529 
L 84.410526 175.847529 
L 82.326316 175.847529 
L 81.284211 176.893176 
L 80.242105 177.938824 
L 78.157895 177.938824 
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 66.694737 181.075765 
L 65.652632 182.121412 
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 48.978947 182.121412 
L 47.936842 181.075765 
L 46.894737 180.030118 
L 44.810526 180.030118 
L 43.768421 178.984471 
L 42.726316 177.938824 
L 41.684211 176.893176 
L 41.684211 174.801882 
L 41.684211 172.710588 
L 41.684211 170.619294 
L 41.684211 168.528 
L 41.684211 166.436706 
L 41.684211 164.345412 
L 41.684211 162.254118 
L 40.642105 161.208471 
L 39.6 160.162824 
L 39.6 158.071529 
L 39.6 155.980235 
L 40.642105 154.934588 
L 41.684211 153.888941 
L 41.684211 151.797647 
L 42.726316 150.752 
L 44.810526 150.752 
L 46.894737 150.752 
L 47.936842 149.706353 
L 48.978947 148.660706 
L 51.063158 148.660706 
L 52.105263 147.615059 
L 53.147368 146.569412 
L 54.189474 145.523765 
L 55.231579 144.478118 
L 56.273684 143.432471 
L 57.315789 142.386824 
L 59.4 142.386824 
L 61.484211 142.386824 
L 63.568421 142.386824 
L 65.652632 142.386824 
L 66.694737 141.341176 
L 66.694737 139.249882 
L 66.694737 137.158588 
L 67.736842 136.112941 
L 68.778947 135.067294 
L 69.821053 134.021647 
L 70.863158 132.976 
L 71.905263 131.930353 
L 72.947368 130.884706 
L 72.947368 128.793412 
L 73.989474 127.747765 
L 75.031579 126.702118 
L 76.073684 125.656471 
z
" clip-path="url(#p87788dc9ee)" 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=-60 -->
    <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-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)"/>
     </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-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p079a81e157)">
    <image xlink:href="data:image/png;base64,
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" id="image12bfca2c23" 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 39.913412 
L 238.642105 39.913412 
L 240.726316 39.913412 
L 242.810526 39.913412 
L 243.852632 40.959059 
L 244.894737 42.004706 
L 246.978947 42.004706 
L 249.063158 42.004706 
L 251.147368 42.004706 
L 252.189474 43.050353 
L 253.231579 44.096 
L 255.315789 44.096 
L 257.4 44.096 
L 258.442105 45.141647 
L 259.484211 46.187294 
L 261.568421 46.187294 
L 263.652632 46.187294 
L 264.694737 47.232941 
L 265.736842 48.278588 
L 267.821053 48.278588 
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 278.242105 56.643765 
L 279.284211 57.689412 
L 279.284211 59.780706 
L 279.284211 61.872 
L 280.326316 62.917647 
L 281.368421 63.963294 
L 281.368421 66.054588 
L 281.368421 68.145882 
L 282.410526 69.191529 
L 283.452632 70.237176 
L 284.494737 71.282824 
L 285.536842 72.328471 
L 285.536842 74.419765 
L 285.536842 76.511059 
L 285.536842 78.602353 
L 284.494737 79.648 
L 283.452632 80.693647 
L 282.410526 81.739294 
L 281.368421 82.784941 
L 281.368421 84.876235 
L 281.368421 86.967529 
L 282.410526 88.013176 
L 284.494737 88.013176 
L 285.536842 89.058824 
L 286.578947 90.104471 
L 287.621053 91.150118 
L 287.621053 93.241412 
L 287.621053 95.332706 
L 288.663158 96.378353 
L 289.705263 97.424 
L 289.705263 99.515294 
L 290.747368 100.560941 
L 291.789474 101.606588 
L 291.789474 103.697882 
L 292.831579 104.743529 
L 293.873684 105.789176 
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 295.957895 122.519529 
L 295.957895 124.610824 
L 295.957895 126.702118 
L 295.957895 128.793412 
L 294.915789 129.839059 
L 293.873684 130.884706 
L 292.831579 131.930353 
L 291.789474 132.976 
L 291.789474 135.067294 
L 291.789474 137.158588 
L 290.747368 138.204235 
L 288.663158 138.204235 
L 286.578947 138.204235 
L 284.494737 138.204235 
L 283.452632 139.249882 
L 282.410526 140.295529 
L 280.326316 140.295529 
L 279.284211 141.341176 
L 279.284211 143.432471 
L 280.326316 144.478118 
L 281.368421 145.523765 
L 281.368421 147.615059 
L 281.368421 149.706353 
L 282.410526 150.752 
L 283.452632 151.797647 
L 284.494737 152.843294 
L 285.536842 153.888941 
L 285.536842 155.980235 
L 286.578947 157.025882 
L 288.663158 157.025882 
L 289.705263 158.071529 
L 289.705263 160.162824 
L 289.705263 162.254118 
L 288.663158 163.299765 
L 287.621053 164.345412 
L 286.578947 165.391059 
L 285.536842 166.436706 
L 285.536842 168.528 
L 284.494737 169.573647 
L 283.452632 170.619294 
L 283.452632 172.710588 
L 283.452632 174.801882 
L 282.410526 175.847529 
L 281.368421 176.893176 
L 281.368421 178.984471 
L 281.368421 181.075765 
L 280.326316 182.121412 
L 279.284211 183.167059 
L 278.242105 184.212706 
L 277.2 185.258353 
L 276.157895 186.304 
L 274.073684 186.304 
L 273.031579 187.349647 
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 263.652632 190.486588 
L 262.610526 191.532235 
L 261.568421 192.577882 
L 259.484211 192.577882 
L 257.4 192.577882 
L 256.357895 193.623529 
L 255.315789 194.669176 
L 253.231579 194.669176 
L 251.147368 194.669176 
L 249.063158 194.669176 
L 248.021053 193.623529 
L 246.978947 192.577882 
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 234.473684 192.577882 
L 233.431579 193.623529 
L 232.389474 194.669176 
L 230.305263 194.669176 
L 228.221053 194.669176 
L 226.136842 194.669176 
L 225.094737 195.714824 
L 224.052632 196.760471 
L 221.968421 196.760471 
L 220.926316 195.714824 
L 219.884211 194.669176 
L 217.8 194.669176 
L 215.715789 194.669176 
L 213.631579 194.669176 
L 212.589474 193.623529 
L 211.547368 192.577882 
L 209.463158 192.577882 
L 208.421053 191.532235 
L 207.378947 190.486588 
L 205.294737 190.486588 
L 204.252632 189.440941 
L 203.210526 188.395294 
L 201.126316 188.395294 
L 200.084211 187.349647 
L 199.042105 186.304 
L 198 185.258353 
L 196.957895 184.212706 
L 195.915789 183.167059 
L 194.873684 182.121412 
L 193.831579 181.075765 
L 193.831579 178.984471 
L 192.789474 177.938824 
L 191.747368 176.893176 
L 190.705263 175.847529 
L 189.663158 174.801882 
L 188.621053 173.756235 
L 187.578947 172.710588 
L 187.578947 170.619294 
L 186.536842 169.573647 
L 185.494737 168.528 
L 185.494737 166.436706 
L 185.494737 164.345412 
L 184.452632 163.299765 
L 183.410526 162.254118 
L 183.410526 160.162824 
L 183.410526 158.071529 
L 183.410526 155.980235 
L 184.452632 154.934588 
L 185.494737 153.888941 
L 186.536842 152.843294 
L 188.621053 152.843294 
L 189.663158 151.797647 
L 189.663158 149.706353 
L 189.663158 147.615059 
L 188.621053 146.569412 
L 186.536842 146.569412 
L 185.494737 145.523765 
L 184.452632 144.478118 
L 182.368421 144.478118 
L 181.326316 143.432471 
L 180.284211 142.386824 
L 178.2 142.386824 
L 177.157895 141.341176 
L 177.157895 139.249882 
L 177.157895 137.158588 
L 176.115789 136.112941 
L 175.073684 135.067294 
L 175.073684 132.976 
L 175.073684 130.884706 
L 176.115789 129.839059 
L 177.157895 128.793412 
L 177.157895 126.702118 
L 177.157895 124.610824 
L 177.157895 122.519529 
L 177.157895 120.428235 
L 177.157895 118.336941 
L 178.2 117.291294 
L 179.242105 116.245647 
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 182.368421 106.834824 
L 183.410526 105.789176 
L 183.410526 103.697882 
L 184.452632 102.652235 
L 185.494737 101.606588 
L 186.536842 100.560941 
L 187.578947 99.515294 
L 188.621053 98.469647 
L 189.663158 97.424 
L 189.663158 95.332706 
L 189.663158 93.241412 
L 190.705263 92.195765 
L 191.747368 91.150118 
L 192.789474 90.104471 
L 193.831579 89.058824 
L 193.831579 86.967529 
L 193.831579 84.876235 
L 193.831579 82.784941 
L 193.831579 80.693647 
L 193.831579 78.602353 
L 192.789474 77.556706 
L 191.747368 76.511059 
L 191.747368 74.419765 
L 191.747368 72.328471 
L 191.747368 70.237176 
L 191.747368 68.145882 
L 192.789474 67.100235 
L 193.831579 66.054588 
L 193.831579 63.963294 
L 194.873684 62.917647 
L 195.915789 61.872 
L 196.957895 60.826353 
L 198 59.780706 
L 198 57.689412 
L 198 55.598118 
L 199.042105 54.552471 
L 200.084211 53.506824 
L 200.084211 51.415529 
L 201.126316 50.369882 
L 202.168421 49.324235 
L 203.210526 48.278588 
L 205.294737 48.278588 
L 207.378947 48.278588 
L 208.421053 47.232941 
L 209.463158 46.187294 
L 211.547368 46.187294 
L 213.631579 46.187294 
L 214.673684 45.141647 
L 214.673684 43.050353 
L 215.715789 42.004706 
L 217.8 42.004706 
L 219.884211 42.004706 
L 221.968421 42.004706 
L 224.052632 42.004706 
L 226.136842 42.004706 
L 228.221053 42.004706 
L 230.305263 42.004706 
L 231.347368 43.050353 
L 232.389474 44.096 
L 233.431579 43.050353 
L 234.473684 42.004706 
L 235.515789 40.959059 
L 236.557895 39.913412 
z
" clip-path="url(#p079a81e157)" 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=-36 -->
    <g style="fill: #ffffff" transform="translate(158.4 219.360375) 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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p8454d974c5)">
    <image xlink:href="data:image/png;base64,
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" id="imaged343d1ec42" 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 380.368421 37.822118 
L 382.452632 37.822118 
L 383.494737 38.867765 
L 384.536842 39.913412 
L 386.621053 39.913412 
L 388.705263 39.913412 
L 390.789474 39.913412 
L 391.831579 38.867765 
L 392.873684 37.822118 
L 394.957895 37.822118 
L 397.042105 37.822118 
L 399.126316 37.822118 
L 401.210526 37.822118 
L 403.294737 37.822118 
L 405.378947 37.822118 
L 406.421053 38.867765 
L 407.463158 39.913412 
L 409.547368 39.913412 
L 411.631579 39.913412 
L 412.673684 40.959059 
L 413.715789 42.004706 
L 415.8 42.004706 
L 416.842105 43.050353 
L 417.884211 44.096 
L 419.968421 44.096 
L 422.052632 44.096 
L 424.136842 44.096 
L 425.178947 45.141647 
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 434.557895 52.461176 
L 435.6 53.506824 
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 440.810526 65.008941 
L 441.852632 66.054588 
L 441.852632 68.145882 
L 442.894737 69.191529 
L 443.936842 70.237176 
L 443.936842 72.328471 
L 444.978947 73.374118 
L 446.021053 74.419765 
L 446.021053 76.511059 
L 446.021053 78.602353 
L 444.978947 79.648 
L 443.936842 80.693647 
L 443.936842 82.784941 
L 443.936842 84.876235 
L 443.936842 86.967529 
L 443.936842 89.058824 
L 443.936842 91.150118 
L 444.978947 92.195765 
L 446.021053 93.241412 
L 446.021053 95.332706 
L 447.063158 96.378353 
L 448.105263 97.424 
L 448.105263 99.515294 
L 449.147368 100.560941 
L 450.189474 101.606588 
L 450.189474 103.697882 
L 450.189474 105.789176 
L 451.231579 106.834824 
L 452.273684 107.880471 
L 452.273684 109.971765 
L 453.315789 111.017412 
L 454.357895 112.063059 
L 454.357895 114.154353 
L 454.357895 116.245647 
L 454.357895 118.336941 
L 455.4 119.382588 
L 456.442105 120.428235 
L 456.442105 122.519529 
L 456.442105 124.610824 
L 456.442105 126.702118 
L 456.442105 128.793412 
L 455.4 129.839059 
L 454.357895 130.884706 
L 454.357895 132.976 
L 454.357895 135.067294 
L 454.357895 137.158588 
L 454.357895 139.249882 
L 454.357895 141.341176 
L 454.357895 143.432471 
L 454.357895 145.523765 
L 453.315789 146.569412 
L 452.273684 147.615059 
L 452.273684 149.706353 
L 451.231579 150.752 
L 450.189474 151.797647 
L 450.189474 153.888941 
L 450.189474 155.980235 
L 449.147368 157.025882 
L 448.105263 158.071529 
L 448.105263 160.162824 
L 448.105263 162.254118 
L 447.063158 163.299765 
L 446.021053 164.345412 
L 446.021053 166.436706 
L 446.021053 168.528 
L 446.021053 170.619294 
L 444.978947 171.664941 
L 443.936842 172.710588 
L 443.936842 174.801882 
L 442.894737 175.847529 
L 441.852632 176.893176 
L 441.852632 178.984471 
L 440.810526 180.030118 
L 439.768421 181.075765 
L 438.726316 182.121412 
L 437.684211 183.167059 
L 436.642105 184.212706 
L 435.6 185.258353 
L 434.557895 186.304 
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 424.136842 190.486588 
L 423.094737 191.532235 
L 422.052632 192.577882 
L 419.968421 192.577882 
L 418.926316 193.623529 
L 417.884211 194.669176 
L 415.8 194.669176 
L 413.715789 194.669176 
L 412.673684 195.714824 
L 411.631579 196.760471 
L 409.547368 196.760471 
L 408.505263 195.714824 
L 407.463158 194.669176 
L 405.378947 194.669176 
L 403.294737 194.669176 
L 402.252632 193.623529 
L 401.210526 192.577882 
L 399.126316 192.577882 
L 397.042105 192.577882 
L 396 193.623529 
L 394.957895 194.669176 
L 393.915789 195.714824 
L 392.873684 196.760471 
L 391.831579 197.806118 
L 390.789474 198.851765 
L 388.705263 198.851765 
L 386.621053 198.851765 
L 384.536842 198.851765 
L 382.452632 198.851765 
L 380.368421 198.851765 
L 379.326316 197.806118 
L 378.284211 196.760471 
L 376.2 196.760471 
L 374.115789 196.760471 
L 373.073684 195.714824 
L 372.031579 194.669176 
L 369.947368 194.669176 
L 367.863158 194.669176 
L 366.821053 193.623529 
L 365.778947 192.577882 
L 363.694737 192.577882 
L 362.652632 191.532235 
L 361.610526 190.486588 
L 360.568421 189.440941 
L 359.526316 188.395294 
L 358.484211 187.349647 
L 357.442105 186.304 
L 355.357895 186.304 
L 354.315789 185.258353 
L 353.273684 184.212706 
L 352.231579 183.167059 
L 352.231579 181.075765 
L 351.189474 180.030118 
L 350.147368 178.984471 
L 350.147368 176.893176 
L 349.105263 175.847529 
L 348.063158 174.801882 
L 347.021053 173.756235 
L 345.978947 172.710588 
L 345.978947 170.619294 
L 344.936842 169.573647 
L 343.894737 168.528 
L 342.852632 167.482353 
L 341.810526 166.436706 
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 337.642105 153.888941 
L 337.642105 151.797647 
L 336.6 150.752 
L 335.557895 149.706353 
L 335.557895 147.615059 
L 335.557895 145.523765 
L 335.557895 143.432471 
L 335.557895 141.341176 
L 334.515789 140.295529 
L 333.473684 139.249882 
L 333.473684 137.158588 
L 333.473684 135.067294 
L 333.473684 132.976 
L 334.515789 131.930353 
L 335.557895 130.884706 
L 334.515789 129.839059 
L 333.473684 128.793412 
L 333.473684 126.702118 
L 333.473684 124.610824 
L 333.473684 122.519529 
L 334.515789 121.473882 
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 338.684211 113.108706 
L 339.726316 112.063059 
L 339.726316 109.971765 
L 339.726316 107.880471 
L 340.768421 106.834824 
L 341.810526 105.789176 
L 342.852632 104.743529 
L 343.894737 103.697882 
L 343.894737 101.606588 
L 343.894737 99.515294 
L 344.936842 98.469647 
L 345.978947 97.424 
L 345.978947 95.332706 
L 347.021053 94.287059 
L 348.063158 93.241412 
L 348.063158 91.150118 
L 348.063158 89.058824 
L 348.063158 86.967529 
L 349.105263 85.921882 
L 350.147368 84.876235 
L 349.105263 83.830588 
L 348.063158 82.784941 
L 348.063158 80.693647 
L 348.063158 78.602353 
L 348.063158 76.511059 
L 348.063158 74.419765 
L 348.063158 72.328471 
L 348.063158 70.237176 
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 351.189474 60.826353 
L 352.231579 59.780706 
L 353.273684 58.735059 
L 354.315789 57.689412 
L 355.357895 56.643765 
L 356.4 55.598118 
L 356.4 53.506824 
L 357.442105 52.461176 
L 358.484211 51.415529 
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 367.863158 44.096 
L 368.905263 43.050353 
L 369.947368 42.004706 
L 372.031579 42.004706 
L 373.073684 40.959059 
L 374.115789 39.913412 
L 376.2 39.913412 
L 378.284211 39.913412 
L 379.326316 38.867765 
L 380.368421 37.822118 
z
" clip-path="url(#p8454d974c5)" 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=-27 -->
    <g style="fill: #ffffff" transform="translate(316.8 219.360375) scale(0.12 -0.12)">
     <defs>
      <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)"/>
      <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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#pe53e59aa06)">
    <image xlink:href="data:image/png;base64,
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" id="image7cbe430911" 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 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 553.357895 39.913412 
L 554.4 38.867765 
L 555.442105 37.822118 
L 557.526316 37.822118 
L 559.610526 37.822118 
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 574.2 39.913412 
L 575.242105 40.959059 
L 576.284211 42.004706 
L 577.326316 43.050353 
L 578.368421 44.096 
L 580.452632 44.096 
L 581.494737 45.141647 
L 582.536842 46.187294 
L 583.578947 47.232941 
L 584.621053 48.278588 
L 585.663158 49.324235 
L 586.705263 50.369882 
L 587.747368 51.415529 
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 595.042105 58.735059 
L 596.084211 59.780706 
L 596.084211 61.872 
L 596.084211 63.963294 
L 597.126316 65.008941 
L 598.168421 66.054588 
L 599.210526 67.100235 
L 600.252632 68.145882 
L 600.252632 70.237176 
L 600.252632 72.328471 
L 601.294737 73.374118 
L 602.336842 74.419765 
L 602.336842 76.511059 
L 602.336842 78.602353 
L 602.336842 80.693647 
L 603.378947 81.739294 
L 604.421053 82.784941 
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 606.505263 103.697882 
L 606.505263 105.789176 
L 607.547368 106.834824 
L 608.589474 107.880471 
L 608.589474 109.971765 
L 609.631579 111.017412 
L 610.673684 112.063059 
L 610.673684 114.154353 
L 610.673684 116.245647 
L 610.673684 118.336941 
L 611.715789 119.382588 
L 612.757895 120.428235 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 613.8 125.656471 
L 614.842105 126.702118 
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 614.842105 147.615059 
L 613.8 148.660706 
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 609.631579 157.025882 
L 608.589474 158.071529 
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 602.336842 172.710588 
L 601.294737 173.756235 
L 600.252632 174.801882 
L 599.210526 175.847529 
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 594 187.349647 
L 592.957895 188.395294 
L 591.915789 189.440941 
L 590.873684 190.486588 
L 588.789474 190.486588 
L 587.747368 191.532235 
L 586.705263 192.577882 
L 585.663158 193.623529 
L 584.621053 194.669176 
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 575.242105 197.806118 
L 574.2 198.851765 
L 572.115789 198.851765 
L 570.031579 198.851765 
L 567.947368 198.851765 
L 565.863158 198.851765 
L 564.821053 199.897412 
L 563.778947 200.943059 
L 561.694737 200.943059 
L 559.610526 200.943059 
L 558.568421 199.897412 
L 557.526316 198.851765 
L 555.442105 198.851765 
L 553.357895 198.851765 
L 552.315789 199.897412 
L 553.357895 200.943059 
L 554.4 201.988706 
L 553.357895 203.034353 
L 551.273684 203.034353 
L 550.231579 204.08 
L 549.189474 205.125647 
L 548.147368 204.08 
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 526.263158 198.851765 
L 525.221053 197.806118 
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 507.505263 175.847529 
L 508.547368 174.801882 
L 507.505263 173.756235 
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 496.042105 151.797647 
L 496.042105 149.706353 
L 495 148.660706 
L 493.957895 147.615059 
L 493.957895 145.523765 
L 493.957895 143.432471 
L 493.957895 141.341176 
L 493.957895 139.249882 
L 493.957895 137.158588 
L 493.957895 135.067294 
L 493.957895 132.976 
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 495 119.382588 
L 496.042105 118.336941 
L 496.042105 116.245647 
L 497.084211 115.2 
L 498.126316 114.154353 
L 499.168421 113.108706 
L 500.210526 112.063059 
L 500.210526 109.971765 
L 500.210526 107.880471 
L 500.210526 105.789176 
L 500.210526 103.697882 
L 500.210526 101.606588 
L 501.252632 100.560941 
L 502.294737 99.515294 
L 502.294737 97.424 
L 502.294737 95.332706 
L 502.294737 93.241412 
L 502.294737 91.150118 
L 502.294737 89.058824 
L 502.294737 86.967529 
L 502.294737 84.876235 
L 502.294737 82.784941 
L 503.336842 81.739294 
L 504.378947 80.693647 
L 504.378947 78.602353 
L 504.378947 76.511059 
L 504.378947 74.419765 
L 504.378947 72.328471 
L 505.421053 71.282824 
L 506.463158 70.237176 
L 506.463158 68.145882 
L 506.463158 66.054588 
L 507.505263 65.008941 
L 508.547368 63.963294 
L 508.547368 61.872 
L 509.589474 60.826353 
L 510.631579 59.780706 
L 511.673684 58.735059 
L 512.715789 57.689412 
L 513.757895 56.643765 
L 514.8 55.598118 
L 514.8 53.506824 
L 515.842105 52.461176 
L 516.884211 51.415529 
L 517.926316 50.369882 
L 520.010526 50.369882 
L 521.052632 49.324235 
L 522.094737 48.278588 
L 523.136842 47.232941 
L 524.178947 46.187294 
L 525.221053 45.141647 
L 526.263158 44.096 
L 528.347368 44.096 
L 529.389474 43.050353 
L 530.431579 42.004706 
L 532.515789 42.004706 
L 533.557895 40.959059 
L 534.6 39.913412 
L 536.684211 39.913412 
L 537.726316 38.867765 
L 538.768421 37.822118 
z
" clip-path="url(#pe53e59aa06)" 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(#pa23e476d7a)">
    <image xlink:href="data:image/png;base64,
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" id="image3b978f2d54" 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 718.010526 37.822118 
L 719.052632 38.867765 
L 720.094737 39.913412 
L 722.178947 39.913412 
L 724.263158 39.913412 
L 726.347368 39.913412 
L 727.389474 40.959059 
L 728.431579 42.004706 
L 730.515789 42.004706 
L 731.557895 43.050353 
L 732.6 44.096 
L 734.684211 44.096 
L 735.726316 45.141647 
L 736.768421 46.187294 
L 737.810526 47.232941 
L 738.852632 48.278588 
L 739.894737 49.324235 
L 740.936842 50.369882 
L 743.021053 50.369882 
L 744.063158 51.415529 
L 745.105263 52.461176 
L 746.147368 53.506824 
L 747.189474 54.552471 
L 748.231579 55.598118 
L 748.231579 57.689412 
L 749.273684 58.735059 
L 750.315789 59.780706 
L 751.357895 60.826353 
L 752.4 61.872 
L 752.4 63.963294 
L 753.442105 65.008941 
L 754.484211 66.054588 
L 755.526316 67.100235 
L 756.568421 68.145882 
L 756.568421 70.237176 
L 757.610526 71.282824 
L 758.652632 72.328471 
L 758.652632 74.419765 
L 759.694737 75.465412 
L 760.736842 76.511059 
L 760.736842 78.602353 
L 761.778947 79.648 
L 762.821053 80.693647 
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 768.031579 117.291294 
L 769.073684 118.336941 
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 772.2 129.839059 
L 773.242105 130.884706 
L 773.242105 132.976 
L 773.242105 135.067294 
L 773.242105 137.158588 
L 772.2 138.204235 
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 771.157895 151.797647 
L 770.115789 152.843294 
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 758.652632 174.801882 
L 757.610526 175.847529 
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 754.484211 185.258353 
L 753.442105 186.304 
L 752.4 187.349647 
L 751.357895 188.395294 
L 750.315789 189.440941 
L 749.273684 190.486588 
L 748.231579 191.532235 
L 747.189474 192.577882 
L 745.105263 192.577882 
L 744.063158 193.623529 
L 743.021053 194.669176 
L 740.936842 194.669176 
L 739.894737 195.714824 
L 738.852632 196.760471 
L 736.768421 196.760471 
L 735.726316 197.806118 
L 734.684211 198.851765 
L 732.6 198.851765 
L 731.557895 199.897412 
L 730.515789 200.943059 
L 728.431579 200.943059 
L 726.347368 200.943059 
L 724.263158 200.943059 
L 722.178947 200.943059 
L 720.094737 200.943059 
L 719.052632 201.988706 
L 718.010526 203.034353 
L 715.926316 203.034353 
L 713.842105 203.034353 
L 712.8 201.988706 
L 713.842105 200.943059 
L 715.926316 200.943059 
L 716.968421 199.897412 
L 715.926316 198.851765 
L 713.842105 198.851765 
L 712.8 199.897412 
L 711.757895 200.943059 
L 709.673684 200.943059 
L 708.631579 201.988706 
L 708.631579 204.08 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 704.463158 204.08 
L 703.421053 203.034353 
L 701.336842 203.034353 
L 700.294737 204.08 
L 699.252632 205.125647 
L 698.210526 204.08 
L 697.168421 203.034353 
L 695.084211 203.034353 
L 693 203.034353 
L 691.957895 201.988706 
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 669.031579 181.075765 
L 667.989474 180.030118 
L 666.947368 178.984471 
L 666.947368 176.893176 
L 665.905263 175.847529 
L 664.863158 174.801882 
L 663.821053 173.756235 
L 662.778947 172.710588 
L 662.778947 170.619294 
L 661.736842 169.573647 
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 658.610526 160.162824 
L 657.568421 159.117176 
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 654.442105 120.428235 
L 654.442105 118.336941 
L 654.442105 116.245647 
L 654.442105 114.154353 
L 654.442105 112.063059 
L 655.484211 111.017412 
L 656.526316 109.971765 
L 657.568421 108.926118 
L 658.610526 107.880471 
L 658.610526 105.789176 
L 657.568421 104.743529 
L 656.526316 103.697882 
L 656.526316 101.606588 
L 657.568421 100.560941 
L 658.610526 99.515294 
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 659.652632 83.830588 
L 660.694737 82.784941 
L 660.694737 80.693647 
L 660.694737 78.602353 
L 661.736842 77.556706 
L 662.778947 76.511059 
L 663.821053 75.465412 
L 664.863158 74.419765 
L 664.863158 72.328471 
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 672.157895 58.735059 
L 673.2 57.689412 
L 674.242105 56.643765 
L 675.284211 55.598118 
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 682.578947 50.369882 
L 683.621053 49.324235 
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 697.168421 42.004706 
L 698.210526 40.959059 
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 711.757895 42.004706 
L 712.8 40.959059 
L 713.842105 39.913412 
L 715.926316 39.913412 
L 716.968421 38.867765 
L 718.010526 37.822118 
z
" clip-path="url(#pa23e476d7a)" 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)">
     <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-39" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p385fea1a23)">
    <image xlink:href="data:image/png;base64,
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" id="imagee781671b4e" 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 874.326316 42.004706 
L 876.410526 42.004706 
L 877.452632 43.050353 
L 878.494737 44.096 
L 879.536842 45.141647 
L 880.578947 46.187294 
L 881.621053 47.232941 
L 882.663158 48.278588 
L 884.747368 48.278588 
L 886.831579 48.278588 
L 887.873684 49.324235 
L 888.915789 50.369882 
L 891 50.369882 
L 892.042105 51.415529 
L 892.042105 53.506824 
L 893.084211 54.552471 
L 894.126316 55.598118 
L 895.168421 56.643765 
L 897.252632 56.643765 
L 898.294737 57.689412 
L 899.336842 58.735059 
L 900.378947 59.780706 
L 901.421053 60.826353 
L 902.463158 61.872 
L 903.505263 62.917647 
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 910.8 70.237176 
L 911.842105 71.282824 
L 912.884211 72.328471 
L 912.884211 74.419765 
L 913.926316 75.465412 
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 928.515789 117.291294 
L 929.557895 118.336941 
L 929.557895 120.428235 
L 928.515789 121.473882 
L 927.473684 122.519529 
L 927.473684 124.610824 
L 927.473684 126.702118 
L 927.473684 128.793412 
L 927.473684 130.884706 
L 927.473684 132.976 
L 927.473684 135.067294 
L 927.473684 137.158588 
L 927.473684 139.249882 
L 927.473684 141.341176 
L 927.473684 143.432471 
L 927.473684 145.523765 
L 926.431579 146.569412 
L 925.389474 147.615059 
L 925.389474 149.706353 
L 925.389474 151.797647 
L 925.389474 153.888941 
L 925.389474 155.980235 
L 925.389474 158.071529 
L 924.347368 159.117176 
L 923.305263 160.162824 
L 923.305263 162.254118 
L 922.263158 163.299765 
L 921.221053 164.345412 
L 920.178947 165.391059 
L 919.136842 166.436706 
L 919.136842 168.528 
L 919.136842 170.619294 
L 918.094737 171.664941 
L 917.052632 172.710588 
L 917.052632 174.801882 
L 916.010526 175.847529 
L 914.968421 176.893176 
L 913.926316 177.938824 
L 912.884211 178.984471 
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 903.505263 188.395294 
L 902.463158 189.440941 
L 901.421053 190.486588 
L 900.378947 191.532235 
L 899.336842 192.577882 
L 898.294737 193.623529 
L 897.252632 194.669176 
L 895.168421 194.669176 
L 894.126316 195.714824 
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 877.452632 199.897412 
L 876.410526 198.851765 
L 874.326316 198.851765 
L 872.242105 198.851765 
L 871.2 199.897412 
L 870.157895 200.943059 
L 868.073684 200.943059 
L 865.989474 200.943059 
L 863.905263 200.943059 
L 861.821053 200.943059 
L 859.736842 200.943059 
L 857.652632 200.943059 
L 855.568421 200.943059 
L 854.526316 199.897412 
L 853.484211 198.851765 
L 851.4 198.851765 
L 849.315789 198.851765 
L 848.273684 197.806118 
L 847.231579 196.760471 
L 845.147368 196.760471 
L 844.105263 195.714824 
L 843.063158 194.669176 
L 842.021053 193.623529 
L 840.978947 192.577882 
L 839.936842 191.532235 
L 838.894737 190.486588 
L 836.810526 190.486588 
L 835.768421 189.440941 
L 834.726316 188.395294 
L 833.684211 187.349647 
L 833.684211 185.258353 
L 832.642105 184.212706 
L 831.6 183.167059 
L 830.557895 182.121412 
L 829.515789 181.075765 
L 828.473684 180.030118 
L 827.431579 178.984471 
L 826.389474 177.938824 
L 825.347368 176.893176 
L 825.347368 174.801882 
L 824.305263 173.756235 
L 823.263158 172.710588 
L 822.221053 171.664941 
L 821.178947 170.619294 
L 821.178947 168.528 
L 820.136842 167.482353 
L 819.094737 166.436706 
L 818.052632 165.391059 
L 817.010526 164.345412 
L 817.010526 162.254118 
L 817.010526 160.162824 
L 815.968421 159.117176 
L 814.926316 158.071529 
L 814.926316 155.980235 
L 814.926316 153.888941 
L 813.884211 152.843294 
L 812.842105 151.797647 
L 812.842105 149.706353 
L 812.842105 147.615059 
L 812.842105 145.523765 
L 811.8 144.478118 
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 811.8 127.747765 
L 812.842105 126.702118 
L 812.842105 124.610824 
L 812.842105 122.519529 
L 812.842105 120.428235 
L 812.842105 118.336941 
L 812.842105 116.245647 
L 812.842105 114.154353 
L 812.842105 112.063059 
L 812.842105 109.971765 
L 813.884211 108.926118 
L 814.926316 107.880471 
L 814.926316 105.789176 
L 814.926316 103.697882 
L 814.926316 101.606588 
L 814.926316 99.515294 
L 815.968421 98.469647 
L 817.010526 97.424 
L 817.010526 95.332706 
L 817.010526 93.241412 
L 817.010526 91.150118 
L 817.010526 89.058824 
L 817.010526 86.967529 
L 818.052632 85.921882 
L 819.094737 84.876235 
L 819.094737 82.784941 
L 820.136842 81.739294 
L 821.178947 80.693647 
L 821.178947 78.602353 
L 822.221053 77.556706 
L 823.263158 76.511059 
L 824.305263 75.465412 
L 825.347368 74.419765 
L 826.389474 73.374118 
L 827.431579 72.328471 
L 828.473684 71.282824 
L 829.515789 70.237176 
L 830.557895 69.191529 
L 831.6 68.145882 
L 831.6 66.054588 
L 832.642105 65.008941 
L 834.726316 65.008941 
L 835.768421 63.963294 
L 835.768421 61.872 
L 836.810526 60.826353 
L 837.852632 59.780706 
L 838.894737 58.735059 
L 839.936842 57.689412 
L 840.978947 56.643765 
L 842.021053 55.598118 
L 843.063158 54.552471 
L 845.147368 54.552471 
L 846.189474 53.506824 
L 847.231579 52.461176 
L 849.315789 52.461176 
L 851.4 52.461176 
L 852.442105 51.415529 
L 853.484211 50.369882 
L 855.568421 50.369882 
L 856.610526 49.324235 
L 857.652632 48.278588 
L 858.694737 47.232941 
L 859.736842 46.187294 
L 861.821053 46.187294 
L 863.905263 46.187294 
L 865.989474 46.187294 
L 868.073684 46.187294 
L 870.157895 46.187294 
L 871.2 45.141647 
L 872.242105 44.096 
L 873.284211 43.050353 
L 874.326316 42.004706 
z
" clip-path="url(#p385fea1a23)" 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 815.98875 221.856 
L 815.98875 210.24225 
L 792 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=3 -->
    <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-33" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pe83ada0a68)">
    <image xlink:href="data:image/png;base64,
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" id="image1075e02a33" 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 1028.557895 48.278588 
L 1030.642105 48.278588 
L 1032.726316 48.278588 
L 1034.810526 48.278588 
L 1036.894737 48.278588 
L 1037.936842 49.324235 
L 1038.978947 50.369882 
L 1040.021053 51.415529 
L 1041.063158 52.461176 
L 1042.105263 53.506824 
L 1043.147368 54.552471 
L 1044.189474 55.598118 
L 1045.231579 56.643765 
L 1046.273684 57.689412 
L 1047.315789 58.735059 
L 1049.4 58.735059 
L 1050.442105 59.780706 
L 1051.484211 60.826353 
L 1053.568421 60.826353 
L 1054.610526 61.872 
L 1055.652632 62.917647 
L 1056.694737 63.963294 
L 1057.736842 65.008941 
L 1058.778947 66.054588 
L 1059.821053 67.100235 
L 1060.863158 68.145882 
L 1061.905263 69.191529 
L 1062.947368 70.237176 
L 1063.989474 71.282824 
L 1065.031579 72.328471 
L 1066.073684 73.374118 
L 1067.115789 74.419765 
L 1068.157895 75.465412 
L 1069.2 76.511059 
L 1070.242105 77.556706 
L 1072.326316 77.556706 
L 1073.368421 78.602353 
L 1073.368421 80.693647 
L 1074.410526 81.739294 
L 1075.452632 82.784941 
L 1075.452632 84.876235 
L 1076.494737 85.921882 
L 1077.536842 86.967529 
L 1077.536842 89.058824 
L 1078.578947 90.104471 
L 1079.621053 91.150118 
L 1079.621053 93.241412 
L 1079.621053 95.332706 
L 1080.663158 96.378353 
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 1083.789474 114.154353 
L 1084.831579 115.2 
L 1085.873684 116.245647 
L 1085.873684 118.336941 
L 1085.873684 120.428235 
L 1085.873684 122.519529 
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 1084.831579 144.478118 
L 1083.789474 145.523765 
L 1083.789474 147.615059 
L 1083.789474 149.706353 
L 1083.789474 151.797647 
L 1083.789474 153.888941 
L 1082.747368 154.934588 
L 1081.705263 155.980235 
L 1081.705263 158.071529 
L 1081.705263 160.162824 
L 1080.663158 161.208471 
L 1079.621053 162.254118 
L 1079.621053 164.345412 
L 1078.578947 165.391059 
L 1077.536842 166.436706 
L 1076.494737 167.482353 
L 1075.452632 168.528 
L 1075.452632 170.619294 
L 1074.410526 171.664941 
L 1073.368421 172.710588 
L 1072.326316 173.756235 
L 1071.284211 174.801882 
L 1071.284211 176.893176 
L 1070.242105 177.938824 
L 1069.2 178.984471 
L 1068.157895 180.030118 
L 1067.115789 181.075765 
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 1059.821053 188.395294 
L 1058.778947 189.440941 
L 1057.736842 190.486588 
L 1056.694737 191.532235 
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 1045.231579 196.760471 
L 1043.147368 196.760471 
L 1041.063158 196.760471 
L 1038.978947 196.760471 
L 1036.894737 196.760471 
L 1034.810526 196.760471 
L 1032.726316 196.760471 
L 1030.642105 196.760471 
L 1028.557895 196.760471 
L 1026.473684 196.760471 
L 1025.431579 197.806118 
L 1024.389474 198.851765 
L 1022.305263 198.851765 
L 1020.221053 198.851765 
L 1019.178947 197.806118 
L 1018.136842 196.760471 
L 1016.052632 196.760471 
L 1013.968421 196.760471 
L 1011.884211 196.760471 
L 1009.8 196.760471 
L 1008.757895 195.714824 
L 1007.715789 194.669176 
L 1005.631579 194.669176 
L 1004.589474 193.623529 
L 1003.547368 192.577882 
L 1002.505263 191.532235 
L 1001.463158 190.486588 
L 999.378947 190.486588 
L 998.336842 189.440941 
L 997.294737 188.395294 
L 996.252632 187.349647 
L 995.210526 186.304 
L 994.168421 185.258353 
L 993.126316 184.212706 
L 992.084211 183.167059 
L 991.042105 182.121412 
L 990 181.075765 
L 988.957895 180.030118 
L 987.915789 178.984471 
L 986.873684 177.938824 
L 985.831579 176.893176 
L 984.789474 175.847529 
L 983.747368 174.801882 
L 983.747368 172.710588 
L 982.705263 171.664941 
L 981.663158 170.619294 
L 981.663158 168.528 
L 980.621053 167.482353 
L 979.578947 166.436706 
L 978.536842 165.391059 
L 977.494737 164.345412 
L 977.494737 162.254118 
L 976.452632 161.208471 
L 975.410526 160.162824 
L 975.410526 158.071529 
L 975.410526 155.980235 
L 974.368421 154.934588 
L 973.326316 153.888941 
L 973.326316 151.797647 
L 973.326316 149.706353 
L 973.326316 147.615059 
L 972.284211 146.569412 
L 971.242105 145.523765 
L 971.242105 143.432471 
L 971.242105 141.341176 
L 971.242105 139.249882 
L 971.242105 137.158588 
L 970.2 136.112941 
L 969.157895 135.067294 
L 969.157895 132.976 
L 969.157895 130.884706 
L 970.2 129.839059 
L 971.242105 128.793412 
L 970.2 127.747765 
L 969.157895 126.702118 
L 969.157895 124.610824 
L 970.2 123.565176 
L 971.242105 122.519529 
L 971.242105 120.428235 
L 971.242105 118.336941 
L 971.242105 116.245647 
L 971.242105 114.154353 
L 971.242105 112.063059 
L 972.284211 111.017412 
L 973.326316 109.971765 
L 973.326316 107.880471 
L 973.326316 105.789176 
L 973.326316 103.697882 
L 974.368421 102.652235 
L 975.410526 101.606588 
L 976.452632 100.560941 
L 977.494737 99.515294 
L 976.452632 98.469647 
L 975.410526 97.424 
L 975.410526 95.332706 
L 976.452632 94.287059 
L 977.494737 93.241412 
L 977.494737 91.150118 
L 977.494737 89.058824 
L 977.494737 86.967529 
L 977.494737 84.876235 
L 978.536842 83.830588 
L 979.578947 82.784941 
L 980.621053 81.739294 
L 981.663158 80.693647 
L 982.705263 79.648 
L 983.747368 78.602353 
L 984.789474 77.556706 
L 985.831579 76.511059 
L 986.873684 75.465412 
L 987.915789 74.419765 
L 988.957895 73.374118 
L 990 72.328471 
L 991.042105 71.282824 
L 992.084211 70.237176 
L 993.126316 69.191529 
L 994.168421 68.145882 
L 995.210526 67.100235 
L 996.252632 66.054588 
L 997.294737 65.008941 
L 998.336842 63.963294 
L 999.378947 62.917647 
L 1001.463158 62.917647 
L 1002.505263 61.872 
L 1003.547368 60.826353 
L 1004.589474 59.780706 
L 1005.631579 58.735059 
L 1007.715789 58.735059 
L 1008.757895 57.689412 
L 1009.8 56.643765 
L 1011.884211 56.643765 
L 1012.926316 55.598118 
L 1013.968421 54.552471 
L 1015.010526 53.506824 
L 1016.052632 52.461176 
L 1018.136842 52.461176 
L 1019.178947 51.415529 
L 1020.221053 50.369882 
L 1022.305263 50.369882 
L 1024.389474 50.369882 
L 1026.473684 50.369882 
L 1027.515789 49.324235 
L 1028.557895 48.278588 
z
" clip-path="url(#pe83ada0a68)" 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 982.02375 221.856 
L 982.02375 210.24225 
L 950.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=10 -->
    <g style="fill: #ffffff" transform="translate(950.4 219.360375) scale(0.12 -0.12)">
     <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-30" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#pb6e471dec5)">
    <image xlink:href="data:image/png;base64,
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" id="image3754f5b6a5" 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 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 1202.589474 61.872 
L 1203.631579 62.917647 
L 1204.673684 63.963294 
L 1205.715789 65.008941 
L 1207.8 65.008941 
L 1209.884211 65.008941 
L 1210.926316 66.054588 
L 1211.968421 67.100235 
L 1214.052632 67.100235 
L 1215.094737 68.145882 
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 1224.473684 75.465412 
L 1225.515789 76.511059 
L 1226.557895 77.556706 
L 1227.6 78.602353 
L 1227.6 80.693647 
L 1228.642105 81.739294 
L 1229.684211 82.784941 
L 1230.726316 83.830588 
L 1231.768421 84.876235 
L 1231.768421 86.967529 
L 1232.810526 88.013176 
L 1233.852632 89.058824 
L 1233.852632 91.150118 
L 1234.894737 92.195765 
L 1235.936842 93.241412 
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 1239.063158 106.834824 
L 1240.105263 107.880471 
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 1242.189474 122.519529 
L 1243.231579 123.565176 
L 1244.273684 124.610824 
L 1244.273684 126.702118 
L 1244.273684 128.793412 
L 1243.231579 129.839059 
L 1242.189474 130.884706 
L 1242.189474 132.976 
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 1241.147368 148.660706 
L 1240.105263 149.706353 
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 1236.978947 159.117176 
L 1235.936842 160.162824 
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 1231.768421 170.619294 
L 1230.726316 171.664941 
L 1229.684211 172.710588 
L 1228.642105 173.756235 
L 1227.6 174.801882 
L 1226.557895 175.847529 
L 1225.515789 176.893176 
L 1224.473684 177.938824 
L 1223.431579 178.984471 
L 1222.389474 180.030118 
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 1167.157895 191.532235 
L 1166.115789 190.486588 
L 1164.031579 190.486588 
L 1162.989474 189.440941 
L 1161.947368 188.395294 
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 1154.652632 183.167059 
L 1153.610526 182.121412 
L 1152.568421 181.075765 
L 1151.526316 180.030118 
L 1150.484211 178.984471 
L 1149.442105 177.938824 
L 1148.4 176.893176 
L 1147.357895 175.847529 
L 1146.315789 174.801882 
L 1146.315789 172.710588 
L 1145.273684 171.664941 
L 1144.231579 170.619294 
L 1143.189474 169.573647 
L 1142.147368 168.528 
L 1141.105263 167.482353 
L 1140.063158 166.436706 
L 1140.063158 164.345412 
L 1139.021053 163.299765 
L 1137.978947 162.254118 
L 1137.978947 160.162824 
L 1136.936842 159.117176 
L 1135.894737 158.071529 
L 1135.894737 155.980235 
L 1134.852632 154.934588 
L 1133.810526 153.888941 
L 1133.810526 151.797647 
L 1133.810526 149.706353 
L 1132.768421 148.660706 
L 1131.726316 147.615059 
L 1131.726316 145.523765 
L 1131.726316 143.432471 
L 1131.726316 141.341176 
L 1130.684211 140.295529 
L 1129.642105 139.249882 
L 1129.642105 137.158588 
L 1129.642105 135.067294 
L 1129.642105 132.976 
L 1129.642105 130.884706 
L 1129.642105 128.793412 
L 1129.642105 126.702118 
L 1129.642105 124.610824 
L 1129.642105 122.519529 
L 1129.642105 120.428235 
L 1129.642105 118.336941 
L 1129.642105 116.245647 
L 1129.642105 114.154353 
L 1130.684211 113.108706 
L 1131.726316 112.063059 
L 1131.726316 109.971765 
L 1132.768421 108.926118 
L 1133.810526 107.880471 
L 1133.810526 105.789176 
L 1134.852632 104.743529 
L 1135.894737 103.697882 
L 1135.894737 101.606588 
L 1135.894737 99.515294 
L 1135.894737 97.424 
L 1136.936842 96.378353 
L 1137.978947 95.332706 
L 1137.978947 93.241412 
L 1137.978947 91.150118 
L 1139.021053 90.104471 
L 1140.063158 89.058824 
L 1140.063158 86.967529 
L 1140.063158 84.876235 
L 1141.105263 83.830588 
L 1142.147368 82.784941 
L 1143.189474 81.739294 
L 1144.231579 80.693647 
L 1145.273684 79.648 
L 1146.315789 78.602353 
L 1147.357895 77.556706 
L 1148.4 76.511059 
L 1149.442105 75.465412 
L 1151.526316 75.465412 
L 1152.568421 74.419765 
L 1153.610526 73.374118 
L 1155.694737 73.374118 
L 1156.736842 72.328471 
L 1156.736842 70.237176 
L 1157.778947 69.191529 
L 1158.821053 68.145882 
L 1159.863158 67.100235 
L 1161.947368 67.100235 
L 1162.989474 66.054588 
L 1164.031579 65.008941 
L 1165.073684 63.963294 
L 1166.115789 62.917647 
L 1168.2 62.917647 
L 1169.242105 61.872 
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 1176.536842 56.643765 
L 1177.578947 55.598118 
L 1178.621053 54.552471 
L 1180.705263 54.552471 
L 1181.747368 53.506824 
L 1182.789474 52.461176 
z
" clip-path="url(#pb6e471dec5)" 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=16 -->
    <g style="fill: #ffffff" transform="translate(1108.8 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p5777d6c5f9)">
    <image xlink:href="data:image/png;base64,
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" id="image0d3f5e100d" 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 65.008941 
L 1343.273684 65.008941 
L 1344.315789 66.054588 
L 1345.357895 67.100235 
L 1346.4 66.054588 
L 1347.442105 65.008941 
L 1349.526316 65.008941 
L 1351.610526 65.008941 
L 1352.652632 66.054588 
L 1353.694737 67.100235 
L 1355.778947 67.100235 
L 1356.821053 68.145882 
L 1357.863158 69.191529 
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 1382.873684 92.195765 
L 1383.915789 93.241412 
L 1383.915789 95.332706 
L 1383.915789 97.424 
L 1384.957895 98.469647 
L 1386 99.515294 
L 1386 101.606588 
L 1386 103.697882 
L 1387.042105 104.743529 
L 1388.084211 105.789176 
L 1389.126316 106.834824 
L 1390.168421 107.880471 
L 1390.168421 109.971765 
L 1390.168421 112.063059 
L 1391.210526 113.108706 
L 1392.252632 114.154353 
L 1391.210526 115.2 
L 1390.168421 116.245647 
L 1390.168421 118.336941 
L 1391.210526 119.382588 
L 1392.252632 120.428235 
L 1392.252632 122.519529 
L 1393.294737 123.565176 
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 1394.336842 145.523765 
L 1393.294737 146.569412 
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 1383.915789 164.345412 
L 1382.873684 165.391059 
L 1381.831579 166.436706 
L 1380.789474 167.482353 
L 1379.747368 168.528 
L 1378.705263 169.573647 
L 1377.663158 170.619294 
L 1376.621053 171.664941 
L 1374.536842 171.664941 
L 1373.494737 172.710588 
L 1372.452632 173.756235 
L 1370.368421 173.756235 
L 1369.326316 174.801882 
L 1369.326316 176.893176 
L 1368.284211 177.938824 
L 1367.242105 178.984471 
L 1366.2 180.030118 
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 1331.810526 183.167059 
L 1330.768421 182.121412 
L 1328.684211 182.121412 
L 1326.6 182.121412 
L 1325.557895 181.075765 
L 1324.515789 180.030118 
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 1315.136842 170.619294 
L 1314.094737 169.573647 
L 1313.052632 168.528 
L 1312.010526 167.482353 
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 1302.631579 155.980235 
L 1301.589474 154.934588 
L 1300.547368 153.888941 
L 1300.547368 151.797647 
L 1299.505263 150.752 
L 1298.463158 149.706353 
L 1298.463158 147.615059 
L 1298.463158 145.523765 
L 1298.463158 143.432471 
L 1297.421053 142.386824 
L 1296.378947 141.341176 
L 1296.378947 139.249882 
L 1295.336842 138.204235 
L 1294.294737 137.158588 
L 1294.294737 135.067294 
L 1294.294737 132.976 
L 1294.294737 130.884706 
L 1294.294737 128.793412 
L 1294.294737 126.702118 
L 1294.294737 124.610824 
L 1294.294737 122.519529 
L 1294.294737 120.428235 
L 1295.336842 119.382588 
L 1296.378947 118.336941 
L 1296.378947 116.245647 
L 1296.378947 114.154353 
L 1297.421053 113.108706 
L 1298.463158 112.063059 
L 1299.505263 111.017412 
L 1300.547368 109.971765 
L 1300.547368 107.880471 
L 1301.589474 106.834824 
L 1302.631579 105.789176 
L 1302.631579 103.697882 
L 1302.631579 101.606588 
L 1303.673684 100.560941 
L 1304.715789 99.515294 
L 1304.715789 97.424 
L 1305.757895 96.378353 
L 1306.8 95.332706 
L 1306.8 93.241412 
L 1307.842105 92.195765 
L 1308.884211 91.150118 
L 1308.884211 89.058824 
L 1308.884211 86.967529 
L 1309.926316 85.921882 
L 1310.968421 84.876235 
L 1312.010526 83.830588 
L 1313.052632 82.784941 
L 1314.094737 81.739294 
L 1316.178947 81.739294 
L 1317.221053 80.693647 
L 1318.263158 79.648 
L 1319.305263 78.602353 
L 1320.347368 77.556706 
L 1322.431579 77.556706 
L 1323.473684 76.511059 
L 1324.515789 75.465412 
L 1325.557895 74.419765 
L 1326.6 73.374118 
L 1328.684211 73.374118 
L 1329.726316 72.328471 
L 1330.768421 71.282824 
L 1331.810526 70.237176 
L 1332.852632 69.191529 
L 1334.936842 69.191529 
L 1335.978947 68.145882 
L 1337.021053 67.100235 
L 1339.105263 67.100235 
L 1340.147368 66.054588 
L 1341.189474 65.008941 
z
" clip-path="url(#p5777d6c5f9)" 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=29 -->
    <g style="fill: #ffffff" transform="translate(1267.2 219.360375) scale(0.12 -0.12)">
     <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-39" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#pa928ccce65)">
    <image xlink:href="data:image/png;base64,
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" id="image6cb2d10fe8" 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 102.652235 
L 1495.421053 102.652235 
L 1497.505263 102.652235 
L 1499.589474 102.652235 
L 1501.673684 102.652235 
L 1503.757895 102.652235 
L 1505.842105 102.652235 
L 1507.926316 102.652235 
L 1508.968421 103.697882 
L 1510.010526 104.743529 
L 1511.052632 105.789176 
L 1512.094737 106.834824 
L 1513.136842 107.880471 
L 1513.136842 109.971765 
L 1514.178947 111.017412 
L 1515.221053 112.063059 
L 1515.221053 114.154353 
L 1515.221053 116.245647 
L 1516.263158 117.291294 
L 1517.305263 118.336941 
L 1517.305263 120.428235 
L 1517.305263 122.519529 
L 1518.347368 123.565176 
L 1519.389474 124.610824 
L 1519.389474 126.702118 
L 1519.389474 128.793412 
L 1520.431579 129.839059 
L 1521.473684 130.884706 
L 1521.473684 132.976 
L 1521.473684 135.067294 
L 1520.431579 136.112941 
L 1519.389474 137.158588 
L 1519.389474 139.249882 
L 1518.347368 140.295529 
L 1517.305263 141.341176 
L 1517.305263 143.432471 
L 1516.263158 144.478118 
L 1515.221053 145.523765 
L 1514.178947 146.569412 
L 1512.094737 146.569412 
L 1511.052632 147.615059 
L 1510.010526 148.660706 
L 1507.926316 148.660706 
L 1505.842105 148.660706 
L 1503.757895 148.660706 
L 1501.673684 148.660706 
L 1499.589474 148.660706 
L 1497.505263 148.660706 
L 1496.463158 147.615059 
L 1495.421053 146.569412 
L 1494.378947 145.523765 
L 1493.336842 144.478118 
L 1492.294737 143.432471 
L 1491.252632 142.386824 
L 1490.210526 141.341176 
L 1490.210526 139.249882 
L 1489.168421 138.204235 
L 1487.084211 138.204235 
L 1486.042105 137.158588 
L 1486.042105 135.067294 
L 1485 134.021647 
L 1483.957895 132.976 
L 1483.957895 130.884706 
L 1485 129.839059 
L 1486.042105 128.793412 
L 1486.042105 126.702118 
L 1486.042105 124.610824 
L 1486.042105 122.519529 
L 1486.042105 120.428235 
L 1486.042105 118.336941 
L 1486.042105 116.245647 
L 1486.042105 114.154353 
L 1487.084211 113.108706 
L 1488.126316 112.063059 
L 1488.126316 109.971765 
L 1489.168421 108.926118 
L 1490.210526 107.880471 
L 1490.210526 105.789176 
L 1491.252632 104.743529 
L 1492.294737 103.697882 
L 1493.336842 102.652235 
z
" clip-path="url(#pa928ccce65)" 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=51 -->
    <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-31" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="pa79138696f">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p87788dc9ee">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p079a81e157">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p8454d974c5">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pe53e59aa06">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pa23e476d7a">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p385fea1a23">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pe83ada0a68">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pb6e471dec5">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p5777d6c5f9">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pa928ccce65">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>