hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-028_task-bht_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>2024-04-22T08:26:24.849290</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(#pf74a4e78e7)">
    <image xlink:href="data:image/png;base64,
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" id="image813cf0a92e" 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(#pe67572b986)">
    <image xlink:href="data:image/png;base64,
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" id="image77f59090fa" transform="scale(1 -1) translate(0 -213.84)" x="0" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 48.978947 85.921882 
L 51.063158 85.921882 
L 53.147368 85.921882 
L 55.231579 85.921882 
L 57.315789 85.921882 
L 58.357895 86.967529 
L 59.4 88.013176 
L 60.442105 89.058824 
L 61.484211 90.104471 
L 62.526316 91.150118 
L 63.568421 92.195765 
L 64.610526 93.241412 
L 64.610526 95.332706 
L 65.652632 96.378353 
L 66.694737 97.424 
L 66.694737 99.515294 
L 66.694737 101.606588 
L 66.694737 103.697882 
L 66.694737 105.789176 
L 66.694737 107.880471 
L 66.694737 109.971765 
L 66.694737 112.063059 
L 65.652632 113.108706 
L 64.610526 114.154353 
L 64.610526 116.245647 
L 63.568421 117.291294 
L 61.484211 117.291294 
L 60.442105 118.336941 
L 59.4 119.382588 
L 57.315789 119.382588 
L 56.273684 120.428235 
L 55.231579 121.473882 
L 53.147368 121.473882 
L 51.063158 121.473882 
L 48.978947 121.473882 
L 46.894737 121.473882 
L 44.810526 121.473882 
L 42.726316 121.473882 
L 40.642105 121.473882 
L 39.6 120.428235 
L 38.557895 119.382588 
L 36.473684 119.382588 
L 35.431579 118.336941 
L 34.389474 117.291294 
L 33.347368 116.245647 
L 32.305263 115.2 
L 31.263158 114.154353 
L 31.263158 112.063059 
L 31.263158 109.971765 
L 32.305263 108.926118 
L 33.347368 107.880471 
L 32.305263 106.834824 
L 31.263158 105.789176 
L 32.305263 104.743529 
L 33.347368 103.697882 
L 33.347368 101.606588 
L 33.347368 99.515294 
L 33.347368 97.424 
L 34.389474 96.378353 
L 35.431579 95.332706 
L 36.473684 94.287059 
L 37.515789 93.241412 
L 38.557895 92.195765 
L 40.642105 92.195765 
L 41.684211 91.150118 
L 42.726316 90.104471 
L 43.768421 89.058824 
L 44.810526 88.013176 
L 46.894737 88.013176 
L 47.936842 86.967529 
L 48.978947 85.921882 
z
M 107.336842 85.921882 
L 109.421053 85.921882 
L 110.463158 86.967529 
L 111.505263 88.013176 
L 113.589474 88.013176 
L 115.673684 88.013176 
L 116.715789 89.058824 
L 117.757895 90.104471 
L 118.8 91.150118 
L 119.842105 92.195765 
L 120.884211 93.241412 
L 121.926316 94.287059 
L 122.968421 95.332706 
L 122.968421 97.424 
L 124.010526 98.469647 
L 125.052632 99.515294 
L 125.052632 101.606588 
L 124.010526 102.652235 
L 122.968421 103.697882 
L 122.968421 105.789176 
L 124.010526 106.834824 
L 125.052632 107.880471 
L 125.052632 109.971765 
L 125.052632 112.063059 
L 125.052632 114.154353 
L 125.052632 116.245647 
L 124.010526 117.291294 
L 122.968421 118.336941 
L 121.926316 119.382588 
L 119.842105 119.382588 
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 106.294737 120.428235 
L 105.252632 121.473882 
L 103.168421 121.473882 
L 101.084211 121.473882 
L 99 121.473882 
L 96.915789 121.473882 
L 95.873684 120.428235 
L 95.873684 118.336941 
L 95.873684 116.245647 
L 95.873684 114.154353 
L 95.873684 112.063059 
L 95.873684 109.971765 
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 97.957895 95.332706 
L 99 94.287059 
L 100.042105 93.241412 
L 101.084211 92.195765 
L 103.168421 92.195765 
L 104.210526 91.150118 
L 104.210526 89.058824 
L 105.252632 88.013176 
L 106.294737 86.967529 
L 107.336842 85.921882 
z
M 99 117.291294 
L 97.957895 118.336941 
L 99 119.382588 
L 100.042105 118.336941 
L 99 117.291294 
z
M 80.242105 119.382588 
L 82.326316 119.382588 
L 84.410526 119.382588 
L 86.494737 119.382588 
L 87.536842 120.428235 
L 88.578947 121.473882 
L 90.663158 121.473882 
L 91.705263 122.519529 
L 91.705263 124.610824 
L 92.747368 125.656471 
L 93.789474 126.702118 
L 93.789474 128.793412 
L 93.789474 130.884706 
L 93.789474 132.976 
L 93.789474 135.067294 
L 93.789474 137.158588 
L 94.831579 138.204235 
L 96.915789 138.204235 
L 97.957895 139.249882 
L 99 140.295529 
L 100.042105 141.341176 
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 111.505263 144.478118 
L 112.547368 145.523765 
L 113.589474 146.569412 
L 115.673684 146.569412 
L 116.715789 147.615059 
L 117.757895 148.660706 
L 119.842105 148.660706 
L 120.884211 149.706353 
L 121.926316 150.752 
L 122.968421 151.797647 
L 124.010526 152.843294 
L 125.052632 153.888941 
L 125.052632 155.980235 
L 125.052632 158.071529 
L 124.010526 159.117176 
L 122.968421 160.162824 
L 122.968421 162.254118 
L 121.926316 163.299765 
L 120.884211 164.345412 
L 120.884211 166.436706 
L 120.884211 168.528 
L 119.842105 169.573647 
L 118.8 170.619294 
L 118.8 172.710588 
L 118.8 174.801882 
L 117.757895 175.847529 
L 116.715789 176.893176 
L 115.673684 177.938824 
L 114.631579 178.984471 
L 113.589474 180.030118 
L 112.547368 181.075765 
L 111.505263 182.121412 
L 109.421053 182.121412 
L 108.378947 183.167059 
L 107.336842 184.212706 
L 105.252632 184.212706 
L 103.168421 184.212706 
L 102.126316 185.258353 
L 101.084211 186.304 
L 99 186.304 
L 96.915789 186.304 
L 94.831579 186.304 
L 93.789474 185.258353 
L 92.747368 184.212706 
L 90.663158 184.212706 
L 88.578947 184.212706 
L 86.494737 184.212706 
L 85.452632 183.167059 
L 84.410526 182.121412 
L 83.368421 181.075765 
L 82.326316 180.030118 
L 80.242105 180.030118 
L 78.157895 180.030118 
L 76.073684 180.030118 
L 75.031579 181.075765 
L 73.989474 182.121412 
L 71.905263 182.121412 
L 70.863158 183.167059 
L 69.821053 184.212706 
L 67.736842 184.212706 
L 66.694737 185.258353 
L 65.652632 186.304 
L 63.568421 186.304 
L 61.484211 186.304 
L 59.4 186.304 
L 57.315789 186.304 
L 55.231579 186.304 
L 54.189474 185.258353 
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 38.557895 173.756235 
L 37.515789 172.710588 
L 37.515789 170.619294 
L 37.515789 168.528 
L 37.515789 166.436706 
L 37.515789 164.345412 
L 36.473684 163.299765 
L 35.431579 162.254118 
L 35.431579 160.162824 
L 34.389474 159.117176 
L 33.347368 158.071529 
L 33.347368 155.980235 
L 33.347368 153.888941 
L 34.389474 152.843294 
L 35.431579 151.797647 
L 36.473684 150.752 
L 37.515789 149.706353 
L 38.557895 148.660706 
L 39.6 147.615059 
L 40.642105 146.569412 
L 42.726316 146.569412 
L 44.810526 146.569412 
L 45.852632 145.523765 
L 46.894737 144.478118 
L 48.978947 144.478118 
L 50.021053 143.432471 
L 51.063158 142.386824 
L 52.105263 141.341176 
L 53.147368 140.295529 
L 54.189474 139.249882 
L 55.231579 138.204235 
L 56.273684 137.158588 
L 57.315789 136.112941 
L 59.4 136.112941 
L 61.484211 136.112941 
L 62.526316 135.067294 
L 63.568421 134.021647 
L 65.652632 134.021647 
L 66.694737 132.976 
L 66.694737 130.884706 
L 67.736842 129.839059 
L 68.778947 128.793412 
L 68.778947 126.702118 
L 68.778947 124.610824 
L 69.821053 123.565176 
L 71.905263 123.565176 
L 72.947368 122.519529 
L 73.989474 121.473882 
L 76.073684 121.473882 
L 78.157895 121.473882 
L 79.2 120.428235 
L 80.242105 119.382588 
z
" clip-path="url(#pe67572b986)" 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=-68 -->
    <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-38" d="M 2034 2216 
Q 1584 2216 1326 1975 
Q 1069 1734 1069 1313 
Q 1069 891 1326 650 
Q 1584 409 2034 409 
Q 2484 409 2743 651 
Q 3003 894 3003 1313 
Q 3003 1734 2745 1975 
Q 2488 2216 2034 2216 
z
M 1403 2484 
Q 997 2584 770 2862 
Q 544 3141 544 3541 
Q 544 4100 942 4425 
Q 1341 4750 2034 4750 
Q 2731 4750 3128 4425 
Q 3525 4100 3525 3541 
Q 3525 3141 3298 2862 
Q 3072 2584 2669 2484 
Q 3125 2378 3379 2068 
Q 3634 1759 3634 1313 
Q 3634 634 3220 271 
Q 2806 -91 2034 -91 
Q 1263 -91 848 271 
Q 434 634 434 1313 
Q 434 1759 690 2068 
Q 947 2378 1403 2484 
z
M 1172 3481 
Q 1172 3119 1398 2916 
Q 1625 2713 2034 2713 
Q 2441 2713 2670 2916 
Q 2900 3119 2900 3481 
Q 2900 3844 2670 4047 
Q 2441 4250 2034 4250 
Q 1625 4250 1398 4047 
Q 1172 3844 1172 3481 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p72e9cbb45a)">
    <image xlink:href="data:image/png;base64,
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" id="image1149c1b6b3" 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 224.052632 39.913412 
L 226.136842 39.913412 
L 228.221053 39.913412 
L 230.305263 39.913412 
L 231.347368 40.959059 
L 232.389474 42.004706 
L 234.473684 42.004706 
L 236.557895 42.004706 
L 237.6 40.959059 
L 238.642105 39.913412 
L 239.684211 40.959059 
L 240.726316 42.004706 
L 242.810526 42.004706 
L 244.894737 42.004706 
L 246.978947 42.004706 
L 248.021053 43.050353 
L 249.063158 44.096 
L 251.147368 44.096 
L 253.231579 44.096 
L 255.315789 44.096 
L 257.4 44.096 
L 259.484211 44.096 
L 260.526316 45.141647 
L 261.568421 46.187294 
L 263.652632 46.187294 
L 264.694737 47.232941 
L 265.736842 48.278588 
L 266.778947 49.324235 
L 267.821053 50.369882 
L 269.905263 50.369882 
L 271.989474 50.369882 
L 273.031579 51.415529 
L 273.031579 53.506824 
L 274.073684 54.552471 
L 276.157895 54.552471 
L 277.2 55.598118 
L 278.242105 56.643765 
L 279.284211 57.689412 
L 279.284211 59.780706 
L 280.326316 60.826353 
L 281.368421 61.872 
L 281.368421 63.963294 
L 282.410526 65.008941 
L 283.452632 66.054588 
L 283.452632 68.145882 
L 284.494737 69.191529 
L 285.536842 70.237176 
L 286.578947 71.282824 
L 287.621053 72.328471 
L 287.621053 74.419765 
L 287.621053 76.511059 
L 286.578947 77.556706 
L 285.536842 78.602353 
L 285.536842 80.693647 
L 284.494737 81.739294 
L 283.452632 82.784941 
L 283.452632 84.876235 
L 283.452632 86.967529 
L 284.494737 88.013176 
L 285.536842 89.058824 
L 286.578947 90.104471 
L 287.621053 91.150118 
L 288.663158 92.195765 
L 289.705263 93.241412 
L 289.705263 95.332706 
L 289.705263 97.424 
L 289.705263 99.515294 
L 290.747368 100.560941 
L 291.789474 101.606588 
L 291.789474 103.697882 
L 292.831579 104.743529 
L 293.873684 105.789176 
L 293.873684 107.880471 
L 293.873684 109.971765 
L 294.915789 111.017412 
L 295.957895 112.063059 
L 295.957895 114.154353 
L 295.957895 116.245647 
L 297 117.291294 
L 298.042105 118.336941 
L 298.042105 120.428235 
L 298.042105 122.519529 
L 298.042105 124.610824 
L 298.042105 126.702118 
L 298.042105 128.793412 
L 297 129.839059 
L 295.957895 130.884706 
L 295.957895 132.976 
L 295.957895 135.067294 
L 295.957895 137.158588 
L 294.915789 138.204235 
L 293.873684 139.249882 
L 292.831579 140.295529 
L 290.747368 140.295529 
L 289.705263 141.341176 
L 288.663158 142.386824 
L 287.621053 143.432471 
L 286.578947 144.478118 
L 285.536842 145.523765 
L 285.536842 147.615059 
L 285.536842 149.706353 
L 285.536842 151.797647 
L 286.578947 152.843294 
L 287.621053 153.888941 
L 287.621053 155.980235 
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 282.410526 173.756235 
L 281.368421 174.801882 
L 281.368421 176.893176 
L 281.368421 178.984471 
L 280.326316 180.030118 
L 279.284211 181.075765 
L 279.284211 183.167059 
L 278.242105 184.212706 
L 277.2 185.258353 
L 276.157895 186.304 
L 274.073684 186.304 
L 273.031579 187.349647 
L 271.989474 188.395294 
L 269.905263 188.395294 
L 268.863158 189.440941 
L 267.821053 190.486588 
L 265.736842 190.486588 
L 263.652632 190.486588 
L 262.610526 191.532235 
L 261.568421 192.577882 
L 259.484211 192.577882 
L 257.4 192.577882 
L 255.315789 192.577882 
L 254.273684 193.623529 
L 253.231579 194.669176 
L 251.147368 194.669176 
L 249.063158 194.669176 
L 246.978947 194.669176 
L 245.936842 193.623529 
L 244.894737 192.577882 
L 242.810526 192.577882 
L 240.726316 192.577882 
L 238.642105 192.577882 
L 236.557895 192.577882 
L 235.515789 193.623529 
L 234.473684 194.669176 
L 232.389474 194.669176 
L 231.347368 195.714824 
L 230.305263 196.760471 
L 228.221053 196.760471 
L 226.136842 196.760471 
L 224.052632 196.760471 
L 221.968421 196.760471 
L 219.884211 196.760471 
L 217.8 196.760471 
L 216.757895 195.714824 
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 204.252632 189.440941 
L 203.210526 188.395294 
L 202.168421 187.349647 
L 201.126316 186.304 
L 199.042105 186.304 
L 198 185.258353 
L 196.957895 184.212706 
L 195.915789 183.167059 
L 194.873684 182.121412 
L 193.831579 181.075765 
L 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 184.452632 167.482353 
L 183.410526 166.436706 
L 183.410526 164.345412 
L 182.368421 163.299765 
L 181.326316 162.254118 
L 181.326316 160.162824 
L 181.326316 158.071529 
L 182.368421 157.025882 
L 183.410526 155.980235 
L 183.410526 153.888941 
L 183.410526 151.797647 
L 184.452632 150.752 
L 185.494737 149.706353 
L 186.536842 148.660706 
L 187.578947 147.615059 
L 186.536842 146.569412 
L 185.494737 145.523765 
L 184.452632 144.478118 
L 182.368421 144.478118 
L 181.326316 143.432471 
L 180.284211 142.386824 
L 179.242105 141.341176 
L 178.2 140.295529 
L 177.157895 139.249882 
L 177.157895 137.158588 
L 177.157895 135.067294 
L 176.115789 134.021647 
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 176.115789 123.565176 
L 177.157895 122.519529 
L 177.157895 120.428235 
L 177.157895 118.336941 
L 178.2 117.291294 
L 179.242105 116.245647 
L 179.242105 114.154353 
L 179.242105 112.063059 
L 179.242105 109.971765 
L 180.284211 108.926118 
L 181.326316 107.880471 
L 181.326316 105.789176 
L 182.368421 104.743529 
L 183.410526 103.697882 
L 183.410526 101.606588 
L 184.452632 100.560941 
L 185.494737 99.515294 
L 186.536842 98.469647 
L 187.578947 97.424 
L 187.578947 95.332706 
L 188.621053 94.287059 
L 189.663158 93.241412 
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 194.873684 69.191529 
L 195.915789 68.145882 
L 195.915789 66.054588 
L 195.915789 63.963294 
L 195.915789 61.872 
L 196.957895 60.826353 
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 202.168421 51.415529 
L 203.210526 50.369882 
L 205.294737 50.369882 
L 206.336842 49.324235 
L 207.378947 48.278588 
L 209.463158 48.278588 
L 211.547368 48.278588 
L 213.631579 48.278588 
L 214.673684 47.232941 
L 215.715789 46.187294 
L 217.8 46.187294 
L 218.842105 45.141647 
L 218.842105 43.050353 
L 219.884211 42.004706 
L 221.968421 42.004706 
L 223.010526 40.959059 
L 224.052632 39.913412 
z
" clip-path="url(#p72e9cbb45a)" 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=-46 -->
    <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)"/>
     </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-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pf2a9c18b03)">
    <image xlink:href="data:image/png;base64,
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" id="image528336b224" 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 401.210526 35.730824 
L 402.252632 36.776471 
L 403.294737 37.822118 
L 405.378947 37.822118 
L 407.463158 37.822118 
L 408.505263 38.867765 
L 409.547368 39.913412 
L 411.631579 39.913412 
L 413.715789 39.913412 
L 414.757895 40.959059 
L 415.8 42.004706 
L 417.884211 42.004706 
L 418.926316 43.050353 
L 419.968421 44.096 
L 422.052632 44.096 
L 424.136842 44.096 
L 426.221053 44.096 
L 427.263158 45.141647 
L 428.305263 46.187294 
L 429.347368 47.232941 
L 430.389474 48.278588 
L 431.431579 49.324235 
L 432.473684 50.369882 
L 433.515789 51.415529 
L 434.557895 52.461176 
L 435.6 53.506824 
L 436.642105 54.552471 
L 437.684211 55.598118 
L 437.684211 57.689412 
L 437.684211 59.780706 
L 438.726316 60.826353 
L 439.768421 61.872 
L 439.768421 63.963294 
L 440.810526 65.008941 
L 441.852632 66.054588 
L 441.852632 68.145882 
L 442.894737 69.191529 
L 443.936842 70.237176 
L 443.936842 72.328471 
L 444.978947 73.374118 
L 446.021053 74.419765 
L 446.021053 76.511059 
L 446.021053 78.602353 
L 446.021053 80.693647 
L 444.978947 81.739294 
L 443.936842 82.784941 
L 443.936842 84.876235 
L 443.936842 86.967529 
L 443.936842 89.058824 
L 444.978947 90.104471 
L 446.021053 91.150118 
L 446.021053 93.241412 
L 447.063158 94.287059 
L 448.105263 95.332706 
L 448.105263 97.424 
L 448.105263 99.515294 
L 449.147368 100.560941 
L 450.189474 101.606588 
L 450.189474 103.697882 
L 451.231579 104.743529 
L 452.273684 105.789176 
L 452.273684 107.880471 
L 453.315789 108.926118 
L 454.357895 109.971765 
L 454.357895 112.063059 
L 454.357895 114.154353 
L 454.357895 116.245647 
L 454.357895 118.336941 
L 455.4 119.382588 
L 456.442105 120.428235 
L 456.442105 122.519529 
L 456.442105 124.610824 
L 456.442105 126.702118 
L 456.442105 128.793412 
L 456.442105 130.884706 
L 456.442105 132.976 
L 456.442105 135.067294 
L 456.442105 137.158588 
L 456.442105 139.249882 
L 456.442105 141.341176 
L 456.442105 143.432471 
L 456.442105 145.523765 
L 456.442105 147.615059 
L 455.4 148.660706 
L 454.357895 149.706353 
L 454.357895 151.797647 
L 454.357895 153.888941 
L 453.315789 154.934588 
L 452.273684 155.980235 
L 451.231579 157.025882 
L 450.189474 158.071529 
L 450.189474 160.162824 
L 449.147368 161.208471 
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 442.894737 173.756235 
L 441.852632 174.801882 
L 440.810526 175.847529 
L 439.768421 176.893176 
L 439.768421 178.984471 
L 438.726316 180.030118 
L 437.684211 181.075765 
L 436.642105 182.121412 
L 435.6 183.167059 
L 435.6 185.258353 
L 434.557895 186.304 
L 433.515789 187.349647 
L 432.473684 188.395294 
L 430.389474 188.395294 
L 429.347368 189.440941 
L 428.305263 190.486588 
L 427.263158 191.532235 
L 426.221053 192.577882 
L 424.136842 192.577882 
L 423.094737 193.623529 
L 422.052632 194.669176 
L 419.968421 194.669176 
L 417.884211 194.669176 
L 416.842105 195.714824 
L 415.8 196.760471 
L 413.715789 196.760471 
L 411.631579 196.760471 
L 410.589474 197.806118 
L 409.547368 198.851765 
L 407.463158 198.851765 
L 405.378947 198.851765 
L 404.336842 199.897412 
L 403.294737 200.943059 
L 401.210526 200.943059 
L 399.126316 200.943059 
L 397.042105 200.943059 
L 394.957895 200.943059 
L 392.873684 200.943059 
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 380.368421 200.943059 
L 378.284211 200.943059 
L 376.2 200.943059 
L 375.157895 199.897412 
L 374.115789 198.851765 
L 373.073684 197.806118 
L 372.031579 196.760471 
L 369.947368 196.760471 
L 367.863158 196.760471 
L 366.821053 195.714824 
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 345.978947 170.619294 
L 344.936842 169.573647 
L 343.894737 168.528 
L 342.852632 167.482353 
L 341.810526 166.436706 
L 341.810526 164.345412 
L 340.768421 163.299765 
L 339.726316 162.254118 
L 339.726316 160.162824 
L 339.726316 158.071529 
L 338.684211 157.025882 
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 334.515789 142.386824 
L 333.473684 141.341176 
L 333.473684 139.249882 
L 334.515789 138.204235 
L 335.557895 137.158588 
L 335.557895 135.067294 
L 335.557895 132.976 
L 335.557895 130.884706 
L 335.557895 128.793412 
L 335.557895 126.702118 
L 335.557895 124.610824 
L 335.557895 122.519529 
L 335.557895 120.428235 
L 335.557895 118.336941 
L 335.557895 116.245647 
L 335.557895 114.154353 
L 336.6 113.108706 
L 337.642105 112.063059 
L 338.684211 111.017412 
L 339.726316 109.971765 
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 345.978947 93.241412 
L 347.021053 92.195765 
L 348.063158 91.150118 
L 348.063158 89.058824 
L 348.063158 86.967529 
L 349.105263 85.921882 
L 350.147368 84.876235 
L 350.147368 82.784941 
L 350.147368 80.693647 
L 350.147368 78.602353 
L 350.147368 76.511059 
L 350.147368 74.419765 
L 350.147368 72.328471 
L 350.147368 70.237176 
L 350.147368 68.145882 
L 350.147368 66.054588 
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 355.357895 58.735059 
L 356.4 57.689412 
L 356.4 55.598118 
L 357.442105 54.552471 
L 358.484211 53.506824 
L 358.484211 51.415529 
L 359.526316 50.369882 
L 360.568421 49.324235 
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 377.242105 38.867765 
L 378.284211 37.822118 
L 380.368421 37.822118 
L 382.452632 37.822118 
L 384.536842 37.822118 
L 385.578947 38.867765 
L 386.621053 39.913412 
L 388.705263 39.913412 
L 390.789474 39.913412 
L 392.873684 39.913412 
L 393.915789 38.867765 
L 394.957895 37.822118 
L 397.042105 37.822118 
L 399.126316 37.822118 
L 400.168421 36.776471 
L 401.210526 35.730824 
z
M 390.789474 196.760471 
L 389.747368 197.806118 
L 390.789474 198.851765 
L 392.873684 198.851765 
L 393.915789 197.806118 
L 392.873684 196.760471 
L 390.789474 196.760471 
z
" clip-path="url(#pf2a9c18b03)" 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=-38 -->
    <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)"/>
     </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-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p6803ced999)">
    <image xlink:href="data:image/png;base64,
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" id="image3691ca42cd" 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 559.610526 35.730824 
L 561.694737 35.730824 
L 563.778947 35.730824 
L 564.821053 36.776471 
L 565.863158 37.822118 
L 566.905263 38.867765 
L 567.947368 39.913412 
L 570.031579 39.913412 
L 572.115789 39.913412 
L 574.2 39.913412 
L 576.284211 39.913412 
L 577.326316 40.959059 
L 578.368421 42.004706 
L 579.410526 43.050353 
L 580.452632 44.096 
L 581.494737 45.141647 
L 582.536842 46.187294 
L 584.621053 46.187294 
L 585.663158 47.232941 
L 586.705263 48.278588 
L 587.747368 49.324235 
L 588.789474 50.369882 
L 590.873684 50.369882 
L 591.915789 51.415529 
L 591.915789 53.506824 
L 592.957895 54.552471 
L 594 55.598118 
L 595.042105 56.643765 
L 596.084211 57.689412 
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 599.210526 67.100235 
L 600.252632 68.145882 
L 600.252632 70.237176 
L 600.252632 72.328471 
L 601.294737 73.374118 
L 602.336842 74.419765 
L 602.336842 76.511059 
L 602.336842 78.602353 
L 603.378947 79.648 
L 604.421053 80.693647 
L 604.421053 82.784941 
L 604.421053 84.876235 
L 604.421053 86.967529 
L 605.463158 88.013176 
L 606.505263 89.058824 
L 606.505263 91.150118 
L 606.505263 93.241412 
L 607.547368 94.287059 
L 608.589474 95.332706 
L 608.589474 97.424 
L 608.589474 99.515294 
L 608.589474 101.606588 
L 608.589474 103.697882 
L 608.589474 105.789176 
L 608.589474 107.880471 
L 608.589474 109.971765 
L 609.631579 111.017412 
L 610.673684 112.063059 
L 610.673684 114.154353 
L 610.673684 116.245647 
L 611.715789 117.291294 
L 612.757895 118.336941 
L 612.757895 120.428235 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 613.8 125.656471 
L 614.842105 126.702118 
L 614.842105 128.793412 
L 614.842105 130.884706 
L 614.842105 132.976 
L 614.842105 135.067294 
L 614.842105 137.158588 
L 614.842105 139.249882 
L 614.842105 141.341176 
L 614.842105 143.432471 
L 614.842105 145.523765 
L 614.842105 147.615059 
L 613.8 148.660706 
L 612.757895 149.706353 
L 612.757895 151.797647 
L 612.757895 153.888941 
L 612.757895 155.980235 
L 611.715789 157.025882 
L 610.673684 158.071529 
L 609.631579 159.117176 
L 608.589474 160.162824 
L 608.589474 162.254118 
L 607.547368 163.299765 
L 606.505263 164.345412 
L 605.463158 165.391059 
L 604.421053 166.436706 
L 604.421053 168.528 
L 603.378947 169.573647 
L 602.336842 170.619294 
L 602.336842 172.710588 
L 601.294737 173.756235 
L 600.252632 174.801882 
L 599.210526 175.847529 
L 598.168421 176.893176 
L 597.126316 177.938824 
L 596.084211 178.984471 
L 596.084211 181.075765 
L 596.084211 183.167059 
L 595.042105 184.212706 
L 594 185.258353 
L 594 187.349647 
L 592.957895 188.395294 
L 591.915789 189.440941 
L 590.873684 190.486588 
L 589.831579 191.532235 
L 588.789474 192.577882 
L 586.705263 192.577882 
L 585.663158 193.623529 
L 584.621053 194.669176 
L 583.578947 195.714824 
L 582.536842 196.760471 
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 573.157895 199.897412 
L 572.115789 200.943059 
L 570.031579 200.943059 
L 567.947368 200.943059 
L 565.863158 200.943059 
L 564.821053 201.988706 
L 563.778947 203.034353 
L 561.694737 203.034353 
L 559.610526 203.034353 
L 558.568421 201.988706 
L 557.526316 200.943059 
L 556.484211 199.897412 
L 555.442105 198.851765 
L 553.357895 198.851765 
L 552.315789 199.897412 
L 551.273684 200.943059 
L 550.231579 201.988706 
L 551.273684 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 541.894737 204.08 
L 540.852632 203.034353 
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 522.094737 196.760471 
L 521.052632 195.714824 
L 521.052632 193.623529 
L 520.010526 192.577882 
L 518.968421 191.532235 
L 517.926316 190.486588 
L 516.884211 189.440941 
L 515.842105 188.395294 
L 514.8 187.349647 
L 513.757895 186.304 
L 512.715789 185.258353 
L 511.673684 184.212706 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 507.505263 180.030118 
L 506.463158 178.984471 
L 506.463158 176.893176 
L 506.463158 174.801882 
L 505.421053 173.756235 
L 504.378947 172.710588 
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 498.126316 160.162824 
L 498.126316 158.071529 
L 497.084211 157.025882 
L 496.042105 155.980235 
L 496.042105 153.888941 
L 495 152.843294 
L 493.957895 151.797647 
L 493.957895 149.706353 
L 493.957895 147.615059 
L 493.957895 145.523765 
L 493.957895 143.432471 
L 492.915789 142.386824 
L 491.873684 141.341176 
L 491.873684 139.249882 
L 491.873684 137.158588 
L 491.873684 135.067294 
L 492.915789 134.021647 
L 493.957895 132.976 
L 493.957895 130.884706 
L 493.957895 128.793412 
L 493.957895 126.702118 
L 493.957895 124.610824 
L 493.957895 122.519529 
L 493.957895 120.428235 
L 495 119.382588 
L 496.042105 118.336941 
L 496.042105 116.245647 
L 496.042105 114.154353 
L 497.084211 113.108706 
L 498.126316 112.063059 
L 499.168421 111.017412 
L 500.210526 109.971765 
L 500.210526 107.880471 
L 500.210526 105.789176 
L 501.252632 104.743529 
L 502.294737 103.697882 
L 502.294737 101.606588 
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 505.421053 79.648 
L 506.463158 78.602353 
L 506.463158 76.511059 
L 506.463158 74.419765 
L 506.463158 72.328471 
L 507.505263 71.282824 
L 508.547368 70.237176 
L 508.547368 68.145882 
L 508.547368 66.054588 
L 509.589474 65.008941 
L 510.631579 63.963294 
L 510.631579 61.872 
L 511.673684 60.826353 
L 512.715789 59.780706 
L 512.715789 57.689412 
L 513.757895 56.643765 
L 514.8 55.598118 
L 515.842105 54.552471 
L 516.884211 53.506824 
L 517.926316 52.461176 
L 518.968421 51.415529 
L 520.010526 50.369882 
L 521.052632 49.324235 
L 522.094737 48.278588 
L 523.136842 47.232941 
L 524.178947 46.187294 
L 525.221053 45.141647 
L 526.263158 44.096 
L 528.347368 44.096 
L 529.389474 43.050353 
L 530.431579 42.004706 
L 532.515789 42.004706 
L 533.557895 40.959059 
L 534.6 39.913412 
L 535.642105 38.867765 
L 536.684211 37.822118 
L 538.768421 37.822118 
L 540.852632 37.822118 
L 542.936842 37.822118 
L 545.021053 37.822118 
L 547.105263 37.822118 
L 548.147368 38.867765 
L 549.189474 39.913412 
L 551.273684 39.913412 
L 553.357895 39.913412 
L 554.4 38.867765 
L 555.442105 37.822118 
L 557.526316 37.822118 
L 558.568421 36.776471 
L 559.610526 35.730824 
z
" clip-path="url(#p6803ced999)" 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=-29 -->
    <g style="fill: #ffffff" transform="translate(475.2 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-32" d="M 1228 531 
L 3431 531 
L 3431 0 
L 469 0 
L 469 531 
Q 828 903 1448 1529 
Q 2069 2156 2228 2338 
Q 2531 2678 2651 2914 
Q 2772 3150 2772 3378 
Q 2772 3750 2511 3984 
Q 2250 4219 1831 4219 
Q 1534 4219 1204 4116 
Q 875 4013 500 3803 
L 500 4441 
Q 881 4594 1212 4672 
Q 1544 4750 1819 4750 
Q 2544 4750 2975 4387 
Q 3406 4025 3406 3419 
Q 3406 3131 3298 2873 
Q 3191 2616 2906 2266 
Q 2828 2175 2409 1742 
Q 1991 1309 1228 531 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-39" d="M 703 97 
L 703 672 
Q 941 559 1184 500 
Q 1428 441 1663 441 
Q 2288 441 2617 861 
Q 2947 1281 2994 2138 
Q 2813 1869 2534 1725 
Q 2256 1581 1919 1581 
Q 1219 1581 811 2004 
Q 403 2428 403 3163 
Q 403 3881 828 4315 
Q 1253 4750 1959 4750 
Q 2769 4750 3195 4129 
Q 3622 3509 3622 2328 
Q 3622 1225 3098 567 
Q 2575 -91 1691 -91 
Q 1453 -91 1209 -44 
Q 966 3 703 97 
z
M 1959 2075 
Q 2384 2075 2632 2365 
Q 2881 2656 2881 3163 
Q 2881 3666 2632 3958 
Q 2384 4250 1959 4250 
Q 1534 4250 1286 3958 
Q 1038 3666 1038 3163 
Q 1038 2656 1286 2365 
Q 1534 2075 1959 2075 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p283c86f8e9)">
    <image xlink:href="data:image/png;base64,
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" id="image1b99bb2433" 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 720.094737 37.822118 
L 721.136842 38.867765 
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 732.6 42.004706 
L 733.642105 43.050353 
L 734.684211 44.096 
L 735.726316 45.141647 
L 736.768421 46.187294 
L 738.852632 46.187294 
L 739.894737 47.232941 
L 740.936842 48.278588 
L 741.978947 49.324235 
L 743.021053 50.369882 
L 744.063158 51.415529 
L 745.105263 52.461176 
L 746.147368 53.506824 
L 747.189474 54.552471 
L 748.231579 55.598118 
L 749.273684 56.643765 
L 750.315789 57.689412 
L 751.357895 58.735059 
L 752.4 59.780706 
L 752.4 61.872 
L 753.442105 62.917647 
L 754.484211 63.963294 
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 759.694737 73.374118 
L 760.736842 74.419765 
L 760.736842 76.511059 
L 760.736842 78.602353 
L 761.778947 79.648 
L 762.821053 80.693647 
L 762.821053 82.784941 
L 763.863158 83.830588 
L 764.905263 84.876235 
L 764.905263 86.967529 
L 764.905263 89.058824 
L 764.905263 91.150118 
L 765.947368 92.195765 
L 766.989474 93.241412 
L 766.989474 95.332706 
L 766.989474 97.424 
L 766.989474 99.515294 
L 766.989474 101.606588 
L 766.989474 103.697882 
L 766.989474 105.789176 
L 766.989474 107.880471 
L 766.989474 109.971765 
L 768.031579 111.017412 
L 769.073684 112.063059 
L 769.073684 114.154353 
L 769.073684 116.245647 
L 769.073684 118.336941 
L 769.073684 120.428235 
L 769.073684 122.519529 
L 770.115789 123.565176 
L 771.157895 124.610824 
L 771.157895 126.702118 
L 771.157895 128.793412 
L 772.2 129.839059 
L 773.242105 130.884706 
L 773.242105 132.976 
L 773.242105 135.067294 
L 773.242105 137.158588 
L 773.242105 139.249882 
L 772.2 140.295529 
L 771.157895 141.341176 
L 771.157895 143.432471 
L 771.157895 145.523765 
L 771.157895 147.615059 
L 771.157895 149.706353 
L 770.115789 150.752 
L 769.073684 151.797647 
L 769.073684 153.888941 
L 769.073684 155.980235 
L 768.031579 157.025882 
L 766.989474 158.071529 
L 766.989474 160.162824 
L 765.947368 161.208471 
L 764.905263 162.254118 
L 764.905263 164.345412 
L 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 760.736842 174.801882 
L 759.694737 175.847529 
L 758.652632 176.893176 
L 757.610526 177.938824 
L 756.568421 178.984471 
L 755.526316 180.030118 
L 754.484211 181.075765 
L 754.484211 183.167059 
L 753.442105 184.212706 
L 752.4 185.258353 
L 751.357895 186.304 
L 750.315789 187.349647 
L 749.273684 188.395294 
L 748.231579 189.440941 
L 747.189474 190.486588 
L 746.147368 191.532235 
L 745.105263 192.577882 
L 744.063158 193.623529 
L 743.021053 194.669176 
L 740.936842 194.669176 
L 739.894737 195.714824 
L 738.852632 196.760471 
L 737.810526 197.806118 
L 736.768421 198.851765 
L 734.684211 198.851765 
L 732.6 198.851765 
L 731.557895 199.897412 
L 730.515789 200.943059 
L 728.431579 200.943059 
L 726.347368 200.943059 
L 725.305263 201.988706 
L 724.263158 203.034353 
L 722.178947 203.034353 
L 720.094737 203.034353 
L 718.010526 203.034353 
L 715.926316 203.034353 
L 713.842105 203.034353 
L 711.757895 203.034353 
L 710.715789 204.08 
L 709.673684 205.125647 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 704.463158 204.08 
L 703.421053 203.034353 
L 701.336842 203.034353 
L 699.252632 203.034353 
L 697.168421 203.034353 
L 695.084211 203.034353 
L 694.042105 201.988706 
L 693 200.943059 
L 690.915789 200.943059 
L 688.831579 200.943059 
L 687.789474 199.897412 
L 686.747368 198.851765 
L 684.663158 198.851765 
L 683.621053 197.806118 
L 682.578947 196.760471 
L 681.536842 195.714824 
L 680.494737 194.669176 
L 679.452632 193.623529 
L 678.410526 192.577882 
L 677.368421 191.532235 
L 676.326316 190.486588 
L 675.284211 189.440941 
L 674.242105 188.395294 
L 673.2 187.349647 
L 672.157895 186.304 
L 671.115789 185.258353 
L 670.073684 184.212706 
L 669.031579 183.167059 
L 667.989474 182.121412 
L 666.947368 181.075765 
L 666.947368 178.984471 
L 665.905263 177.938824 
L 664.863158 176.893176 
L 664.863158 174.801882 
L 663.821053 173.756235 
L 662.778947 172.710588 
L 661.736842 171.664941 
L 660.694737 170.619294 
L 660.694737 168.528 
L 659.652632 167.482353 
L 658.610526 166.436706 
L 658.610526 164.345412 
L 658.610526 162.254118 
L 657.568421 161.208471 
L 656.526316 160.162824 
L 656.526316 158.071529 
L 656.526316 155.980235 
L 655.484211 154.934588 
L 654.442105 153.888941 
L 654.442105 151.797647 
L 653.4 150.752 
L 652.357895 149.706353 
L 652.357895 147.615059 
L 652.357895 145.523765 
L 652.357895 143.432471 
L 652.357895 141.341176 
L 652.357895 139.249882 
L 652.357895 137.158588 
L 652.357895 135.067294 
L 652.357895 132.976 
L 652.357895 130.884706 
L 652.357895 128.793412 
L 652.357895 126.702118 
L 652.357895 124.610824 
L 653.4 123.565176 
L 654.442105 122.519529 
L 654.442105 120.428235 
L 654.442105 118.336941 
L 654.442105 116.245647 
L 655.484211 115.2 
L 656.526316 114.154353 
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 659.652632 92.195765 
L 660.694737 91.150118 
L 660.694737 89.058824 
L 660.694737 86.967529 
L 660.694737 84.876235 
L 660.694737 82.784941 
L 660.694737 80.693647 
L 661.736842 79.648 
L 662.778947 78.602353 
L 662.778947 76.511059 
L 663.821053 75.465412 
L 664.863158 74.419765 
L 665.905263 73.374118 
L 666.947368 72.328471 
L 666.947368 70.237176 
L 666.947368 68.145882 
L 667.989474 67.100235 
L 669.031579 66.054588 
L 669.031579 63.963294 
L 670.073684 62.917647 
L 671.115789 61.872 
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 680.494737 52.461176 
L 681.536842 51.415529 
L 682.578947 50.369882 
L 683.621053 49.324235 
L 684.663158 48.278588 
L 685.705263 47.232941 
L 686.747368 46.187294 
L 687.789474 45.141647 
L 688.831579 44.096 
L 690.915789 44.096 
L 691.957895 43.050353 
L 693 42.004706 
L 695.084211 42.004706 
L 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 707.589474 39.913412 
L 709.673684 39.913412 
L 710.715789 40.959059 
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(#p283c86f8e9)" 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=-20 -->
    <g style="fill: #ffffff" transform="translate(633.6 219.360375) scale(0.12 -0.12)">
     <defs>
      <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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#pb7d2abc348)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAAEpCAYAAAD4ckyfAAA1nklEQVR4nO2dV9AlVfXFD39zzpLzzMCQhgwiSBRQQApQLBRBCyx8kJJSedAHfVF8UMvCUizLTClYgIASRMmCSB4YYAgDCBIHxZzj/8W9+fU3e3H7DsPhA9d62tW3+6Tuvmf1jiu11v7TDMPogv97qgdgGP9L8AtnGB3x7Kd6ACsaK6200sRz/u//Hvuf+fe//53yc57znNZaa//617/Kc5/73OeW/fzzn/9M+R//+EfZZ7TdWmvPfvbjL/t//vMYy+f41LgoP+tZz3rcdv7+979PbE+NheD8eY46fxKW97qnG7zDGUZH+IUzjI54xlFKBVIgRTtJxwKkXao9RRF5Lakh6VNQOR5TdE2BdJDUlX2GTPqrxkSocVFmO0ScoyjnGPr/TIN3OMPoCL9whtERTwtKWVGTaekI6SJl0qHQQpIK/uUvfynPVTSJmkzKRKUpVFpPRWkrWtpaa8973vPKc6LNv/3tb3lM0UJFHSkrrWZFL9W9eiKUctKzMFu1nt7hDKMj/MIZRkcMKCVpwhit1YrGJE2iMvaqNqg9JJVSBuygb6R8YyjiX//615Rf+MIXprzGGmukvMUWW6S81lprLTOuefPm5bHVVlst5V/+8pcp//GPf0z5T3/6U8pcCx5/8MEHU166dGlrrbV77rknjz3yyCNlP0q7SqpLbSiPV1RPORooKLo+zSfFGEP+mGd5Uj/qmVXOC97hDKMj/MIZRkes1BCeM0Y7FRjjYzdqAOL8abZ+pW0jrSC9fOUrX5nyb37zm5SDDpKWrbvuuinvtNNOKW+00UYpv/rVry7HRY0hadevfvWrlB966KHW2pAuktKSrlJjqnw8V1111ZRXWWWVlJ///OcvMz6O6cUvfnHKt956a8oLFy5MedGiRSnTZ5RjJGIeSiusNLDEtL6c1e9cq2mft2k+ocZc5x3OMDpC7nBE9bE6xlVqzAel+risoJQm6p+S//z8yF955ZVTjh2mtdYOPvjg1lprBx54YB570YtelPIdd9yRcqWQmNneH/7wh/L4ww8/nHLsDlwH9klw5+WclR2QeNWrXtVaGypkXvOa16Q8f/78lNdee+2UX/va16Z87733pnzNNdekfPnll6fMXT3YA3dv3gfKVGqpiItJipDKNU+dO1NWz940O9wYlzzvcIbREX7hDKMjJKVcXu/1MW1M+xEbVIE0SvVD5QjpDe1jhxxySMpvfvObUw6atHjx4jx2ww03pHznnXemTDq03nrrlX0SHDuVDL///e9ba0MaRaUJqc5LXvKSsm2CdJTU+aUvfWlrrbU///nPeYxUjzSXfZJezp07N2XaDdnnxRdfnPIll1zSWhuuCRVGvFdK2UXFjnpuYm2npYjTKvhWhDuZdzjD6Ai/cIbREQNKOfihU3Ag+6GWqaIVPJd2I9IxHqc71T777JPyy172spSvuuqqlL/+9a+31oZUjO2RAv32t79NmVpKpYUjHWQ7MTdle1MRCpOCPmf2GddSc8q5cU1os6Ptj/1TwzlnzpyUueZxD88555w8du2116ZMzaSaM8fIZ4LXhjzmM2gMpZyGdk5rJ/QOZxgd4RfOMDpilJZyhXQ0pXG8yhPCY5Rf8YpXpLz33nunTA3kXXfdlfKXvvSllEmfQpN533335bFHH300ZZU7ZEzAKI+TJoWGj3Mn7SM45yq4tLUhHaNmNmg3XdnYHtdBUTqeQwpM4/gmm2yScrjQ7bnnnnnsuuuuS/nb3/52ytResm21tpUThIpaeDIjX6bOP/OEezQMYzT8whlGR0ytpVxe37IxoJaS1waVIY2jz+CRRx6Z8mabbZYyKcvtt9+eMrV3NPiGtvEFL3hBHiN1UT6BHAtpHKnummuumfKb3vSmlDfeeOPW2tA38cQTTyzHR0pFLR3XjeOicTpoIteBlJLXsR/KpHo0dleRCK21tvrqq7fWWttwww3zGKMZuLZXXnllyjfffHPKKlqicnYYk7F6DAVcEYGp9qU0jFkAv3CG0RGjKGXlwzbtdsz2SF+UkZE0KSgLg0H333//lEnXvvKVr6RMzRcp2P33358y6WDMk4Z0ZYzffPPNU953331TpmaU82E/pHoVaBz+7Gc/m/KFF15YjoVreNBBB6X8yU9+MmXS2wDXgZSW8g9+8IOUGWJE6kz/TI4lqBxpJP1OSe2Z54V5Vxj6w/Ak0tuACs9RFJmY1qlgEqWUmbYf9yrDMFYo/MIZRkdMndOkopTUdikKRqiswQS1YOGfFxHZrQ2jj0855ZSUuZX/7ne/K2U1tzCccj7HHntsyh/5yEdSJi1WoFaT9HadddZJOTRv1IxecMEFKX/iE59ImUbrCOtpbZi7hDRyt912W2YsNGSPAY3wxx13XMrnnntuyvQlVbXqAsz/Qn9M3jfSTs6TVJe+rDE39qc0sLzf/MxQxvblpZGKlnqHM4yO8AtnGB0hKeWkqGy1fQ8aF76RKm0a09fRJy/S01199dV57IorrkiZNOmBBx5IWRWuYP/UWgXd+fjHP57H3vve9xYzG1It0htqI1/+8peX/f/6179OmXQwQMPvAQcckPLb3va2lBl9TqrFsVOTGlpA+oZy7Xl/GOWt7i37P++881I+/vjjUw5tLyka7wl9MNknjd1cQ67V+eefn3Ksp7rf6llWWaXH1M2rtJ1josy9wxlGR/iFM4yOGFUfrtI8jUkWpDSWKoRk++23T3mvvfZK+aKLLmqtDSll5FlsrbXbbrut7F9lXibt22677VL+wAc+sEzfBH35aLTlfGg0V36QHEucT00fz43kP60N6SBpF7WeCxYsKK8NusW2FbUfUxOP9O79739/OZYPf/jDy7THe0LN8Y033phy+Je2Niwywqh0hmGdffbZrbWhYZzGeN6TMZp45VdaYdo8l97hDKMj/MIZRkcMtJSqLC/lSYUTVFQ2qQSpwX777ZcyfSXPOOOMlCPFOI3h9OtTxkyGjfBaah6POeaYlENLyohv0h6GmVRlg1sbGuS5bsr3MMZIOnT33XenTP9Jjuuyyy5L+YQTTkiZVI/a22ifY2KfKuGRqpXHflQuzksvvbS11tpXv/rVPMaIb1VvjuPecccdU2bUPp+VoG9cE943zkE5XYwpuVydz3s/RtPpHc4wOsIvnGF0xIBSkhpMqnyjNICkLNQOkaaQmu2yyy4pR2rs1oaUMdqntovaK0VNSHsOP/zwlHffffeUaVgNQyzny3GQrpJK0IBLmsZrSStoKI81V6El7JPGZoYkcQ6kMqSAcZx0jePgutGvUyXmoU9kRHa3NqTLEZZDQ/63vvWtlL/73e+mzHtL+s11oSGfvqnha/uLX/wij/30pz9NWVXmGUMjVeKmkFUyJ1W22TucYXSEXzjD6IhRlLKKLlZbLakJ6QBpDwseUvOmNGKhfWJ4ijJO0ieP0dfbbrttyiwdzO0+jMk0MHNNSBfV/BlOwvMZcU36FOAak5ZR28ZzaNQmuG5VdRqusZqPaptUk/eW9JIa6GiTfqe87jOf+UzKTJxEoz4pMPshjY85UXNJn1pWQ+KcFb1U2vXqPVCGcdJL9uMdzjA6YuDapbyqK9ubsmfwjefuwA9r/svRbsVoAR7nv3zVBvsJd6LWhjsZ2+ZuS0VEgLsE/504DhVxwH9QriH/tSu7JvvhfLhjcKdQH/z8Z+VuG3NS/agSxtyNucOxHWV7jKIoDChlqWZGP5DpsMYc+3/kkUdahXAnY44Wuv7R3Yy2PK5blSNl5jnVc66iD5Ty0DucYXSEXzjD6IgBpRxTAGFSqVXl0kJKRVpBmRTo5z//ecqxfXObrnKetDa0t5FeMfUaqSH7jBwb6sOaOUpIL1QUAY/zWgagxnqyH1I3Uh2uPc+vlDCtDecfbfL+cA15nAopRjxwbqr4B8cbtjL+ztp7XMOjjjoqZdpYb7rppmJmwzmHAoXPEm2gVLBQmaJcvrhuREXjxwSdEt7hDKMj/MIZRkfIAFRVWKOqxaXSkHHbp0aM9jTaWWh/quwi1C7SVvSpT32qnAOpGymQsr+EFpBzJ+1gn2ybdhvSIa6LytNRjUnJpL/UupIaVhmWOQ/SZeV+pPKOUAtIzSPvbWW3VF70zLZMNzMWO+F6UhvK+xllozfYYIM8RgrPc6mxZOAyKSDnrzSPcb7S5itXPe9whtERfuEMoyOk4VtpLCstJWmXCvqk4ZsGTFImHifdCfpEOkQaOX/+/JRJV0njSMdUDpLov/Kyb21IEUkjVbCjSsNWGfIVSMtJu6jtIxXnOVXuFM6NY+JxUipGXPB+MgcLXa44ljif94HPEu8Vnw/mKyGNPPXUU1OuokVU9AMdBvgJQ/qrNL1S2/jfd2UQCSDen8F15VHDMJ4U+IUzjI6QlJKUrjquinBwi507d27K9AlctGhRyipbLoMQw2jLYNVDDz207J80hZpEglSLBtIYo6KCpDHUgqnytpNSrBFsj9pQ0jiuISkLaTGpFNc26JP6VCAVJtUiFec9Uf3TaB9jYdsMEmUxD2pdqRl9y1vekjJp3+mnn55y3Gfe+/XXXz9l0lJqKbmenKdC5dQxKUP5THiHM4yO8AtnGB0xoJQq5KOC0nBRS8njt99+e8rUGpEmkJqwTG34yB1xxBHlWJjfguMmpWOf7Ie0ImgdqRi1bqR9ymisMhgTlQFVBdSSxtJgTiqjtMRV6WSeq/rkdSpPh/r8oOE9rmVA76abbpoytZecJ2kpjePMiM1wnihLzPSCpJSk5dQQk9KyPWXMrrT1ykFE+WN6hzOMjvALZxgdMaCUk1LjUVYR36RopEAMtyHVVP6OpD6RKXnnnXfOYyoSm9SElEVFLnMeMS62x/GROnF9OGcVkqO0YKEx5RrS2KzGyuOkwJNymoyhS4MIZRGGxP65zqSPQbc4H2qFqQ0lFedzwzWfN29eyky1GPXxuA40zJPG3nLLLSnT2M6wHZUasTJsq1woCt7hDKMj/MIZRkfIiG91PGTlb0itEukAtX0qXIOUcrPNNkv56KOPbq0N6Z2KrCYdpBaOfbIdzi0Mu/yd4+Z8qOEiTSNNIsWotKG8lnOg1pXrQ19Snq80iRV9VP6g1ORRo0uZ94f0is9CFRU/JjkVKSrXir6P9B9lKeYoP0xNYxSAaa21OXPmpEztJX0vV1tttZRJKSeFqU3jc9yadzjD6Aq/cIbREVJLOal2FikAfeyo+VmyZEnK1DyRDpHKMMzj2GOPTTky6pLqkTpSI6XCP0gNqHkigrJRQ8qxqjyTysip6upV/oaKoiljs/Lf5LVVcie13qqABSk114Jtq/yW4R9J6lb5yPLc1oa+j9RMsh1Sw4MOOqi11tpJJ52Ux/hMsJgIC4KQovMThcZ7apd5n6skQiqhEOEdzjA6wi+cYXSEpJRKYxk0ifRmjTXWSJlbc0WdZvZDCrL//vunzK0/jKmkgswzSU2aCo+hTE1alehH1RNTRmVVrIL0jZrHit7yGKkJKR0pENvmWEh1q7TmbI9Gat433luuDykl++H95BoFHVNjJRXl+hCqnDTlPfbYo7U2pJykl9Q6brPNNimz8AspKMODVDGVSUmEHPFtGLMAfuEMoyMmO3+1uv4baRmpBjWTY0I+qCnbZJNNUqbBM0DtoaJO6nxCafuq8zlWatgUNSJIU0i1SNNiLJwPx6dyaNI4rIzz7CdkNV9SNN5PRSlVmA8R91BVI+Kc+flBCsrqRqS9NIJH+wsWLMhjCxcuTJkZBhhxznpy/Czg2tLYX5WcVgZuG74NYxZg1A5HxMc932DaLfjPx12K/2Y8h5VJd9xxx7LP2GWU/Y79UJnCXUjlIKl2Tf7bsQ2VL0RlR+ZxtdvH7sR+1O6hAhx5XKXJi3s0ppacSiOo6qmpnT+eFeVRz7mxPa4/x8j7zPWP/pkukZEl3OHo/kX3QRWhQJcvBrjGWkxT9KY173CG0RV+4QyjI5Y7AJUlXek5zxpd/MhV+UBIIxmoWBVUINVQgYGkt3TtUjlYSHUD/FAm7VHe+oo6KgVGZdsjpZq2Phz74Qc/6WWsXUX5ZsrsX7n7qTWqniGOT1Fx9byxnyqrM8dFSsl1O+ecc1JmoClr35E6Mv8OXc5IR2NOyq3PdjjDmAXwC2cYHSHT5JE+kIaETPqn7DYqgy9damgLUXlKQlYuXGNqe3EOpIaT7GlKo8mxVhmOW9NuSaSxITPbsgou5XWkgIreVueQLqoaf4QqJ60oIJ+buF8qdwmhimyoa/k8BY1m/TpSzq222irl0047LWW6tvE5ZLQCnzPeI15bjU9lJvcOZxgd4RfOMDpC5jTh9lht66SUpGjUXpIC0c1phx12SJkZlknvqhwkpAyKunLclQayteF2T7ky6lO7qmq/ESp4lBSI2ragQxwrNWNcW0JpKYmq5PMYWsh58j6ooh3sn+dXZY55HSmvmgPbU4HD8dyoZ4kuXxdffHHKdPPacsstU6bbGJ85GsdDA65yyCh4hzOMjvALZxgdIbWUKh9HtW3S8M3rlHc/NUI0jhOkVaHtolGd9Ib9KO0laRxpZFUOV9VbI0VThToUXSWVqmgv11UFepKWKs0stX3VvVDBpVwf5RigCojw/EpWzw+PK22soppVO2ruDJAmdbziiitSpgaceVT4zFW5W5SBW31yeIczjI7wC2cYHTEqTR41PkGNqL1jzojtt98+Zfqt0SeOlJIBqNyGq+y/itIoTZqiPera6J/9qCzRBM+hTFpDTR2Px7iqfBkzx6r8F5X2lHOuQBpJuqTSBNKYzGdFZdWO8ar7yrAeUscxuXCqgF5Sbq4nn1X62vL44sWLU15vvfVSJk1l+9GnCneyL6VhzAL4hTOMjpCUUmX2DZpA6qYifmnsJo2kbxtpCukLaVeARnVSDW71qlaayg1CxHG2wTVhn6RGKpyGFJBylRKPa0wtHddT0WWCPqhc2+hH+VqqMCBVWplrpEoXB2Vje1wrzk1ljFYR4pU2lP2QClKLzmeVYP1Clcmb7Yd2nSFgikYS3uEMoyP8whlGR4zSUhKxfauwFl5HesMUeNQUKY0gM/FG+yoREOmFKrgxKSqZMudWaaZaG1ITaiBVLTTlVBBQNErRbEV1VVR4XEvKx7aV8Vql7FMG9EozzD6V5rjy+2xNF8uoaLmKZmckOEtSn3XWWeXcOF4+q3ye4/4zql7db8I7nGF0hF84w+gIGZ6j5KB9pFH0e1RG27lz56ZMOsZtWoV5VGEZY4zTKvxjUr5Itqf8Ljk3lSxJJZipMj9z3CqCWs1HhSFxncM4rWrJKcM7ZRWKoo7HepLqEUoTTnrJpEjKTzVkRbn5/PBeMXGQKvNMTS/vZ0R/M8RHZfQmvMMZRkf4hTOMjhiV6ryiITRgcpumgZfUgLSC0eI0IFODRLkq1jGGUpLeEer8oGbKl5DrwPko7e6YUsSxjuxT1Z7jcZXzUvmbVn0ro66iriq3JlGVIqbWUfl38j7wc+WRRx5JmfSuCqvipw2fQ1JrHmcdOBX6xWeVBUJinVWEv4J3OMPoCL9whtERUktJVBoxUi0Vxasip0l7SDdIGRi2c9dddy0zDhV9PcYnkGOsckSSupGOkCKqPlXuSM6/0vypFOmVkby1ITXiOlNmP9EOfx+jPVQUlGA7KklRgGs1KfdpazokqQKpKLWb/LTgM6aM8CrVeuWHSVpKTaesTaiHbxjGioZ07VL/bLEj8RjffLXDsBAC3WGYeoxuVGynSrfGc9XuoOwiygO+2gVU6jM1Z7XDK0VN/LPy35v/8GyP68Z/6jF16OK+jUrlJuxd3L1VrTjuFDEPpUxQ60ZPf7bHZ5I7T4yRblhU5FFmsCwVUpwbj7MfPqsxXqUYc304w5gF8AtnGB0xSmlCxUZkpVWBljzO4Lw111wzZW7NVe6S1oYuX+GaQyqmlBDKY5vuPZSr/CZVXo6Z7Sk6RApUFWGfOcY4h3RJlQJW41IZs5WXfjUO3uMxAbBjIhdCsTSmOAfnQIUUaTSpIfuJsfB5o02O9PuSSy5JmUGnKohYBf3GfVMucaaUhjEL4BfOMDpCaimVrSpsGrRz0GZGW4SyYUxbICKopvKQV3SgKizRmqZdQU1URmBV/0t51JOOKQpapebj79TMsj4ZKV3l5jTzeGj+Ku1va7o4iqp9N8beGfd/TNliRd05f86nigCgTYzaSD5jfFZVvhSVsq/K46JsmQre4QyjI/zCGUZHjNoPuW2Gxkdp5kgNuDUvWbKkbI/aJGrkqJGK+nCqOAdpH4+PoYaV1zuvU+5EbE8Z0rkuk7I2q6y9ynNfBaaqMsIxT5W9mG1QJo1SLk+T0g6OMWQrajaG9sU9p0aTRnA+Y/wU4txI10mXqTmvtNtjCo8Q3uEMoyP8whlGR4wyfHMrD60NDdPK05p07c4770x50aJFKTPATxl8QzOqPM1VfbhKY9bakAZURT5UcQ5lVFcGZMqq/lvMQ9FFQlFNQhlcg5opIzXb5r2t2mhNaylJu2IeqpgG50xtJD8n6CTB8VZe/2xbUXHlxa8M3NRSUg6oFJHOaWIYswB+4QyjI6SWUgUyPvroo621IRVTxTRIQUgrmK9E5aFgbbnQILEfleKNYJ88R+UpCVpT+em1Ni7vBw387JPnVJo/lWFYaQZVcRJFmaqSw6r2mXIqUEHHKvN1Ras4blJAUncVgKryyMSaq3vC52DDDTdMebvttkv5xhtvTJnPJNeT9DaOq/tgSmkYswB+4QyjIwaUUqV44/Yc5YVZlpWUgjRFFXlQtbuYEo214CpQq0WqQ7qmqNkkaqJyhJBqkerQ2M62OU+OpTLyjhmf0kwSk+as/FvDuWAmVF4aQvlKhswx8bliqWpFxfn5Qe1lVZOQzyGpMLMjc01Yp/C2225LmRpQtlMVEOGzpzJmE97hDKMj/MIZRkeM8qWsNE+kfCqhEP3WQrvZ2jDSlpoiaq24VQdI3UgplXZK0StlZK76rDIzz7yOxk+OkcdVDbfoU2kaJ2WJnjkfnlMZ3lX2ZhVWpHwzlY9jlQBJJSVSIUYqvSB9JXl+zJnPD+mlCtNaa621UmZoD1ElDmrtsed8jLac8A5nGB3hF84wOkJSShX9HVouRXsYUcuQB9KBpUuXln1SO1RFZdOAyTExhEJpWpVWkajqjLFPVZaXUPSW/Vf+hirbsopOn5TJeWY7cb+UMwLXfkx9OoVKG13lNW1tXMnjMcmiYj2pUaTWlcc5Z+UkwPPVekX/yu9WwTucYXSEXzjD6IgBpVQRq5XhUvkJUtvDkq5rrLFGyttuu23ZD2knDZ7MN1iNSUUoE2PoWLTDuamobRXCoSLe1XirMalkRSoqW9Uoq8KtFF3kfEj7FEVWpYurZ4XtEaq0s9IAKy1gaAyVBlala2cYEvupfIdnnhP0stJsPx68wxlGR/iFM4yOkFpKFb0a8hgfv0033TTl66+/PmWVDIa+daRpES5RJY5pTSe64fmkA4o6x7iUxo59Kt9IFZ7C9VTlegNcT45FaVpVfbrKCD0mlEetodI2KqN5nK9CkzgH9bxxrUhdqxyZdLTgZwj74WcLHTC4btS0q3pyMTfOdwy99A5nGB3hF84wOkImEVLarNAIzZ8/P49ttNFGKXMLZujNTTfdlPI999yT8tZbb50yfdsYqhO0gls2/eZo+KZxkjSB1ITzqZLuVEl+WhuG26hqPAqkNaTUca0ypJOOkQ4pKK1e9Mn2VC5MFX2tcpEq38foi2OiDyyP0weXYTjKZ5NzC204x0EN+f3331/2z7T8q6++esqkpoyE5/0PDafKq6rgHc4wOkLucOofLP79L7zwwjxG29sOO+xQXsf2uAsS/JfjR2+0Q0UKd4wxxReUy1dVlpfjpouQ+rBXtqqqmMbM4yGzDWUHVF7vakeq5qbWkNfxPiiFlMowzbHEcZXrgyyFigp66PN8jp07VXWumg/nwMDULbfcMuUNNtggZbIn7rCxC3Pc3EmVm5d3OMPoCL9whtERMqeJomlxnLRw7ty5KbO0MK/jFnvvvfeWg1E2n6CXdMWhsqOiMTOhXKRo2wqFC9smFVQ2OVI3tqc84KuPa/ap6q0p16VJNcx4nIoKVR5ZZeBWxTcmefQrGxfHouxZXH+CtDPGRYqq6g4yAzjnzPwm66+/fsq0DVfKMb4HKjqG8A5nGB3hF84wOmJUyeEqDRpzmtBuojz+STvOPffclNnOggULUqZdJDRSpB3UYrJtlRtD0VVqu8L+onKhqMBV2mKUZzqvpRy0TtHiMXNTGZGrOfP+qKgA5fKlslCTvvGc6FOlSxyjAVV5XNh/3DfOh9plaiOvueaalPk88dnjs8VogapQDT9zOD4F73CG0RF+4QyjI2S0ALdyUoLQBNH9RRmBqbUhdSR9onsNqRGNlUEfSEdIu0gNFAVRhsiKgimPe0IV1lCaN1JXrmdFKUlLSWM4LmrHKJOmVZpc9s315rpxbiq9n3Jq4HhDO6i0nryf1NyqwFg+E9Q8xrOoMiZfffXVKbNIzO67754yA6SJG264IeWHH3445ehLPR/OvGwYswB+4QyjI0ZlXq7K69Irn5SKtIPGSVJKan64ldNwSQ1n9M/2VLZjQkUITApYVUGaquYXofw0VdBpnK8M9pU2bua4VSBndV9IgVSGZVJKRcVJ2ZTDRIxRFftQ6QBVxAPnQwpaZa9WQdF8xrbZZpuU1ScCnxVqPkMzrWi5gnc4w+gIv3CG0REDSqm24aoELKkGNXCU6Qe3yiqrpEzjIzU/e+yxR8qkDEEDqKXjVs+xKOOw0iRW9d9IDagZI32g9k5RENJRUhaGfMRYVJ4XpSVU+TsUpQ3wXiptqEoxp0KclMYyMKaoCddN+XvSwYAayXg+6IDBfCV33313ytScM+cO14WfLvPmzUu5ote8l5XRfya8wxlGR/iFM4yOkJmXlU9gQPkbclulRoj0kts3DZGkQAzjCOP4mFphygiusv9WEcUqJGaMLyGvJe1RFDT65++q3pqKOFfHK19J9buieqTFHAspIOlyFZKlQpbYNtdW5TrhcWq3I3cOP2dI/0j75syZs8x1M8dCsE8+z/HM8dOn0ubPhHc4w+gIv3CG0RHS8M0tnhqx0DZyy+a2S6pHekF6RbpIbZIqnFDVbSO41dMgT60VNYw0FDMBUoRaqHATUiNVt00ZgasENK3VSYSUxrIqIdza8P6owhpBB6tiGzP7V44MVdq91obaQ9LO+Izg5wT7UcmPVIIiXlt9oqgS13fddVfKe+65Z8oqWdL555+f8uc+97mU+dz+7Gc/a63VCaFasy+lYcwK+IUzjI6QeSlVZG7Qjfe97315jHn8br/99vI4t3vSB2ZYZkbmddZZJ+VK28WIcGqhlFaPdIyUhRS00mTyd5WpmNcp30PSl8pQr6gj56yM59TOkQ5WNefUOHiPFXUnvVQhOVXBEfbJ33mvaJAm5eY95GcB5xlrwX6uvfbalHl88803T3m99dZLmTklr7zyypRJlx988MFl+lT+mzZ8G8YsgF84w+gImUSIMhOlBE249NJL89h9992X8vbbb58y6cPKK6+cMrWKpJFsh7kuY9tWeS7HaPhIkUlZKqP1pOhsjmlm25TVepIyhvZWJfQh2KfS/HHOnEfQNxVuRApEY66K/lZljitKT60w6R1lUkd+fhAs0FHRW4bP/PjHPy6vYxEagpRy0aJFKVPzSEoZa8fnUBm7Ce9whtERfuEMoyNkeI7K3Xjrrbe21oYGa9Z4YxWSpUuXpkwtlKrnxrLEr3/96x8b5H9pCmkXaS6pCQ2epIvUcKm5Ba0hXVMRvUoDWiXRmXl+RQG5PqoOGmkcqY6q2EM6OGkOHJMKSVI+q6rmXET5q+o6pGAcq/LNZT+8NsZ40UUX5bE77rgj5cMOOyzlVVddtVW4+eabU2Z6c46dYVDKsD0J3uEMoyNG5TThWx4fwAwo5b8N/x3o0U23GBb84A7HQEH+g4RNjh/z3D0YccAPZ/6bq4DVShGi3LaU7UkpRwil5Il5KDc0pZDgjsAdWRUZieMqt8oYdzZVKETt5DFezoFQNlDOn7sKbWh0FQzGRHbDPnkdQUUJ2RUZGNM4TspRoyoIE97hDKMj/MIZRkcMKKUKoKuyEzPtHWkMowXoOsPzGQTIj1vSUdbxihwT/GhXBR+U4kfZjaqtnzktVHo9glSP/SiXr4qyKtqlog9UThmVmyPaIY1je6SOtNUphZCqCVeVMVYlhFUkAM+hDa2KsmjtsXqDfGZ23XXXlNdee+1yfNddd13KfPaoNCJ15LrEnKf9tPAOZxgd4RfOMDpCRgso96LYYqk9om2D2zprbpGy0G2LlIVt0s0rUpVxm2bgqLKP0FancopQ2xU0hW2ojLykcZwDaacqiMI2g9apohWkjnR54loo7S2vjf7VWAkVdKpsjJxbZTdT2kjSO86f95Z0kBpDjuuWW25prT0WFNpaa/vss0/K2223XcphR25tGFHAtaDWm2MnKko5Bt7hDKMj/MIZRkeMqg9XFSmg0ZDaIx4npaPhmxpLgnTk4osvTjkMl7yOFID0RhXw4BxII4mqdC37IXVTUQkqO7Eq9BBrx3FT00h6R4MsoerQVcGeii5T60dKy+PUKqr8JlXuFlXLT2l0CdI7ZkpmGeEf/ehHy8xnrbXWSpn3kAHSQUVbG+Y9YSEZrn+lxVfaSGspDWMWwC+cYXTEKF/KCtQMUiYdoX8afS9JQanhvO2221JmgGtomah5Ul7xNLwrX0pu98xZEbRO+SxSJl2m9kwZ1RVFr3KgqAzHKu+HKmBCVJmXuQ6qVpwqrMG14D2nJjXWlhS+8iNtbbhufFaUppfPysKFC1trre2yyy55jPl0SBf5qXLTTTelTIqqnA3GBJgG7EtpGLMAfuEMoyOk4VtRoKr4BDU/1Eay9tuSJUtSVvW3ghq0NtzKTz755Nba0K+OVJA0hppMlRWX9IkUNMJcSB14ncoUrHKkjPHDDLrF9aSxlbSLx9keZY6FaxghL0pLqagm2yB1VHlkqvpwqsYcw4pUqWqG3PAZuuCCC1KOe8F7z3VgJuXFixenPCYYd5Jhm7+PCUr1DmcYHeEXzjA6QqbJU9GrcQ7pFbdSRm1zi6e82267pcwMymyHRt5IW/aNb3wjjx199NEpkxqx5hf7jBCO1nQ+lKBdKlSG55JGqWhyFf5S+axy7lwTphGkUZs+hio3CLXHFdWbRHNbG64hPxfYNlE9Q9Tikv4zspuhXKTO9HcMA3drw7LVseZMxcjnkJmUORZ+TigtrTJ8x9yU5lI5OniHM4yO8AtnGB0hSw4TkzQ1pEMMq6nCUFobGiXXXXfdxwYjCnEE9aHRkiE+hx9+eMrUapFekg5yPtQqBiXhWKmxYjiJSvqjkgVR5rVhWGYbDFUhTeI5yn+SVLyiuqq0LjWGNLCTiqrEQaRVvDba5BpTA8k2CI77kksuSfmMM84oxxuGct5vas5pJGd6R66n0kxOo6Uco7H0DmcYHeEXzjA6YlQSoWpbVaEvvI6130iBrr766pR33HHHlFkI5Nxzz005KB4pKqN73/72t6essgaTbqhacUGZVI030g7ls0ktnPKZrHwLSbVIXdmnGjedAKiBJTUOmqais1VhDVLEMfXciJgTx0rfWYbB8N4yoc9ll122THutDe9tOETwOkZ2q3vFeU6joac8JnEQ4R3OMDrCL5xhdIQMz5mknZlEOVsbph0nHbrhhhtSJpUhpaTBN8IoqqIirbX26U9/OuWDDz445d133z1lGnBJPRi6EXSQ2jPSHkZ8Vz6YrencjdTUkdbE/EnvSNeodSVdZKKdqr2ZctBL9qPCbVRICrWHpHe8t6Sd0ZeK1GedQOYn/drXvpYy/XGVj2eAGnJmHlCp41V7ikYS1TM/JqGQdzjD6Ai/cIbREZJSKspYbbHK34zUjGEu1NKRSmyyySYpv+51r0s56CX992jAZXlZGjZJ6Q444ICUqSmrQmFIY5RvJCmd8s1UIUFVFRbSSLan1pDH2bYyiAe9I3UkLWTbXDfOn9pIlZSpotdcE64tx0I/WRq4ueakrrw2DN/U1hKklIpGjknzP+kzytVzDGOWQQagTrIpqGBV9Q/Cj2UqHNgOPbzpPR515viPzetUGrQjjzwyZe4qVKxwt4tz+I+sUrypAiIqHwj7r1yu+Dt3CbpqqXwgKliYu1YoLlTRDs6TUQE8rtzjeJzp6YI98L5RCXTSSSel/J3vfKfsk/PnzsvA5VgXpr2jAoXP4RjlyBh7WpV52TucYcwy+IUzjI6Qrl1ElXpNnUuoD15+ODNagEGiTJUW9jS6PPFcVeCd2/qHPvShlEmB9t1332XGTSpG+kvFBo/zfI6R1IQuX1UOFJX2j+cqdyraOxUFjDVS0QSKRtKGxnGR0qr0gbEWdOU7/vjjU6bblorKUMGwLBQT95m2N9paSZ2Vgk+lFySqANTq2EyZ8A5nGB3hF84wOmKl1lrufaou2DRpwxRUMOaaa66Z8tZbb50yc09sscUWrbUhdTrvvPNSpuaL9IFaLeXydOqpp6a8zTbbtNZ0EQ72T62iKrlLcM5Lly5d5neVPo60j/2QXpI+8RzOI9oh/SbN5fhon+NxRlyQUjIqhGMJ7eTnP//5PMYoEJU+jzJp5P77718ej8Bk2tuosRxTVGVMtEAlK0pJDAJTyzMMw3hS4BfOMDpiQCnVtl4F7U3j8jKzPdIUHqdrF1PFRf9veMMb8hg1X8ysy/5JL5VbFrVzxx13XGuttTe+8Y3lHEhNqI1T8yc1ZP808IeBlmOiixJpHI25pE803nPO1KQGHea6qjR+1JgypwppJOXLL7885bPPPjvlM888s7U2pJyqOIeqsXfIIYekzOfjtNNOW+Z8aikpq0IuqpyykpUrWHWu0oZ6hzOMjvALZxgdMSrzMhHbo9qaCZUzgiC9pGaJBs+gHqQJTLXHLLykUSrYkFEHpE8RUXDiiSfmsQMPPDBlUkqVeZnaM7UupIAxfzVWamAZLLvTTjulTHpH2knjePTDtlWqO2qOOQeeT+pKn0h6/ccaqfRxSsO36667przHHnukzJqBXP8IEmaNNxXwq/xhFQVUcpyvaKQN34YxC+AXzjA6QobnKFTnKA2TOq7yZPB4FPBo7TGaRq1fGMNbG6bau+iii1KmJk8FctK3MGjsEUccUY7jmGOOSZn0UmV7ViDtrMJzVEo/FvAgGERLgziPhxaSVJ1zZ1gN77HKjvyFL3whZeYgqQqesB+Vjo/9H3bYYSk/8MADKTODMillfGoozfkYxw3lg0tMCr4eQy+9wxlGR/iFM4yOkL6U8oIR50w6V9FLFSIRFIwlhzfeeOOUaRCnJvN73/teysx1Qg0bKVuANJdUh5Ru7733Tnn+/PkpUwtGDVsvMJUfjdkRcsPfuVak67w/EW3f2tAP8tBDD02Z60XKGn6lpKXKj5bZs7mG9JnlfeP9DCcEfkIQ0giNeaoQnkkhN5I6ou1BLcVyhIZhPCnwC2cYHSEp5TTUkRhTI0sZIpUvZ4SL0K+P1IW+hyxnTB8++ltS88WQmzAUq3pv1ADSeK78IOkH+NGPfrTNBpBGnnLKKSmTUlHrSzr47ne/O2X6kqoM29Emw31Iy9/1rnelvHjx4pSvu+66lLnmS5YsSZkZseOZU9H2Y4ztyvFgEsa8M6aUhvEUwS+cYXTEwPBNDZLS7ATGJEwZY0BUZY5JA8JwyuIPDKGhYZVZe+lvSJkGVBq2Q4OnDKUqmpznUHt2wgknpHzWWWelzNp2ywsmUVIG8QoPPvhgypwPw51Il6+66qqUSSOp7aQxm/ci6CgTQr3nPe9Jmet2/fXXp7zZZpulTP9ROhhUZaPH0DtFKcf4QRJVmJoK9xlcN7FlwzBWGPzCGUZHDLSUqigEt+GggGPKsg46EgZuRSlptI3zuWWzlhwNz9R2kYJ88IMfTJmRwx/72MdSDjpIysmxMukOKRXnz/NVyvJ11lkn5dDIMRckwWInDLehQZg0bRJY+OTkk09OORLxtDacD/1OOWfOTZV2jnkedNBBeYwau3POOSdlPm+896wDyORL9D2tnkn1XKkU/dMinucxNHLgU7zcPRqGMTX8whlGRwy0lMtr/CPG0EvVD7fnijKQxlCrxTAUhu0sXLgw5Shb3NrQIP3Od74z5QjtoW8gaQw1k6oKDUFKq6Klw/jL36lJpLGXlJbRzfRJVP6bkdzni1/8Ytk284BS68ixqnTkNPaz/2233ba1NtSAsty0irgm/aaTgtIkRjvVp09r2gFDYUxVnThHUVcF73CG0RF+4QyjI2ReymmiXsdg2nyVFe2kJo8+e6SaLFVMPzxSMFJGGtOjSg9B6kqDNbV39NlkgiDStErr2tpjlI3GZv6uCkLutddeKb/1rW9NmYb3Cy64IOVY5zvvvDOPUWNIGsex0k+Sa7XpppuWY+E5kX+T9JOJgLiG7If3h9eqT5FKS0lMoqIzMW2+ymn69A5nGB0x2OEGP0yxk43ZGcd8iE5yJ2M/3OFURuAddtgh5S233DJlfrjTzhPKF5673377pcx/2O9///sp0/2I7k8q83PlCqVK63K3ob2L7lLc+dgn1zB2M3rZM/qCCh7aNdk/A3132WWXlO+5556Uf/jDH6YcO9U73vGOPEYlCAOEqyzRrQ2VZ9yRJxXoUBECSlFDTLMjTu0SNvEMwzBWGPzCGUZHLDelfCJKFXXOJBueClAlBSO9Yht0BWOdMdqIghrSZkd3KlLUrbbaKmUGWJJenn766SmTAtFuFXY+2vuoeOCaRL211obUmUoGUlcqXyIvDCkdC3uQou+5554p77zzzimTUpEOUmlU5RVhXhgqgVTGbCpTlI2Tx5e3ZqH6FFJ5T8bUgpvY53JdZRjGcsEvnGF0hKSUg5MKTeK0No8xbY85HiB1JJTXPXOgUMO37777phxUjvXOWByD2jOOj6nk2B4pICkjve6DjtGdi2NV9d6oPaS9jzZJnhN18Nj3vHnzUt5nn31SZoQC7WbUatLGSapFLWjcI9pA2T/Xh5Rb2d4mfXJMGxQ9psbhJM25alvBO5xhdIRfOMPoiFGUcnDBf7fYMdRx2rLERJVubwz9VBSAmkyVFTc83anRpAbwoYceSpmayRtvvDHlqoDGzH6YNTr6mjNnTh4jjbryyitTZmAsaRepGSk1qW4E3fL3b37zm2UbpK50G+N8qO1k6j1S8KC6yhivNI2KRipKV33mjIlaIcYEo07TpnOaGMYsgF84w+iIqQ3fk7RDhAr8m8brWrUzJsPzmBRmVQ4SauCYyZm5UGi8pkwNn0qxR8NueNRTe0ctJY3GPIcUlYGprD1H2htgHhPmfzn44INTJnWk3ykjEahVpbGbax5aSmqU1dqTuisaOemZHKOBJKbtZ3kxMKSv0JYNw3hc+IUzjI6YuphHULMxgXnT+ptNU0xE1ZJT/m6qJh1RUSBq7whSPdI4Xst0eAsWLEiZteVCk8j8KzRkR16Q1lo77bTTyjlQYxkG7taGGtOjjjqqtdbaT37ykzz25S9/OWXSQvqDsg3SPpWdujqH51ImLWYYjtI0T/OZo0JyVpQzxqTnk7+7mIdhPEXwC2cYHTF1yeGykSn8zVYUlAZyTJljRYdi7IquVrlIeF1rQ6OtChWiT2IU4mAuFmopGQZEf0z6TNKoz8zHpIORy4R0lUbqM888M2XSaM5Z0TRlqK7a4JqoFHNjaGT16TJtAY8VgTH001pKw3iK4BfOMDpial/K2Yhpo8wn+XVOk9ioNU1ReZyJgxhdHW1SS6cKZTDRkKJjpJekvdEnKR1LJTNNHw3z7IeyomnVeirKP23WYmKaUJ3ZBO9whtERfuEMoyPqsOmnGVZ09PmYxDFjCkQoX8pKw6n8CgnSRcqcp0qoFOMldSVFZZ+Ux9D1SWs7rZ/itHRwttLHCt7hDKMj/MIZRkc8IyjltJhEQab1B1WUaXmjmEn7xoxLtUcfvqCsHIfKZzkmcvrpRONmE7zDGUZH+IUzjI54RlPKaRPJxPlPJMRojC/ppDyfpILK8K5kak8rw7LqR437iazFpPb+F+EdzjA64hm9w62Iaq1KUTBtZt9Juy13GBWMyR1JKUqmydOhdknjyYN3OMPoCL9whtERz2hK+URq2E1qY0x7Y2xlVfDkmGIS0+aRqRRCkwJHe+Kp7r8XvMMZRkf4hTOMjnhGU0piRWfTfSIUaBrb1hOhtJMwTRCpsWLgHc4wOsIvnGF0xP8MpVwRGssn0s80x5/ImCZpL5dXuzlzXNPQTkccPAbvcIbREX7hDKMjnhFp8gzj6QLvcIbREX7hDKMj/h8zSb5NwrdrGAAAAABJRU5ErkJggg==" id="image1daf505ca3" 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 872.242105 42.004706 
L 874.326316 42.004706 
L 876.410526 42.004706 
L 877.452632 43.050353 
L 878.494737 44.096 
L 880.578947 44.096 
L 882.663158 44.096 
L 883.705263 45.141647 
L 884.747368 46.187294 
L 886.831579 46.187294 
L 887.873684 47.232941 
L 888.915789 48.278588 
L 889.957895 49.324235 
L 891 50.369882 
L 892.042105 51.415529 
L 893.084211 52.461176 
L 894.126316 53.506824 
L 895.168421 54.552471 
L 896.210526 55.598118 
L 897.252632 56.643765 
L 898.294737 57.689412 
L 899.336842 58.735059 
L 900.378947 59.780706 
L 901.421053 60.826353 
L 903.505263 60.826353 
L 904.547368 61.872 
L 905.589474 62.917647 
L 906.631579 63.963294 
L 907.673684 65.008941 
L 908.715789 66.054588 
L 909.757895 67.100235 
L 910.8 68.145882 
L 911.842105 69.191529 
L 912.884211 70.237176 
L 912.884211 72.328471 
L 913.926316 73.374118 
L 914.968421 74.419765 
L 914.968421 76.511059 
L 916.010526 77.556706 
L 917.052632 78.602353 
L 918.094737 79.648 
L 919.136842 80.693647 
L 919.136842 82.784941 
L 920.178947 83.830588 
L 921.221053 84.876235 
L 921.221053 86.967529 
L 921.221053 89.058824 
L 922.263158 90.104471 
L 923.305263 91.150118 
L 923.305263 93.241412 
L 923.305263 95.332706 
L 923.305263 97.424 
L 923.305263 99.515294 
L 924.347368 100.560941 
L 925.389474 101.606588 
L 925.389474 103.697882 
L 925.389474 105.789176 
L 925.389474 107.880471 
L 926.431579 108.926118 
L 927.473684 109.971765 
L 927.473684 112.063059 
L 927.473684 114.154353 
L 927.473684 116.245647 
L 928.515789 117.291294 
L 929.557895 118.336941 
L 929.557895 120.428235 
L 929.557895 122.519529 
L 929.557895 124.610824 
L 929.557895 126.702118 
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 929.557895 143.432471 
L 929.557895 145.523765 
L 928.515789 146.569412 
L 927.473684 147.615059 
L 927.473684 149.706353 
L 927.473684 151.797647 
L 927.473684 153.888941 
L 926.431579 154.934588 
L 925.389474 155.980235 
L 925.389474 158.071529 
L 925.389474 160.162824 
L 924.347368 161.208471 
L 923.305263 162.254118 
L 923.305263 164.345412 
L 922.263158 165.391059 
L 921.221053 166.436706 
L 920.178947 167.482353 
L 919.136842 168.528 
L 919.136842 170.619294 
L 918.094737 171.664941 
L 917.052632 172.710588 
L 916.010526 173.756235 
L 914.968421 174.801882 
L 914.968421 176.893176 
L 913.926316 177.938824 
L 912.884211 178.984471 
L 911.842105 180.030118 
L 910.8 181.075765 
L 909.757895 182.121412 
L 908.715789 183.167059 
L 907.673684 184.212706 
L 906.631579 185.258353 
L 905.589474 186.304 
L 904.547368 187.349647 
L 903.505263 188.395294 
L 902.463158 189.440941 
L 901.421053 190.486588 
L 899.336842 190.486588 
L 898.294737 191.532235 
L 897.252632 192.577882 
L 896.210526 193.623529 
L 895.168421 194.669176 
L 893.084211 194.669176 
L 892.042105 195.714824 
L 891 196.760471 
L 889.957895 197.806118 
L 888.915789 198.851765 
L 886.831579 198.851765 
L 884.747368 198.851765 
L 882.663158 198.851765 
L 880.578947 198.851765 
L 878.494737 198.851765 
L 876.410526 198.851765 
L 874.326316 198.851765 
L 872.242105 198.851765 
L 870.157895 198.851765 
L 868.073684 198.851765 
L 867.031579 199.897412 
L 865.989474 200.943059 
L 863.905263 200.943059 
L 861.821053 200.943059 
L 859.736842 200.943059 
L 857.652632 200.943059 
L 856.610526 199.897412 
L 855.568421 198.851765 
L 853.484211 198.851765 
L 851.4 198.851765 
L 849.315789 198.851765 
L 848.273684 197.806118 
L 847.231579 196.760471 
L 845.147368 196.760471 
L 844.105263 195.714824 
L 843.063158 194.669176 
L 842.021053 193.623529 
L 840.978947 192.577882 
L 839.936842 191.532235 
L 838.894737 190.486588 
L 837.852632 189.440941 
L 836.810526 188.395294 
L 835.768421 187.349647 
L 834.726316 186.304 
L 833.684211 185.258353 
L 832.642105 184.212706 
L 830.557895 184.212706 
L 829.515789 183.167059 
L 829.515789 181.075765 
L 828.473684 180.030118 
L 827.431579 178.984471 
L 826.389474 177.938824 
L 825.347368 176.893176 
L 824.305263 175.847529 
L 823.263158 174.801882 
L 823.263158 172.710588 
L 822.221053 171.664941 
L 821.178947 170.619294 
L 820.136842 169.573647 
L 819.094737 168.528 
L 819.094737 166.436706 
L 818.052632 165.391059 
L 817.010526 164.345412 
L 817.010526 162.254118 
L 815.968421 161.208471 
L 814.926316 160.162824 
L 814.926316 158.071529 
L 814.926316 155.980235 
L 814.926316 153.888941 
L 813.884211 152.843294 
L 812.842105 151.797647 
L 812.842105 149.706353 
L 812.842105 147.615059 
L 812.842105 145.523765 
L 811.8 144.478118 
L 810.757895 143.432471 
L 810.757895 141.341176 
L 810.757895 139.249882 
L 810.757895 137.158588 
L 810.757895 135.067294 
L 810.757895 132.976 
L 810.757895 130.884706 
L 811.8 129.839059 
L 812.842105 128.793412 
L 812.842105 126.702118 
L 812.842105 124.610824 
L 812.842105 122.519529 
L 812.842105 120.428235 
L 812.842105 118.336941 
L 812.842105 116.245647 
L 812.842105 114.154353 
L 812.842105 112.063059 
L 812.842105 109.971765 
L 813.884211 108.926118 
L 814.926316 107.880471 
L 815.968421 106.834824 
L 817.010526 105.789176 
L 817.010526 103.697882 
L 817.010526 101.606588 
L 817.010526 99.515294 
L 817.010526 97.424 
L 817.010526 95.332706 
L 817.010526 93.241412 
L 817.010526 91.150118 
L 818.052632 90.104471 
L 819.094737 89.058824 
L 819.094737 86.967529 
L 819.094737 84.876235 
L 820.136842 83.830588 
L 821.178947 82.784941 
L 821.178947 80.693647 
L 822.221053 79.648 
L 823.263158 78.602353 
L 824.305263 77.556706 
L 825.347368 76.511059 
L 826.389474 75.465412 
L 827.431579 74.419765 
L 827.431579 72.328471 
L 828.473684 71.282824 
L 829.515789 70.237176 
L 830.557895 69.191529 
L 831.6 68.145882 
L 832.642105 67.100235 
L 833.684211 66.054588 
L 834.726316 65.008941 
L 835.768421 63.963294 
L 836.810526 62.917647 
L 837.852632 61.872 
L 838.894737 60.826353 
L 839.936842 59.780706 
L 840.978947 58.735059 
L 842.021053 57.689412 
L 843.063158 56.643765 
L 844.105263 55.598118 
L 845.147368 54.552471 
L 846.189474 53.506824 
L 847.231579 52.461176 
L 849.315789 52.461176 
L 851.4 52.461176 
L 853.484211 52.461176 
L 854.526316 51.415529 
L 855.568421 50.369882 
L 857.652632 50.369882 
L 858.694737 49.324235 
L 859.736842 48.278588 
L 860.778947 47.232941 
L 860.778947 45.141647 
L 861.821053 44.096 
L 863.905263 44.096 
L 864.947368 45.141647 
L 865.989474 46.187294 
L 868.073684 46.187294 
L 870.157895 46.187294 
L 871.2 45.141647 
L 871.2 43.050353 
L 872.242105 42.004706 
z
" clip-path="url(#pb7d2abc348)" 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(#p7cc59e7172)">
    <image xlink:href="data:image/png;base64,
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" id="image0c757f35c7" 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 48.278588 
L 1034.810526 48.278588 
L 1036.894737 48.278588 
L 1038.978947 48.278588 
L 1040.021053 49.324235 
L 1041.063158 50.369882 
L 1042.105263 51.415529 
L 1043.147368 52.461176 
L 1044.189474 53.506824 
L 1045.231579 54.552471 
L 1046.273684 55.598118 
L 1047.315789 56.643765 
L 1048.357895 57.689412 
L 1049.4 58.735059 
L 1050.442105 59.780706 
L 1051.484211 60.826353 
L 1053.568421 60.826353 
L 1054.610526 61.872 
L 1055.652632 62.917647 
L 1056.694737 63.963294 
L 1057.736842 65.008941 
L 1058.778947 66.054588 
L 1059.821053 67.100235 
L 1060.863158 68.145882 
L 1061.905263 69.191529 
L 1062.947368 70.237176 
L 1063.989474 71.282824 
L 1065.031579 72.328471 
L 1066.073684 73.374118 
L 1067.115789 74.419765 
L 1068.157895 75.465412 
L 1069.2 76.511059 
L 1070.242105 77.556706 
L 1071.284211 78.602353 
L 1072.326316 79.648 
L 1073.368421 80.693647 
L 1074.410526 81.739294 
L 1075.452632 82.784941 
L 1075.452632 84.876235 
L 1076.494737 85.921882 
L 1077.536842 86.967529 
L 1077.536842 89.058824 
L 1077.536842 91.150118 
L 1078.578947 92.195765 
L 1079.621053 93.241412 
L 1079.621053 95.332706 
L 1079.621053 97.424 
L 1080.663158 98.469647 
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 1083.789474 114.154353 
L 1083.789474 116.245647 
L 1084.831579 117.291294 
L 1085.873684 118.336941 
L 1085.873684 120.428235 
L 1085.873684 122.519529 
L 1086.915789 123.565176 
L 1087.957895 124.610824 
L 1087.957895 126.702118 
L 1087.957895 128.793412 
L 1087.957895 130.884706 
L 1086.915789 131.930353 
L 1085.873684 132.976 
L 1085.873684 135.067294 
L 1085.873684 137.158588 
L 1085.873684 139.249882 
L 1085.873684 141.341176 
L 1085.873684 143.432471 
L 1085.873684 145.523765 
L 1085.873684 147.615059 
L 1084.831579 148.660706 
L 1083.789474 149.706353 
L 1083.789474 151.797647 
L 1083.789474 153.888941 
L 1083.789474 155.980235 
L 1082.747368 157.025882 
L 1081.705263 158.071529 
L 1081.705263 160.162824 
L 1080.663158 161.208471 
L 1079.621053 162.254118 
L 1079.621053 164.345412 
L 1078.578947 165.391059 
L 1077.536842 166.436706 
L 1076.494737 167.482353 
L 1075.452632 168.528 
L 1075.452632 170.619294 
L 1074.410526 171.664941 
L 1073.368421 172.710588 
L 1072.326316 173.756235 
L 1071.284211 174.801882 
L 1070.242105 175.847529 
L 1069.2 176.893176 
L 1068.157895 177.938824 
L 1067.115789 178.984471 
L 1066.073684 180.030118 
L 1065.031579 181.075765 
L 1063.989474 182.121412 
L 1062.947368 183.167059 
L 1061.905263 184.212706 
L 1060.863158 185.258353 
L 1059.821053 186.304 
L 1058.778947 187.349647 
L 1057.736842 188.395294 
L 1056.694737 189.440941 
L 1055.652632 190.486588 
L 1054.610526 191.532235 
L 1053.568421 192.577882 
L 1051.484211 192.577882 
L 1050.442105 193.623529 
L 1049.4 194.669176 
L 1047.315789 194.669176 
L 1045.231579 194.669176 
L 1044.189474 195.714824 
L 1043.147368 196.760471 
L 1041.063158 196.760471 
L 1038.978947 196.760471 
L 1037.936842 195.714824 
L 1036.894737 194.669176 
L 1034.810526 194.669176 
L 1032.726316 194.669176 
L 1030.642105 194.669176 
L 1028.557895 194.669176 
L 1026.473684 194.669176 
L 1024.389474 194.669176 
L 1022.305263 194.669176 
L 1021.263158 195.714824 
L 1020.221053 196.760471 
L 1018.136842 196.760471 
L 1016.052632 196.760471 
L 1013.968421 196.760471 
L 1011.884211 196.760471 
L 1010.842105 195.714824 
L 1009.8 194.669176 
L 1007.715789 194.669176 
L 1006.673684 193.623529 
L 1005.631579 192.577882 
L 1003.547368 192.577882 
L 1002.505263 191.532235 
L 1001.463158 190.486588 
L 1000.421053 189.440941 
L 999.378947 188.395294 
L 997.294737 188.395294 
L 996.252632 187.349647 
L 995.210526 186.304 
L 994.168421 185.258353 
L 993.126316 184.212706 
L 992.084211 183.167059 
L 991.042105 182.121412 
L 990 181.075765 
L 988.957895 180.030118 
L 987.915789 178.984471 
L 986.873684 177.938824 
L 985.831579 176.893176 
L 985.831579 174.801882 
L 984.789474 173.756235 
L 983.747368 172.710588 
L 982.705263 171.664941 
L 981.663158 170.619294 
L 981.663158 168.528 
L 980.621053 167.482353 
L 979.578947 166.436706 
L 978.536842 165.391059 
L 977.494737 164.345412 
L 977.494737 162.254118 
L 976.452632 161.208471 
L 975.410526 160.162824 
L 975.410526 158.071529 
L 974.368421 157.025882 
L 973.326316 155.980235 
L 973.326316 153.888941 
L 973.326316 151.797647 
L 973.326316 149.706353 
L 973.326316 147.615059 
L 973.326316 145.523765 
L 972.284211 144.478118 
L 971.242105 143.432471 
L 971.242105 141.341176 
L 971.242105 139.249882 
L 971.242105 137.158588 
L 971.242105 135.067294 
L 971.242105 132.976 
L 971.242105 130.884706 
L 971.242105 128.793412 
L 970.2 127.747765 
L 969.157895 126.702118 
L 969.157895 124.610824 
L 970.2 123.565176 
L 971.242105 122.519529 
L 971.242105 120.428235 
L 971.242105 118.336941 
L 971.242105 116.245647 
L 971.242105 114.154353 
L 971.242105 112.063059 
L 972.284211 111.017412 
L 973.326316 109.971765 
L 973.326316 107.880471 
L 973.326316 105.789176 
L 974.368421 104.743529 
L 975.410526 103.697882 
L 975.410526 101.606588 
L 976.452632 100.560941 
L 977.494737 99.515294 
L 977.494737 97.424 
L 977.494737 95.332706 
L 977.494737 93.241412 
L 977.494737 91.150118 
L 978.536842 90.104471 
L 979.578947 89.058824 
L 979.578947 86.967529 
L 979.578947 84.876235 
L 979.578947 82.784941 
L 980.621053 81.739294 
L 981.663158 80.693647 
L 982.705263 79.648 
L 983.747368 78.602353 
L 984.789474 77.556706 
L 985.831579 76.511059 
L 986.873684 75.465412 
L 987.915789 74.419765 
L 988.957895 73.374118 
L 990 72.328471 
L 991.042105 71.282824 
L 993.126316 71.282824 
L 994.168421 70.237176 
L 995.210526 69.191529 
L 996.252632 68.145882 
L 997.294737 67.100235 
L 998.336842 66.054588 
L 999.378947 65.008941 
L 1000.421053 63.963294 
L 1001.463158 62.917647 
L 1003.547368 62.917647 
L 1004.589474 61.872 
L 1005.631579 60.826353 
L 1006.673684 59.780706 
L 1007.715789 58.735059 
L 1009.8 58.735059 
L 1010.842105 57.689412 
L 1011.884211 56.643765 
L 1013.968421 56.643765 
L 1015.010526 55.598118 
L 1016.052632 54.552471 
L 1017.094737 53.506824 
L 1018.136842 52.461176 
L 1019.178947 51.415529 
L 1020.221053 50.369882 
L 1022.305263 50.369882 
L 1024.389474 50.369882 
L 1026.473684 50.369882 
L 1028.557895 50.369882 
L 1030.642105 50.369882 
L 1031.684211 49.324235 
L 1032.726316 48.278588 
z
" clip-path="url(#p7cc59e7172)" 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=0 -->
    <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-30" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p1852c2dac8)">
    <image xlink:href="data:image/png;base64,
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" id="imagef389db6fa4" 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 1184.873684 54.552471 
L 1186.957895 54.552471 
L 1189.042105 54.552471 
L 1191.126316 54.552471 
L 1193.210526 54.552471 
L 1194.252632 55.598118 
L 1195.294737 56.643765 
L 1197.378947 56.643765 
L 1198.421053 57.689412 
L 1199.463158 58.735059 
L 1200.505263 59.780706 
L 1201.547368 60.826353 
L 1202.589474 61.872 
L 1203.631579 62.917647 
L 1204.673684 63.963294 
L 1205.715789 65.008941 
L 1206.757895 66.054588 
L 1207.8 67.100235 
L 1209.884211 67.100235 
L 1210.926316 68.145882 
L 1211.968421 69.191529 
L 1214.052632 69.191529 
L 1215.094737 70.237176 
L 1216.136842 71.282824 
L 1217.178947 72.328471 
L 1218.221053 73.374118 
L 1219.263158 74.419765 
L 1220.305263 75.465412 
L 1221.347368 76.511059 
L 1222.389474 77.556706 
L 1223.431579 78.602353 
L 1224.473684 79.648 
L 1225.515789 80.693647 
L 1226.557895 81.739294 
L 1227.6 82.784941 
L 1228.642105 83.830588 
L 1229.684211 84.876235 
L 1229.684211 86.967529 
L 1230.726316 88.013176 
L 1231.768421 89.058824 
L 1231.768421 91.150118 
L 1232.810526 92.195765 
L 1233.852632 93.241412 
L 1233.852632 95.332706 
L 1233.852632 97.424 
L 1234.894737 98.469647 
L 1235.936842 99.515294 
L 1235.936842 101.606588 
L 1235.936842 103.697882 
L 1236.978947 104.743529 
L 1238.021053 105.789176 
L 1238.021053 107.880471 
L 1238.021053 109.971765 
L 1239.063158 111.017412 
L 1240.105263 112.063059 
L 1240.105263 114.154353 
L 1240.105263 116.245647 
L 1240.105263 118.336941 
L 1241.147368 119.382588 
L 1242.189474 120.428235 
L 1242.189474 122.519529 
L 1242.189474 124.610824 
L 1242.189474 126.702118 
L 1243.231579 127.747765 
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 1243.231579 138.204235 
L 1242.189474 139.249882 
L 1242.189474 141.341176 
L 1242.189474 143.432471 
L 1242.189474 145.523765 
L 1242.189474 147.615059 
L 1241.147368 148.660706 
L 1240.105263 149.706353 
L 1240.105263 151.797647 
L 1239.063158 152.843294 
L 1238.021053 153.888941 
L 1238.021053 155.980235 
L 1236.978947 157.025882 
L 1235.936842 158.071529 
L 1235.936842 160.162824 
L 1234.894737 161.208471 
L 1233.852632 162.254118 
L 1232.810526 163.299765 
L 1231.768421 164.345412 
L 1231.768421 166.436706 
L 1230.726316 167.482353 
L 1229.684211 168.528 
L 1229.684211 170.619294 
L 1228.642105 171.664941 
L 1227.6 172.710588 
L 1226.557895 173.756235 
L 1225.515789 174.801882 
L 1224.473684 175.847529 
L 1222.389474 175.847529 
L 1221.347368 176.893176 
L 1220.305263 177.938824 
L 1219.263158 178.984471 
L 1218.221053 180.030118 
L 1216.136842 180.030118 
L 1215.094737 181.075765 
L 1214.052632 182.121412 
L 1213.010526 183.167059 
L 1211.968421 184.212706 
L 1210.926316 185.258353 
L 1209.884211 186.304 
L 1207.8 186.304 
L 1206.757895 187.349647 
L 1205.715789 188.395294 
L 1203.631579 188.395294 
L 1202.589474 189.440941 
L 1201.547368 190.486588 
L 1199.463158 190.486588 
L 1197.378947 190.486588 
L 1195.294737 190.486588 
L 1193.210526 190.486588 
L 1191.126316 190.486588 
L 1189.042105 190.486588 
L 1186.957895 190.486588 
L 1184.873684 190.486588 
L 1182.789474 190.486588 
L 1180.705263 190.486588 
L 1178.621053 190.486588 
L 1176.536842 190.486588 
L 1174.452632 190.486588 
L 1172.368421 190.486588 
L 1170.284211 190.486588 
L 1169.242105 189.440941 
L 1168.2 188.395294 
L 1166.115789 188.395294 
L 1165.073684 187.349647 
L 1164.031579 186.304 
L 1161.947368 186.304 
L 1160.905263 185.258353 
L 1159.863158 184.212706 
L 1158.821053 183.167059 
L 1157.778947 182.121412 
L 1155.694737 182.121412 
L 1154.652632 181.075765 
L 1153.610526 180.030118 
L 1152.568421 178.984471 
L 1151.526316 177.938824 
L 1150.484211 176.893176 
L 1149.442105 175.847529 
L 1148.4 174.801882 
L 1148.4 172.710588 
L 1147.357895 171.664941 
L 1146.315789 170.619294 
L 1145.273684 169.573647 
L 1144.231579 168.528 
L 1143.189474 167.482353 
L 1142.147368 166.436706 
L 1142.147368 164.345412 
L 1141.105263 163.299765 
L 1140.063158 162.254118 
L 1139.021053 161.208471 
L 1137.978947 160.162824 
L 1137.978947 158.071529 
L 1136.936842 157.025882 
L 1135.894737 155.980235 
L 1135.894737 153.888941 
L 1134.852632 152.843294 
L 1133.810526 151.797647 
L 1133.810526 149.706353 
L 1133.810526 147.615059 
L 1133.810526 145.523765 
L 1133.810526 143.432471 
L 1133.810526 141.341176 
L 1132.768421 140.295529 
L 1131.726316 139.249882 
L 1131.726316 137.158588 
L 1131.726316 135.067294 
L 1130.684211 134.021647 
L 1129.642105 132.976 
L 1129.642105 130.884706 
L 1130.684211 129.839059 
L 1131.726316 128.793412 
L 1131.726316 126.702118 
L 1130.684211 125.656471 
L 1129.642105 124.610824 
L 1129.642105 122.519529 
L 1130.684211 121.473882 
L 1131.726316 120.428235 
L 1131.726316 118.336941 
L 1131.726316 116.245647 
L 1132.768421 115.2 
L 1133.810526 114.154353 
L 1133.810526 112.063059 
L 1134.852632 111.017412 
L 1135.894737 109.971765 
L 1135.894737 107.880471 
L 1135.894737 105.789176 
L 1136.936842 104.743529 
L 1137.978947 103.697882 
L 1137.978947 101.606588 
L 1137.978947 99.515294 
L 1137.978947 97.424 
L 1137.978947 95.332706 
L 1139.021053 94.287059 
L 1140.063158 93.241412 
L 1140.063158 91.150118 
L 1141.105263 90.104471 
L 1142.147368 89.058824 
L 1142.147368 86.967529 
L 1143.189474 85.921882 
L 1144.231579 84.876235 
L 1145.273684 83.830588 
L 1146.315789 82.784941 
L 1147.357895 81.739294 
L 1148.4 80.693647 
L 1149.442105 79.648 
L 1150.484211 78.602353 
L 1151.526316 77.556706 
L 1153.610526 77.556706 
L 1154.652632 76.511059 
L 1155.694737 75.465412 
L 1156.736842 74.419765 
L 1157.778947 73.374118 
L 1158.821053 72.328471 
L 1159.863158 71.282824 
L 1161.947368 71.282824 
L 1162.989474 70.237176 
L 1164.031579 69.191529 
L 1165.073684 68.145882 
L 1166.115789 67.100235 
L 1167.157895 66.054588 
L 1168.2 65.008941 
L 1170.284211 65.008941 
L 1171.326316 63.963294 
L 1172.368421 62.917647 
L 1173.410526 61.872 
L 1174.452632 60.826353 
L 1175.494737 59.780706 
L 1176.536842 58.735059 
L 1178.621053 58.735059 
L 1179.663158 57.689412 
L 1180.705263 56.643765 
L 1182.789474 56.643765 
L 1183.831579 55.598118 
L 1184.873684 54.552471 
z
" clip-path="url(#p1852c2dac8)" 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=8 -->
    <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-38" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p63fdd51da9)">
    <image xlink:href="data:image/png;base64,
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" id="image9c2f8c9e7b" 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 1339.105263 60.826353 
L 1341.189474 60.826353 
L 1342.231579 61.872 
L 1343.273684 62.917647 
L 1345.357895 62.917647 
L 1346.4 61.872 
L 1347.442105 60.826353 
L 1349.526316 60.826353 
L 1351.610526 60.826353 
L 1353.694737 60.826353 
L 1354.736842 61.872 
L 1355.778947 62.917647 
L 1356.821053 63.963294 
L 1357.863158 65.008941 
L 1359.947368 65.008941 
L 1360.989474 66.054588 
L 1362.031579 67.100235 
L 1363.073684 68.145882 
L 1364.115789 69.191529 
L 1365.157895 70.237176 
L 1366.2 71.282824 
L 1367.242105 72.328471 
L 1368.284211 73.374118 
L 1369.326316 74.419765 
L 1370.368421 75.465412 
L 1372.452632 75.465412 
L 1373.494737 76.511059 
L 1374.536842 77.556706 
L 1375.578947 78.602353 
L 1376.621053 79.648 
L 1377.663158 80.693647 
L 1378.705263 81.739294 
L 1379.747368 82.784941 
L 1380.789474 83.830588 
L 1381.831579 84.876235 
L 1381.831579 86.967529 
L 1382.873684 88.013176 
L 1383.915789 89.058824 
L 1384.957895 90.104471 
L 1386 91.150118 
L 1386 93.241412 
L 1387.042105 94.287059 
L 1388.084211 95.332706 
L 1388.084211 97.424 
L 1388.084211 99.515294 
L 1388.084211 101.606588 
L 1388.084211 103.697882 
L 1388.084211 105.789176 
L 1389.126316 106.834824 
L 1390.168421 107.880471 
L 1391.210526 108.926118 
L 1392.252632 109.971765 
L 1392.252632 112.063059 
L 1393.294737 113.108706 
L 1394.336842 114.154353 
L 1394.336842 116.245647 
L 1394.336842 118.336941 
L 1394.336842 120.428235 
L 1394.336842 122.519529 
L 1395.378947 123.565176 
L 1396.421053 124.610824 
L 1396.421053 126.702118 
L 1396.421053 128.793412 
L 1396.421053 130.884706 
L 1397.463158 131.930353 
L 1398.505263 132.976 
L 1398.505263 135.067294 
L 1398.505263 137.158588 
L 1397.463158 138.204235 
L 1396.421053 139.249882 
L 1396.421053 141.341176 
L 1396.421053 143.432471 
L 1396.421053 145.523765 
L 1396.421053 147.615059 
L 1395.378947 148.660706 
L 1394.336842 149.706353 
L 1394.336842 151.797647 
L 1393.294737 152.843294 
L 1392.252632 153.888941 
L 1392.252632 155.980235 
L 1391.210526 157.025882 
L 1390.168421 158.071529 
L 1389.126316 159.117176 
L 1388.084211 160.162824 
L 1387.042105 161.208471 
L 1386 162.254118 
L 1386 164.345412 
L 1384.957895 165.391059 
L 1383.915789 166.436706 
L 1382.873684 167.482353 
L 1381.831579 168.528 
L 1380.789474 169.573647 
L 1379.747368 170.619294 
L 1378.705263 171.664941 
L 1377.663158 172.710588 
L 1376.621053 173.756235 
L 1374.536842 173.756235 
L 1373.494737 174.801882 
L 1372.452632 175.847529 
L 1370.368421 175.847529 
L 1369.326316 176.893176 
L 1368.284211 177.938824 
L 1367.242105 178.984471 
L 1366.2 180.030118 
L 1365.157895 181.075765 
L 1364.115789 182.121412 
L 1363.073684 183.167059 
L 1362.031579 184.212706 
L 1359.947368 184.212706 
L 1358.905263 185.258353 
L 1357.863158 186.304 
L 1355.778947 186.304 
L 1353.694737 186.304 
L 1351.610526 186.304 
L 1349.526316 186.304 
L 1347.442105 186.304 
L 1345.357895 186.304 
L 1343.273684 186.304 
L 1341.189474 186.304 
L 1339.105263 186.304 
L 1337.021053 186.304 
L 1334.936842 186.304 
L 1332.852632 186.304 
L 1330.768421 186.304 
L 1329.726316 185.258353 
L 1328.684211 184.212706 
L 1326.6 184.212706 
L 1325.557895 183.167059 
L 1324.515789 182.121412 
L 1322.431579 182.121412 
L 1321.389474 181.075765 
L 1320.347368 180.030118 
L 1319.305263 178.984471 
L 1318.263158 177.938824 
L 1317.221053 176.893176 
L 1316.178947 175.847529 
L 1315.136842 174.801882 
L 1314.094737 173.756235 
L 1313.052632 172.710588 
L 1312.010526 171.664941 
L 1310.968421 170.619294 
L 1310.968421 168.528 
L 1309.926316 167.482353 
L 1308.884211 166.436706 
L 1307.842105 165.391059 
L 1306.8 164.345412 
L 1305.757895 163.299765 
L 1304.715789 162.254118 
L 1303.673684 161.208471 
L 1302.631579 160.162824 
L 1301.589474 159.117176 
L 1300.547368 158.071529 
L 1299.505263 157.025882 
L 1298.463158 155.980235 
L 1298.463158 153.888941 
L 1297.421053 152.843294 
L 1296.378947 151.797647 
L 1296.378947 149.706353 
L 1296.378947 147.615059 
L 1296.378947 145.523765 
L 1295.336842 144.478118 
L 1294.294737 143.432471 
L 1294.294737 141.341176 
L 1294.294737 139.249882 
L 1293.252632 138.204235 
L 1292.210526 137.158588 
L 1292.210526 135.067294 
L 1292.210526 132.976 
L 1292.210526 130.884706 
L 1292.210526 128.793412 
L 1292.210526 126.702118 
L 1292.210526 124.610824 
L 1292.210526 122.519529 
L 1292.210526 120.428235 
L 1292.210526 118.336941 
L 1292.210526 116.245647 
L 1293.252632 115.2 
L 1294.294737 114.154353 
L 1295.336842 113.108706 
L 1296.378947 112.063059 
L 1296.378947 109.971765 
L 1297.421053 108.926118 
L 1298.463158 107.880471 
L 1298.463158 105.789176 
L 1298.463158 103.697882 
L 1299.505263 102.652235 
L 1300.547368 101.606588 
L 1300.547368 99.515294 
L 1301.589474 98.469647 
L 1302.631579 97.424 
L 1302.631579 95.332706 
L 1303.673684 94.287059 
L 1304.715789 93.241412 
L 1304.715789 91.150118 
L 1305.757895 90.104471 
L 1306.8 89.058824 
L 1306.8 86.967529 
L 1307.842105 85.921882 
L 1308.884211 84.876235 
L 1309.926316 83.830588 
L 1310.968421 82.784941 
L 1312.010526 81.739294 
L 1313.052632 80.693647 
L 1314.094737 79.648 
L 1316.178947 79.648 
L 1317.221053 78.602353 
L 1318.263158 77.556706 
L 1320.347368 77.556706 
L 1321.389474 76.511059 
L 1322.431579 75.465412 
L 1323.473684 74.419765 
L 1324.515789 73.374118 
L 1325.557895 72.328471 
L 1326.6 71.282824 
L 1328.684211 71.282824 
L 1329.726316 70.237176 
L 1330.768421 69.191529 
L 1331.810526 68.145882 
L 1332.852632 67.100235 
L 1333.894737 66.054588 
L 1334.936842 65.008941 
L 1335.978947 63.963294 
L 1337.021053 62.917647 
L 1338.063158 61.872 
L 1339.105263 60.826353 
z
" clip-path="url(#p63fdd51da9)" 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)">
     <defs>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p2eb3c3ecef)">
    <image xlink:href="data:image/png;base64,
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" id="image85caf5bd8e" 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 1495.421053 104.743529 
L 1497.505263 104.743529 
L 1499.589474 104.743529 
L 1501.673684 104.743529 
L 1503.757895 104.743529 
L 1504.8 105.789176 
L 1505.842105 106.834824 
L 1506.884211 105.789176 
L 1507.926316 104.743529 
L 1508.968421 105.789176 
L 1510.010526 106.834824 
L 1511.052632 107.880471 
L 1512.094737 108.926118 
L 1513.136842 109.971765 
L 1514.178947 111.017412 
L 1515.221053 112.063059 
L 1515.221053 114.154353 
L 1515.221053 116.245647 
L 1515.221053 118.336941 
L 1516.263158 119.382588 
L 1517.305263 120.428235 
L 1517.305263 122.519529 
L 1517.305263 124.610824 
L 1517.305263 126.702118 
L 1517.305263 128.793412 
L 1517.305263 130.884706 
L 1517.305263 132.976 
L 1517.305263 135.067294 
L 1517.305263 137.158588 
L 1516.263158 138.204235 
L 1514.178947 138.204235 
L 1513.136842 139.249882 
L 1512.094737 140.295529 
L 1511.052632 141.341176 
L 1510.010526 142.386824 
L 1508.968421 143.432471 
L 1507.926316 144.478118 
L 1506.884211 145.523765 
L 1505.842105 146.569412 
L 1504.8 147.615059 
L 1503.757895 148.660706 
L 1502.715789 147.615059 
L 1501.673684 146.569412 
L 1500.631579 145.523765 
L 1500.631579 143.432471 
L 1499.589474 142.386824 
L 1498.547368 141.341176 
L 1497.505263 140.295529 
L 1496.463158 139.249882 
L 1496.463158 137.158588 
L 1495.421053 136.112941 
L 1494.378947 137.158588 
L 1493.336842 138.204235 
L 1492.294737 137.158588 
L 1492.294737 135.067294 
L 1491.252632 134.021647 
L 1490.210526 132.976 
L 1490.210526 130.884706 
L 1489.168421 129.839059 
L 1488.126316 128.793412 
L 1488.126316 126.702118 
L 1488.126316 124.610824 
L 1489.168421 123.565176 
L 1490.210526 122.519529 
L 1489.168421 121.473882 
L 1488.126316 120.428235 
L 1489.168421 119.382588 
L 1490.210526 118.336941 
L 1490.210526 116.245647 
L 1491.252632 115.2 
L 1492.294737 114.154353 
L 1492.294737 112.063059 
L 1492.294737 109.971765 
L 1492.294737 107.880471 
L 1493.336842 106.834824 
L 1494.378947 105.789176 
L 1495.421053 104.743529 
z
" clip-path="url(#p2eb3c3ecef)" 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=41 -->
    <g style="fill: #ffffff" transform="translate(1425.6 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-34" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="pf74a4e78e7">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pe67572b986">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p72e9cbb45a">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pf2a9c18b03">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p6803ced999">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p283c86f8e9">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pb7d2abc348">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p7cc59e7172">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p1852c2dac8">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p63fdd51da9">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p2eb3c3ecef">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>