hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-021_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>2024-04-22T07:59:10.107491</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(#pc82e684f4d)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAACJgAAAFACAYAAAD6G1SSAAANkElEQVR4nO3aMQHAIBDAwAf/nlsFZIXhTkEEZM3MNwAAAAAAAAAAcLBvBwAAAAAAAAAA8DaDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABA+gF2rgN/WtJSHgAAAABJRU5ErkJggg==" id="image70b3fe30dd" 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(#pe32b15e6f4)">
    <image xlink:href="data:image/png;base64,
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" id="imagee5d79d3381" 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 88.013176 
L 48.978947 88.013176 
L 51.063158 88.013176 
L 53.147368 88.013176 
L 54.189474 89.058824 
L 55.231579 90.104471 
L 56.273684 91.150118 
L 57.315789 92.195765 
L 59.4 92.195765 
L 60.442105 93.241412 
L 61.484211 94.287059 
L 62.526316 95.332706 
L 63.568421 96.378353 
L 64.610526 97.424 
L 64.610526 99.515294 
L 65.652632 100.560941 
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 65.652632 111.017412 
L 64.610526 112.063059 
L 64.610526 114.154353 
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 54.189474 122.519529 
L 53.147368 123.565176 
L 51.063158 123.565176 
L 48.978947 123.565176 
L 46.894737 123.565176 
L 45.852632 122.519529 
L 44.810526 121.473882 
L 42.726316 121.473882 
L 40.642105 121.473882 
L 38.557895 121.473882 
L 37.515789 120.428235 
L 36.473684 119.382588 
L 35.431579 118.336941 
L 34.389474 117.291294 
L 33.347368 116.245647 
L 33.347368 114.154353 
L 32.305263 113.108706 
L 31.263158 112.063059 
L 32.305263 111.017412 
L 33.347368 109.971765 
L 33.347368 107.880471 
L 33.347368 105.789176 
L 33.347368 103.697882 
L 33.347368 101.606588 
L 33.347368 99.515294 
L 34.389474 98.469647 
L 35.431579 97.424 
L 36.473684 96.378353 
L 38.557895 96.378353 
L 39.6 95.332706 
L 40.642105 94.287059 
L 42.726316 94.287059 
L 43.768421 93.241412 
L 43.768421 91.150118 
L 44.810526 90.104471 
L 45.852632 89.058824 
L 46.894737 88.013176 
z
M 107.336842 90.104471 
L 109.421053 90.104471 
L 111.505263 90.104471 
L 113.589474 90.104471 
L 114.631579 91.150118 
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 121.926316 100.560941 
L 122.968421 101.606588 
L 121.926316 102.652235 
L 120.884211 103.697882 
L 120.884211 105.789176 
L 120.884211 107.880471 
L 120.884211 109.971765 
L 120.884211 112.063059 
L 120.884211 114.154353 
L 120.884211 116.245647 
L 119.842105 117.291294 
L 118.8 118.336941 
L 117.757895 119.382588 
L 115.673684 119.382588 
L 113.589474 119.382588 
L 111.505263 119.382588 
L 109.421053 119.382588 
L 107.336842 119.382588 
L 105.252632 119.382588 
L 103.168421 119.382588 
L 102.126316 120.428235 
L 101.084211 121.473882 
L 100.042105 120.428235 
L 100.042105 118.336941 
L 99 117.291294 
L 97.957895 116.245647 
L 97.957895 114.154353 
L 97.957895 112.063059 
L 97.957895 109.971765 
L 96.915789 108.926118 
L 95.873684 107.880471 
L 95.873684 105.789176 
L 95.873684 103.697882 
L 95.873684 101.606588 
L 95.873684 99.515294 
L 96.915789 98.469647 
L 97.957895 97.424 
L 99 96.378353 
L 101.084211 96.378353 
L 102.126316 95.332706 
L 103.168421 94.287059 
L 104.210526 93.241412 
L 105.252632 92.195765 
L 106.294737 91.150118 
L 107.336842 90.104471 
z
M 76.073684 123.565176 
L 78.157895 123.565176 
L 80.242105 123.565176 
L 82.326316 123.565176 
L 84.410526 123.565176 
L 85.452632 124.610824 
L 86.494737 125.656471 
L 88.578947 125.656471 
L 89.621053 126.702118 
L 89.621053 128.793412 
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 92.747368 138.204235 
L 93.789474 139.249882 
L 94.831579 140.295529 
L 96.915789 140.295529 
L 97.957895 141.341176 
L 99 142.386824 
L 101.084211 142.386824 
L 102.126316 143.432471 
L 103.168421 144.478118 
L 105.252632 144.478118 
L 107.336842 144.478118 
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 115.673684 148.660706 
L 117.757895 148.660706 
L 118.8 149.706353 
L 119.842105 150.752 
L 120.884211 151.797647 
L 120.884211 153.888941 
L 120.884211 155.980235 
L 120.884211 158.071529 
L 120.884211 160.162824 
L 119.842105 161.208471 
L 118.8 162.254118 
L 118.8 164.345412 
L 118.8 166.436706 
L 118.8 168.528 
L 118.8 170.619294 
L 117.757895 171.664941 
L 116.715789 172.710588 
L 116.715789 174.801882 
L 115.673684 175.847529 
L 114.631579 176.893176 
L 114.631579 178.984471 
L 113.589474 180.030118 
L 111.505263 180.030118 
L 110.463158 181.075765 
L 109.421053 182.121412 
L 107.336842 182.121412 
L 106.294737 183.167059 
L 105.252632 184.212706 
L 104.210526 185.258353 
L 103.168421 186.304 
L 101.084211 186.304 
L 99 186.304 
L 96.915789 186.304 
L 95.873684 185.258353 
L 94.831579 184.212706 
L 92.747368 184.212706 
L 90.663158 184.212706 
L 89.621053 183.167059 
L 88.578947 182.121412 
L 87.536842 181.075765 
L 86.494737 180.030118 
L 85.452632 178.984471 
L 84.410526 177.938824 
L 82.326316 177.938824 
L 80.242105 177.938824 
L 78.157895 177.938824 
L 76.073684 177.938824 
L 73.989474 177.938824 
L 72.947368 178.984471 
L 71.905263 180.030118 
L 69.821053 180.030118 
L 68.778947 181.075765 
L 67.736842 182.121412 
L 66.694737 183.167059 
L 65.652632 184.212706 
L 63.568421 184.212706 
L 61.484211 184.212706 
L 59.4 184.212706 
L 57.315789 184.212706 
L 55.231579 184.212706 
L 53.147368 184.212706 
L 51.063158 184.212706 
L 48.978947 184.212706 
L 47.936842 183.167059 
L 46.894737 182.121412 
L 44.810526 182.121412 
L 43.768421 181.075765 
L 42.726316 180.030118 
L 41.684211 178.984471 
L 40.642105 177.938824 
L 39.6 176.893176 
L 39.6 174.801882 
L 39.6 172.710588 
L 39.6 170.619294 
L 39.6 168.528 
L 39.6 166.436706 
L 39.6 164.345412 
L 38.557895 163.299765 
L 37.515789 162.254118 
L 37.515789 160.162824 
L 36.473684 159.117176 
L 35.431579 158.071529 
L 36.473684 157.025882 
L 37.515789 155.980235 
L 37.515789 153.888941 
L 38.557895 152.843294 
L 39.6 151.797647 
L 39.6 149.706353 
L 40.642105 148.660706 
L 42.726316 148.660706 
L 44.810526 148.660706 
L 46.894737 148.660706 
L 47.936842 147.615059 
L 48.978947 146.569412 
L 50.021053 145.523765 
L 51.063158 144.478118 
L 52.105263 143.432471 
L 53.147368 142.386824 
L 54.189474 141.341176 
L 55.231579 140.295529 
L 57.315789 140.295529 
L 59.4 140.295529 
L 61.484211 140.295529 
L 62.526316 139.249882 
L 63.568421 138.204235 
L 64.610526 137.158588 
L 65.652632 136.112941 
L 66.694737 135.067294 
L 67.736842 134.021647 
L 68.778947 132.976 
L 68.778947 130.884706 
L 69.821053 129.839059 
L 70.863158 128.793412 
L 70.863158 126.702118 
L 71.905263 125.656471 
L 73.989474 125.656471 
L 75.031579 124.610824 
L 76.073684 123.565176 
z
" clip-path="url(#pe32b15e6f4)" 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(#p9c14ab7af0)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAAEpCAYAAAD4ckyfAAA4J0lEQVR4nO3dSdA2V1k+8IPiPE8oJAqEzHPMwBCoQDEkUBFU1FLKlVVaarHCjUvdqFVZsbDKBSwMiiwwTCJSgSBkMpAZEpIQIMREcZ7n6b/xPvk973cu3+dNQuej/ve1yZ3++uk+fbr7PVdf9/S0Mcb/jEajsQm+4qkeQKPx/xP6hWs0NsTTn+oBiKc97WnT/p//OZbp+u9HxVd8xWN/W9J5vvIrv3KMMcZXf/VXL3/33//938vfeTz3d5+v+qqvWu7/H//xH8ccW6zm4f/a/l//9V/LsZTtv//nf/7n8nj7zFXanubosHE/FXgqxtIrXKOxIfqFazQ2xHFFKZ+MJT7RzkSZRG0vannQlo4lupio49d93ddN++lPf2za/+3f/m2MsUvvEo11e6KDRVEP7l92nW+MMf71X/91+btEkdNYEh1uHIte4RqNDdEvXKOxIXYopfRJHKY2HZUK7qM2HqZYHhXpnFKjooPSv6/5mq+ZdqJO3/zN3zzt7/qu75r2d3/3d0/77LPPnrbH/6u/+qtjxiFdlH5+0zd907T/7u/+bjmuv//7v5/2v/zLv0z7n/7pn8YYY3zuc5+b2x599NHl7xyL1++4nM9///d/n/bqudhKDXyynkO3PxFlvLCjHD/hozUajb3RL1yjsSGeNoilTOrdYcvqUenfE6GjhyHRgUSTvuEbvmHa3/md3znGGOPEE0+c204++eRpn3DCCdOW3n3P93zPtFX+/uRP/mTajzzyyLQfeuihaRftk65JUaWfyan9Hd/xHdP2s0DFtI6ZlNO/+Zu/mfY///M/T/uv//qvp/2Zz3xm2kWF/6/fFtX12kR6bp6MZ+LxPstjZOf94x3XjkL+uI7QaDQeF/qFazQ2xA6l3MdpXPsk6rZP7N0+WCmC+zivjYN0f2mk9llnnTXtK664YoyxSxelSCp5//AP/zBtKZO2iqCq4l/8xV8cMxav1/FJIxPcXxrp2EvtlK6eeuqp0z7llFOm/bd/+7fTLpo9xi5d1n744Yenff/990+7KLVqaFJ9Pd4+9/mwZ1Ls8+wl6nhYbGhCeg96hWs0NsTOCrfzD4f8tUhv+z6r5FHOM8Zjf+X2idx3n2/7tm+b9nOf+9xpX3bZZdO+5JJLpl0f/7fccsvc9pd/+ZfT/vM///NpJ9HAsbja6pN7xjOeMe1v+ZZv2fnvGGN867d+67RdEVwZFV4UM4TnrLEognieZz3rWdP+4he/OO0//dM/nfZznvOcaesf1A+nH7L2lw18/OMfn7YMwPspG9iHPdVvn2rBTjjWnZC4L9kZG43GMegXrtHYEHv54VZ4Istx8o8Jl+HyLSURRuqmaPGqV71q2ldeeeW0pUDXXXfdtOvjX5+Z0fWeUwqosPC85z1v2t/+7d++POfXf/3XHzPeRKm85q/92q9dHtvtig+epwSUz372s3NbhXs5jjF2KbIU9OKLL5726173uuU+v/u7vzvtop3f//3fP7fps5SW33333dN+8MEHl2OU3ismFe12joVzG8WMPZJuj5IUnYSXXuEajQ3RL1yjsSF2KGXKFtj5wWIJTfQyLeVH9eHVcVz2pRRSJ8+pCqd/6vu+7/umfe+99067fFQmYz7zmc+c9jd+4zcut6vwSfVUI/Xtvec975l2+a2kkVI0r/Okk06a9hvf+MZpn3feedOWVumHK+VRn9if/dmfTVvVU0opLrzwwmmrRvrceI+uvfbaMcaun076f/rpp09bFfmP//iPp/2xj31s2t4Xr017NQ6R/Jr7fE6tlPF9who7W6DReIrQL1yjsSEipTwsLOuoYTT71MA4LKTHpVl6p0poiNKdd945bVXF5JQsaqLS+L3f+73TfsUrXjHtZz/72dM26v7zn//8tFXbpGx/+Id/OO0Kf9LBrdLoPEjjPKfZAjr7TzvttGlXGJc0W1rs3EoBVQl9Pgxzu+iii6b9wAMPHHP8G2+8cW77vd/7vWnrYHcsUlfv7fXXXz9tqXFlXJhwq+rq50R6xqWr+3wi1X1x30RXW6VsNJ4i9AvXaGyIvVTKw5zcR60NsU9cpbF6tVSbLCqNOuOMM6YtfZEm+Fsdxdqvfe1rxxiPZQ2MsUtFdYjfdttt0/6DP/iDad93332LK9tVL6WMdW1eu9Qoza00RSqT7mGpl9JSlUEVUOuvmIwrjVdtlN6KmnP/3bjKt771rdP+yEc+Mm3v27nnnrsci+plxbj6u9Ucj7H7XKW5TeUQD8s6SM7unRKI/+cRGo3Gk4p+4RqNDRETUI9KBw9DWpr3OU/RR+mAzl7pnb9TpVO9O//886f98z//89MuGqKSds0110zbNBidxiqMqZnHqoGH26WCOq89njRun+rI7lPUOQUPJFtqlpJkVRilo+ecc84YY9fBLUWURv7+7//+tKVgOsGTMl37qAR7nc5nKumXkPap++V5UpVu43F7hWs0NkS/cI3GhtirpsmK6u2TlpCcjG6XphgTqapX9EFq8tGPfnTaKm8/+7M/O+2iNAfPqWP3gx/84LTf+c53HjNWHb8qnVItj23NEB2u0op//Md/nHZRs6SwrdTag+dM8+xvy3ZMUtSkejou9/E4idJWbRSDBwxMuPzyy5fHMG3HIAHjTf1EqE8OyxLec88905aiSin3SdsRh6XnaHtPmlI2Gk8R+oVrNDbE4874Pgr9PHhs6UhqVqEz+4ILLhhj7Ka1WNDmV37lV6YtBbrrrrumLTV597vfvRxjjcVxGHvomMxcPvPMM5fj8tjGDd5www3TLkqbGnKkzHZpikEAOoelwKUO+u9SV7OpLe7zyU9+ctpStn1Sr8rhndRNaZcBBtJylUnnxbmoe+S+lvrzORDSS5+bpNh6bau4yZQ1vtOzbzmSRqPxJUG/cI3GhtihlNK7w+Idn0gGd6JJVgKWplWdSKnOVVddNW2drb/+678+7TvuuGPaZgW79Lu9qMxP/uRPzm0qnUml9HgqaVIjFVivuWICf/M3f3NuM+NbNc7rlOq++MUvnraU1vEWrVN1TYqlFEga94lPfGLaVliWslk7syD9Tc77lOaiAm28p/NfirZxsdJsr8e6mNbcTCptaqBS4/V3Ke2s03MajacI/cI1GhviyP3hap99qGM6njRJqmWcnUpepatceumlc5spH5/61KemLU1IqpKxfzqhq+iP1EXnrEWBpAlSR52s0jfHIpUramQ9x1tvvXXaUmtLtEufTHmxoJEo2qVKqKqXqJPwnF7bpz/96WlbX7Iy7k1Zkl6uMqjH2KWdwmuT6lcspc+VNNL59vqtCOCnQHL2J9q52paevV7hGo0N0S9co7EhYsZ3cmzXPil+L6mbLvdSoOc///nTVuHScVn0QTpirJxKmvtIO1/zmtcsz2mGeJXk/vEf//Hl9aiSqpKpdDpv0hQVQ1N7io5afMj5Me7zBS94wbRtf6xT3XkWqz50jlVqrzK4or+Oe4zdgkpmxZdj2Yz4q6++eto60lOcaOrrJ6WsGFspouN2PlUvvT/O/6pt8hjrT6t94jRbpWw0niL0C9dobIgdSumSnahhLdX7tGhN7X9tFOiSbPEcy5HXPqpdLu8ew5qS1kuURprxvaIMxhUm9Sypequy2wf3F0WdLS+ucnrTTTdN22szSMBrMMZTKlX31jhR77dzbwCESqY0LRXm8fxFO1WO3/GOd0zbjG8zu1VARSpcVNn/jsPgAemyCqQUUCosdU4deepcKZUp0cte4RqNDfF0/yf51kS90emvnfDj178+/mVV5NDP5V+LqmCckh5dDX/qp35q2n78KzKkD/EvfOELx1yPf+1cSb0er8F9FH6Eq0b9pXYV8Hgm3XrOxCRcKd2nVrAUhqaoIxvxelY92Q7Clarm3HAzqyobHqaQ5LhdKdJzVgKaScvOsfOpD1Y24riFK6ksoJ7PlAicWjL3CtdobIh+4RqNDbFDKVNY1spHItVItRxcgvXVGCIkrbFBgx/ONRapkx/CNtkwLEtImTyOH9dFH71eaYe1NqSaqTZIagWsmFE0WepiCTipiX7KFF2fQshqH6/Xc6ak10SZpJQmj3rMoslSvZe85CXTvv3224/Zd4zdtsjC8zuHJc64zX3TdTou76HP3mFNPlKtHtGUstF4itAvXKOxIZ6e/iEljK6WzX0yBFzWU8m4w5p5uOxLu6QpqlPSTumVdFi7xph8bNJSFUips7RGOuI1e3zPX0gKcfIJeZ7Dtntsx+pcpQRh77OKcjpOPSvVbGOM3dAqMyHe9773Tdt5ltIn+lZz6733U8Vnz+PZzMSxmGi7+rRxLCn0y+dN9ArXaGyIfuEajQ0RHd8iNagouLxLY3QyJme3S6+UaUX1hMqk4UTSOynGqrXwQbvGkup+6FSWRjk+lUnPmdrb1pynOhpeg3MiFRfO4SoJMgUgOG9ezz6hbSlUr84lpVTRNKH41a9+9bTf8pa3LM+fQghru85zaanKrCF+KpZSYccoVmF7+yRt7+y/3NpoNL4k6Beu0dgQe8VSrpbH9O8mQOqEdvnWgesynRy4Ras8tpRBh7Txk1KmpB56nBqjY5IieQ0pllS67PmlY6seZckZv6K8Y+xSGW3PuWqdm+jqar7HyA08vE4j7d1nVb5OWu6ngCUAzYSQjqbYz7pHntsGIsJMEK9Niq6dFODVfO7TzrhXuEZjQ/QL12hsiL0c3ys70Y6qCzLG7tJs+kNKzhMev2wTMJMjWVqhc1pqpiLn9to/VVhOTmD3cSzS2JTys9qWqHAKDEi1aFbpOf4uUetVX7mDY/T+OF7nXwpeUAF27i+55JJp+4nwq7/6q9PWaS41rGt2rJbue+lLXzpta7HYttr4TVtLp2rkNXfOcUplEr3CNRobol+4RmNDxPSc+IP/XWJdSlWEXIKlkdK7lK3sdmlSUYnk+JQapdoc7i9NW/WtS4rmYXRtjF26nM7vdRQ1TpnlwuN5zn0y9UspTDGTqW+btC+lVbmPKnHtn2iXc2uqjOp2Uhu9R4X0XDm+1772tdM2ftJPFGmnKulh5SBTJWnRK1yjsSH6hWs0NkRUKVPaQdEaaYel11QmE+3xt4luuCQXTbMnmhQoHcPzS2mT8lfnSU5tFTYpyE5GL+NOc7Gq1iu98tpSMRopqNefnK+1f6I9KWXIe+X1qFJ6zpVStw8tTSUSVb3t9yeK3qUgAdNtPP+11147batAe21u95irygeHxRyP0Stco7Ep+oVrNDZEjKV0SVylxxj7ZjpDahCRlD8pTqp1WA7UVBdRqifV8jypX5g0rWiiYz0sm/ngdilGUrWMJ1wdI6m1Sb1MqT/et1UG8iqmc4zdefbeOi7pYFJvSyl0DqVrNiGxqrbXbE84i0x5nfVJo8NciioV9vmwH6G/PUp9VuH9Sc9yr3CNxoboF67R2BA7lDIpky6PlcXtUu8yffLJJ0/7tttue+xEqfQzyo7nlBKUslSlyMfYbcihk1P1MNUplGIY71djcR5URlNG+j4UUNrrOYuaSN3SXInUf0yq5fmLdqWiSOkYxizqEHaMjl2qWWNPQQIqhvbek2qaxe1njEWkqqDRvffeO7cZD2lGuufxGZZye2wd8jYfWQWA7BM40itco7Eh+oVrNDbEDqVMmcNSvUppcGl+5StfOW1jz5JKKFJ6zio+0kxos4yFNFLKIE1JtKbO6bmT4zuluaziJMfYpXdS4KLj0lxprPckOVk9f0rVqeuMMX4hgzzR4nRO7XoWzOxOaUrOm/fK++m8eW9rvNJv91WB9NrcLr22soDHNMCj5iLVb02Kcq9wjcaG2FnhUtKcEdsVInXWWWfNbf7V+PCHPzxtP0RTdebUi8y/lPWXUP/VAw88MG1XVZutu0/yj7nC1TnT6pUyGzyeq2dKtvSvZtlJbEmJro5rn6TSurerFf2gnXyw+gpXlbHH2L3nqy6h2jayt6SijV+8ZkO+XJ1uvPHGMcauqJZ8k86zgpBZDiajKgL6bBkuVljVkDmIXuEajQ3RL1yjsSF2KGWqGryiJvo2PvjBD07bPl/SK2mk50k1I1b0TT+Qya0PP/zwtFMImf4UW+B6zKKAih1JQEl0TNqVaqCs6oSkLAd/p49rH4FrJXg4JpFC5bw25zY11nA+61w+E9I+6444b9auUUCx4cdDDz007XoWUuhf6tnnMyR1tHbK61//+mn7iVKfCNJP595nSPQK12hsiH7hGo0NsUMpU9Vgo7Rf85rXjDF2o7tNDEzqmVTDJd7ocf0fqx5l1rqwerM47bTTlufXb2hSoSjF0LGKVAtFeqUaKQWU7qwSSVPSa1JuU32X5NdcXYOQajpv0kup1qoN9cH96ziGsql6qnTfc8890/beq0Ab5uX2mqOk1nqvUpKqFNXtKqkrNTa1GW4/XKNxHKBfuEZjQ+xQStvIuiSrSJaaozojTUj1RQxdUpFKDTyklxWNLqV02Td0SAdqykowknxVTVjasaqSPEZWMlN0vxTdeSkFOFHEpHR6jMNaQguP4X1I15DuVQqSkNbVPPpceT2qkaeffvoxvxtj9zpVmu+///5jzrkKlji43fvgPilz4p3vfOe0VSkrzNC5Sp9TOyF5o9FobIZ+4RqNDbFDKVWhXFZPOeWUaRe9S3F9iWqk2hCrMnVjrKOwVSalCf7OcnjSIR2exs2JWvrdVyd0oncphi5lDqziSlOke0oKdrvHdl5WPdS8VyqKqa9c+kTwMyJVja7oej8nfMbuuuuuaafY3Pe///3TTupyzUui2Ske1eh/77Pz6eeUv61rSmpo94drNI4D9AvXaGyIHUrp8qlD2oTIsnXqqgzqnJSapJ5rUsCkIJUilBouSCWkLKlFsJRy1Ygj1fdIlY+lcSmeb6VMjvHYPCandqJGbvfapKOrBNQUd7lqanJw/5Qw6hyulG6fJdNq/FQ58cQTp23tEO+hTvtVhemk0CYn/aphzBi7nxTp06nuZ6pno70TU7wcYaPR+JKgX7hGY0PsUErbvupkdCmvpd9lV7ok1XNZlaZYVk0np1jVQHH59nhSNFNBpEMqltKEVUm61P43pXmkuEqvIamURXekdynuMsF9nH/pWF2/WfPu6zV776X8UkPv+QknnLA8Ts2RiqbzILV/7nOfO+2bbrpp2m9605uW22+55ZZpl3rteax/k+6V9DvVi/G+mCG++vxI1bh3SjGORqOxGfqFazQ2RCyT5xJrRnVlyUodLrroommbzqDDUwoojZReJqdt7eP4UhMQl2/jMVOGts7fcoR67aqxQtoXs3sZb1JV65qlNym+NMV1JkVslfIjXdynD5zzrMLocZzDVca5xzAe1vsmLVb1vuqqq6btvTUIoq7T8Ul/U28+lUmv3+fdTxRTgmo+vceeUxoreoVrNDZEv3CNxobYoZRWM7bVq4pLLc9SigcffHDaFuhREZPerByyY2QKVsu9VFD1LMX7JVv65rhqn9TIJGXEp95z+8RSHtYAYh+nrZQuFQla0d4UG5oqRqe6lNrS0TqmdU2T6uo13HrrrdNeKYMHUXPuOBLNdx8poOcx9SwVbir47HVdykbjOEO/cI3GhtihlFIj1UadiKUYus1sXamgjkhTIYQUTFqxqgGZ0kZ0zKeGG6u0kYPbV8dI9SKT81yql1I3Vtniad9EI1OGuGN0/6KPqZnGymF98BjSaJVm77PbK+VGxdkS4VI6r0EFUlXTeVORrPsvRXYedLDb++3yyy+f9g033DBW8Jgp3rTgdRp/bC3OXuEajQ3RL1yjsSF2KKVLuXUCpVWlZF544YVzm3UrL7744mlL3VxuzdyVVlh6euWsTGpcSpWRAriPKuRhKRceQ5rgMaRRyYGdis3U8ZNy6dxLXZPD1euXgtV8puCCVAvTsfq54PUkRbDOpQLoeVSaTdWR9p1xxhnT1vFtLdRSTx23z5hjNe7TcatMpnbSq2CLdI8747vROA6ws8JVn60xdv+a25erVoo3vvGNc9sv/dIvTdu/TkaA+5cyJTL6l9q/Fis/XBIZUsk+hYCU6VB/tVJ9kdTAwv1TOFtaQWqMqSeb5/EvfOon5zlXybMpEl724Eom03BFcrvheavrVGxJIpDX5ip06qmnLsfofanVzG0mtMpALM3nPDv/JmLL3lbX5jPmc20itugVrtHYEP3CNRobYodSSg0M41FMqVAXl1oFFsWUN7zhDdNOveIUSqSx0pCiMlKD1PJWGpUSHw/zc0kTPGcK4ZKi6h9yXNKdVVm7RD+lfcnf59yKVd0Tr8GxpjJ5zqEiizR61VhjjMcENmnhs571rGkbre/v/LRIPlN9a/V8pJKL3m+j/w09dC7MMnEs3rc6/j5NQ0SvcI3GhugXrtHYEDuU0mVQ1UjFpxoaPPvZz57bfuiHfmja0lKpmdREFeqwCPAxHqMSqc9YqiuRfCFC5asok2pcqlfiPqsQqjF2/U+p5fLq31PEfwrn8nip8nVtlzommu8nhDTSa1bJTEpzPU9JgXQsqrupzbGUelUR2XBDr8eIf+dNFb36Ho6xW+3ZMZohU/fIY0t/pajOZ69wjcaG6Beu0dgQO5TS5VtntzSlllCX/VR5+e677572eeedN21VIOmG9E4nYp1fquW+KRQrOXkTBazt0iLHIc3VTsmgUr0U8rW6Bql9craLNK5VcqQ0MoV2SfO9V273WTHYYVUpekXbx9hV/RIVlsZ6bdK3CguTlvo7Pz9UOj3n+eefP21ppMmwhosVvXVOvN+p9XOvcI3GhugXrtHYEDuUUmd3WpKLknzxi1+c284+++xpf+ADH5i2S3a1Kh5j18GtgpMaV9TynaonpxjMFF0vNVNlqv1TOTppVKJuQqqdIvBXtMtxJ+zTk26VFZHa8rqv8+lzYGtnr1kqp0pd9DGpkamvXSqpKC13jDUXPlc+Kyqq0kLHpSNdddkSkB/60IeOGbvX4OeU4xO9wjUaG6JfuEZjQ+xwl0RTpDhFq1K/tXPPPXfaKpCJJnlO4+xWVYFTwwsdnikVJKlwq7onHiOVVUt0aJ+Wy6sSaqktrttV5lJ5ttSUoq5ZldDjJSrq/tI7f5tSguo6UpXqlNy6auQyRq4IXceX8vrsGbNp7RL3N5BDeJ3e/3KCW/vH6/TzQ/QK12hsiH7hGo0NscPzUm0K1aFSFU3PWZVGG2OMd73rXdNOzQ0STZTK1flTtnAqH5dSdVJWdkFalpTJVLLPlI/ULGM13n1a16aK1V5Pqj5c17+qon1wrCqNzpsU1etPDum6tpQalbKlUx0Rz7OKa0zpXSrAphJdcMEF0/ZZMYXHqtEq2hUQ4OdJatXs+XuFazQ2RL9wjcaG2KGUUhZtFZ+iWNdff/3cds455yxtaeftt98+bRuFmGbhci+VqOVeOuTyLr1KFYRTZq4UrM4pNUhxeMnxncr+SculXUUZnWPh71JWdsoQX1WbTlnz+8SJeuxU6GhVslBKmeYt0W/HaMym22teUrDGbbfdNm3L4ZlC4/Mh1fY8qp1Fl70nq1bSB9ErXKOxIfqFazQ2xA6lTM7pVTVjaYJUUMXssssum/bb3va2aVtURmVJ56f0oJSgVe+xg5AuJhqZqExR1nSeZHtsKUbKfl+1dpYCpbqZqSKztNNrdm7rnKn4UEofSvUqU3DAap6lyzrSPae2x0sqqdS1FEMVZZ/P++67b9pev0rnqg7qGLv3wnjgz3zmM2OMXBl71SRmjF7hGo1N0S9co7EhokqZlKqiLO6rGqfqqH3NNddM+/7775+2dSxV+FQkSx1aNd4Y4/C2vWPkOoGiaEqqZ5lqYa6aPIyxS8HEaj6lXY41xSm6XWqYWgcXZfPfVd1SSXcpldeW5n9V6CiNNZUadz5TfUnpej2LyXn9jGc8Y9pSUenyaq7G2L2Hq+JO6TOsWw43GscB+oVrNDbEznoo1dE569J/5plnjjHGeNGLXjS3pfqGqZ+YDkfhOaWjRRlSO92kCEn7UmEgqURRGdWuVCMyxTWmojKJdhWtSTU8tR13yiB3vI6x6GBSVD12onpJyZNWrWJmHZPXmWhX6vEnvG+lfCbHvIq3NNp9jIH91Kc+Ne30rNTYpcv+e6uUjcZxgH7hGo0NEbvnSAfN6K70nBR75rIqvbC+oeqQSDUli7KkmEH3Vd2UyqQuOCtF0mNIo6QJbpd2eE6P49ilLzVHK9Xt4O+ct5RNf1hmfVI6U9vi1LFnVQhpjJxmtLqeVDc0UdSU8lIpNN6Te++9d9oGMnidzvlDDz00be+h9NJAglX3HJGoZq9wjcaG2Plz6F8cazy4/c477xxj7P5F8M3Xx2aCn40T/IgV/jVbffCnSHj/gvhXy7+w/mUzvMgyffWXNfne0krmuN3fv6z+9dUvVH8hU9XglNDqX1b/8rvyec31FzeFjXk8r0EhKwlFqZlHzX+qj+M5ZQOpwrTHdoV78MEHxxi7GSkmP8vWrrzyymmbfaBQ5hym8op1/9Mq3dkCjcZxgH7hGo0NsUMpU/S4ePWrXz3GGOMVr3jF3HbzzTdP25J10iFL4N11113TTmXdpAxFxxIdSlV2pSyOJUXU1zFXSakHf+d2x7qqkTJGLkNXoo2UxuNJTaSdaS6ky6tGIPvUC0m1S1JEv9fjdRQdTYmu3qtUF8W5kGpLB+u+2Mfw0ksvnfYnP/nJaXu/Hbd+Xz+FTFhdPRepB2ESr3qFazQ2RL9wjcaG2Fn3pEwqNfaKKxXQ5D19XC71UiDLjd14443TNsxLOrSqPizV0X+meuU+nl+FSQrq2Ov8KUlzVYvk4DmlXZ4/0d66fretGoyMse6ZN8Yu7fL8qwTUVFXZ60yZIikBNvnt6pr9zDjppJOmnUrMCVXnVTiX16SvV4poNovjtrHHI488Mu077rhjub9jr2tOVbe7P1yjcRygX7hGY0PsUEppmlTPCOtPfOITY4zdPnApQv2FL3zhtJ/znOdMWyrx4Q9/eNpveMMbpn3CCSdM+9Of/vQYI7eo1V6VaRtjt3eXjudVGFdqrCGk3ylsK/WwW4UoJWXS8yRlMjmTpTV1j1ISrffQ58BPCyl1qh3jPVopeCm5NYVIeZ3uv6JyzuvqU2GMMZ73vOdN22e8nrExdvvDOV/OxarBjEgUuVe4RmND9AvXaGyIHUrpMqzCZrzh6aefPsbYVRqlaC6xLtku06o9b3nLW6Z98cUXT/uUU06ZdilIUjTHKo2RmkmpUp8zaVWNUZoppF2qerZfdq5UxzynPfRKvZUiSY10JHsNOoFTHKQ0umiiVFBHscfzPI7LZ8J7nuhbnUuVMtVOSdQ9Rd2vKmw7V1JE43hTW+IzzjhjOS7v7ap6tjTTZyJR5F7hGo0N0S9co7EhYk0Tl8p77rln2kWBVBFVr2zj6vJtuo9NPq677rppv+9975v2m970pmPO+YUvfOGxgUOdktP4gQcemLaOUCnQSp1TUUyqnvtIJbz+l73sZdPWyWpziaJbUmiVOc+TkkfdbhVsx1JU12M7nyrRq75yY+zSzjRHjqWSQKVrKo1SwBS/6biE81mBGSadSgWtmOxz7fWnAAdpuZ8rRa9Ts5OkXvYK12hsiH7hGo0NsUMpkwPZJbboYOrV5VKvSunSLE2wV9zb3/72aZ933nnTfvnLXz7G2I13e/jhh6ctdXWJP+2006YtZVn1uxvjMQVWlXCfmiY6U1N1YmmNlK3mxTn2d9ren5Rx7XGk16XIqSIK58djS0u9ThtkeM1S3aLx0k9paUoBW8VjHoR1dt773veOMXaDKDzGKvN9jF0VWwVWhTM5sIsySh1T/KToFa7R2BD9wjUaG2KHUq5i78bYVZ6KaqaSdlK9VT+tMXYpi+kXqqFXX331tIs+SIcck05YqYFpRVLHiy66aLl/7ZMaVSS66PU4h6l8oLSqzi/NTSUAU3GdfWhSqY1SNOcz0fJUDs+s6CosNcbunFemdSq4pNItXU7XqWIq6r55j/dJa1LRPeuss5a/lTq7vZqFeGw/MxIV7hWu0dgQ/cI1GhsiqpRSJilOLffSJWF6ihTMeDaPZ4EXFTZrDNaybgMRHcU6spOjWOpqjKP0bkW7pEBSkFQYJ1V4thiN1KOU0RR0kGIppYvOZ+qDV8dMzTmce/cxi9qxpCAAHc4Fgx5SsaBUkdnrkb45ltruuK0w4DmliJ///Oen7W+tueo5fZ5XRYT2of+9wjUaG6JfuEZjQ8RS59KNlcPVJVgKpCKlMudyrC0FST3UaiypWI/Luq1mkwNbOqgTvuIapZ9SGmmCGeyO9XOf+9xyfymgsZ8VnyeFl8aZ7pOywqXFOoS95roX3hOpoOqmimXa7lhSQanzzz9/jLFL6bzOlE2emr243TmvOfJ6zznnnGn7OWNMrZTS58ZUMudzVep+1V/w4FhEr3CNxoboF67R2BA7lFJqtiqTPcZjVCY5Fk3FkF6YknL22WdPW7qhLU0qZemyyy6b2xKNkUY6bpf71LetVECPIaVTJfT6dfZLJaqryxi7pd6NcSwq5b7SFOdEZc5r9nq8F1LwOk66b6mTjlRPpE5Hq0JUKteqhynL23hcaafzb4pX0fiUzZ1Kl0s1hUpmanlc87VPaXvRK1yjsSHiCrfyvY3x2JubPhD9S52SUfWhvfKVr5y2goMrT5XkMzzMZiJXXHHFtBVBXBH8K5vCm+qvlquHf+Ge+cxnTttVwOvXP+k1e0yFohJIXEkUTcy48HhCNqDg43XWtXlsV7tVV9YxdldbBQTnzVXNuSgWIktIdW5SpWSfA5vA+JzVSmnC76te9apj/n2MvPI4Fq/f61mFufkepMRd0Stco7Eh+oVrNDbEDqVMy+2qcUMKEdK3o29DYcFl+AUveMG0DfOymXl9ICuUOCZDcVJoVRKBpAGrhMgkWkg7tKVGjlHaZ5R8nX9VAXqM3fm03JzjSvVFVtkfqexcmtvkS0xJpc7FwXMfvAbFI8PmpIveW8fib6tn4Ytf/OK5LdUr8XiONX1GpEyDspNIlQShXuEajQ3RL1yjsSHWfVHH7vKYGjAUpEDuK5W4//77p10NQcYY49RTT53261//+mmrZP7O7/zOGGN32VeNE6pg7pP6ua0qGKswaSeflHRMSue8pF5oNS6plnOcwp9SVkBKglyF5Hk86bJqqLRcGud258hz1rWtKhaPsesTk/Z5zdLeVGul1ElVZGvu+DnjZ45z4XNg6J37r/y6qalKtxxuNI4D9AvXaGyInXXP5VG49NZSmtrMSgEMZ1Id0rEpvbMehopT1cwwuvu3fuu3pn3llVdO+8ILL5y2FEhqYNS5Dv6iEjp1vXZpzz7VmVWqUlnBosDSpZT0KFKvuFSDpa4tNdOQRu3Tb885TCF0RW+dYymlJRK9935y3HLLLdPWOe0nR9FLnfqe00AD595yeF6Pc+s9t3ZOBQqkkobpvvUK12hsiH7hGo0NEZt5SA1WtU5Ss4JUDs5jSClN5DQOsmp9jDHGj/3Yj40xxnjzm9+8PIZjNRo9JTWq5Elpiwa4TSro7zzePopuyoqo+Uo00nvi+Z1bkXq1lXroeVQj3e58ptKAwnsrBavrlH57His5q3r6KfITP/ET07711lunvWoF7Jw4b6qUwrKM3ueULLxShtO9b5Wy0TgO0C9co7EhouPb5XGVmCrtkCIlVU96ZxrO5ZdfPm0dlx6zqI8USeoqNUoxgcmZ7XWsmjEkp74OXq8zUcrUgrb20Unvtfm7RO9SPZRVmkmqsCyl8vwJq5a/Y+yqoDUWU3/8hEjnT/dTCnrzzTdPu6ik/57Smm644YZpm+hqAIafJR/72Mem7bOQVMhCl8lrNI4D9AvXaGyIWCYvbS/KtKpzMkbOBJcyGTeoUmSF3pVT1vg5z6Oq5VLvOd1HmqbaWI5yr0dq6zxII1NfMKm4VMv9S81KzR+kv8nxntTDVa0R902lBr23qfdb6u3mfStqmqphi/QMuV26bH2buofGYKYGJ37O+Ez4TEpHVRtX8a5prE0pG43jAP3CNRobIjbziGW+/pdWJcf3Kn3nIFY9xMbIxYDKcanSaTk+4+qkLC7rntP2x6tmGap0KmzSqET1PL90RKfpyjns8VImspRJldDz6KhdOWJTLGWat9QHT1VRyujcFdVLdFr10DlJhY6k/85LqZSO2/mURvo7YyP9/DEGVztl0xdSCpjoFa7R2BD9wjUaG2KHUqYUEZfKlTrlcuxSm6iRaqO1Jk2/eeELXzjtSq0xPcNzShGlnaktskV8VDKLmqTGH9Ie6feqacbB30pxpIZF5Rx3oqhSQB3Cxv75W+llqY3pXvqJ4DW43Xn2Pjufl1xyybRvuummMcYuLTe4QdXP86TmH1LNVRErx+Sngg5u1eBEVy1olO5n3f/0CZHQK1yjsSH6hWs0NsTOGuhS7lK5ijeUAriUpnSFVA7c35qVLQUtxTLFQOqclV4lypRKg5dq5rVLo1KbXSmTlC2dc0V1nSvvg9cmHTLlxLEkB3LNhXOYmqeklCQ/M3QOOxapcd1ba3V6v50rFcuUce29sG5pxUE6bgMqrFFpAw+vWerqHCaFtcaeWiUnFb9XuEZjQ/QL12hsiBhL6VLqsl60Yp9COy6rLsepAI3UxCW+KIPUxLGqXqYYv9TJRqWszqm6p1PdHneeX5qmOua8rDLL/W2iWqpk0js72Tif0r5VPzsVUsdkhxuVxLPOOmvaliB/5JFHpq26/Gu/9mvTLmpoh6SXvvSl0zZr3zlxjAZGvOtd75r285///GlXa2Pn6vbbb5+2QRQpZjRVBPC+rOIzfa5TTKvoFa7R2BA7K5xigX8tVtWUfbPTB78flCnMSX+Sf/H8q3nyySePMXbFAUuf+ZdcnHjiicvtCiuOvf4Seu2ex+RJkRqop+bwroi1InltwpXZuU0JoF5bEnAK3h/HVPM9xq7vSyZhyJOMQP9plaG7+OKL57aTTjpp2t5v58px+Ry4XeZRv3VV89hegyumbMjrSZkwouYzZQV0B9RG4zhAv3CNxoaIZfJSs/DaLo1KCZuJdiqsSIH8ELf67mmnnTbG2PWzXH/99dM2tEj6Ur87CEPLFAtqjNaxUEDwd45VipzCe1ItkdqeEneT/zL5AY2AT3RodWzvg+KU901Ry88P599+f5XgqcDh7/Qr6iuTXj7wwAPTdt70oRVNvO666+Y265J4bI+R2kan51kUpUzJx2nue4VrNDZEv3CNxoaIKmWihqWOpb5YIoV57eO3u/HGG6ddzTps8PGOd7xj2r/xG7+xtH/xF39x2j/3cz+3HKMKX6lqllJ7yUteMm3pmgqoKpiR5s6byqf7Fx1NpQalQFIwj+e47rvvvmmv6p5IdVQdjag3hCr5sKR0hksZ2lXn0n8p/XSupPYqw6qN1iBxXJVx4rzqD9XXqrrrp0Dyma4a2Yzx2H3Rf5jUatErXKOxIfqFazQ2xA4XTCqYtKb2SU7VFCWdKtW6TKuO2aL4Ax/4wBhjjJ/+6Z+e2+wt9vGPf3x57Pe+973T/uEf/uHleaSUFWGuM15lUhrjOXUUW+pPiu7crtrb6oR1TKnNsdHyOm3df1XWblWib4xdunrXXXdN+9JLL532j/zIj0xbOvqjP/qj03buit5KV3WSS389nnPldsPCHHvNl87wt73tbcf8+xi7GSmp2Yr3LQVvFNVMmTKdLdBoHAfoF67R2BA7lDJFUotaNv331FdOJXOfYxsTKa14//vfP8bYrZdhXKNtaVW1dJRLI1WTpHJFKaUXUiTx6KOPTvucc85Znt/zpBokBamO86CqZoaA9ElKaWKoSmZdpwm3qoQXXXTRtFX4pKiWGjzvvPOW4/Leltrovbdkncqk41YllaY5b85XtZnWYZ5qjaRSdilIw308zqpPYkr+Fb3CNRobol+4RmNDRMf3YaXaUg0Il+C0fKfWrNIKYyJrLH/0R3+0PGcqt6bz/O1vf/u0bWcsHSvapUPUcTs+VT1pl33GUtlBlbra7rileh5Pp7Fjkb7o/DVhdNXaWDqt89wUmjPPPHPa3k9bAVc5vIPHKdp37733zm3eb6mrdDElKBu/amJsnedDH/rQ3ObzIf0UqdK4983n3H3qt342rPooHkSvcI3GhugXrtHYEDuUMtUd0Wm9Kg+WnNqpgm+qdSKtkFaVsqYT1Azl1MRBKvzLv/zL0zaF5Ad+4AemXfTpoYcemttUA3U2mzmsqmjbW+mgNHXV0leqp9P/zjvvnLZUT1VRqmV5OOeizp+yvLWrRsgYuSmFdNC0Heeu5sIaJaZdpWNL11N9GeMtP/rRj44xdh3sq4YpY+xef1LOU6rOKmggxQi347vROA7QL1yjsSGi49vlUbpTkA6kVJ3kEE9FWjynmb41Lh3ZScky+9lzSrsst6aj+gd/8AfHGOuUnTF2neeve93rpm02tyqdx5FGrlrTegzjWFUSjdn02kx/MYXFOSqlTkXXsQod3D4T/lbl0UI/Uu2zzz77mHFI11ILY+fNsfhsSbuLsvpJ4jOZKhmknnhJUfe+HZZN3yplo3EcoF+4RmND7FDKVfrBGLvLc1EZl9REKRPtlDKoSKX+XkUDpC6pQJDHTk5J6d0dd9wx7VtvvXWMsas0/vZv//a0bXPsWIs6jbFLNU3nEabwVIEb1TgVQ2msUPX0nEJ6V5RSh7lzbOpLUg91LKs22uPPY7773e8eY+RKxqkhi2qk90IHtnGY9RmhGpoc1kktT3VYU0zkijKmedvZ59A9Go3Gk4Z+4RqNDRHrUh7WH04kJSf9TtUzxfa5f1Ezs6yNGZR23H333dOWVqhOmU6yKjBjHUMVQ88vdZIW65DVUS+NdJ+icqqo5cgdY4wrrrhirJBKo6vSep5ySKeGKaqbOtuNR7355puPOd4YWZle9aSTCptiJY2URnsNOrbNmi+anNLB9lEa3T9lbvtM1vbk4E7vUq9wjcaG6Beu0dgQMT1nnxp7hbR871MGOjnHpZdFzRJFla7pZE3dXnSQqmoWlUjxmMIUHx3IFuCxdqUU1PjNwjXXXDPt97znPdN+2ctetjz/tddeu9znqquumrbqYVHD1HvuzW9+87S9fufKOZeiS8GMKy2KJ/21u47qrlTTrHADE4yvXfX1S8+bSKlhSWlPqWe1f8oOT4plr3CNxoboF67R2BBPG2PMNXEfx9384R7ZrUfdP7XlrWVdymDhHosL6Ww23m4VezfGrqq3Gp/U2gI8Kp2qlO6vkirttOx6zcsv/MIvzG3SKJ3tZpZbaMd5Ub2TxtZ1GrPpPHh/vAavLdVr9F45R1UC3XNqewzHbZym+3jNK2d2KuiTnr30HCblcRUYsk/xoVYpG42nCDsrnB/Uh61a+/x12CchL4XarFZbhRT/Uvoh/qIXvWjafvC7wplI6od4+eH0DSY/zEocGGNXiEgl1hRqKkTJufffUxicoU2Jmaz8Rl6bv1MEWZXXO2i7ChrRr13X5Erq77yG1GQjhRCuxIx9VrJ9Vjhx2DHTv3s/HXevcI3GhugXrtHYEDt+uH36YhUSRdxnmU7nPOz8Ug0/1E0S1T/mUq6YYoMOadJnP/vZY34ndfScUjCP7ce/viLn0Ij9OmaiI9IxbY8n1UxiQdlSW//dD/tEk7xOm6kkoarC7BSmpMhCqpkqIjuu5EM7DPvU1kmVwVdJp+l578rLjcZxgH7hGo0NsUMpj6Lg7JPUJ5ICuU99k9rfbfqY3G5olVWD9Q9ZwXjVRlcaaUiYYWMeL2U86DeT9qxqxEhBUuvnFGbm8ZIauvqt15CSRJ1DfYJG9FuaT7tK1Zlcm8oFOm+pvsgqEXqMx+5hemaPqkYeJek0oWuaNBrHAfqFazQ2xF6hXUk1OvTgT0DJXClSUqRUGdo+bDZ8uOCCC6ZtFL+Jn9UC16q9/nvKMpCaqVJ6HOnTqn6G85qaSUjHpGApAt6yguXgd15VN70Gzy91l3Zqq8aKGldSYEVqhez+3mfnpcaSPklSyFXCPpRy9Qzv43jvFa7R2BD9wjUaG2KHUkpTkmqzogkJR3WCJxStcHxSAxMmhZRJemWzCqsZV50OKZLHqNa2Y+xSTfe3lJ8UdJUwOcZjyZkp4TeVtXPcQgXWjIY6jiquFFU1VBrnOYXz73HSZ8TqPCLVI0kZJO5TKm2igoeN6f9CCgA5iorv73qFazQ2RL9wjcaG2KGU0i4pjqpaOVCPqvyIfdJ2VvsnGpmaX+h4TqqaDtxK+fEYKmbW4LA/mzGOpg0ZY2h5OmM/Sz1M/e50aqvM/szP/My0X/7yl0/7Ix/5yLTf+ta3Tvv6668fY+w68qXLqWpx6qGWYmBXve9EShIVjsv5dy5W5Rj3cXwnldTzpJomq/SgpEam+ju9wjUaG6JfuEZjQ0SVMqU8rDJdE/ZRKVNKzmHZ38J9jYOUGqS6Izp865qt9uu5daonx7f7nHvuuctzmh5USqbqneqmtNiKyCqtKolXX331tKW3VU06KW3e+1S7JN0rsapanO5r+ixJTWUc14q+HSUo4yD2iQdeYZ9ndif16PEOsNFoHB39wjUaG2KHUu4T+3jYcnvU0mNpn5WdaEeinElhSw1HKo1EB6v/nvrNSWOlmslR6/Yq8WczCxVDG1ikNr/OxaOPProce+2j0rlPxeykRib65jyXnVQ/z58KBD0ZKTFP5JlMWJXmS8frMnmNxlOEfuEajQ0RKeVhS/lRKy8/GTiMco6Rs8mPktGbHKWJlu5QhqDkpbGUwzvRkdTPLKWzGNeYepQ9GdhHeVzhqJ8tX8pna6vnVvQK12hsiH7hGo0N8fTDd1njqViOEw5LJRpjPyXzsPLVyQmcjp1Kx6+ahezj7E199cRRS3k/nn2frN8e9XdPVi3UpxK9wjUaG6JfuEZjQzxuSvlUIClZqRx2+m3av+xE3fahrkeNMa3jpNjVlOaR0lwSBV79+5cbvpzHXugVrtHYELHy8pcT9lnV9hETVqLJPivMUUOKDmuUss9Y07ieSPXhLbDVOI6X6z2IXuEajQ3RL1yjsSEed2jXU4GjNg1J2x9v9eh9KuseNQJ9FXUu9qGX+gEfb6T9lwOOEv51vD7LvcI1GhuiX7hGY0N8Wfnhnmoc1d93FDyRStZPpJbHlxMO+1x4vGFtW6JXuEZjQ/QL12hsiC8rSvmlpgmHZQs82ec56r5PRMncCocphk/2sb/c0Ctco7Eh+oVrNDbEjuO70Wh8adErXKOxIfqFazQ2xP8DPAw41y8n5Z8AAAAASUVORK5CYII=" id="image99f02c817b" 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 221.968421 42.004706 
L 224.052632 42.004706 
L 226.136842 42.004706 
L 228.221053 42.004706 
L 229.263158 43.050353 
L 230.305263 44.096 
L 232.389474 44.096 
L 233.431579 43.050353 
L 234.473684 42.004706 
L 236.557895 42.004706 
L 238.642105 42.004706 
L 240.726316 42.004706 
L 241.768421 43.050353 
L 242.810526 44.096 
L 244.894737 44.096 
L 245.936842 45.141647 
L 246.978947 46.187294 
L 248.021053 47.232941 
L 249.063158 48.278588 
L 250.105263 47.232941 
L 251.147368 46.187294 
L 253.231579 46.187294 
L 255.315789 46.187294 
L 257.4 46.187294 
L 259.484211 46.187294 
L 260.526316 47.232941 
L 261.568421 48.278588 
L 262.610526 49.324235 
L 263.652632 50.369882 
L 264.694737 51.415529 
L 265.736842 52.461176 
L 267.821053 52.461176 
L 268.863158 53.506824 
L 269.905263 54.552471 
L 270.947368 55.598118 
L 271.989474 56.643765 
L 274.073684 56.643765 
L 275.115789 57.689412 
L 276.157895 58.735059 
L 277.2 59.780706 
L 277.2 61.872 
L 278.242105 62.917647 
L 279.284211 63.963294 
L 279.284211 66.054588 
L 280.326316 67.100235 
L 281.368421 68.145882 
L 281.368421 70.237176 
L 282.410526 71.282824 
L 283.452632 72.328471 
L 284.494737 73.374118 
L 285.536842 74.419765 
L 285.536842 76.511059 
L 284.494737 77.556706 
L 283.452632 78.602353 
L 282.410526 79.648 
L 281.368421 80.693647 
L 281.368421 82.784941 
L 280.326316 83.830588 
L 279.284211 84.876235 
L 280.326316 85.921882 
L 281.368421 86.967529 
L 282.410526 88.013176 
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 287.621053 99.515294 
L 288.663158 100.560941 
L 289.705263 101.606588 
L 289.705263 103.697882 
L 290.747368 104.743529 
L 291.789474 105.789176 
L 291.789474 107.880471 
L 291.789474 109.971765 
L 291.789474 112.063059 
L 292.831579 113.108706 
L 293.873684 114.154353 
L 293.873684 116.245647 
L 293.873684 118.336941 
L 293.873684 120.428235 
L 294.915789 121.473882 
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 289.705263 139.249882 
L 288.663158 140.295529 
L 286.578947 140.295529 
L 285.536842 141.341176 
L 284.494737 142.386824 
L 283.452632 143.432471 
L 283.452632 145.523765 
L 283.452632 147.615059 
L 283.452632 149.706353 
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 287.621053 158.071529 
L 288.663158 159.117176 
L 289.705263 160.162824 
L 289.705263 162.254118 
L 289.705263 164.345412 
L 288.663158 165.391059 
L 287.621053 166.436706 
L 286.578947 167.482353 
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 280.326316 180.030118 
L 279.284211 181.075765 
L 278.242105 182.121412 
L 277.2 183.167059 
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 270.947368 189.440941 
L 269.905263 190.486588 
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 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 246.978947 194.669176 
L 244.894737 194.669176 
L 242.810526 194.669176 
L 241.768421 193.623529 
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 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 218.842105 195.714824 
L 217.8 194.669176 
L 215.715789 194.669176 
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 206.336842 191.532235 
L 205.294737 190.486588 
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 194.873684 184.212706 
L 193.831579 183.167059 
L 193.831579 181.075765 
L 192.789474 180.030118 
L 191.747368 178.984471 
L 190.705263 177.938824 
L 189.663158 176.893176 
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 184.452632 165.391059 
L 183.410526 164.345412 
L 183.410526 162.254118 
L 183.410526 160.162824 
L 183.410526 158.071529 
L 183.410526 155.980235 
L 183.410526 153.888941 
L 184.452632 152.843294 
L 185.494737 151.797647 
L 186.536842 150.752 
L 187.578947 149.706353 
L 187.578947 147.615059 
L 187.578947 145.523765 
L 186.536842 144.478118 
L 184.452632 144.478118 
L 183.410526 143.432471 
L 182.368421 142.386824 
L 180.284211 142.386824 
L 179.242105 141.341176 
L 178.2 140.295529 
L 177.157895 139.249882 
L 176.115789 138.204235 
L 175.073684 137.158588 
L 175.073684 135.067294 
L 175.073684 132.976 
L 175.073684 130.884706 
L 175.073684 128.793412 
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 177.157895 114.154353 
L 178.2 113.108706 
L 179.242105 112.063059 
L 179.242105 109.971765 
L 179.242105 107.880471 
L 180.284211 106.834824 
L 181.326316 105.789176 
L 181.326316 103.697882 
L 182.368421 102.652235 
L 183.410526 101.606588 
L 184.452632 100.560941 
L 185.494737 99.515294 
L 186.536842 98.469647 
L 187.578947 97.424 
L 187.578947 95.332706 
L 187.578947 93.241412 
L 188.621053 92.195765 
L 189.663158 91.150118 
L 190.705263 90.104471 
L 191.747368 89.058824 
L 192.789474 88.013176 
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 193.831579 76.511059 
L 193.831579 74.419765 
L 193.831579 72.328471 
L 193.831579 70.237176 
L 193.831579 68.145882 
L 194.873684 67.100235 
L 195.915789 66.054588 
L 195.915789 63.963294 
L 196.957895 62.917647 
L 198 61.872 
L 199.042105 60.826353 
L 200.084211 59.780706 
L 200.084211 57.689412 
L 200.084211 55.598118 
L 201.126316 54.552471 
L 202.168421 53.506824 
L 203.210526 52.461176 
L 204.252632 51.415529 
L 205.294737 50.369882 
L 207.378947 50.369882 
L 209.463158 50.369882 
L 211.547368 50.369882 
L 212.589474 49.324235 
L 213.631579 48.278588 
L 215.715789 48.278588 
L 216.757895 47.232941 
L 216.757895 45.141647 
L 217.8 44.096 
L 219.884211 44.096 
L 220.926316 43.050353 
L 221.968421 42.004706 
z
" clip-path="url(#p9c14ab7af0)" 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=-40 -->
    <g style="fill: #ffffff" transform="translate(158.4 219.360375) 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)"/>
      <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-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p3dfbfda5a0)">
    <image xlink:href="data:image/png;base64,
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" id="image140336101a" 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 37.822118 
L 397.042105 37.822118 
L 399.126316 37.822118 
L 401.210526 37.822118 
L 403.294737 37.822118 
L 404.336842 38.867765 
L 405.378947 39.913412 
L 407.463158 39.913412 
L 409.547368 39.913412 
L 410.589474 40.959059 
L 411.631579 42.004706 
L 413.715789 42.004706 
L 414.757895 43.050353 
L 415.8 44.096 
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 433.515789 53.506824 
L 434.557895 54.552471 
L 435.6 55.598118 
L 435.6 57.689412 
L 435.6 59.780706 
L 436.642105 60.826353 
L 437.684211 61.872 
L 437.684211 63.963294 
L 438.726316 65.008941 
L 439.768421 66.054588 
L 439.768421 68.145882 
L 440.810526 69.191529 
L 441.852632 70.237176 
L 442.894737 71.282824 
L 443.936842 72.328471 
L 443.936842 74.419765 
L 444.978947 75.465412 
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 442.894737 83.830588 
L 441.852632 84.876235 
L 441.852632 86.967529 
L 441.852632 89.058824 
L 441.852632 91.150118 
L 442.894737 92.195765 
L 443.936842 93.241412 
L 443.936842 95.332706 
L 444.978947 96.378353 
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 448.105263 105.789176 
L 449.147368 106.834824 
L 450.189474 107.880471 
L 450.189474 109.971765 
L 451.231579 111.017412 
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 455.4 123.565176 
L 456.442105 124.610824 
L 456.442105 126.702118 
L 455.4 127.747765 
L 454.357895 128.793412 
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 453.315789 142.386824 
L 452.273684 143.432471 
L 452.273684 145.523765 
L 452.273684 147.615059 
L 452.273684 149.706353 
L 452.273684 151.797647 
L 452.273684 153.888941 
L 451.231579 154.934588 
L 450.189474 155.980235 
L 450.189474 158.071529 
L 449.147368 159.117176 
L 448.105263 160.162824 
L 448.105263 162.254118 
L 448.105263 164.345412 
L 447.063158 165.391059 
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 440.810526 177.938824 
L 439.768421 178.984471 
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 431.431579 189.440941 
L 430.389474 190.486588 
L 428.305263 190.486588 
L 427.263158 191.532235 
L 426.221053 192.577882 
L 424.136842 192.577882 
L 422.052632 192.577882 
L 421.010526 193.623529 
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 405.378947 196.760471 
L 403.294737 196.760471 
L 402.252632 195.714824 
L 401.210526 194.669176 
L 399.126316 194.669176 
L 398.084211 195.714824 
L 398.084211 197.806118 
L 397.042105 198.851765 
L 396 197.806118 
L 394.957895 196.760471 
L 392.873684 196.760471 
L 391.831579 197.806118 
L 391.831579 199.897412 
L 390.789474 200.943059 
L 388.705263 200.943059 
L 386.621053 200.943059 
L 384.536842 200.943059 
L 382.452632 200.943059 
L 381.410526 199.897412 
L 380.368421 198.851765 
L 378.284211 198.851765 
L 376.2 198.851765 
L 374.115789 198.851765 
L 372.031579 198.851765 
L 370.989474 197.806118 
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 349.105263 175.847529 
L 348.063158 174.801882 
L 347.021053 173.756235 
L 345.978947 172.710588 
L 344.936842 171.664941 
L 343.894737 170.619294 
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 335.557895 139.249882 
L 334.515789 138.204235 
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 335.557895 128.793412 
L 334.515789 127.747765 
L 333.473684 126.702118 
L 333.473684 124.610824 
L 333.473684 122.519529 
L 333.473684 120.428235 
L 333.473684 118.336941 
L 334.515789 117.291294 
L 335.557895 116.245647 
L 335.557895 114.154353 
L 336.6 113.108706 
L 337.642105 112.063059 
L 337.642105 109.971765 
L 338.684211 108.926118 
L 339.726316 107.880471 
L 339.726316 105.789176 
L 340.768421 104.743529 
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 344.936842 96.378353 
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 348.063158 84.876235 
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 351.189474 62.917647 
L 352.231579 61.872 
L 353.273684 60.826353 
L 354.315789 59.780706 
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 361.610526 48.278588 
L 362.652632 47.232941 
L 363.694737 46.187294 
L 365.778947 46.187294 
L 366.821053 45.141647 
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 380.368421 39.913412 
L 382.452632 39.913412 
L 384.536842 39.913412 
L 386.621053 39.913412 
L 387.663158 40.959059 
L 388.705263 42.004706 
L 389.747368 40.959059 
L 390.789474 39.913412 
L 392.873684 39.913412 
L 393.915789 38.867765 
L 394.957895 37.822118 
z
" clip-path="url(#p3dfbfda5a0)" 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=-31 -->
    <g style="fill: #ffffff" transform="translate(316.8 219.360375) 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)"/>
      <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-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p55e52dd049)">
    <image xlink:href="data:image/png;base64,
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" id="image2e09d813c3" 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 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 557.526316 37.822118 
L 559.610526 37.822118 
L 561.694737 37.822118 
L 563.778947 37.822118 
L 564.821053 38.867765 
L 565.863158 39.913412 
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 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 588.789474 50.369882 
L 589.831579 51.415529 
L 590.873684 52.461176 
L 591.915789 53.506824 
L 592.957895 54.552471 
L 594 55.598118 
L 594 57.689412 
L 595.042105 58.735059 
L 596.084211 59.780706 
L 596.084211 61.872 
L 597.126316 62.917647 
L 598.168421 63.963294 
L 598.168421 66.054588 
L 598.168421 68.145882 
L 599.210526 69.191529 
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 602.336842 82.784941 
L 602.336842 84.876235 
L 602.336842 86.967529 
L 603.378947 88.013176 
L 604.421053 89.058824 
L 604.421053 91.150118 
L 604.421053 93.241412 
L 604.421053 95.332706 
L 605.463158 96.378353 
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 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 611.715789 119.382588 
L 612.757895 120.428235 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 612.757895 126.702118 
L 612.757895 128.793412 
L 613.8 129.839059 
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 609.631579 157.025882 
L 608.589474 158.071529 
L 608.589474 160.162824 
L 607.547368 161.208471 
L 606.505263 162.254118 
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 595.042105 182.121412 
L 594 183.167059 
L 594 185.258353 
L 592.957895 186.304 
L 591.915789 187.349647 
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 577.326316 197.806118 
L 576.284211 198.851765 
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 563.778947 198.851765 
L 561.694737 198.851765 
L 559.610526 198.851765 
L 557.526316 198.851765 
L 555.442105 198.851765 
L 554.4 199.897412 
L 554.4 201.988706 
L 553.357895 203.034353 
L 552.315789 204.08 
L 551.273684 205.125647 
L 549.189474 205.125647 
L 547.105263 205.125647 
L 545.021053 205.125647 
L 542.936842 205.125647 
L 540.852632 205.125647 
L 539.810526 204.08 
L 538.768421 203.034353 
L 536.684211 203.034353 
L 534.6 203.034353 
L 532.515789 203.034353 
L 531.473684 201.988706 
L 530.431579 200.943059 
L 528.347368 200.943059 
L 527.305263 199.897412 
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 513.757895 188.395294 
L 512.715789 187.349647 
L 511.673684 186.304 
L 510.631579 185.258353 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 507.505263 180.030118 
L 506.463158 178.984471 
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 501.252632 167.482353 
L 500.210526 166.436706 
L 500.210526 164.345412 
L 499.168421 163.299765 
L 498.126316 162.254118 
L 497.084211 161.208471 
L 496.042105 160.162824 
L 496.042105 158.071529 
L 496.042105 155.980235 
L 495 154.934588 
L 493.957895 153.888941 
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 492.915789 140.295529 
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 493.957895 118.336941 
L 495 117.291294 
L 496.042105 116.245647 
L 496.042105 114.154353 
L 497.084211 113.108706 
L 498.126316 112.063059 
L 498.126316 109.971765 
L 499.168421 108.926118 
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 503.336842 90.104471 
L 504.378947 89.058824 
L 504.378947 86.967529 
L 504.378947 84.876235 
L 504.378947 82.784941 
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 507.505263 67.100235 
L 508.547368 66.054588 
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 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 528.347368 44.096 
L 529.389474 43.050353 
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 
z
M 561.694737 200.943059 
L 562.736842 201.988706 
L 561.694737 203.034353 
L 560.652632 201.988706 
L 561.694737 200.943059 
z
" clip-path="url(#p55e52dd049)" 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=-22 -->
    <g style="fill: #ffffff" transform="translate(475.2 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-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_6">
   <g clip-path="url(#p223731219e)">
    <image xlink:href="data:image/png;base64,
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" id="image92430af480" 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 741.978947 51.415529 
L 743.021053 52.461176 
L 745.105263 52.461176 
L 746.147368 53.506824 
L 747.189474 54.552471 
L 748.231579 55.598118 
L 749.273684 56.643765 
L 750.315789 57.689412 
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 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 762.821053 89.058824 
L 763.863158 90.104471 
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 764.905263 107.880471 
L 765.947368 108.926118 
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 769.073684 124.610824 
L 770.115789 125.656471 
L 771.157895 126.702118 
L 771.157895 128.793412 
L 771.157895 130.884706 
L 771.157895 132.976 
L 771.157895 135.067294 
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 770.115789 148.660706 
L 769.073684 149.706353 
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 763.863158 165.391059 
L 762.821053 166.436706 
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 753.442105 182.121412 
L 752.4 183.167059 
L 752.4 185.258353 
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 746.147368 193.623529 
L 745.105263 194.669176 
L 743.021053 194.669176 
L 741.978947 195.714824 
L 740.936842 196.760471 
L 738.852632 196.760471 
L 737.810526 197.806118 
L 736.768421 198.851765 
L 734.684211 198.851765 
L 733.642105 199.897412 
L 732.6 200.943059 
L 730.515789 200.943059 
L 728.431579 200.943059 
L 727.389474 201.988706 
L 726.347368 203.034353 
L 724.263158 203.034353 
L 722.178947 203.034353 
L 721.136842 204.08 
L 720.094737 205.125647 
L 719.052632 204.08 
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 708.631579 204.08 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 703.421053 205.125647 
L 701.336842 205.125647 
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 690.915789 203.034353 
L 689.873684 201.988706 
L 688.831579 200.943059 
L 686.747368 200.943059 
L 685.705263 199.897412 
L 684.663158 198.851765 
L 683.621053 197.806118 
L 682.578947 196.760471 
L 680.494737 196.760471 
L 679.452632 195.714824 
L 678.410526 194.669176 
L 677.368421 193.623529 
L 676.326316 192.577882 
L 675.284211 191.532235 
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 657.568421 163.299765 
L 656.526316 162.254118 
L 656.526316 160.162824 
L 656.526316 158.071529 
L 655.484211 157.025882 
L 654.442105 155.980235 
L 654.442105 153.888941 
L 653.4 152.843294 
L 652.357895 151.797647 
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 655.484211 113.108706 
L 656.526316 112.063059 
L 656.526316 109.971765 
L 657.568421 108.926118 
L 658.610526 107.880471 
L 658.610526 105.789176 
L 658.610526 103.697882 
L 658.610526 101.606588 
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 659.652632 88.013176 
L 660.694737 86.967529 
L 660.694737 84.876235 
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 665.905263 69.191529 
L 666.947368 68.145882 
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 681.536842 49.324235 
L 682.578947 48.278588 
L 683.621053 47.232941 
L 684.663158 46.187294 
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 
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(#p223731219e)" 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 669.553125 221.856 
L 669.553125 210.24225 
L 633.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-14 -->
    <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-34" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p7d6e66b482)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAAEpCAYAAAD4ckyfAAA2sElEQVR4nO2dacxeVdX+N87j6wiKQstY5qmllYpMWkREqQPKENQ4kGgMJmL0gzGaOCYaNRoV0YjGMIkggwwyQ6EIVKBAoYVCgTIJ4jzP/y//tfo7d9fFfe6WHp6373V9WtnPufd0znn2dda4QWvtv80wjEHwpCd6Aobxfwl+4QxjQDzliZ7A44ENNthgomv++9//lu3jrn3GM56R8n/+85+U//73v6f8lKes2tLnPOc5KT/1qU8tr//HP/7RWmvtn//8Zznmk5/85LL9SU9a9b/y3//+d3kN5/L0pz99td/95S9/Sflf//pX2TfXSXCPeI3auwrj/r4+wiecYQwIv3CGMSDWC0qpKGIfqllB/U7RO0UBn/3sZ6f8rGc9K+W//vWvKf/pT396zDGf9rSnjZ3v3/72t3Iuz3zmM1cbn/OrqO3oNX2o+Lg9V9RxEvq5vsAnnGEMCL9whjEgOpSSVEIhjn5FqSaFolIVTRmnXXysa7g2avWqMRWleu5zn5syaRz723DDDVPefvvtU959991TnjlzZsrPe97zVpsHqSDncv/996f8m9/8JuXQQLbW1Uz+6le/Svm3v/1ta621e++9N9t+/vOfp7xy5cpyTK6NmlRqMsftuXo++rRP+tu+f38sqOeGa55knM6+rfGsDMOYGH7hDGNAbNDgSzmpAblq60P11pQmTApSAFItHvGkDEHNSPNI7+bPn5/yZpttlvIjjzySMo3JfbSAsebf//732fa73/0uZUVdqQElpeT4vGaTTTZprbU2bdq0bNtiiy3Kvm+77baUb7jhhpSvuOKKlHmfOUdqVWPNisLT2E70+XQYB/6uooKtdQ32azpmn2e247DQu2fDMNYafuEMY0B0KGWvH/z/41bRyD5HrPLVU3571Th9aEJFF1vr0q4XvvCFKW+99dattdYOOOCAbNtuu+1SJu27/PLLU6aG789//nPKv/71r1OmVrHyiaTfJakoQV9OUmSuh/SOdDjkLbfcMttI6XbccceUSTupXX300UdTPvXUU1O+5JJLUqbPaBj4SSl5f3gt56Ko5jgo7TKhaCTxeGngK/iEM4wBIU+4SVyk+vxH6OMKpDzQqz6VmxX74H9QXs9TaO+990553rx5rbWu0mLJkiUp33XXXSnzFHrBC15QzpunULhwtdbaH/7wh9XkPh/tlUKite4JwjF5ek+fPr211tr//M//ZNt9992X8ooVK1LeeOONU54xY0bKc+bMSZkn/x//+MeUb7nllpRPOumk1lr39KaCieB61MnHdY6zj/E+KKWNQh/GtqYnn084wxgQfuEMY0BMbIcbd5ROastTyo/KdUgFYJKCKEq5zTbbpExqRJvcggULWmutLV++PNuoQCAdo0LkwQcfLMcklVJuc0E1GUGg3KaoBCFl4hpIKemKFgoXUmEqW+iSxnmT0lFp9JKXvCRlurDtv//+Kcd+xb621trxxx9fzpWUWwW0UmlU2SdJHdXniYKi9OOo/qTU0iecYQwIv3CGMSB6Ucrq2JzU9qZoZJ9+KluVCszcZZddSpm/vfvuu1OmDSlo3/Of//xsU5pJBpQqKsN1qrwncf1GG22UbdwHUrrw+G9Ne+5TJgWOMamBJY3jehTND03n6DWkbNy7oJ2vfOUrs43uZieeeGLKpPGcF7WX3AvaVWN8zoO/65OjhZiEJk76GeYTzjAGhF84wxgQHUpJTVqf9GjVtX0CSgmlvSMNCO0UacSLX/zilA8++OCUd95555QZbHnhhRemTPpCl6Zly5a11rraO66NBl7SQhqK6Tr1pje9KeX99tsv5Ze//OUpk+pWYNApA0Y///nPp7x06dKUaYSnZjaCXm+99dZsu/7661NWLnbKaMz7w6gDajvDLYyBsLzfs2fPTpnzOu2008rxSamr+SrXLvbRJ0KBUI4ZvP8B5YzR0UCXoxiGsU7gF84wBkTnXFTUsNIqqtRwhKKRSmukAkaDJnGco446qrz2i1/8Ysr026MWkPJll12W8ote9KLWWtfATJ9B0s+ddtop5de//vUpk+o+HuCaSdfo4xhUuLXWDj/88JS/8pWv9B6H0Q/ck6uvvjrlhQsXpvzSl740ZToBcL5BwTfffPNsu/POO1M+99xzU951111TPuSQQ1KmFpl0kPS+Gls5QCjfTOUPrD6tol1lwFbwCWcYA8IvnGEMCGn45lFZaV/GaWxG++AxzaNXhVxUwZNHHnlk+ffvfve7KdPwSlDzSApEg3RoONnHcccdlzK1cQqkOtROcY9IAXfYYYfWWjePykMPPZQyDfw333xzytS6nnnmmSmfcMIJKc+aNSvl0BSSlvYBjdDXXnttytwX0j7S9QiD2nfffbON1PHhhx9OmRrToPatdX1ZFy1alDLzrlT0Uvna8hkjvaQjAdvH5T3pE/TKZ8wnnGEMCL9whjEgJqaUISvNpNJ0quO2qmE2KkfIB30Df/rTn6ZM4zF96Og3SJnXVzlNmK+DISFrA4bwMGwmQOpGGnnPPfekfNZZZ6Uc0dStdY3db37zm1P++Mc/vto4ypeStIt7qHwsKV900UUpf/WrX035l7/8ZWtNZ6am4ftlL3tZyqSLytnhmmuuSTkcGThvPoeq9h3XTJBekg5WGss+vsCd8csrDMNYJ/ALZxgDQtaHU5Sy0kj2iZbtDIo+SBOpeaQxOfqhjx1pGSkANXw8ykkdSdk+9alPpXzYYYetNlf67ymDqDJ233jjjSmTSj3wwAMphyaPBnZq77i2Cy64IGUmPwrq1toqWjw6x7if3HtGTbOd91uVQqY28q1vfWvKdAj45je/2Vpr7eSTT8420j7Om6FUTM1HSk3tLulozJ2hVNQQKwO3CnEiuC+V9rJPQixTSsN4guAXzjAGRIcfKlpRHbeKOvbxk6TmiagS0LS2yrBLX0aG3pBGkj5Qw8a10Tg8d+7cci4BarKYeZj9MasyaVoU0Bi9hhQjtHPsm4Zcajf5O9JVhvtwn5lrMig1c3JyrnQM4Np4D3k9aTHpOsOTjjnmmNZal95RA8y9peGbjglvfOMby/WQakboE5+ZxYsXp8w94Vz6+Ewq/94qyrxXf2WrYRjrBH7hDGNAdAzf1N5Rruij0mIqwzf7o68iKR2pyXnnnZcyk9AEGEJCbRePffrk/fjHP06ZGi5qIcOATPrHud5xxx0pKxrNNOakhqRP1GoGlSMVu/LKK8txGPFNmdpVaimp9Q06SppNas+ck+No1Gg7NZYcMzSzpMJf//rXUz722GNTJkVlzkveQ4YeMUI8KCjvKw3jpN+klDRqK426iuKucqVynXz2OwmNylEMw1gn8AtnGAOiQymZM3CcH6TypeQRSxpJwy/rr9GvkRHAUcmGY51//vnZxkRA9HckHTrnnHNSZnpzatsoBzVRYUIqdyKpGfujcZ7hN6RvseekVPR3pI8hNbOq9h3HJ0UPOsg20kJSLVIgav5IkUlNeT0TKsVvuXZqY/lZQHpJAzf9RCOUqbVugqarrrpqtfmxJDT7u/3221OmZpa/VdkMKg28SrjE3zmJkGE8QfALZxgDQiYRUkbrOCpVem9q40hZttpqq7I/0sQ999wzZdKxoIbUEpKuUttE30jSSBYfJGUgTQtqRrpEOkBqxFyLvIaGZWqtSBNJr2NenFOfcsLUhpJ2Ehwz+ifV4R6r9PP0NyR15J6TdlahLbxXfD4YkU5NK43jvOfUPDJy/NBDD22tdZMckba/4Q1vSJmUmtdzPSqPZaWZ7lP6mvAJZxgDonPC9UkVFm+0srcpuwWVDzxV6CXPOmOnnHJKyvGhq2wldP955zvfmTKzFnNePCmI+G/G/+T878xTkooKfnDTxqbskEzfF3OpitFzTqMy7YNcG/+z8wSL8Xky87+zshmqAEzuEcG5xDXsm/ZGnsBUpHGOVFRRqcfIkde+9rWttW6m6a997Wsp87nhvvG043rIKlSduZBVEKssTFO2GoaxTuAXzjAGhFSajGtXUQGqbhvbSXv4wc8svzfddFPKcdxTmcEP7k984hMpkwLQVqYoLW14ofAgjaLdiGvoQ8GoQFFe6jFfRdGVd7+id4ouh6KGblOkdFXG5Na6NI5jKnc+0t7YfyqJGCRKZQvXwOBapga87rrrVl9Ya+3LX/5ya62197///dl24IEHlr9jZEVFf0fXMC4CQAWxyiI1ZathGOsEfuEMY0DInCbjUn4puw0pDakWvfJpZ6JLE4MQ2U94jJP+HX300SlT80T7lKKxpDJsjzHZh9JekUqQFpNSUqZWc+XKlavNnZRT5ZChfYhe9NSeKg/4cG+ilpB0kdSV6+S8lD2N7lfV9Qwo5WcB95Ay50UbGtuZ7TmCTS+++OJsY7Ay7W2cHzXKvCfrEj7hDGNA+IUzjAEhKaXKlBxQrl9sJ9UiBSK9ZLAnA0lJH4PGvv3tb882Ugb2oTzT2Z8KQgxKSRpJKkjaxSgHUjBqRqntUxrGoLRVNubR/mgwJ+1VBnGuI+go6Se1h+oTQWUtJri2KlO12kNqjjkm95M0crfddkv57rvvTjko6+mnn75a2+j43E8GznIc7hupbvXMq2zUsjZi2WoYxjqBXzjDGBAdSjmORvIa5d3OPpRhk8c9S9DySCY1CZl1xljyln0wfRrnxb5VNuGgmhybdFUFfapoAVImpXmMfSGNUnvFeam1qXsYmkRV+IQgvSX9V5pU0k6mBozrqV3lvtFnkvOi1pO/pZaUz0IEryrqyKBYOlRw30jFuWb16RRQ/seq/LBPOMMYEH7hDGNA9KKUldaKbTzKSXVIDWjg5nFPbRtByhJ+cfvss0+2Kc0Y++axTspGasD2oA/UXJJ20Q9R+ThSM6myU1chHSo13aabbpoyM0yrvkmXSemDGnOu3B9SOmrslG8o58h2FR4UoP8mKSLpKp8bVTNw2223TTlSA1LLzdCsgw46KGV176mxpCZXlR+O/Vdlta2lNIwpAL9whjEgZMS3ityOo1IV/mB6MvrN0WirtJqkWqQPkbOC9Ib0gTSKNIXtKlSHdCjWqQzmpEMqs66i1yo1X8iqhhmpFsfk9ZwXU8lVBn6VxpBroFGZe8VxqNXjfeZ+xv1km7pWhcqQXvJ6Uu2dd965tdYtVcxrX/GKV6TM/bnwwgtT5jpJhbmHVeZppaV0xLdhTAH4hTOMATGx4TugDL/UjJGakEpQ20YtDynOhz/84ZQjudDSpUuzjZo0hlaoemYqorlKA8f1qKzGbKdxXKWMIwXkHIN2kUaRxnJMUjpeo8YkjY7rSXNJo7gezo97pRInUcOpEioFqPVTdQLVOvkMMQFQaI9JBamBZDEPfvJw/XwO2Tc/hVQUdwVrKQ1jCsAvnGEMCEkplWG1OlZ5lCsfO9IbVX53/vz5KTMUJ/wJVQgHtZekIEoDSprGtQWVIf2jIZeUhgZ7UhOVNZnt/G2lyeN6SGnoPDBz5syUSc2qkByOT8rJe6VCj3g97xWhinyEryQpGu8JnwPOlZpJ7gVpH50Qwn+T8+P9vuWWW1JmrUHmsWSyIj7P6pNCaSHH/d0nnGEMCL9whjEgeiURotYqjlger8z1RwrCKG+VpIUUkDXh6NsWtIpU5+GHH06Z9IE0juOTaqk8jkFfuIY+YTBsp9Fc5WskqlLApHeUScG4BlJaFTZV+cByfuyjut+j7ZQ5L2qPQ9tLra/SrqraatxPhmQxv2UYs5nP8oorrkiZe8LiILvvvnvKpMWcF+kwnS1UDtdx8AlnGAPCL5xhDIgOpewTahDHPekKqRvbeTQzupc0jlqj8IlrrU63TVpG7RXHVKE1pCwcX4VfVP2xD1Ij0tgqJKa1LjVjPyGrvJDUaDL6m1BUr0oApDS9pHGcH58JFRLF67mOADXUqoSvSgXPzwiOTwocGktquVesWJEyswCQUs6ePTvl/fbbL2X6ZFIbyvtZ+ab2gU84wxgQvSqgVl7q/A/D/0J05+EJw49ftjPdHVF5ktMljP81OT7dw1Q+DpXWLtam8lGotG7KzYsuSioSYlxFWZXfg/vDa7g2jhnXq1R3PA0r+90oqlO6tTpygycT7z0VEtxb3kOuk88k0yHGmIwE4MlEBRv7I+tincJbb701Ze5XlUqvT4QA4RPOMAaEXzjDGBDStUtllA0wa2+fUrSkGkxbRirBI579hKsNqRg/2lXmZ45JJYzKARL9qOBbRddIqWhP49q4HtKaoHKkXaTfHJNQZYmrFHyUSddU6kDOm+Mo+ySvIb2P/ukqpeyEvLeqzlpFkVtbZQdmpm/a7Bhlwv5oV9tqq63KvgnuXUUfHYBqGFMMfuEMY0BILaU6+oNWqKBH0gFqh2jPYhAg63/Re5sayXDtIi1kTg3lUa7ygSiP+aBdyvuelELZrVTeE6Kio9xPUkpqUXl/uD/U9lFLWmVB5pyUO5eil0rbqPK7xJrYRsqt3N1U+V+C9+LBBx9srXU1jbSxnXHGGSnzGaN72F577ZUy+2EUAec+TrusXL98whnGgPALZxgDQqbJU3QotIM0PJLqkYKQDpH20aubRlvSsUo7pdyWlFFbBcMSpCZxTUWhW+sa0kkBOS/2RygXsqAkylWNdJHXKG0br2EJ56DJ1N7xHvcJOlXj8xpq+IL281r2wXul7htpHGXS8rieVHz69OkpUwPJgGK6zTHbMp03OBc+8xWldOZlw5hi8AtnGAOil+Gbx3cc69QkkY7wiOURz3KxlKnJpEGc9DIoFqmWKtqhtEOKAlWp9LgPKguvigToY/ys8sUoQ/by5ctTJtWhryBpvKLoVUo6ZdRXqQv5HHCO7Kei+vydihwgjSV1U/64xLRp01prXTqr6hQy4oLPSmg6W+sWjSGN5adT5SdK2PBtGFMAfuEMY0D0SpPHozc0T2wjjVFGy6jx1lprc+bMSZm0QtG+OJ5VaIkKbiV94RGvAlND5jhKM6eM3Sq/iMq7Ev3wWlIXQoVMsW9SI843xiRFqgKLW9OFR1SoitLUVXRZORVwbSovjaLucf/ZtmzZspRJNVXIFKkm94VaXTobVGFL9qU0jCkGv3CGMSAkpazK4ra2SiNJGkEtkDLgzpgxI2VqI6mlVNHSoRFiG42WffwXCdJVUqmgoFw7ZRWtTErLeakcMQwtCpCKksaQXrImmqLF1CoqH9MA6SK1hCp3CLWkHIfGZCLmqCLCubekqCpsh+uh9jioHtPeveMd70iZmt4777yzXA9pJ+8hKXhVCEV95tiX0jCmAPzCGcaAkL6UPO55PEZGZFIDUiAe2TSIMxqXRzbpi6KJMRavVZRXRSKTOpJ2VhRYZeFVvnIMFaJfI8HfVmnoSNFIl+gHyD1XRmuiMvBzj7lX7I/jk1IR1ACTjlXOCaRdpKgqOl7RO1JAzjf6YT3CuXPnpnzEEUekvGDBgpT5TLBoCp8b3heuLSiw8rtVGnefcIYxIPzCGcaAkJSSNJIUI6gUj0xq3Wh4pYZJaRhZCIT0jlqroHich/L3Uz6Jio5VWZsV5eT4pFTK75TaO+U3GO2qDLIytnPNKnFTFZKk8kzSf7G636PjqxCeKjxJFUThOPxcYDvXpvKJBtXk/Kg53nbbbVNmJPiiRYtWm2trut4dNdOVD6XKWE34hDOMAeEXzjAGhKSUir7ENdRMkv4xKpqG7MWLF6dMrR4pC49y+mcGfSFFVRHcqlgExyHFITWIdapU5yokhX2QmpHe8hquP67hHhKkUSr6uk9IUuyhMirzHquiHWrNqiR1jMm9Z3/Kf5HrIY0jjawSF7Fvaiy33nrrlJkgaOHChSlzLzivnXbaKeXqE4Fz5d6qZ8gnnGEMCL9whjEgpC8lQVpTUROCxz41PIzWpcaSRzIpIPuPazg/5Q/JY5+0R5W05ThVimtqyRS9UjXXSB2VYTWoDOfHv6vwIKUZJXh9OCHwd9xDRdHZN+fFfSEdq/xxVSp6lWqda1aR4FVmARrPea/4HFIrrsJ9+GlT7SHHVwZ7h+cYxhRAL6VJBb7ZdNsi+F+G/xEZHMgKqPxvUrnX8D+Pmh9PFf7H4QmrqqHGf2T+XSkt1H8wrkHNq3Jbo9KEe0vwvz2hTqcqdwrbqChRkSLKhYtzVC5i0Q9PEvbN8Xny8T4rdz7+tjq91QlMVzm6itE2zHFUbbmYr3IZVPAJZxgDwi+cYQyIWvMxgqrOGCkQj3fSSMosck5XG1I2Xs8P1KA1qoCHUjIQ7E8FbwZN6FNkQkFlh1a2uqAhpCtKmdDHTsr1q0zF1fw4DveT6+Ee8rcqN0pQOeVxT6pHu2ufctJ8VuIZ4v3hXt1zzz0pkwozEJpRHpwj95Djx5jqE8KZlw1jCsAvnGEMiF6UknQjqI8qC8ujnJofutTw+KbbDSnjypUrUw5KwGDQCIRtTXuUK/cjasGqo1/VO1N2K2XzUQG97DP2jn9X9kilJeV86QpVpW2r0gKOrqFP0RKl1eSYQW8V7aLNVNXEI9VkFAGflfi8UZSb4/DeMwWf0piq+oBxX0jhK63wKHzCGcaA8AtnGANCunapmmdxlJJGkPZQq6QyIpOykAKRBlCTFx7bPL55ZKt0dKTCKhiUiH5UZEGfzNSMkKAmV1HAmIsKolVjcg0cX2Wyjr1V2Y6V17sKhuXauP8qAqFag7qfG264YcqqLHKVVZsUUdUvVCWCK6P26DXVfvahkYRPOMMYEH7hDGNASF9K0gRF2QKkEdTSkTJUnvit6bpkbA86qApOqABMUhpVc4yUIOiTyu1SaeBa62rPVAbjcYVKqiDf1rrUnXMl7VTFNDjHoPEqykOtk/dE5R1Rfq1VoRJCpcnjXnEclRulGofPJDWaZ599dsrXXnttytTS8l5UGnqOqUpJ2/BtGFMAfuEMY0BIw7eiNXHcVj5z/PvoNSyRS00mj3IGaRJV+jpSTs6V2kge94qOVOne2DYuQLW1fho+XsP9inalMSTYn8rXosJpYs9VDTPSQhVQqlL9qQDT6F+VKiY4b2pAuQZFQUPTzbG33HLLlG+66aaUTzvttJTpgMHnkOFmfFa5jkrTbS2lYUwx+IUzjAHRK6dJFZaitIQqJEXVPyMFJJUhQsukaC61cRxflZetsua2tooacT3UBqqszsr3kWOSslW/VXXTeC3vg4p+5l6QJsW9VdHZyn9QaUlVtuVx2YdJF0kj1f3kM8H7RqoX4/AZY9/XXXddykuWLEmZ/rj0++V62E9VT4/3TTlDED7hDGNA+IUzjAHRq5gHfdHi6CU1UMY/Hs30q9xtt91SVpmKSUeiXYXbKKqj/BBVaFGsUxmSFUiBFKUjqvEVNaE2lvtDY67ai0ozy7WROnJ8UjNFXdm3isSO+6WM7VXU9uj16pmgD241bxURTw0kn1UVHc99Ib2N/tV9U/AJZxgDwi+cYQyIXhHfVVgCjYY8vmngZkGF6dOnp6wyGKtQmLieFIj0UlFNUgmlpawSz6hsw32S+KhwDdUe4ytDtsoYrTIVq8zGodVToUlK06xoudrb6n5yHirJEyPLSd24/9QqkgLGZ0lVU7C1rraazxhzTnJ85QPM9nHhOY74NowpAL9whjEgJKVUhtAI82BkM2nPDjvskDINjtQg0Wipon553Mc1SmPFvklHaLTkOJx7FWaiIptVEh/SFJX0R4WwRD/cb9JFJXNeasyqWEWfOSkaOY4Wj84rxlLloflpwfvD/vgc0Elixx13XG3eXA9pJPeBzx7zVdL3komt+FlUpZpXxm6H5xjGFIBfOMMYEJJSKioRdIzHPmlZn8ov1DZRC6TqvIVGinSANIF9kDKRgpJ2MdkMy8tGn7yWVEf5DCotoarSw7nHWPyd8l9U2lCV6GcclAZUaWMr38xRuUq1rvwKVTUerp+fKOyb+xnjs433nvtDbTnDdlhJh88zn0M6adx///2dsUdl+1IaxhSAXzjDGBAyPEeVtA06xL/TCEkND2kCqRupAekbaQ37jLGodSSlpZFTGcfpe8i5kyZUqbkVjVL5DVXRRFKMBx54IOXNN998tb+r+6BCdVQJ5SpUSKU6J7hmZdRWuSirsC1Jr4RBnHvIe8uwLn5exGeO8u+k7+6dd96ZMp00Nttss5T5rNLBg2tTkevj4BPOMAZE54RTwYn8bxInBd9w2rXUBz9tHvwPwiLn/A/CIg5VeVcGDCqbIU9Jrk3lPanG4ZxUoKny0KdSgKcA+4m94wnMPqpacq1pT3+2V577lbJhdH593NO4bzydqnSAfYqQ0H7HZ4jtfM6qU1id2FSCqGeCrl1kZrwvd9xxx2r9MIu4YiaETzjDGBB+4QxjQPTKacKP1fgYJXUhRSSl2HTTTVO+7bbbUia9nDVrVsqkDKQe0b9S5JAmqIBAtldFJlpbRbdow1F5SZRnOGkK6RB/u8suu6QcdIu0jMGYpDrKxsb1qEzJoXxgH7yWFE0pYZTShGvjvYg+FY1U2b1V2kE+h7wvMY7KBq0UbKTRvFfcc5W7p8p/o9ZJ+IQzjAHhF84wBoTMaUJUbkc83lUBD15z1VVXpbxgwYKU582blzIpaGVzokZIFRhRNEWlqatsblyvsg+pVHJKk6lcvmJMlfeDIO1T6yEdpd0y5qXmyn3g2pS2jf2MW7+ywynbo0qHyP2n5jwoIO1q1GLfeOONKTOCZeONN055q622Spn3nHblFStWpBzrpE21Ty4cn3CGMSD8whnGgJCGb+UiFV7V1OrwqJ82bVrK1BrRgHjRRRelvO+++6b8oQ99KGVqPoNKqlwkpB0qN4dy+2E/0U5axnWyXWlDFTUiZaucA1R/7IPjqxRvpJ1cfxjQqYHlnJTxnpo8lY+E86LROO4X58f9plGfzgjsg5prUkCuLe4RNZC89uabb06Z1+yxxx7lmAxG5X6Rose+VM/PY8EnnGEMCL9whjEgOpSyyoHRWtffMY7vyst+FDQgUoOjMuQSPPofffTR1lqXdiiDLOkaqQ77U6WNg/ooD31FaVWJXGVkrozm3BNVY49zIXXkXJQfYNwj/l0VEFHBtX1KMSv/0apvXqvytXAc5inhHkU7n7df/OIXKV999dXlXHk9MzmrYip85uIzR+2J0jr7hDOMAeEXzjAGRK9iHjx6K02MSnvHdh7ZDz30UMo8smmsrHKaqDALQqWVq7JHj7ZXJYf7ZEFWaepUFuiqPhz3jZSGdFFpxNSnQOU/qrJeky73CWhVWtcqMJNtfCbYzjwzpJRVZuzR8WPv2B/T63FtXD8/lTj+ueeemzLpKLWUDz74YGtNOzeoQGSfcIYxIPzCGcaA6FBKao2I++67L+V99tmntdb1k6RxkNSRvpHUaioNYxzTo9cHZeGRTcqpcpCo0rXUTFZFNBRFUhHPpD2MVFchGlx/0B1lPO8TKlMVPmmtu+aYowqPUUVA+hT/UL6sMV9F56kx5WcL6R2ps/ITjblwbD6f9LHk80mZVFeFKvE5j/1UKQUd8W0YUwB+4QxjQMiIb+XDF5pCRi3ffvvt5e9IE+jbxojvLbbYImVSiSoU45FHHsk20hFF71T2XUVxQlZhI6QaijIQlSZt9LfRJylS5bPXmk5cxL5VkY8Ys6KznMfovJW/pUp1SAoY+0iNcpWQivPj71rThUJ4/+OZVFH44TjRWvczZ8aMGSlTQ87y2KoOYnx28BlzyWHDmGLwC2cYA6JDKZWmitTjiiuuaK21duaZZ2bb/PnzU6bmh8c66UMUQmittRtuuCFl0tSKPtHwzaOcIRyqgIfyG+T1QYeUEVhFLqtMxaS6anyOFVAJcJQzAq9ROSLjt+MM46NQ2kiVuIiojO1q3tRKc0xSR5WZO0LGSP9IC+mDyXFIbwmuk/ewKuaifGQVfMIZxoDwC2cYA0L6UvKoZPKeKPW64YYbZtsmm2ySMv3TqFXk9aQDPPpJ76oU16RL9MckNeK8SV+Uz1vlq1j5Oo7OW/mMKnqljNYxR5XYiHtCUJPJ6+m8UPnGkq5yf4g+keDUXCtfzuifnxMqDEgVR1HJl0gNY++4HvpALl26NOX9998/ZT43pJ3cW7ZXmmaV5Mh5KQ1jCsAvnGEMiA6lVHkcSbvCaE3/NGoJSQFITVjSleOQAvH45jXhN6nolaKLhPI9JB2K+VIbpWqCKU2WCmdR2sZoV1VdCFWZR4UQVXksFUVTuSUlNRLauSrpEI3K9DXlZwOhKhZV6c05R7ZRE841MMkVHS34+cP5cj1VrTilxXXJYcOYApAnnDqp4u3nhzA99/nfgb9TnuFMh8ePVbp8xQc6//Pxv4nKB6LWM64Ag3L9Yt8ckzJPaRWwWe0t58pxyAyUsoknrDpto38VCKtOSWWfUy5kVWAs+yYbUi5fBPeTyjk+fwFWN124cGHKzJ681157pcwTkREx119/fcp8tqvCHkrRqOATzjAGhF84wxgQsoKECkKMY5htqtg9FSukRvxYJaUkHWWfcZSTuijbDimAopeqLHLItLeooNOqYH1rXZpSFUEZnUtco3J9KJsU7VCq7C0pW+yhKjih6LdyBeNngSpPHVRbZcZWuXC4No7JZ4h7FGu65pprso1KkyOPPDJlFu1g1Mry5cvLvnmfK7e5PoG4hE84wxgQfuEMY0DIAFSlpYzjltSJNI52C9IB0gRGFNx1110pUyNFyhiUiX2P81AfXQPpi3IjqtqomWLflKmxo61QZUqmW1S0c68YFUGoYh6K/lc2OY5DyqlSAHIcFRWhNLYxL47D/miT4/i8V9xbPhOkevFZQnc/PitKM0mtJikls3Qz3R4R91bZLF0fzjCmAPzCGcaAkAGopEM8nqkRCyjXLmqyVN4RUjYaHA8++OCUg0qomnDUaJLSkN7x6Of1FbgGrl1pHQmlAaWGi9SoKjnMa1VUAjW6KqC2yuOi3I8oK+O4yrbMebGfWKfSQHKubCelY5QJ9433MJwAWMDj0EMPTZl5TKi95OcMn2GuU0WijAs2NaU0jCkAv3CGMSAkpVQG36BAit6sXLky5Z122ill0gfSEWosL7300pSPOuqolGfPnt1aa+3uu+/ONpURWGkDSV05l6oWmjJ8s2/lY8i1KUNoleVXpfFTlFIFfVIjyLnE9eyDNErRJVWrjntBUPNYRV9Q5vzYTgqo7hWjJb7//e+31rqfHHvvvXfKbF+yZEnK1157bXkNNZPj/G5VFIqCTzjDGBB+4QxjQPTypayCFlU6thtvvDHluXPnpkwKQmMmA/9IAX/wgx+kPGfOnNZaN2Rn2bJlKSu/Qmos2TfpCylL0DH+ndpDasaU1pVQxvnKP1EV2dh8881TVg4G3H8196DUii6q1HSE0lKSrpPSxljULiqHAYJ9k6LSsP29730v5cWLF7fWWttuu+2ybaONNkqZFPGCCy5ImZ8/DHdSRW2Us0H1d/XJ4xPOMAaEXzjDGBCSUhJVBmEex6R6pHQsorDlllumrCgG6chPfvKTlN/3vve11lqbOXNmtpFeka6qsrwEqRZpTayTYSCkBkozS3pN2klqpPKuxDWkZSpSXBl+lTa0SuvGazk/7j0dFki5Vfo89kPqHteT/rJvtbcqmn/FihUpX3zxxSmHpnuPPfbINoaGnXfeeSnTuYLPJz9txmkm2a40kzZ8G8YUgF84wxgQklKqEJaQaYSmvxuvveWWW1JmCVhSUGqTmIaMx3okhGESGYawKApAesN5kaaQ7oSstHeUlS8j6aBKxlM5GNABgH2rMsyct1obtW2xFyo1HimlKt1LGq+yU5Myxj0i5efvSOe5BlJnruFnP/tZyuwz6OisWbOyjQbuq666KmVSR+4tHQ+IccZsRR25z4RPOMMYEH7hDGNASF/KceEHPIKp+Qm/x9a6RnDmBtx+++3LdlJKUo+zzjqrtdY1bDIZDAuIUGYoBqPJFaWMNZHSkSKq2nekPcrHkVrFKvMy6RXpCPeZ43N/2Dd/S81n0EfOj/ugkjKp7NncI+UnGmsiLaMhn3NRdPnYY49NOWoTttalwPHMUaN6+eWXp8znilps7pXKOj5OS6l8UF3MwzCmAPzCGcaA6FDKccl12E5aRErFlNHUWDEad968eSlTY8maXqRMkW/wpJNOyraPfexjKdPYTtql/Dd5DalJhKuo8BjuD/vg+tkf5Y033jhlak9jTKUZJHUmZaHvHykYo6WJuG+KRnKuKlKe9JrrYTt/G/dfpXGn1pk4/fTTU/7GN75R/pb3Nvq54447so3PIfeKskrv3ifMprpWJRTqOCD07tkwjLWGXzjDGBAyL+W4Y5VHsKIUvIZG8G222SZlRoVPnz49ZR7DQV8XLVqUbaSozDvIuVADShrHOVLDFzSFdJZUS4XkUHunNJakchW95TzYB2Xl10iDtPJDDPqoUrSrsB2Vq5T7ouh17BdrsvF3RITYtNbaF77whdX6aK27R9RYhzaW/r1MoU8NtdJAqmwHSvMY8iT0szWfcIYxKKRrV58ssgHaiug6w8y2PG1YdIEe3lSg3HvvvSnHaUe7EhUsO+64Y8o8JYlKOdJa96QKW5BSCBGVS9job1UBEY4ZSg4qIVSVUipEuBcM0iQz4DhxUqhgWY5DZRftbTzJ6FrHdu5FjMX1sJALceqpp6ZM+2mfCqhxgtH7n4yGJyP7416MUxKq9nEn4Ch8whnGgPALZxgDQpYcVkUhKjucop/MbEvaw2t23XXXlLfddtuU6eEd9In07owzzkh5xowZZX8KdD+iIiL65/w4byohlH2uqlvWWpe+cPyKxnLvuWa1h6R9qshKKGqU61dVS661Lr1kUKdaM5Uy4WanyglfeOGFKZ988skpq8zHSvF0++23t9a6djjmMeG9UrX31pRSqk8IRwsYxhSAXzjDGBAdSsmjfJyXNMG/kzqRXvCIp+vSbbfdljIz7jIHStjwaE8hBfrc5z5X9ved73xntbm21nVpqjz3SYFIE6j5Io1Ta+Z+qiiC6J8UqUpvN/q7KgBz9Hra04Kacq7UGHJ+1AZyr+jRz/VzTAYjx9p4LbMdf+lLX0qZ9Jf7zLVRA815hRuXSmmoqGOfkssKVU4T0khTSsOYAvALZxgDokMpecQqY3d1lKoMw7yGOVB4ZNNQvttuu6VMY3bknqBGsUrH1lprJ5xwQsrUqn3mM58p51gFdZK6kurRhYuUllowlU14XIlmVWONBmaV64PzVRmZQ95ss83KOfF+cxxlEOc9J9WsyiUzEJnpD0n/eT9JDbnP1GJXrno0fCstqiqn3EfrXkHRT6fJM4wpAL9whjEgOpRSpT6r0Kf8qtLUMD0ZKRipFn0LX/e617XWVuU2aU2XiKVm7pxzzkn5Xe96V8oM6iSCypA6ck8IlYVY0S62c45hzKZmkPvAHCAMtCXtIhVX18R+kUaqrM6kt1wbqaPKAs39uuyyy1pr3cgO1gCkUVtFETCyhP64559/fsqhBSW17qOBVNRxHI1kP5I6ijF9whnGgPALZxgDQmopx+V4GJeZeVRWRzxDMUi7SI1e85rXtNZWUcvWull4VQq6Bx54IOUPfvCDKTP1GkOCKpCWEdQG7rzzzilTe6Y0hgTXXI1JDSi1cNTiksaRapOmhrMB6awy2JPe9TECc5zrrrsu5R/+8Iertakyx1wn/WEPPfTQlBmyxTUHBWeb+jzqE1yqAlPHUc0+VNQnnGEMCL9whjEgNmit5TlIWjFJLgd1ZCuoY5raMRqk58+f31rraqwYzsHIclIm0hf6+FEDSqoZvoWvfvWrx67hiQBpvAqfIqWlETqixZWvparV1gcs43vcccelHJmSlTaSjgw0yH/gAx9ImX6YrPPGT44Iz1FR9eozp4/Gck0ppfKx9AlnGAPCL5xhDAhJKSfqBMcn+xhnPG9NF1So/Anf8573ZBuN19/+9rdTZhgQKRPTprGddCeo1P77759tn/zkJ1Mm7fm/DqakO/roo1Nmgqigr8p/kZ8I7IOfAj/60Y9SJk1cvnx5yvEM8V4qrbBKk6fo4jhfyT6R4h2NaXm1YRjrBH7hDGNAdCilysRbHZt9DIjK35BQyXNITcNv71WvelW27bfffinzyD7zzDNTJu1hGBC1Y0T4ddIIS/rJXJjKH3N9BgthvOUtb0mZ9ddonA+NJDWnO+ywQ8of+chHUma40WmnnZYy7y3rEFYZnvvUZyOUr6+imlX/fcY0pTSMJwh+4QxjQEyslpzE+EetUWdQUVCCqPIRkt7ddNNNKdMfkVTn7LPPTpmhG0p7Gj6ZpLZMtPO2t70tZfpjzpkzJ2VSnSr6eW3AsB2GyqxLfPrTn06ZzgaqaAvvUVBzJoQ64ogjUubnBO8VqRm1kaSmlXZbpXFXWlJl4FaOHONoqlOdG8YUg184wxgQvbSUxLi8lJNGzpJeqio0QR9ITfbcc8+UqYGkMfWwww5LmSEiLGkbfnitrTK4cmym1yaNUbkrGe5D2sl5TUVwfz772c+mvHDhwpRJF3mvVNr3uF+Mtmc0PX0w2d+SJUtS5qcDxyEqbeOk/pAqfEzRyz5hSwFrKQ3jCYJfOMMYEDLiW4UXVBhnHByVVcFBaiaro5zUccGCBSnvvffeKZOmUMP40Y9+NGXSRBpZgz5RG8Y5cd70zSQtZqgQI8Hf+973pvytb32rjYKJlY4//viynWWbOW/m3yRIzSL6nVo/GvIvueSSlHmvqBllAiLSO4bcMFr7oIMOaq11942OCdTo8p6sWLEiZRX9Xj0rqjLOJKnLW9P+llXirEk/oXzCGcaA6ChN+uR+iP8WfVxn+qQQU9fzmvjPyv88/MiOOmStdVOp8b/zAQcckDIVLvxveuKJJ7bWukGPzBhNpRL/8/JEZFlg2n9oK3zooYfaY4HBt7R3sTwzbXx0l6L7E3O6hHKI8yYDYF4Y7i33kPvMUy1yzrTW2uGHH55y2Aovv/zyckyyFO4J2/mc8YTjnlcp6/oo8tTz2efZHlcnkeg812N7NgzjcYNfOMMYEJJSEuNsb+OuHb2+j4d1FdSqlDCkV6R9dLkiHaMygYqNAG1srGfGj3yWt6UXPd2LaLdSEQpBk1S+EioCSOOUuxJpV6UsoIKFf+f8WDSD65k1a1bKzPvCec2ePXu1Po855phsmzZtWsqkkcuWLUuZAaiqQEdF5RS9m9QON8nnUh9FCeETzjAGhF84wxgQHUrZ+UOPY7W6dm20l+PqcqkCIqRuRBTKaK1bFIMZnKlVvOeee1prXUo1c+bMlGmHot2KGYFZ84zaThUVEcGb7JsUmVRPpSZUtkLS0cgvwj1hEO0mm2yS8oEHHliOT+rMfaMmd9999005KOApp5ySbaSIpOhKu0uKTLl6zvrYgPvkLpnErXFS+IQzjAHhF84wBoSklJ2LxpQXXhsDYh+3sKpNaaRo2FVGU2Zh3meffVKOOmvUQNKQTLclFtNgJudbb701ZVIwZgqm0TZct6gZpZsT87IQpKik1OybfQa93G677bJt7ty5KUexj9a6FFEF+pKuVuV/W1ulhWTOE7rEKVo8zpVw9Lfx3CgXLvX8qogCYk1ppEsOG8YUgF84wxgQvQzfa6oR6qMd6nNkV1lu+TtV2ELNhWWOqSkLH0bmRWHA5EYbbZQyKdWVV16ZMrWNHIcletlnBKaSijF79OLFi1MmLWbfpJSkmjQyx9zvu+++bKNRnzjkkEPKPugTGYU6Wmtt6dKlKdMnMzSj9M3kM8Y9VBEk6h5WpaDVtXw+VHbvPrlOiDUNxPYJZxgDwi+cYQwIWcxjUm3OuN/10WT2yc5c9dfHH5O0QvkhBkhpqNF897vfnTKDXllzjYZljh9G9da6eVRCIzhjxoxsY7gNqSP7IzUkjaQmlVQvimLwHu+yyy4pb7rppilfdNFFKUfIUmtdgzw1lqTl1FhW2YmJPsZmFTJW+VWqZ0lprvuE1ijaOW6uRCdY9jF7MAzjcYVfOMMYEJJSjgu/UXRRHdN9NJZ9qGHVxqNcGU0VpRzXN2WGoZBGUcNIA/K8efNSJk1knbn4LfeEfdBQTc3cokWLUp4+fXrKjKimJrHq49JLLy2vJUWlwV5pD4nquVC12ohJ67ZNkgG8T7v6/JikfxfzMIwpBr9whjEgpOF7XYYoyMlMEBXexz+uD30YR0dptKWWjpqnSjPXms7aTAoaNJ40hoZxhs0wWptZqEnjGf5COhiZlUlvaKRnsiCugWEzNLArjRz7j/3v4xup8EQ8h48H1LPsE84wBoRfOMMYEL3Cc/63oo9RvfLJZBs1t9RSMrmOisqm0ZqUkb8NOkgqRupG2kco/1FSPc49fBxVfyrimnRZabH7ZC2usKaR//+b4RPOMAaEXzjDGBATlxyeilgbClL9VvnMkfapwhGEyqNIDWf0M+m8lXFW0eEI7VmbsCZFXSctaDEJ1jd66RPOMAaEXzjDGBDrBaXsQzXWlJqo+nVVxPFjjaMimqto9j5z6aPhq67nGvrMj5gkTMuo4RPOMAbEenHCrU06vuoade0kNqbR6ycJZOyTG6NPSrhxc3o8bGnGZPAJZxgDwi+cYQyI9YJSrk3m53G/m9TGpGjfuDn2Ubao/iaJnJh0fsbjC59whjEg/MIZxoBYLyilwrp0M+ozTh9bVfXbPtl++6R4G2d7XBtb2pqW7p2Ulq9v8AlnGAPCL5xhDIj1mlL2QUWBFC1aU2PzaJ992qu/99EqqjlW2YnXNR4PauhoAcMw1hh+4QxjQKzXOU0MY6rBJ5xhDAi/cIYxIP4fT1Y/pXWasWIAAAAASUVORK5CYII=" id="image63ac87f95e" 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 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 891 46.187294 
L 892.042105 47.232941 
L 893.084211 48.278588 
L 894.126316 49.324235 
L 895.168421 50.369882 
L 896.210526 51.415529 
L 897.252632 52.461176 
L 898.294737 53.506824 
L 899.336842 54.552471 
L 901.421053 54.552471 
L 902.463158 55.598118 
L 903.505263 56.643765 
L 904.547368 57.689412 
L 904.547368 59.780706 
L 905.589474 60.826353 
L 906.631579 61.872 
L 907.673684 62.917647 
L 908.715789 63.963294 
L 909.757895 65.008941 
L 910.8 66.054588 
L 910.8 68.145882 
L 911.842105 69.191529 
L 912.884211 70.237176 
L 913.926316 71.282824 
L 914.968421 72.328471 
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 920.178947 81.739294 
L 921.221053 82.784941 
L 921.221053 84.876235 
L 921.221053 86.967529 
L 922.263158 88.013176 
L 923.305263 89.058824 
L 923.305263 91.150118 
L 923.305263 93.241412 
L 923.305263 95.332706 
L 923.305263 97.424 
L 924.347368 98.469647 
L 925.389474 99.515294 
L 925.389474 101.606588 
L 925.389474 103.697882 
L 925.389474 105.789176 
L 925.389474 107.880471 
L 925.389474 109.971765 
L 926.431579 111.017412 
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 927.473684 147.615059 
L 927.473684 149.706353 
L 927.473684 151.797647 
L 926.431579 152.843294 
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 921.221053 166.436706 
L 921.221053 168.528 
L 921.221053 170.619294 
L 920.178947 171.664941 
L 919.136842 172.710588 
L 919.136842 174.801882 
L 918.094737 175.847529 
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 912.884211 183.167059 
L 911.842105 184.212706 
L 910.8 185.258353 
L 909.757895 186.304 
L 908.715789 187.349647 
L 907.673684 188.395294 
L 906.631579 189.440941 
L 905.589474 190.486588 
L 904.547368 191.532235 
L 903.505263 192.577882 
L 902.463158 193.623529 
L 901.421053 194.669176 
L 899.336842 194.669176 
L 898.294737 195.714824 
L 897.252632 196.760471 
L 895.168421 196.760471 
L 894.126316 197.806118 
L 893.084211 198.851765 
L 891 198.851765 
L 889.957895 199.897412 
L 888.915789 200.943059 
L 886.831579 200.943059 
L 885.789474 201.988706 
L 884.747368 203.034353 
L 882.663158 203.034353 
L 880.578947 203.034353 
L 878.494737 203.034353 
L 876.410526 203.034353 
L 875.368421 201.988706 
L 874.326316 200.943059 
L 873.284211 201.988706 
L 872.242105 203.034353 
L 870.157895 203.034353 
L 869.115789 204.08 
L 868.073684 205.125647 
L 865.989474 205.125647 
L 863.905263 205.125647 
L 862.863158 204.08 
L 861.821053 203.034353 
L 859.736842 203.034353 
L 857.652632 203.034353 
L 855.568421 203.034353 
L 853.484211 203.034353 
L 852.442105 201.988706 
L 851.4 200.943059 
L 849.315789 200.943059 
L 847.231579 200.943059 
L 846.189474 199.897412 
L 845.147368 198.851765 
L 843.063158 198.851765 
L 842.021053 197.806118 
L 840.978947 196.760471 
L 839.936842 195.714824 
L 838.894737 194.669176 
L 837.852632 193.623529 
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 828.473684 184.212706 
L 827.431579 183.167059 
L 826.389474 182.121412 
L 825.347368 181.075765 
L 825.347368 178.984471 
L 824.305263 177.938824 
L 823.263158 176.893176 
L 823.263158 174.801882 
L 822.221053 173.756235 
L 821.178947 172.710588 
L 821.178947 170.619294 
L 820.136842 169.573647 
L 819.094737 168.528 
L 818.052632 167.482353 
L 817.010526 166.436706 
L 817.010526 164.345412 
L 815.968421 163.299765 
L 814.926316 162.254118 
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 811.8 129.839059 
L 812.842105 128.793412 
L 811.8 127.747765 
L 810.757895 126.702118 
L 811.8 125.656471 
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 814.926316 97.424 
L 815.968421 96.378353 
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 817.010526 84.876235 
L 818.052632 83.830588 
L 819.094737 82.784941 
L 819.094737 80.693647 
L 820.136842 79.648 
L 821.178947 78.602353 
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 833.684211 57.689412 
L 834.726316 56.643765 
L 835.768421 55.598118 
L 836.810526 54.552471 
L 837.852632 53.506824 
L 838.894737 52.461176 
L 840.978947 52.461176 
L 842.021053 51.415529 
L 843.063158 50.369882 
L 845.147368 50.369882 
L 846.189474 49.324235 
L 847.231579 48.278588 
L 848.273684 47.232941 
L 849.315789 46.187294 
L 851.4 46.187294 
L 852.442105 45.141647 
L 853.484211 44.096 
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 863.905263 42.004706 
L 865.989474 42.004706 
L 867.031579 43.050353 
L 868.073684 44.096 
L 870.157895 44.096 
L 871.2 43.050353 
L 872.242105 42.004706 
L 873.284211 40.959059 
L 874.326316 39.913412 
z
" clip-path="url(#p7d6e66b482)" 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=-7 -->
    <g style="fill: #ffffff" transform="translate(792 219.360375) 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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p8301c7fa0f)">
    <image xlink:href="data:image/png;base64,
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" id="image5901522304" 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 1032.726316 44.096 
L 1034.810526 44.096 
L 1036.894737 44.096 
L 1037.936842 45.141647 
L 1038.978947 46.187294 
L 1040.021053 47.232941 
L 1041.063158 48.278588 
L 1042.105263 49.324235 
L 1043.147368 50.369882 
L 1045.231579 50.369882 
L 1047.315789 50.369882 
L 1048.357895 51.415529 
L 1049.4 52.461176 
L 1050.442105 53.506824 
L 1051.484211 54.552471 
L 1052.526316 55.598118 
L 1053.568421 56.643765 
L 1054.610526 57.689412 
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 1068.157895 69.191529 
L 1069.2 70.237176 
L 1069.2 72.328471 
L 1070.242105 73.374118 
L 1071.284211 74.419765 
L 1071.284211 76.511059 
L 1072.326316 77.556706 
L 1073.368421 78.602353 
L 1074.410526 79.648 
L 1075.452632 80.693647 
L 1075.452632 82.784941 
L 1076.494737 83.830588 
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 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 1081.705263 105.789176 
L 1082.747368 106.834824 
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 1085.873684 118.336941 
L 1086.915789 119.382588 
L 1087.957895 120.428235 
L 1087.957895 122.519529 
L 1087.957895 124.610824 
L 1086.915789 125.656471 
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 1085.873684 149.706353 
L 1084.831579 150.752 
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 1079.621053 166.436706 
L 1078.578947 167.482353 
L 1077.536842 168.528 
L 1076.494737 169.573647 
L 1075.452632 170.619294 
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 1069.2 183.167059 
L 1068.157895 184.212706 
L 1067.115789 185.258353 
L 1066.073684 186.304 
L 1065.031579 187.349647 
L 1063.989474 188.395294 
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 1056.694737 193.623529 
L 1055.652632 194.669176 
L 1053.568421 194.669176 
L 1052.526316 195.714824 
L 1051.484211 196.760471 
L 1049.4 196.760471 
L 1048.357895 197.806118 
L 1047.315789 198.851765 
L 1045.231579 198.851765 
L 1043.147368 198.851765 
L 1042.105263 199.897412 
L 1041.063158 200.943059 
L 1038.978947 200.943059 
L 1036.894737 200.943059 
L 1035.852632 199.897412 
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 1011.884211 200.943059 
L 1010.842105 199.897412 
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 995.210526 190.486588 
L 994.168421 189.440941 
L 993.126316 188.395294 
L 992.084211 187.349647 
L 991.042105 186.304 
L 990 185.258353 
L 988.957895 184.212706 
L 987.915789 183.167059 
L 986.873684 182.121412 
L 985.831579 181.075765 
L 985.831579 178.984471 
L 984.789474 177.938824 
L 983.747368 176.893176 
L 982.705263 175.847529 
L 981.663158 174.801882 
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 970.2 123.565176 
L 971.242105 122.519529 
L 971.242105 120.428235 
L 970.2 119.382588 
L 969.157895 118.336941 
L 970.2 117.291294 
L 971.242105 116.245647 
L 971.242105 114.154353 
L 971.242105 112.063059 
L 971.242105 109.971765 
L 972.284211 108.926118 
L 973.326316 107.880471 
L 973.326316 105.789176 
L 973.326316 103.697882 
L 973.326316 101.606588 
L 973.326316 99.515294 
L 973.326316 97.424 
L 974.368421 96.378353 
L 975.410526 95.332706 
L 975.410526 93.241412 
L 975.410526 91.150118 
L 975.410526 89.058824 
L 975.410526 86.967529 
L 976.452632 85.921882 
L 977.494737 84.876235 
L 977.494737 82.784941 
L 978.536842 81.739294 
L 979.578947 80.693647 
L 980.621053 79.648 
L 981.663158 78.602353 
L 982.705263 77.556706 
L 983.747368 76.511059 
L 983.747368 74.419765 
L 984.789474 73.374118 
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 991.042105 67.100235 
L 992.084211 66.054588 
L 993.126316 65.008941 
L 994.168421 63.963294 
L 995.210526 62.917647 
L 996.252632 61.872 
L 997.294737 60.826353 
L 998.336842 59.780706 
L 999.378947 58.735059 
L 1000.421053 57.689412 
L 1001.463158 56.643765 
L 1002.505263 55.598118 
L 1003.547368 54.552471 
L 1005.631579 54.552471 
L 1007.715789 54.552471 
L 1009.8 54.552471 
L 1010.842105 53.506824 
L 1011.884211 52.461176 
L 1012.926316 51.415529 
L 1013.968421 50.369882 
L 1016.052632 50.369882 
L 1017.094737 49.324235 
L 1018.136842 48.278588 
L 1019.178947 47.232941 
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 1030.642105 46.187294 
L 1031.684211 45.141647 
L 1032.726316 44.096 
z
" clip-path="url(#p8301c7fa0f)" 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=1 -->
    <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"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#pe6b69cafc6)">
    <image xlink:href="data:image/png;base64,
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" id="imageaa7b906dd7" 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 1191.126316 48.278588 
L 1192.168421 49.324235 
L 1193.210526 50.369882 
L 1195.294737 50.369882 
L 1197.378947 50.369882 
L 1198.421053 51.415529 
L 1199.463158 52.461176 
L 1200.505263 53.506824 
L 1201.547368 54.552471 
L 1202.589474 55.598118 
L 1202.589474 57.689412 
L 1203.631579 58.735059 
L 1204.673684 59.780706 
L 1205.715789 60.826353 
L 1207.8 60.826353 
L 1208.842105 61.872 
L 1209.884211 62.917647 
L 1211.968421 62.917647 
L 1213.010526 63.963294 
L 1214.052632 65.008941 
L 1215.094737 66.054588 
L 1216.136842 67.100235 
L 1217.178947 68.145882 
L 1218.221053 69.191529 
L 1219.263158 70.237176 
L 1220.305263 71.282824 
L 1221.347368 72.328471 
L 1222.389474 73.374118 
L 1223.431579 74.419765 
L 1224.473684 75.465412 
L 1225.515789 76.511059 
L 1226.557895 77.556706 
L 1227.6 78.602353 
L 1228.642105 79.648 
L 1229.684211 80.693647 
L 1230.726316 81.739294 
L 1231.768421 82.784941 
L 1232.810526 83.830588 
L 1233.852632 84.876235 
L 1233.852632 86.967529 
L 1233.852632 89.058824 
L 1234.894737 90.104471 
L 1235.936842 91.150118 
L 1235.936842 93.241412 
L 1235.936842 95.332706 
L 1236.978947 96.378353 
L 1238.021053 97.424 
L 1238.021053 99.515294 
L 1238.021053 101.606588 
L 1238.021053 103.697882 
L 1239.063158 104.743529 
L 1240.105263 105.789176 
L 1240.105263 107.880471 
L 1240.105263 109.971765 
L 1241.147368 111.017412 
L 1242.189474 112.063059 
L 1242.189474 114.154353 
L 1242.189474 116.245647 
L 1242.189474 118.336941 
L 1243.231579 119.382588 
L 1244.273684 120.428235 
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 1244.273684 135.067294 
L 1244.273684 137.158588 
L 1244.273684 139.249882 
L 1244.273684 141.341176 
L 1244.273684 143.432471 
L 1244.273684 145.523765 
L 1244.273684 147.615059 
L 1243.231579 148.660706 
L 1242.189474 149.706353 
L 1242.189474 151.797647 
L 1242.189474 153.888941 
L 1241.147368 154.934588 
L 1240.105263 155.980235 
L 1240.105263 158.071529 
L 1239.063158 159.117176 
L 1238.021053 160.162824 
L 1238.021053 162.254118 
L 1236.978947 163.299765 
L 1235.936842 164.345412 
L 1235.936842 166.436706 
L 1234.894737 167.482353 
L 1233.852632 168.528 
L 1232.810526 169.573647 
L 1231.768421 170.619294 
L 1231.768421 172.710588 
L 1230.726316 173.756235 
L 1229.684211 174.801882 
L 1228.642105 175.847529 
L 1227.6 176.893176 
L 1226.557895 177.938824 
L 1225.515789 178.984471 
L 1224.473684 180.030118 
L 1223.431579 181.075765 
L 1222.389474 182.121412 
L 1221.347368 183.167059 
L 1221.347368 185.258353 
L 1220.305263 186.304 
L 1219.263158 187.349647 
L 1218.221053 188.395294 
L 1217.178947 189.440941 
L 1216.136842 190.486588 
L 1214.052632 190.486588 
L 1213.010526 191.532235 
L 1211.968421 192.577882 
L 1210.926316 193.623529 
L 1209.884211 194.669176 
L 1207.8 194.669176 
L 1206.757895 195.714824 
L 1205.715789 196.760471 
L 1203.631579 196.760471 
L 1201.547368 196.760471 
L 1199.463158 196.760471 
L 1197.378947 196.760471 
L 1195.294737 196.760471 
L 1194.252632 195.714824 
L 1193.210526 194.669176 
L 1191.126316 194.669176 
L 1189.042105 194.669176 
L 1186.957895 194.669176 
L 1184.873684 194.669176 
L 1183.831579 195.714824 
L 1182.789474 196.760471 
L 1180.705263 196.760471 
L 1178.621053 196.760471 
L 1176.536842 196.760471 
L 1174.452632 196.760471 
L 1172.368421 196.760471 
L 1170.284211 196.760471 
L 1168.2 196.760471 
L 1167.157895 195.714824 
L 1166.115789 194.669176 
L 1164.031579 194.669176 
L 1162.989474 193.623529 
L 1161.947368 192.577882 
L 1159.863158 192.577882 
L 1158.821053 191.532235 
L 1157.778947 190.486588 
L 1156.736842 189.440941 
L 1155.694737 188.395294 
L 1153.610526 188.395294 
L 1152.568421 187.349647 
L 1151.526316 186.304 
L 1150.484211 185.258353 
L 1149.442105 184.212706 
L 1148.4 183.167059 
L 1147.357895 182.121412 
L 1146.315789 181.075765 
L 1146.315789 178.984471 
L 1145.273684 177.938824 
L 1144.231579 176.893176 
L 1143.189474 175.847529 
L 1142.147368 174.801882 
L 1142.147368 172.710588 
L 1141.105263 171.664941 
L 1140.063158 170.619294 
L 1139.021053 169.573647 
L 1137.978947 168.528 
L 1137.978947 166.436706 
L 1136.936842 165.391059 
L 1135.894737 164.345412 
L 1135.894737 162.254118 
L 1134.852632 161.208471 
L 1133.810526 160.162824 
L 1133.810526 158.071529 
L 1132.768421 157.025882 
L 1131.726316 155.980235 
L 1131.726316 153.888941 
L 1131.726316 151.797647 
L 1131.726316 149.706353 
L 1130.684211 148.660706 
L 1129.642105 147.615059 
L 1129.642105 145.523765 
L 1129.642105 143.432471 
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 1127.557895 128.793412 
L 1127.557895 126.702118 
L 1127.557895 124.610824 
L 1128.6 123.565176 
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 1129.642105 112.063059 
L 1130.684211 111.017412 
L 1131.726316 109.971765 
L 1131.726316 107.880471 
L 1131.726316 105.789176 
L 1131.726316 103.697882 
L 1132.768421 102.652235 
L 1133.810526 101.606588 
L 1133.810526 99.515294 
L 1133.810526 97.424 
L 1133.810526 95.332706 
L 1134.852632 94.287059 
L 1135.894737 93.241412 
L 1135.894737 91.150118 
L 1135.894737 89.058824 
L 1136.936842 88.013176 
L 1137.978947 86.967529 
L 1137.978947 84.876235 
L 1137.978947 82.784941 
L 1139.021053 81.739294 
L 1140.063158 80.693647 
L 1141.105263 79.648 
L 1142.147368 78.602353 
L 1143.189474 77.556706 
L 1144.231579 76.511059 
L 1145.273684 75.465412 
L 1146.315789 74.419765 
L 1147.357895 73.374118 
L 1149.442105 73.374118 
L 1150.484211 72.328471 
L 1151.526316 71.282824 
L 1152.568421 70.237176 
L 1153.610526 69.191529 
L 1154.652632 68.145882 
L 1154.652632 66.054588 
L 1155.694737 65.008941 
L 1157.778947 65.008941 
L 1159.863158 65.008941 
L 1160.905263 63.963294 
L 1161.947368 62.917647 
L 1162.989474 61.872 
L 1164.031579 60.826353 
L 1166.115789 60.826353 
L 1167.157895 59.780706 
L 1168.2 58.735059 
L 1169.242105 57.689412 
L 1170.284211 56.643765 
L 1171.326316 55.598118 
L 1172.368421 54.552471 
L 1174.452632 54.552471 
L 1175.494737 53.506824 
L 1176.536842 52.461176 
L 1178.621053 52.461176 
L 1180.705263 52.461176 
L 1181.747368 51.415529 
L 1182.789474 50.369882 
L 1184.873684 50.369882 
L 1186.957895 50.369882 
L 1189.042105 50.369882 
L 1190.084211 49.324235 
L 1191.126316 48.278588 
z
" clip-path="url(#pe6b69cafc6)" 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 1132.78875 221.856 
L 1132.78875 210.24225 
L 1108.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=7 -->
    <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-37" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#pec14fa6773)">
    <image xlink:href="data:image/png;base64,
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" id="image2321398f3f" 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 54.552471 
L 1343.273684 54.552471 
L 1345.357895 54.552471 
L 1347.442105 54.552471 
L 1349.526316 54.552471 
L 1351.610526 54.552471 
L 1352.652632 55.598118 
L 1353.694737 56.643765 
L 1354.736842 57.689412 
L 1355.778947 58.735059 
L 1356.821053 59.780706 
L 1357.863158 60.826353 
L 1359.947368 60.826353 
L 1360.989474 61.872 
L 1362.031579 62.917647 
L 1363.073684 63.963294 
L 1364.115789 65.008941 
L 1365.157895 66.054588 
L 1366.2 67.100235 
L 1368.284211 67.100235 
L 1369.326316 68.145882 
L 1370.368421 69.191529 
L 1372.452632 69.191529 
L 1373.494737 70.237176 
L 1374.536842 71.282824 
L 1375.578947 72.328471 
L 1376.621053 73.374118 
L 1377.663158 74.419765 
L 1378.705263 75.465412 
L 1379.747368 76.511059 
L 1380.789474 77.556706 
L 1381.831579 78.602353 
L 1382.873684 79.648 
L 1383.915789 80.693647 
L 1384.957895 81.739294 
L 1386 82.784941 
L 1387.042105 83.830588 
L 1388.084211 84.876235 
L 1388.084211 86.967529 
L 1389.126316 88.013176 
L 1390.168421 89.058824 
L 1390.168421 91.150118 
L 1391.210526 92.195765 
L 1392.252632 93.241412 
L 1392.252632 95.332706 
L 1393.294737 96.378353 
L 1394.336842 97.424 
L 1394.336842 99.515294 
L 1394.336842 101.606588 
L 1394.336842 103.697882 
L 1395.378947 104.743529 
L 1396.421053 105.789176 
L 1396.421053 107.880471 
L 1396.421053 109.971765 
L 1396.421053 112.063059 
L 1397.463158 113.108706 
L 1398.505263 114.154353 
L 1398.505263 116.245647 
L 1399.547368 117.291294 
L 1400.589474 118.336941 
L 1400.589474 120.428235 
L 1400.589474 122.519529 
L 1401.631579 123.565176 
L 1402.673684 124.610824 
L 1402.673684 126.702118 
L 1402.673684 128.793412 
L 1402.673684 130.884706 
L 1402.673684 132.976 
L 1402.673684 135.067294 
L 1402.673684 137.158588 
L 1401.631579 138.204235 
L 1400.589474 139.249882 
L 1400.589474 141.341176 
L 1400.589474 143.432471 
L 1400.589474 145.523765 
L 1400.589474 147.615059 
L 1399.547368 148.660706 
L 1398.505263 149.706353 
L 1398.505263 151.797647 
L 1398.505263 153.888941 
L 1397.463158 154.934588 
L 1396.421053 155.980235 
L 1396.421053 158.071529 
L 1395.378947 159.117176 
L 1394.336842 160.162824 
L 1393.294737 161.208471 
L 1392.252632 162.254118 
L 1392.252632 164.345412 
L 1391.210526 165.391059 
L 1390.168421 166.436706 
L 1390.168421 168.528 
L 1389.126316 169.573647 
L 1388.084211 170.619294 
L 1388.084211 172.710588 
L 1387.042105 173.756235 
L 1386 174.801882 
L 1384.957895 175.847529 
L 1383.915789 176.893176 
L 1382.873684 177.938824 
L 1380.789474 177.938824 
L 1379.747368 178.984471 
L 1378.705263 180.030118 
L 1377.663158 181.075765 
L 1376.621053 182.121412 
L 1375.578947 183.167059 
L 1374.536842 184.212706 
L 1372.452632 184.212706 
L 1371.410526 185.258353 
L 1370.368421 186.304 
L 1369.326316 187.349647 
L 1368.284211 188.395294 
L 1367.242105 189.440941 
L 1366.2 190.486588 
L 1364.115789 190.486588 
L 1362.031579 190.486588 
L 1360.989474 191.532235 
L 1359.947368 192.577882 
L 1357.863158 192.577882 
L 1355.778947 192.577882 
L 1353.694737 192.577882 
L 1351.610526 192.577882 
L 1349.526316 192.577882 
L 1347.442105 192.577882 
L 1345.357895 192.577882 
L 1343.273684 192.577882 
L 1341.189474 192.577882 
L 1339.105263 192.577882 
L 1337.021053 192.577882 
L 1334.936842 192.577882 
L 1332.852632 192.577882 
L 1330.768421 192.577882 
L 1328.684211 192.577882 
L 1326.6 192.577882 
L 1325.557895 191.532235 
L 1324.515789 190.486588 
L 1322.431579 190.486588 
L 1321.389474 189.440941 
L 1320.347368 188.395294 
L 1319.305263 187.349647 
L 1318.263158 186.304 
L 1316.178947 186.304 
L 1315.136842 185.258353 
L 1314.094737 184.212706 
L 1312.010526 184.212706 
L 1310.968421 183.167059 
L 1309.926316 182.121412 
L 1308.884211 181.075765 
L 1307.842105 180.030118 
L 1306.8 178.984471 
L 1306.8 176.893176 
L 1305.757895 175.847529 
L 1304.715789 174.801882 
L 1304.715789 172.710588 
L 1303.673684 171.664941 
L 1302.631579 170.619294 
L 1301.589474 169.573647 
L 1300.547368 168.528 
L 1299.505263 167.482353 
L 1298.463158 166.436706 
L 1298.463158 164.345412 
L 1297.421053 163.299765 
L 1296.378947 162.254118 
L 1295.336842 161.208471 
L 1294.294737 160.162824 
L 1294.294737 158.071529 
L 1294.294737 155.980235 
L 1293.252632 154.934588 
L 1292.210526 153.888941 
L 1292.210526 151.797647 
L 1291.168421 150.752 
L 1290.126316 149.706353 
L 1290.126316 147.615059 
L 1290.126316 145.523765 
L 1290.126316 143.432471 
L 1290.126316 141.341176 
L 1289.084211 140.295529 
L 1288.042105 139.249882 
L 1288.042105 137.158588 
L 1288.042105 135.067294 
L 1288.042105 132.976 
L 1288.042105 130.884706 
L 1288.042105 128.793412 
L 1288.042105 126.702118 
L 1288.042105 124.610824 
L 1288.042105 122.519529 
L 1288.042105 120.428235 
L 1288.042105 118.336941 
L 1289.084211 117.291294 
L 1290.126316 116.245647 
L 1290.126316 114.154353 
L 1290.126316 112.063059 
L 1291.168421 111.017412 
L 1292.210526 109.971765 
L 1292.210526 107.880471 
L 1293.252632 106.834824 
L 1294.294737 105.789176 
L 1294.294737 103.697882 
L 1294.294737 101.606588 
L 1294.294737 99.515294 
L 1294.294737 97.424 
L 1295.336842 96.378353 
L 1296.378947 95.332706 
L 1296.378947 93.241412 
L 1297.421053 92.195765 
L 1298.463158 91.150118 
L 1298.463158 89.058824 
L 1298.463158 86.967529 
L 1299.505263 85.921882 
L 1300.547368 84.876235 
L 1300.547368 82.784941 
L 1301.589474 81.739294 
L 1303.673684 81.739294 
L 1304.715789 80.693647 
L 1305.757895 79.648 
L 1306.8 78.602353 
L 1307.842105 77.556706 
L 1308.884211 76.511059 
L 1309.926316 75.465412 
L 1312.010526 75.465412 
L 1313.052632 74.419765 
L 1314.094737 73.374118 
L 1315.136842 72.328471 
L 1316.178947 71.282824 
L 1317.221053 70.237176 
L 1318.263158 69.191529 
L 1319.305263 68.145882 
L 1320.347368 67.100235 
L 1322.431579 67.100235 
L 1323.473684 66.054588 
L 1324.515789 65.008941 
L 1326.6 65.008941 
L 1327.642105 63.963294 
L 1328.684211 62.917647 
L 1329.726316 61.872 
L 1330.768421 60.826353 
L 1331.810526 59.780706 
L 1332.852632 58.735059 
L 1334.936842 58.735059 
L 1335.978947 57.689412 
L 1337.021053 56.643765 
L 1339.105263 56.643765 
L 1340.147368 55.598118 
L 1341.189474 54.552471 
z
" clip-path="url(#pec14fa6773)" 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=14 -->
    <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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p610ed55ea6)">
    <image xlink:href="data:image/png;base64,
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" id="image453a4f24cb" 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 1499.589474 65.008941 
L 1501.673684 65.008941 
L 1503.757895 65.008941 
L 1505.842105 65.008941 
L 1507.926316 65.008941 
L 1510.010526 65.008941 
L 1511.052632 66.054588 
L 1512.094737 67.100235 
L 1514.178947 67.100235 
L 1515.221053 68.145882 
L 1516.263158 69.191529 
L 1518.347368 69.191529 
L 1519.389474 70.237176 
L 1520.431579 71.282824 
L 1522.515789 71.282824 
L 1523.557895 72.328471 
L 1524.6 73.374118 
L 1525.642105 74.419765 
L 1526.684211 75.465412 
L 1527.726316 76.511059 
L 1528.768421 77.556706 
L 1529.810526 78.602353 
L 1530.852632 79.648 
L 1531.894737 80.693647 
L 1532.936842 81.739294 
L 1533.978947 82.784941 
L 1533.978947 84.876235 
L 1535.021053 85.921882 
L 1536.063158 86.967529 
L 1537.105263 88.013176 
L 1538.147368 89.058824 
L 1539.189474 90.104471 
L 1540.231579 91.150118 
L 1540.231579 93.241412 
L 1541.273684 94.287059 
L 1542.315789 95.332706 
L 1542.315789 97.424 
L 1542.315789 99.515294 
L 1543.357895 100.560941 
L 1544.4 101.606588 
L 1544.4 103.697882 
L 1544.4 105.789176 
L 1545.442105 106.834824 
L 1546.484211 107.880471 
L 1547.526316 108.926118 
L 1548.568421 109.971765 
L 1548.568421 112.063059 
L 1548.568421 114.154353 
L 1548.568421 116.245647 
L 1548.568421 118.336941 
L 1548.568421 120.428235 
L 1549.610526 121.473882 
L 1550.652632 122.519529 
L 1550.652632 124.610824 
L 1551.694737 125.656471 
L 1552.736842 126.702118 
L 1552.736842 128.793412 
L 1552.736842 130.884706 
L 1552.736842 132.976 
L 1552.736842 135.067294 
L 1552.736842 137.158588 
L 1552.736842 139.249882 
L 1552.736842 141.341176 
L 1552.736842 143.432471 
L 1552.736842 145.523765 
L 1551.694737 146.569412 
L 1550.652632 147.615059 
L 1550.652632 149.706353 
L 1549.610526 150.752 
L 1548.568421 151.797647 
L 1548.568421 153.888941 
L 1547.526316 154.934588 
L 1546.484211 155.980235 
L 1545.442105 157.025882 
L 1544.4 158.071529 
L 1544.4 160.162824 
L 1543.357895 161.208471 
L 1542.315789 162.254118 
L 1542.315789 164.345412 
L 1541.273684 165.391059 
L 1540.231579 166.436706 
L 1539.189474 167.482353 
L 1538.147368 168.528 
L 1537.105263 169.573647 
L 1536.063158 170.619294 
L 1535.021053 171.664941 
L 1532.936842 171.664941 
L 1531.894737 172.710588 
L 1530.852632 173.756235 
L 1528.768421 173.756235 
L 1527.726316 174.801882 
L 1526.684211 175.847529 
L 1525.642105 176.893176 
L 1524.6 177.938824 
L 1523.557895 178.984471 
L 1522.515789 180.030118 
L 1521.473684 181.075765 
L 1520.431579 182.121412 
L 1519.389474 183.167059 
L 1518.347368 184.212706 
L 1516.263158 184.212706 
L 1514.178947 184.212706 
L 1512.094737 184.212706 
L 1510.010526 184.212706 
L 1507.926316 184.212706 
L 1505.842105 184.212706 
L 1504.8 185.258353 
L 1503.757895 186.304 
L 1501.673684 186.304 
L 1500.631579 185.258353 
L 1499.589474 184.212706 
L 1497.505263 184.212706 
L 1495.421053 184.212706 
L 1493.336842 184.212706 
L 1491.252632 184.212706 
L 1489.168421 184.212706 
L 1488.126316 183.167059 
L 1487.084211 182.121412 
L 1485 182.121412 
L 1482.915789 182.121412 
L 1481.873684 181.075765 
L 1480.831579 180.030118 
L 1479.789474 178.984471 
L 1478.747368 177.938824 
L 1477.705263 176.893176 
L 1476.663158 175.847529 
L 1475.621053 174.801882 
L 1474.578947 173.756235 
L 1473.536842 172.710588 
L 1472.494737 171.664941 
L 1471.452632 170.619294 
L 1470.410526 169.573647 
L 1469.368421 168.528 
L 1468.326316 167.482353 
L 1467.284211 166.436706 
L 1466.242105 165.391059 
L 1465.2 164.345412 
L 1464.157895 163.299765 
L 1463.115789 162.254118 
L 1462.073684 161.208471 
L 1461.031579 160.162824 
L 1461.031579 158.071529 
L 1459.989474 157.025882 
L 1458.947368 155.980235 
L 1457.905263 154.934588 
L 1456.863158 153.888941 
L 1456.863158 151.797647 
L 1456.863158 149.706353 
L 1455.821053 148.660706 
L 1454.778947 147.615059 
L 1454.778947 145.523765 
L 1454.778947 143.432471 
L 1454.778947 141.341176 
L 1453.736842 140.295529 
L 1452.694737 139.249882 
L 1452.694737 137.158588 
L 1452.694737 135.067294 
L 1452.694737 132.976 
L 1452.694737 130.884706 
L 1452.694737 128.793412 
L 1452.694737 126.702118 
L 1452.694737 124.610824 
L 1452.694737 122.519529 
L 1452.694737 120.428235 
L 1452.694737 118.336941 
L 1453.736842 117.291294 
L 1454.778947 116.245647 
L 1454.778947 114.154353 
L 1455.821053 113.108706 
L 1456.863158 112.063059 
L 1456.863158 109.971765 
L 1457.905263 108.926118 
L 1458.947368 107.880471 
L 1458.947368 105.789176 
L 1458.947368 103.697882 
L 1459.989474 102.652235 
L 1461.031579 101.606588 
L 1461.031579 99.515294 
L 1462.073684 98.469647 
L 1463.115789 97.424 
L 1464.157895 96.378353 
L 1465.2 95.332706 
L 1465.2 93.241412 
L 1465.2 91.150118 
L 1465.2 89.058824 
L 1466.242105 88.013176 
L 1467.284211 86.967529 
L 1468.326316 85.921882 
L 1469.368421 84.876235 
L 1470.410526 83.830588 
L 1471.452632 82.784941 
L 1472.494737 81.739294 
L 1474.578947 81.739294 
L 1475.621053 80.693647 
L 1476.663158 79.648 
L 1477.705263 78.602353 
L 1478.747368 77.556706 
L 1480.831579 77.556706 
L 1481.873684 76.511059 
L 1482.915789 75.465412 
L 1483.957895 74.419765 
L 1485 73.374118 
L 1487.084211 73.374118 
L 1488.126316 72.328471 
L 1489.168421 71.282824 
L 1491.252632 71.282824 
L 1492.294737 70.237176 
L 1493.336842 69.191529 
L 1494.378947 68.145882 
L 1495.421053 67.100235 
L 1497.505263 67.100235 
L 1498.547368 66.054588 
L 1499.589474 65.008941 
z
" clip-path="url(#p610ed55ea6)" 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=25 -->
    <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-32" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="pc82e684f4d">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pe32b15e6f4">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p9c14ab7af0">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p3dfbfda5a0">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p55e52dd049">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p223731219e">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p7d6e66b482">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p8301c7fa0f">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pe6b69cafc6">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pec14fa6773">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p610ed55ea6">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>