hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-028_task-rest_dir-RL_desc-brainmask_bold.svg

<svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1584 230.4" xmlns="http://www.w3.org/2000/svg" version="1.1">
 <metadata>
  <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
   <cc:Work>
    <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
    <dc:date>2024-04-22T08:33:24.909266</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(#p04bc6bb155)">
    <image xlink:href="data:image/png;base64,
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" id="imageb322e11d50" 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(#p1b61009a29)">
    <image xlink:href="data:image/png;base64,
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" id="image803d289963" 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 67.736842 104.743529 
L 68.778947 105.789176 
L 67.736842 106.834824 
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 63.568421 115.2 
L 62.526316 116.245647 
L 61.484211 117.291294 
L 60.442105 118.336941 
L 59.4 119.382588 
L 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 33.347368 105.789176 
L 33.347368 103.697882 
L 33.347368 101.606588 
L 33.347368 99.515294 
L 34.389474 98.469647 
L 35.431579 97.424 
L 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 105.252632 88.013176 
L 107.336842 88.013176 
L 109.421053 88.013176 
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 124.010526 115.2 
L 122.968421 116.245647 
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 114.631579 118.336941 
L 113.589474 117.291294 
L 112.547368 118.336941 
L 111.505263 119.382588 
L 109.421053 119.382588 
L 107.336842 119.382588 
L 105.252632 119.382588 
L 104.210526 120.428235 
L 103.168421 121.473882 
L 101.084211 121.473882 
L 99 121.473882 
L 97.957895 120.428235 
L 99 119.382588 
L 100.042105 118.336941 
L 99 117.291294 
L 97.957895 118.336941 
L 96.915789 119.382588 
L 95.873684 118.336941 
L 95.873684 116.245647 
L 95.873684 114.154353 
L 95.873684 112.063059 
L 96.915789 111.017412 
L 97.957895 109.971765 
L 96.915789 108.926118 
L 95.873684 107.880471 
L 95.873684 105.789176 
L 95.873684 103.697882 
L 95.873684 101.606588 
L 95.873684 99.515294 
L 95.873684 97.424 
L 96.915789 96.378353 
L 97.957895 95.332706 
L 97.957895 93.241412 
L 99 92.195765 
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 
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 89.621053 122.519529 
L 90.663158 123.565176 
L 91.705263 124.610824 
L 91.705263 126.702118 
L 91.705263 128.793412 
L 91.705263 130.884706 
L 92.747368 131.930353 
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 101.084211 140.295529 
L 102.126316 141.341176 
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 117.757895 146.569412 
L 118.8 147.615059 
L 119.842105 148.660706 
L 121.926316 148.660706 
L 122.968421 149.706353 
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 121.926316 161.208471 
L 120.884211 162.254118 
L 120.884211 164.345412 
L 119.842105 165.391059 
L 118.8 166.436706 
L 118.8 168.528 
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 111.505263 180.030118 
L 110.463158 181.075765 
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 87.536842 183.167059 
L 86.494737 182.121412 
L 85.452632 181.075765 
L 84.410526 180.030118 
L 83.368421 178.984471 
L 82.326316 177.938824 
L 80.242105 177.938824 
L 78.157895 177.938824 
L 77.115789 178.984471 
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 65.652632 184.212706 
L 64.610526 185.258353 
L 63.568421 186.304 
L 61.484211 186.304 
L 59.4 186.304 
L 57.315789 186.304 
L 56.273684 185.258353 
L 55.231579 184.212706 
L 53.147368 184.212706 
L 51.063158 184.212706 
L 50.021053 183.167059 
L 48.978947 182.121412 
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 57.315789 138.204235 
L 58.357895 137.158588 
L 59.4 136.112941 
L 61.484211 136.112941 
L 63.568421 136.112941 
L 64.610526 135.067294 
L 65.652632 134.021647 
L 66.694737 132.976 
L 67.736842 131.930353 
L 68.778947 130.884706 
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(#p1b61009a29)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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(#p11ffa0c6da)">
    <image xlink:href="data:image/png;base64,
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" id="image8d39745316" 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 233.431579 43.050353 
L 234.473684 44.096 
L 235.515789 43.050353 
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 267.821053 48.278588 
L 268.863158 49.324235 
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 284.494737 79.648 
L 283.452632 80.693647 
L 282.410526 81.739294 
L 281.368421 82.784941 
L 281.368421 84.876235 
L 282.410526 85.921882 
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 294.915789 134.021647 
L 293.873684 135.067294 
L 293.873684 137.158588 
L 292.831579 138.204235 
L 291.789474 139.249882 
L 290.747368 140.295529 
L 288.663158 140.295529 
L 287.621053 141.341176 
L 286.578947 142.386824 
L 285.536842 143.432471 
L 285.536842 145.523765 
L 285.536842 147.615059 
L 285.536842 149.706353 
L 285.536842 151.797647 
L 285.536842 153.888941 
L 286.578947 154.934588 
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 280.326316 177.938824 
L 279.284211 178.984471 
L 279.284211 181.075765 
L 278.242105 182.121412 
L 277.2 183.167059 
L 276.157895 184.212706 
L 275.115789 185.258353 
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 253.231579 192.577882 
L 252.189474 193.623529 
L 251.147368 194.669176 
L 249.063158 194.669176 
L 248.021053 193.623529 
L 246.978947 192.577882 
L 244.894737 192.577882 
L 242.810526 192.577882 
L 240.726316 192.577882 
L 238.642105 192.577882 
L 236.557895 192.577882 
L 234.473684 192.577882 
L 233.431579 193.623529 
L 232.389474 194.669176 
L 230.305263 194.669176 
L 228.221053 194.669176 
L 227.178947 195.714824 
L 226.136842 196.760471 
L 224.052632 196.760471 
L 221.968421 196.760471 
L 219.884211 196.760471 
L 218.842105 195.714824 
L 217.8 194.669176 
L 215.715789 194.669176 
L 213.631579 194.669176 
L 211.547368 194.669176 
L 210.505263 193.623529 
L 209.463158 192.577882 
L 207.378947 192.577882 
L 206.336842 191.532235 
L 205.294737 190.486588 
L 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 185.494737 166.436706 
L 184.452632 165.391059 
L 183.410526 164.345412 
L 183.410526 162.254118 
L 183.410526 160.162824 
L 183.410526 158.071529 
L 183.410526 155.980235 
L 183.410526 153.888941 
L 184.452632 152.843294 
L 185.494737 151.797647 
L 185.494737 149.706353 
L 186.536842 148.660706 
L 187.578947 147.615059 
L 187.578947 145.523765 
L 186.536842 144.478118 
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 179.242105 139.249882 
L 178.2 138.204235 
L 177.157895 137.158588 
L 177.157895 135.067294 
L 177.157895 132.976 
L 176.115789 131.930353 
L 175.073684 130.884706 
L 175.073684 128.793412 
L 176.115789 127.747765 
L 177.157895 126.702118 
L 176.115789 125.656471 
L 175.073684 124.610824 
L 175.073684 122.519529 
L 176.115789 121.473882 
L 177.157895 120.428235 
L 177.157895 118.336941 
L 177.157895 116.245647 
L 178.2 115.2 
L 179.242105 114.154353 
L 179.242105 112.063059 
L 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 188.621053 96.378353 
L 189.663158 95.332706 
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 193.831579 68.145882 
L 193.831579 66.054588 
L 194.873684 65.008941 
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(#p11ffa0c6da)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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(#pdeefd35869)">
    <image xlink:href="data:image/png;base64,
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" id="image8d62171300" 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 399.126316 35.730824 
L 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 444.978947 79.648 
L 443.936842 80.693647 
L 443.936842 82.784941 
L 443.936842 84.876235 
L 443.936842 86.967529 
L 443.936842 89.058824 
L 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 455.4 142.386824 
L 454.357895 143.432471 
L 454.357895 145.523765 
L 454.357895 147.615059 
L 454.357895 149.706353 
L 454.357895 151.797647 
L 453.315789 152.843294 
L 452.273684 153.888941 
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 444.978947 169.573647 
L 443.936842 170.619294 
L 442.894737 171.664941 
L 441.852632 172.710588 
L 441.852632 174.801882 
L 440.810526 175.847529 
L 439.768421 176.893176 
L 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 409.547368 196.760471 
L 408.505263 197.806118 
L 407.463158 198.851765 
L 405.378947 198.851765 
L 403.294737 198.851765 
L 401.210526 198.851765 
L 399.126316 198.851765 
L 398.084211 197.806118 
L 397.042105 196.760471 
L 396 195.714824 
L 394.957895 194.669176 
L 392.873684 194.669176 
L 391.831579 195.714824 
L 390.789474 196.760471 
L 389.747368 197.806118 
L 389.747368 199.897412 
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 333.473684 137.158588 
L 334.515789 136.112941 
L 335.557895 135.067294 
L 335.557895 132.976 
L 335.557895 130.884706 
L 335.557895 128.793412 
L 335.557895 126.702118 
L 335.557895 124.610824 
L 335.557895 122.519529 
L 335.557895 120.428235 
L 335.557895 118.336941 
L 335.557895 116.245647 
L 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 349.105263 73.374118 
L 348.063158 72.328471 
L 349.105263 71.282824 
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 360.568421 47.232941 
L 361.610526 46.187294 
L 363.694737 46.187294 
L 364.736842 45.141647 
L 365.778947 44.096 
L 367.863158 44.096 
L 368.905263 43.050353 
L 369.947368 42.004706 
L 372.031579 42.004706 
L 373.073684 40.959059 
L 374.115789 39.913412 
L 376.2 39.913412 
L 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 398.084211 36.776471 
L 399.126316 35.730824 
z
" clip-path="url(#pdeefd35869)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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(#p003bb1374f)">
    <image xlink:href="data:image/png;base64,
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" id="image16d02cd780" 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 589.831579 51.415529 
L 590.873684 52.461176 
L 591.915789 53.506824 
L 592.957895 54.552471 
L 594 55.598118 
L 594 57.689412 
L 595.042105 58.735059 
L 596.084211 59.780706 
L 596.084211 61.872 
L 597.126316 62.917647 
L 598.168421 63.963294 
L 598.168421 66.054588 
L 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 606.505263 95.332706 
L 606.505263 97.424 
L 606.505263 99.515294 
L 606.505263 101.606588 
L 606.505263 103.697882 
L 607.547368 104.743529 
L 608.589474 105.789176 
L 608.589474 107.880471 
L 609.631579 108.926118 
L 610.673684 109.971765 
L 610.673684 112.063059 
L 610.673684 114.154353 
L 611.715789 115.2 
L 612.757895 116.245647 
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 611.715789 154.934588 
L 610.673684 155.980235 
L 610.673684 158.071529 
L 609.631579 159.117176 
L 608.589474 160.162824 
L 608.589474 162.254118 
L 607.547368 163.299765 
L 606.505263 164.345412 
L 605.463158 165.391059 
L 604.421053 166.436706 
L 604.421053 168.528 
L 603.378947 169.573647 
L 602.336842 170.619294 
L 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 582.536842 194.669176 
L 581.494737 195.714824 
L 580.452632 196.760471 
L 578.368421 196.760471 
L 577.326316 197.806118 
L 576.284211 198.851765 
L 574.2 198.851765 
L 572.115789 198.851765 
L 571.073684 199.897412 
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 560.652632 201.988706 
L 559.610526 200.943059 
L 558.568421 199.897412 
L 557.526316 198.851765 
L 555.442105 198.851765 
L 553.357895 198.851765 
L 552.315789 199.897412 
L 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 533.557895 201.988706 
L 532.515789 200.943059 
L 530.431579 200.943059 
L 529.389474 199.897412 
L 528.347368 198.851765 
L 526.263158 198.851765 
L 525.221053 197.806118 
L 524.178947 196.760471 
L 523.136842 195.714824 
L 522.094737 194.669176 
L 521.052632 193.623529 
L 520.010526 192.577882 
L 518.968421 191.532235 
L 517.926316 190.486588 
L 516.884211 189.440941 
L 515.842105 188.395294 
L 514.8 187.349647 
L 513.757895 186.304 
L 512.715789 185.258353 
L 511.673684 184.212706 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 508.547368 178.984471 
L 507.505263 177.938824 
L 506.463158 176.893176 
L 506.463158 174.801882 
L 506.463158 172.710588 
L 505.421053 171.664941 
L 504.378947 170.619294 
L 503.336842 169.573647 
L 502.294737 168.528 
L 501.252632 167.482353 
L 500.210526 166.436706 
L 500.210526 164.345412 
L 499.168421 163.299765 
L 498.126316 162.254118 
L 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 497.084211 115.2 
L 498.126316 114.154353 
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 500.210526 103.697882 
L 501.252632 102.652235 
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 510.631579 59.780706 
L 511.673684 58.735059 
L 512.715789 57.689412 
L 513.757895 56.643765 
L 514.8 55.598118 
L 515.842105 54.552471 
L 516.884211 53.506824 
L 516.884211 51.415529 
L 517.926316 50.369882 
L 518.968421 49.324235 
L 520.010526 48.278588 
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(#p003bb1374f)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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(#pfe03703018)">
    <image xlink:href="data:image/png;base64,
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" id="image6297b023e1" 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 701.336842 39.913412 
L 703.421053 39.913412 
L 705.505263 39.913412 
L 707.589474 39.913412 
L 708.631579 40.959059 
L 709.673684 42.004706 
L 711.757895 42.004706 
L 712.8 40.959059 
L 713.842105 39.913412 
L 715.926316 39.913412 
L 718.010526 39.913412 
L 720.094737 39.913412 
L 722.178947 39.913412 
L 724.263158 39.913412 
L 725.305263 40.959059 
L 726.347368 42.004706 
L 728.431579 42.004706 
L 730.515789 42.004706 
L 731.557895 43.050353 
L 732.6 44.096 
L 734.684211 44.096 
L 735.726316 45.141647 
L 736.768421 46.187294 
L 737.810526 47.232941 
L 738.852632 48.278588 
L 739.894737 49.324235 
L 740.936842 50.369882 
L 743.021053 50.369882 
L 744.063158 51.415529 
L 745.105263 52.461176 
L 746.147368 53.506824 
L 747.189474 54.552471 
L 748.231579 55.598118 
L 748.231579 57.689412 
L 749.273684 58.735059 
L 750.315789 59.780706 
L 750.315789 61.872 
L 751.357895 62.917647 
L 752.4 63.963294 
L 753.442105 65.008941 
L 754.484211 66.054588 
L 754.484211 68.145882 
L 755.526316 69.191529 
L 756.568421 70.237176 
L 757.610526 71.282824 
L 758.652632 72.328471 
L 758.652632 74.419765 
L 759.694737 75.465412 
L 760.736842 76.511059 
L 760.736842 78.602353 
L 761.778947 79.648 
L 762.821053 80.693647 
L 762.821053 82.784941 
L 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 768.031579 106.834824 
L 769.073684 107.880471 
L 769.073684 109.971765 
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 769.073684 124.610824 
L 770.115789 125.656471 
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 772.2 134.021647 
L 771.157895 135.067294 
L 771.157895 137.158588 
L 771.157895 139.249882 
L 771.157895 141.341176 
L 771.157895 143.432471 
L 770.115789 144.478118 
L 769.073684 145.523765 
L 769.073684 147.615059 
L 769.073684 149.706353 
L 769.073684 151.797647 
L 769.073684 153.888941 
L 768.031579 154.934588 
L 766.989474 155.980235 
L 766.989474 158.071529 
L 766.989474 160.162824 
L 765.947368 161.208471 
L 764.905263 162.254118 
L 763.863158 163.299765 
L 762.821053 164.345412 
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 736.768421 196.760471 
L 735.726316 197.806118 
L 734.684211 198.851765 
L 732.6 198.851765 
L 731.557895 199.897412 
L 730.515789 200.943059 
L 728.431579 200.943059 
L 726.347368 200.943059 
L 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 716.968421 201.988706 
L 715.926316 200.943059 
L 713.842105 200.943059 
L 712.8 201.988706 
L 711.757895 203.034353 
L 709.673684 203.034353 
L 708.631579 204.08 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 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 696.126316 201.988706 
L 695.084211 200.943059 
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 685.705263 197.806118 
L 684.663158 196.760471 
L 682.578947 196.760471 
L 681.536842 195.714824 
L 680.494737 194.669176 
L 679.452632 193.623529 
L 678.410526 192.577882 
L 677.368421 191.532235 
L 676.326316 190.486588 
L 675.284211 189.440941 
L 674.242105 188.395294 
L 673.2 187.349647 
L 672.157895 186.304 
L 671.115789 185.258353 
L 670.073684 184.212706 
L 669.031579 183.167059 
L 669.031579 181.075765 
L 667.989474 180.030118 
L 666.947368 178.984471 
L 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 653.4 138.204235 
L 654.442105 137.158588 
L 654.442105 135.067294 
L 654.442105 132.976 
L 654.442105 130.884706 
L 653.4 129.839059 
L 652.357895 128.793412 
L 653.4 127.747765 
L 654.442105 126.702118 
L 654.442105 124.610824 
L 654.442105 122.519529 
L 654.442105 120.428235 
L 654.442105 118.336941 
L 654.442105 116.245647 
L 654.442105 114.154353 
L 655.484211 113.108706 
L 656.526316 112.063059 
L 656.526316 109.971765 
L 656.526316 107.880471 
L 657.568421 106.834824 
L 658.610526 105.789176 
L 658.610526 103.697882 
L 658.610526 101.606588 
L 658.610526 99.515294 
L 658.610526 97.424 
L 658.610526 95.332706 
L 658.610526 93.241412 
L 658.610526 91.150118 
L 658.610526 89.058824 
L 659.652632 88.013176 
L 660.694737 86.967529 
L 660.694737 84.876235 
L 660.694737 82.784941 
L 660.694737 80.693647 
L 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 672.157895 60.826353 
L 673.2 59.780706 
L 674.242105 58.735059 
L 675.284211 57.689412 
L 676.326316 56.643765 
L 677.368421 55.598118 
L 678.410526 54.552471 
L 679.452632 53.506824 
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 686.747368 48.278588 
L 687.789474 47.232941 
L 688.831579 46.187294 
L 689.873684 45.141647 
L 690.915789 44.096 
L 693 44.096 
L 694.042105 43.050353 
L 695.084211 42.004706 
L 697.168421 42.004706 
L 699.252632 42.004706 
L 700.294737 40.959059 
L 701.336842 39.913412 
z
" clip-path="url(#pfe03703018)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; stroke-linejoin: miter"/>
    </g>
    <!-- z=-18 -->
    <g style="fill: #ffffff" transform="translate(633.6 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p42ab0d512f)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAAEpCAYAAAD4ckyfAAA1UklEQVR4nO2dadBXZfnHL9t3K1MTEAFBZRHFDRXcInCdbJG0rEmayRbtRVPTm2rasSmn6YW9atWWqamZGnEZ1ywwRUDFREEIMcUlpH1f/2/+18Xn/J7767l/+HjzaNf3Ddcczu8+59znnOf+nu+17WZm/7VEItEEz9rVJ5BI/C8hX7hEoiGes6tP4KnEbrvtFvZ//7uDOT/rWc/q3V76/+c973lhP/vZzw773//+d9j/+te/wv7Pf/5T3P+5z33uiO08Dm2OQZv78Dppl37Lc62ZE9qEmtvEEyNXuESiIfKFSyQa4hlBKUlvht1OOuT0jvTqH//4R/F3pJcc45///GfYpJcEx3/Oc+pvASkioSglj++2oqsKHI+0mCBNbYUSjX060Nxc4RKJhsgXLpFoiKcVpVQUkVBUgjROUSPfh//PYyoqSEqljqPO3Wldif6Z1amEPBfafbSKainPWymtRM15lfZVtO/JqKE1z8XOjj3ayBUukWiIfOESiYaQlHIsKT5+Ln3q4uA+VBL//ve/F39LOvj85z9/xO843gtf+MLi2H/961/D/tvf/hY2Fcs99tgj7FmzZoU9YcKEEWO/9KUvDZu0j9fw+9//vngNf/nLX8J+/PHHR9gPPPBAbPvTn/4UtlI6FXVVSi7hv1W0VFF79bwNo7CWghgGUaPSEiXqWkNneZxc4RKJhsgXLpFoiA6lrKEVw0CpU6MBFftHkN7x+LvvvnvYVOSc4pCi8XdTpkwJe+7cucXtpEmknX/4wx/C/uMf/xi2U0ZFy17ykpeE7ZR38LxJR3m+L3jBC8J2Okr6+8gjj4T98MMPh71u3briPqSgPBfOP6/DqRSpKOmVUndr1Ms+qDhRpTrX0FhiZ5/nXOESiYbYzUQCat8brP5qDPvmq7CgvtWRfzWV34h/hXmccePGhb19+/awDznkEDMze8c73hHbTjzxxLB//etfh71mzZqwKWb89re/Dfuxxx4LmysFbRdWeA2cWxUqRptzwdX7RS96Udi+8vLa99lnn7CnTp0aNlfG3/zmN2Fv3rw57JtuuinsrVu3hk3BxwWcP//5z7FNCVKcQ8UwlBDi95wCk/JHquwLlYnRt8LVrMCd1bZ370QiMWrIFy6RaAhJKTs7FSjjk/HNKWqgkiedDim/iUr0pJjAfebMmRP2u971rrD33ntvM+vSxRtvvDHsLVu2hE0KRGGDNI20Ztu2bWFTNPF55PnRl8a5IkUkOn4e7E/bz5GUjnSRFNV9g2Zm06ZNC3vixIlhk66TIl933XVh+3zxPlC0UbRYZV8oetn3TA4rwqj9RyNDIVe4RKIh8oVLJBpip1XKmuWzRrFU9LKkQnJfUhqClHL8+PFhn3zyyWHTb0Yl8Xvf+56ZdWkP6SKh1EPSQfqkVLiWXxOPSVWPUBSZ86J8j04led68NjU2r+3Vr3512KSX+++/f9hUOF29vPrqq2Mb/ZGcH0UdSYEJKpn+22F9aaOBYbMccoVLJBoiX7hEoiGqVMqn9ARENDrhlEk5u0kdSXvowOZvv/KVr4RN9dApFp3XjLgn1SItVLSH4PmSPjk1Ju0gLeVxSKNVwiipKel1SekljeT88Pg8Jp3q3J+UklTzgAMOMDOzV73qVbHtqquuCvvKK68Mm9dJSl0T0e/7DJssW7OPCurw/ZWynpQykRgDyBcukWiIKpVyZ1UeNYYqvaaOQ+XLQUpDR/bixYvDvu+++8ImfSEFpBPa4ypJbxS9Uw5ROqd5nVTVSjVIeBzSQo794he/OGw63lUiJ8f0c1GBAdxeyqAw61JhziEVWF6/U83p06fHNtL/hx56KGzeH8asUsksXQ9t0mzOt6J6RM0+JdS8J0kpE4ldhHzhEomGGNrxPRqxlDWUkpSlpAIuWLAg7Pnz54d9+eWXh02nNpWvRx99NOxSKog6j5oYvzPPPDPsE044Iezf/e53xfPy+iZ0CF9//fVhr1692kqgeqic7aecckrYp512mpl1HeNMKP3lL38Z9l133RX2qlWrwn75y18eNmk+j1+aOyqX++67b9jcznNZu3Zt2OvXry+OXUqnUc8S75UKGFDUsK/adQ2lzJomicQuQr5wiURDVFVe7svorqlOTCjFkr8lZXGH9Kmnnhrb6GylM5VZyaRXpCyq3JvTNKqEPL/Xve51YX/oQx8K+/DDD7edRSlOlNRo06ZNxd/RYU/l76STTgr785//fNgqJrQE0lvGQTJggClMnGcqn07lmAbEcoEPPvhg8XdHHHFEcfudd94ZNqm+H0cFUfBZ6mt2wvEG9y89+7xvKoO8s39xayKReEqQL1wi0RBDl8krOVBrCgopysSl/GUve1nYpB7HHnusmXVp0Ze//OUdFwH6QOpI57Ba7kuFbBj798EPfjDsD3zgAzYMSM1IjUixPMuc6iEd3FQAzz333LDpNGZWOosBURn143PuVTVq3oezzz477Ne85jVhX3PNNWEvX748bNJ7V4BJOVn5mWlSvA9UlGfMmBH2K1/5yrBvvfXWsP0ZUveVlFIVaOJnxM46wWualuQKl0g0RL5wiURDVDXzKFFGVfRFKUUqjYHO1P322y9sKpLuKP7GN74R2xi/R4qmitQQjInkuSxZssTMzN73vvfFtr322qs4BlGjgPKYe+6554gxSPVmzpxZPD73YaEfzu3kyZPDZpqRH7+GZrMQEq+BtJgZ9Kzd+YpXvCLsSy+91My6zwfvzz333BM26SLH4L1lExQGFdx8881m1qWItElplaqonlsVM+t0WdWzVMgVLpFoiHzhEomGGFqldFqjllpVFEilp1BVI01hDN2KFSvMrEvFSDVU4Rweh5SO6SLvfve7wz7nnHPMrEud6JylMsiS4VRPf/WrX4VNlZL7kIZ4FrVKySF14hxedtllYV944YVhM1aRaqePz+OQcpKiM9aT18D4Te7Pe87gAP/tsmXLYptqWqKahlAxvv3228M+6qijwj700EPNrBt3qpqG1PSkU9SwlEGvnOQ8ZqqUicQuQr5wiURDdNJzuGSSjvVlZSunNsFMYBb6ITUgfWOKiNMXFvSpUaEIHoeq2nve856w3eFLSkMqyi4xbPlLdZUqIK+HFIP7+DFVnUs6gelgJqUj7STtY4ylH5NOYNI4nh/34XPAfUiR3Xlv1p1/nyNmczNggcfnNXPOeRzSZarbkyZNMrNuKhEVUBUbW5P9rUrHO3jfOD8q4zxXuESiIfKFSyQaoqNSKhrZ15pVZciqOpJer9CsGytI+kTn77333mtmXTVSgdSVbYHPOuussJktXnJsU42kzethrCcVU9IkXg8pEM+xLz2H1GT27Nlh0zms5pzNJn2eOR7nntSIc0J6XXL8mnWpGefFr/P000+Pbaxt+ZnPfCZsphupBpccm9fsnxSknOqeKDVYVSHoiw2uiZ9MSplI7CJU+eH6wldUoin/Uqi/8EwY5V8wJhj6X1nl82B0O//KLV26NOyDDz64eI78C+5/TXkeXCV4fNZF4epEvxU//jkX3O4rHP/yquwLihnqrzCZBP+y+2+5MpExKGGM16NWVc4FxST3m9IfOG/evLDpA/3Upz5VPBc+K2Qb9KX6isjsCMWiCF5/je+tBPU7Jd7lCpdINES+cIlEQ0hK2UcjS2Eug7+jTTpESkVKR5vhRU4ZeH78+Gb15E984hNhk0ZybNKkUlgY9+V5UwQhTeH+Nb3iuN0pnopiVz4xCgukvQxL47z4ODw/zqGK6CcFVYIDx+R5+T1kGBzv/Rvf+MawWRrv2muvLV4DPzM4jvskH374YSuB5fjon1OJ0LT76u/IRNOklInErke+cIlEQ3QoJZdEpVr11XjgcqxKhVFtov+FyzD9L75d9RB7//vfH/YZZ5xRPGapRa1Zlw662qnUVdIbqnGKgpBeEaR9HorF62F4FmkSf0caSb8Z54ghVw7SaR6T18A54f0mpVQ0kYqxH4u/UyF+F1xwQdg33XRT2KTUPEeG/rl/ktdLPxyPw3lTFbjVZ1GpHoryUSt1M1e4RKIh8oVLJBqiQylrerWVtpOiqZAwJo+SmpE+MRuAS7yPw329dJ5Z12lKsD8cqRGTRJng6OfFayDtokqorkfRSKqhpFhOE3m97I9GGkU6SCgKyPnnPg4eUzUtodOa88JroNpZqilDesexqdzSUX3++eeHfckll4RNxzafhfvvv3/EGLwnvFe831TCFdTnlNNoRTmTUiYSYwD5wiUSDVHVzIMoOfSUGsmlnGofY/z6xjbbURKO9Oqiiy4Km3SItVCodJK+KKe5K2ikWlQjSelIb3j9pThJMx2359fMMVQmAq+BpexU8mipfB8pr1JXeQ0E9+fcqvbHHnvJ8yBFJV0n3vzmN4fNz5Vvf/vbYTO51z8RSBepWJI68t5zrji3nM8+qOY1aoxc4RKJhsgXLpFoCOn4VjFibisKwu1MleF20jGVgEpatWXLFjMz+9jHPhbbDjrooLBJu6h0cmyqZ6Sg3N8pBh3MdI6q+hUqeZEUTCV+uiNWxTWqOhmqaQmpEemy1wZRyaq8h1QAeUwVM8lx6Pjua7LBuaVDnDTtta99bfH4XtXZbEcgBdsms/EInd2q6jc/HRRKn068dpWmRuQKl0g0RL5wiURDVDXzIJzuqHgzqlBcskuOVzNdwowK0jHHHGNmZosXL45titKxfBzHJh0kpSWVcWqqmkJQpSTtozqm6GCfg5TzQ0qnGo8QpR53g+M4HeM5kX5SRVXUSLWE5naO7+og6TJjZwn+jgojKTrLG7Iknh+HnxYMHvAyembdOF4qvfy0UM926dMq03MSiTGMfOESiYaQlFIplr7EqsI1TIUgHaihEqSDLFjz8Y9/3My6VXhJF0mjlBqpYhJJ2Zz6kI6otB6en+pDpxo68HxdESV1ITUiLSSNo9LJ8VQzEz9HUn7aKu6S88PxqOSqc/dxaloB8/ODY9Omcs3GLytXrjSz7v3ZuHFj2KSOfMaoqLI/HeeW93aYpjbqkyxXuESiIfKFSyQaQhYRUii1HCZ1ZMEWOjaV8kXKRDWLGcCuUiqlk3F1pC9UIwnSzlJBH16PioGkk55KJ2kNaTTpC2mS0zo6qUmvFKVVtIfnQjro9I00kr8jveMxOYc8L9JyFb/p18l9qehynkmLPd3GzGz//fcPm/fCe8KZmS1atMjMzK644orYxvhJXgM/eahMknbyeeJnSYkac5uqmE3kCpdINES+cIlEQ8iMb+VkjR+CIpJqkDpxKac6RGpEKjF//vywFy5cGLY7aKkeqmYNpFGkyFQ4SQdLSiqpC89VxY/SgUxKRVWN4DhODZWDnfeB+5CWqkI7JYe0iqXkPHBszjNtUlNePymYb+e9V7TL42XNdCEkVVnAm7OQIrIQEZ3dpKh8nvgMq9bWfZ9cNWk9ucIlEg2RL1wi0RAdSqnKbRO+3HP5nDZtWthc9jkG1TOmQpC+cBw6Ip0CkqKRPpBGkdKUir6Y9TvQeQ2qw4wqwMNzVOXISbv9WKozDukvx6PaV9Pq1mksr00pk0r15Jyr3n+Ezznnh9fAe8Lr4TGpNvL55By68shYyzvuuCPsBx54oHiuXklgcB8+e6SUJYqu6lKm4zuRGAPorHBqVeOby79WDoY5qQ9rVYKPSapMGuRfORci+NeJ/jt+5LJSMffhh71qlO7Xr1ZpQn0gcyXjKqCaZZT6w6nfKR8aVw2uyKWaJbw2FdGuao1wRaIgxvvPefH55zlxPukT4/VTeFJJyXwOXVhhUjJL5jGzgKUTDzvssLCZvEqhhqs6mZmvYGpVyxUukRgDyBcukWiIna5pwjAs7kuqsd9++4Wt+sAtWbIk7COPPDJs0iGnWCrKX0WAc3/lwyLV7AvXITViKBa3E6oiM8d32sVQLVLhUv+6JzoXolS+j9er6D+PQ+rGeVbXUxJQlMDE43OMUmVqs+5zWKolMmPGjNjm4YBmZmvWrAmb4gjDw1Qy6vjx48Pms116VpSAQuQKl0g0RL5wiURDVFFK0ipfvidPnhzb6NciZWC4DMNoqAJNnz69eJxSAwjSKEXjqG6qknGkl6U2urx2pUZSPVMUlGOTjpWSUVVrX9UchD60PkpntmO+VJVm5ctUiqlq/sFx/Dp4DSphk5SWnwu8n0SJXvJ66JO75ZZbwt6wYUPYrB5NSknfH8+L1+zPUE39EyJXuESiIfKFSyQaQjq+SatKqhkpHfutcQnmeHQaHnjggWHTWUnaR0rp1ITqkSofpxy/BKlmiQ5SGaOiqsrnqQrGpSCBwd/6uSinvqJriqapuXAFjddOkGqqEDYVBKB6oZEaO1SGgmqIopzJvA5XePn/pIinnXZa2Js2bQqbiiXVSNJYzjM/C/z5VNQxHd+JxBhAvnCJRENISqlogitBjINTpe7oCKRK6TUozMp1N8zMxo0bF/bmzZvNrEvvVD0OUgBlK6e+bx+WXiklkcdRlZ99HFJxlQDL43Bu6TRXjvpSTZmaPnClwIBBqO3+W1JkgnPP6+R9Vsfn54dTdwZa8Br42cL4SX+uBo8zderUsNetWxc21XhPVi6VkDTLysuJxJhAvnCJRENUNfMoLY8q3Yb0gSod6QuXflJQVZLOj8WxVToHqQSd02rpLzkrSb+Ug10pusr5qaiRX7+iI6W2wYP7E8pR7/PCMdT88Fx5DaRUPEfGrPIekSaWfsdnSKVMcf75DJUCFqhsq6RX1jS59dZbwya9nDVrVth8ntTnkoP3JMvkJRJjAPnCJRINISsvq5JwrqaRdjDLmpm2dDKyZgVrl3CZVuXmfFknTVAxk6Vs6sHrUcu9UyDlSFbbiVJakZmm4D6OUvJUOTrVKIQo1ZFRc6LaRqvqyDy+UuScDiqnfk2gBe85j8PtrlLzd6S/pKWqCQmd4IzvpQLOc/Q4YcZj1iBXuESiIfKFSyQaQlJKlaLCJdbB5ZsUhM5uxrYRpBssEkPlq+SQVk0WFL3heSnqXGrLSxrFc1VxlWouVPym0x1SaFXGT1E90iSeuyrxV/r/vkJRg/srulxK81FBChxD9Rsk1VW233OVEc75YcqYCmogNeVveS98H/UsKeQKl0g0RL5wiURDVGV8lxyYpHysVFvKijXrqpSzZ88OmyocawMyFccdmqonmqqUrBzcijI67VMpLjUqXSn1ZnAfotRkQ6l6qtoxj8nzKtEdlVaknPe8BpV9rep4+vh9FP6JxiMFpc3nxq9ZBSyUCg6ZdRVyngvnkDU3qUj6b6nQE5nxnUiMAeQLl0g0hIylVI5ipzikDqxRSdqh6vSVnJYc26xLGVztVK2CSXtokz4oVVHVdHSofms1jnSlKpbSYpTSR2qknLnKgc159jF5DcrZrKi4+q2KGfXfKsW7r/apmb5XnCOfOxX3ybnl5w9tqsT8XFIBFj4m51jdEyJXuESiIfKFSyQaQqqUKuPbHYFcXlWfMS7NTAVhKgQVSy7Pe+21V9hOH3l+pBc1NEWltpQypLlNXRvpFamuorRESalTrYB5HNW3TXW74f4+Pq9BqZ6yAE6hP5qZflb8firVk/RXzblKiSlRV6bn0MHN54r1VFVqmGpVXVKaawIAiFzhEomGkKFdarv/VVJVc+mrYGk8Fcmtun3yL46PUxMtr1YK9Ze9VAKQ+yofF89F1TRRKyLP17erVVcJPzV+uFKYlVqNVOS+EkTUaqeSjkv7KlsJP8r26+eqpjrKMumUVZjZBIaMZeLEicVjlgQh5WslcoVLJBoiX7hEoiGkH05RHKd9qpmD8tWccsopYXOZZtVmCiGko769VEl48FxLjTIGz4XUqOTPUVRQCQvKh1VTVq9Eu0rnNHguKoRMCTV+TCWM8fx4b5UQUPrMGNzux1SNRxRF53OgqCFRonK8hgkTJhSPQ98bQw85txSnSs8Zz49UNCsvJxJjAPnCJRINISmlSs7zpZqKEBshcJmm6sioaib1kV6yrgSXaqcYpDQq5IrbeRylJJJiOJXgeKRLpawJs7okROW3LIUllWjZ4HZFr1Q0vv9WhU2pTABFb1XCaCm7oaYWjAr/4qeFKoFYGkPdBz633EclxvJZ4Ha/LyoMLillIjEGkC9cItEQklIqyubLJpd0hnCRAnGJZQML0k5SNhWi5bbqIVbqQzZ4DcrJSlrh4ygFTo2hQpeolPWVtVPUVVFHGTok6HCp1GBNKJ9SPZXC2XeOipbyvFXdkVIdE7Mdc6tUT4LPHml0qVWymdn27dtHHIfnpa49swUSiTGAfOESiYaQ2QJ9TSmoADIZ9NFHHx2xr5nZxo0bw161alXYrMLMGMstW7aE7TSA1FVRMKpNKjKdVKbk5OX10tlOqtGn4g6OQ/WudHzlvK6hwrxm1dutdGw1h4rqqQYZqpaIXzP3Zcwi55D0jvd53333LR6nRAfZs5DnyuwUKup0dquefCqW1M9dKZoKucIlEg2RL1wi0RBVzTxKqSWkf6QJSmFT6SxqKSel9WNx+aZDVCmGqreXqm9ScnyrtB4Va1rjkC45n5XjW6mOKoVI9VnzuVApNuoTgtSMyrSqxl2i7ooiK2c39+fYPF9SdN/ObfzMUf3hJk2aFDY/efhs8/ilRiAqMCBVykRiDCBfuESiIaTjWykuTiv4/1x2WYuEKhCzwmfOnBk2Vaj77ruvOI4v36SFpDekVKr5BjPRFZVyOkRqoNQ7tQ+pBCmIcsSWYhwVta+hLMoR6zRNVSFWdF5dv0JpfG5TdWl4TFY7fuSRR8Lmp0uJypFG1lR7njNnTtgPPfRQ2KTRpKl8zv1TSLWSVsgVLpFoiHzhEomGkI5v1S/Ll1tWrSXtIO0jpdy6dWvYTMMhpaTjkvTAx2Q8pqJOKsaStEYVI/L9S4WFzLQaWcraNuvSW5VC5CipboNjqOxrRf85ZumYSj1UiqUq7qNUyr4K08pprHrpkYLy+fBzVMEYPA57FpK60uYx+ZyXsuI5D4rSErnCJRINkS9cItEQVY5vbn/sscfMrBufRlqoWgurPnCsvKxqA3rc3LZt23acuFDbuKyrOobch7THqasqMqQqOZNSq1bIylHtY6p2z6rOpooTVWk7Ti9VteOaKtHKqa+yv/2aSRdJ+5TTmHGSqs4lx/H7xuoBfH6UzU8UFWygan76vKgqBAq5wiUSDZEvXCLREFWlzkvFc1RmMxWr/fbbL2wqk9yfNJJw6mq2Y+mnE5THLylWZl2FsaYAUWkb4+qUkkd6o1RSRS9Lc875YaqKopGqFmjJ2a7qY5bKog+eq6LOygnv+3Nfzomqc6nsUsEnsx33SBXx4XPAgAk2/1CtlVXrYj93zmFNsaRc4RKJhsgXLpFoCBlLqZQypzJcSumQpOObMZNUJg8++ODiMVn2nEu/01TSVS77qm2wom4qtcaVPBX7x3NS23leiqKXAgxU+o4qda6655AakQ6R9pbGUNtryqirefb5VB19ajogqT50JWrMTw6VGsY5efzxx4vHHzdu3IixB3/r+2ddykRiDCNfuESiIapaDnNZ95gz0kKqkarbCGPSWHeQ2H333Yvn4pSJ4zEmjs521h2kTajYR79OFUuoMr5J1xSVUNTIr43zxv9nwIBKM1GUrnQPVXtklVmumleq+MkS7VMxnXwO1Byq+eenyx577NH5dxD33HNP2KrygHqGuQ/VVqeXvD9UlBVyhUskGkKucEo4cJ8H/yJOnz49bNaMuPrqq8PetGlT2CoZkyscm3/4Xw5+FKtwLqKmxBv/OvtfbRWVX+PDUuX4lPhRajnMj3PVBESdl6rX4qtMTTXomn5/KnOilNyrwrbog+W9V1kEqtaMj8nxKKRxJeWzwufpjDPOCJul9Cj28dz9PjPLgIwqa5okEmMA+cIlEg0hQ7to8wPVaQI/ELl8cllXwsJXv/rVsJcuXRo2xyQlcD8XhRKKMPydam+rkmtJU0jlSmMoSkWaVgr/GTxmKaRJjcdygCqKXokppSrUSmBRUfm8fkXpVGKqn5cK5ePYvDYeh6KECr9yeq9C/Ph8rFixImxe/yGHHBL25MmTw2b4F+viuK+OglBNucRc4RKJhsgXLpFoiA6lVHUlqMQ49t5777BZi4TNPBhpr5IUucSTJpIyeAkzqm5c3rmvarhBVVHVLCkloHIMhnCpJFVC9bPj8Z2aKfqpEjZr6pGUoPxtNX3blP9S+fNK45EicjzOLa9Z+S85h+6HpR+OZe9o33///WEfd9xxYZNGljJVzMq1VlSCcoZ2JRJjAPnCJRIN0aGUKpyLlM2XbSpgyklOdYpUg6E2p512WtikEqSMEyZMMLPu8k1KQapJykLQKakcvr5d9VBTTmOleioKWFIBVVgdabmii6pkX4nqquRbda7Kqa7uP+HnwuOQOqqeedyfzx7Vcv7WP2l4TlQmly1bFjYp4uGHHx42P2f4DK1cuTJsfq64eszjKFWcyBUukWiIfOESiYaQju9STzizHfRFJT2SXnCZ5nLPdsLcTqWI1MOdpSr6n/uWkgQHr0ehpBjy/BRNUCoh50VVBfb5VH3tVDlAjl2TvOl0WPVYU/VKSKP4W5VFUIJK0lR1cdSzxYRRPlvbt283sy4V5HFII2fNmhX2scceGzbpKu8PYyl5/R6YoWqaKOQKl0g0RL5wiURDdChlTYMMX7a57JK6kN7ROc6xuc/Pf/7zsI8++uiw2R/O0yio2JEm8FwYg1lKYjXT9NLPUaXEKMcvQaqlWur2OUhVO1+et0ohUjF8fm2kbmpfdQ19nxk8Dn/LwAk1hyolRynDJarNFB86uxkPefLJJ4c9bdq0EedqtoOimnXjd0tqayn+dnA8Ile4RKIh8oVLJBpCUkou2SXqQYpGSkcKxCWeDT/oLFy7dm3YpHLsLefZ3zwPUkou68oJrWhPKZ1EVTVWbYa5f41zuDSOqiOibHXNKv3GPwUUjaxpCMJ9auI3/fr5KcD5VmowFUjSUTrB+cnBWF4HKSWPM3Xq1LA5PzzHuXPnhn3QQQeNGNtsR7wl54HI9JxEYgwgX7hEoiFk5WUu/XQKOjWhw08Vt+F2Lvv33Xdf2CzkwhhLFiPyc2HbYoJOZVI65XBVBYDcrqn8q9Qz1R9OpQf5+XKu6MCticdUc95XIImfAqrZCccg5ec5qj58/knBfVWvOF4bqaOaFz6TJfAZ4zkxs1uBz+SGDRuK5+tpaKqidzbzSCTGAPKFSyQaQlJK1btrzz33NDOdCkFKR8e3/86s6zQl1XrwwQfDLvVIIx2hksVzJR3huai+YNzHaQ3pAGkX91WOTVUvUlUf9rlQxWiUs5dQxY0IP5eahhMqxpFKnooxLTnNVQBC6VPFrHufWUSJxyxdJ/ddt25d2FTISSmpopOCXnzxxWHz/tMJ7sq5queZlDKRGAPIFy6RaAiZnsMlkVTPHYHnnHNObOOSTYc0nZMs8MKx2ROO6hB7yzkFZMlqxrvVOGpVOkuJOquUi5q6g0pVVG2ZS9tUxjlVMpX6w3SaUqtogtfA1CdVGIfzrwot8VycgqpYW/6Onxz8XCBNJAUsxcPefPPNYa9fvz7ss846K2wGVBCrV68Oe/PmzWHzvnC73yOVQa/idXOFSyQaIl+4RKIhZF1KLpXbtm0L+6c//amZdSkFe2udd955YZMiUoXiss6Yt+XLl4e9aNGiEeMrqsVMYJW2w/NVyl8pdYT0UtFSRTVV+fCS01qlzaiS86SLqqZliVIqJU0poCoTvYZel8ZkbKRKw+E1M2CClJZqtF/zD3/4w9jGa1+wYEHx/PhZwmJBjFNlnVU+Z37uqVImEmMY0g9H8C+Rrxrs38a/AvPnzw+79AFt1v2rxb8ad999d9j8iHcBhX4Qjq3ChdSHPcHz8tVMJg8Wep890diqsXtJNFEhZNzOMXjeXMm5CrJxhu+jVkaVlcCVh1A94Ur785y4L+dBiSlEqUq2mdldd91lZma/+MUvYhs79KpwrjvvvDNssjheP7erhOIScoVLJMYA8oVLJBqiQylV8mYp1Il0hdSArYUXLlxY3GfSpElh33bbbSPGNuuWJ/PSZlzeua8SNlQUPWlVqX4IBR5SHfq4aJNqkNKqLIoSHVN92FQla5VEy+OXBBzWfFEUib/j8Sn2ULRQfjufZ46n/I0qJI70jnNOeIMOXtsJJ5wQNj9hOMaqVavCZngixRSOWbovSjTJmiaJxBhAvnCJREN0KGVNZWFXipiYd8ABB4R9xx13hH388ceHXWoIMgjSDfpFXGWicknaQTpAqqmUL9qlar3K36dotlLpVB0T+iF9zuk/5H3g+anQO9JIZh2UqLaid8qXVwPlY/Rj1ai7pHr8LCCozPLT5YorrjCz7nN12GGHhU1Fk2UZH3jggbCpljPRWdFuRRn7/j9XuESiIfKFSyQaQmYLqErBbnM5ZhQ36QCT+g499NCwx48fHzYbeHBMKkjuTGdCK9Uj0ihGl5O+kD4phdXpMmkR+9QpZ6YK6VGR5Dx3p51K9SMt5DzzHFVCb6nWigpJq6nLouqlqFA0p/ekaxxD9YdTScTc/9577w3ba+EcccQRse3AAw8Mmy2E6RwnLWUrYqWGEqVnIZt5JBJjDPnCJRINIWMplUPP6Q5pDxVLlrf72c9+FjajxKnSMdOACX5MenV6efrpp8c2UhBSLcbbKfWM+5fK/ZFekcaQ0lIxZY0U1StNUSOnlMppqqoqK3rJ4zD21Kk+54fUUdVUUT3hlBrL83Kb10O6xmMyE4DPCn9LanjDDTeE7Z8RdHAziZWfJytWrAibfQr56dDXnERBqchErnCJREPkC5dINISMpVRLokOpblz2mbbD2iWsgcJaFqr2xdVXX21mXeWJlIEOUY7HmDhVY4KOZadjpMukSHSqE1RmlWNXxSc6DaFzVqmOdI5zPNJE0rQSHSIV5JyoZiJKPeTxFTX0ueVxFHWkesnz5rPFmiWklKWxVQ9CxuNybgmlNpY+sxTNVGPkCpdINES+cIlEQ8hYSmU7lVDqDWkXKZBn5ZppSklQzdq4caOZmV122WWx7fzzzw+b1ITxdKQYpLQcmzTJ6RZjE1Vcoar2TPVSVSfmfDkd5e9Il6noqqYlNbU0/L6pFCxV24WUmsfn+XIc0jSfF54Tx1NOcDqkr7vuurAvv/zysOlM32effcysW5aRjWEY38u54jWoGFSiT6WsQa5wiURD5AuXSDSEbDmsVJZSCgtBVYmOV9IHp4hmXRpACkjHt9Muqk2MhzzzzDPDnj59etjKac10HiqMTqVUPCTpGJVRXrOikUrh43U4VGk8UnTuoypJlzKneQ2kiKrCM+ktwbmlSkq67tfJa+BxuC8/BZjtv2zZsrAZGMFnxT9LeE633HJL2HRw834rSqme7aSUicTTDPnCJRINUdXMQ9EXh8qEZeYsU3KoWE6dOjXsefPmhf3jH/84bKcBPM5PfvKTsKdMmRL2cccdN+J3g+A1lHqhKecwj0+6TJAyKcWQdNSdw6qXnHJ2k6KSIvN8eS9KVZBVLKXqw6Yy0XnupKDjxo0b8f9UV0lFb7zxxrDXrFkTNgMplHrsKjWrBNx+++1h0wnO9C3OiVJ9ZVOOQuXlGuQKl0g0RL5wiURDSMe3qo3oNEW1uSV9IB2i45mUig5KZoVTkXKqwGWfCtd3vvMdK+Etb3lL2Cx9zbFZst2plIolZGwmFS463glFy0sUnHOiaCSVPM4FnclUKXmOPl+kZVQPlYNf1avkb0lHeR2+PxVFKoYsNU5lkmp0SfU0686tO6o5NmMmqSITKmBA0XIVDFIaI9NzEokxgHzhEomGGJpSOvqUy8F9GB9HakT6RGrCuoJOFUgTSDXYh+6LX/xi8Zjf/OY3w2aWOWM/nW5RGVOOb45BlVApaYrqOd1RaT1KPWOMJe8Vs8+ZxezjKAe8UuM4P1QmuZ2/5T309tQMYmBsJMegwkh6yWvmfDKQwdO2OIf8VGFsZM1zS6iamqXfZn+4RGKMQa5wfc0d1BtMwUE1sOAKQj8cS5Wxp9ecOXPMrOur4V/qUgMJs24ti49+9KNhX3jhhWG7r4jXxJWBIgB9TDwO/VlceVXzC+7vQgzniquXSkDl/POYXOHoY/TwJ94frjDczmumzdWbNsPTGKrnIXysI8JroC+VnXA5t6p2DUvi+SrEEnhkPZxboqb5hlrVfHtNsiqRK1wi0RD5wiUSDbGbmcXa1xfGYlb2wymo8Ugv6R9jmTPSB/9AJjVhVWcVLsRzJNU5/PDDw6bI4n3r6KfjGKR3KpFR0RfVC81FE4Yf0celmtCTLrJiNeeCNNFpn8oQUOFuFEroTyPVJAVft25d2E7pOT+8hzxvRcFIxXnfjjrqqLDdb0exhdRalRpUlFIJKyV62ZdVM4hc4RKJhsgXLpFoCFl5uc9foZZglXGgos6pLJF6kFK6CkffHGkPGztQAeQ+VMdY4+JLX/pS2B/5yEfMrEvLSO+UMkj1kv4hXiczJxhO5vNF6qjaFpN2kg7ymKoRiNNB7svIeV4Pj09KR1rOeWZIFWmi3xeGcJHyk/LS5jxPnDgx7FNOOSVs+vaclnttE7PuXPGYhFIgld3nh6v6zOrdI5FIjBryhUskGkImoBJ9UdI1amTNkk1qQvriyhLL6x155JFh05Gu6pGo0CrWzPDfvuENb4htdMxTpSMFIu0j1aJNakS647RPVT4mvVNNLkhpqRgySt4pOq+Bc68aglA5Vk7zW2+9Nezvf//7Yfv9JLWl6kmQ0jIY4eyzzw6b9JbHdKc+Py2oRvJ6+Kyq8MWaEK2drW+SK1wi0RD5wiUSDdFxfJMyqDolpaVULdNqH1JNKoncTurjTltSSo9EN+tS0eXLl4etVCV1TKdddLB++tOfDtsd44O/owpGhzApEEGnrFNdjkd6xzjFu+++O2xSM9ocu5QJQdWV4DWQovKZYCbAD37wg7A/+clPhs0GLj7/qsEIaT4rcJNGst/gj370o7CZoeHH5LFVYxo+v+pZVaUGS0jHdyIxhpEvXCLREB1KqVTF4g+FY7zGIa7GoU3lz2kaaQepBhVAKlWkmnQ2q/QPBx2oPM7b3/72sEm7SPtY+ZmJtkQpYVXViFGxnKq1MRVY2k5TOR7nhCCl4lwwDtKDBMy6tV5I1/0cVcthzs873/nOsFnb5lvf+lbYKuXGHeucEx5H0UiVjtZHIwn17KvPmVzhEomGyBcukWgIGUtJDOPkU4qQGq9GKfL9qcbx/7mdpfGuvfbasEkj6SgvZYuTapH+rV27NmxWkqYySQr69a9/vXBl5QYeNVA0klDZ2g7SbFYn5naqpBzju9/9btikd6pOit8j3ivWgqEaTKf+9ddfHzaVVo7NVByfF1LuUiOTwe20lSpPDNNyWH1y5QqXSDREvnCJRENIx7eqRNtXHkypNqoEn1IpuY9TMNKRmTNnhk06RApE5zizuNmfjq1r3WlMSsXzIL0hLWS8I2MZSTuXLl0a9uLFi+2JUGowMlpgrOOll14aNtNq1HNAx7LqScf597llwMJb3/rWsKmAXnnllWHz+jn/LHvIZip+LirbvyaOt+a57fu0Ur/rtHl+whESicSoIl+4RKIhOpSSVKqvkEpfys6IAwnHbme5BX2g49spCx3fLCJDekfHN+s7XnDBBWGTejAO0NVJ0kLOCemdoi8Et1PJe/3rXx/25z73OTPTTnIFUmFep4KfLynd6tWrw2ZGvCq0Q1v10CsVbnrb294W20gjb7jhhrCpDPM+k0ZSGS21OVb0TzUqUahJyfFrVvdeOdJzhUskGiJfuESiITqO75oeWW4P22pVxZmp41D5ctWMGcysf7ho0aKwjznmmLCZzkHKct5554XNEtu33XabmZldccUVsY3UgAocnay8Bp43HdWMa6Q6uH79ejMz++xnPxvb6KQn7WLKElW6iy++2Prg9JFqJM+VFI3nrVouq7QdFil605veZGbdeWMzD5a2J0VlGhKpLuecc1SCjGUUz1tNvUoim3kkEk8D5AuXSDRER6WsiZns22cYR+HgPsrx7UqhUsYmT54c9tFHHx024+1U8Zpp06aN+C0L1FxzzTVhqw4vSpEiZVO0xjOw+f+q7DnBup0LFy4M+5JLLgmbsZ8f/vCHzaxL1zifpOuqn5rq8DNv3rywzzzzzLBdVWS7aSqNdKTz+Axk4Nyqbj8+5311IwevR8VS1rQc7kNSykRiDCBfuESiISSlHCbje9js75oxOY47yumEpvOcTuUpU6aEPXfu3LBJB6+66qqwqbDNmDHDzMzOPffc2Ebqcvnll4fNUttUQLk/r4fFfXhMvyZSGjreSYVJ9Ri/qZTEPiVNxWlyPKbNUG1csmRJ2AxC4Bz5nL/3ve+NbWyS+bWvfS1s0kW2lia9VlTP6b36fzU/RI1yXvptTZY3kStcItEQO73CyQErapoM/Vfh///iqGRVVamYZe3oq6MvikmYvlJRqJg9e3bYCxYsKJ43G7hTqKCvrNRYw2zHSk0/HZtscFXnGFzha/6yu+DBa1Osg6vaSSedFPaJJ54Ytvsszbqtg5nc683u6Rul/3TlypVhM9GX9UhqytAN02xGQT2Tw9Q3IXKFSyTGAPKFSyQaokMp5U472bhg2N8N4+OraSBCXxWj1EmTSJ/8g55+ICZDkl7Qf3fCCSeEzSyHNWvWhE3aWfrgJ/1UdWEoLPA4qhUyxSSnrBRheO3HH3982KeeemrY9KExLIuiESk9KbjPHWkkQ7VInSmOEDVZKX3ikKLZii7WfE71tRxWyBUukWiIfOESiYaoCu0aRvEZNjFVUcNh/ICEShhlWBITVhmK5CFKDH9iyBFDkVgXhVSPyZNUBJlgOmvWrBH7UN1kEi39d6rycqnasVnXb+RzwerRnAcqhqz/QrrIcK45c+aETWWY7Zw3bNhgZl26rKL/1f1Uvd36no/R6vHW9zwPQ3PNcoVLJJoiX7hEoiFGhVIq9VApQjWlytT4pfNQxyQdUg0ySAG9KQizDw455JCwqfAxnItZCaRPpGykpnQO+7HYwIKNQkhjVcIoMWHChLBZBdopLR3W7PHGeWNDEiq2vIekl1QsSUddGVUJugTvD2lkTSVvRykccHB7zWeOelZL1HSYBFWzXOESiabIFy6RaIgOpVSKIeH7qFJ3pX0H9xnWWVhqnKAUq5qxSTVLdJRUkOoiqz2zJx0d7KwyTMczKZjXMTHb4Ryn0sljMq7QVT+zrgLKayZFJu10Zzadzax2zOh/xnVedNFFYZMu0/HO45Ta9ap204RK1h1G6a75tOFzWNPAg+j7tCHkO9F7lEQiMWrIFy6RaAjZzKOzU0GlrKkNMSw1UMd0KJpQ05ShhjL49dfQDlIqUlBuJ41kas+4ceNG7O/Jr2bdhE7GMrLlL+8Vz5E0lq2AvYEIz+8LX/hC2FQvt27dGjZjQHmf6WBXCqPPF3/HwAQ1z8OmxJSeWzVeTerNMK2y1b6ynk1xtEQi8ZQgX7hEoiGGVimLg/Q0/ngq8GRSf1SGtKOm1J9y6qvYP9JOZnw7NWOqjDfBMOsqlqSD7H1HZZJUjykv7qinSsnaKaSrzIhX6UlK+RvGUa1Q05K69BlR0776yXzmlJCO70RiDCNfuESiIaoyvnsHGYXiQ6N1/Jp9VK86P3dZNbciTlTF4VFJo5Loqh2pKAvqMPWFzm5SVFXujs50j+VkPCjPg8ek45u2ciwPU3SnpiJyjUpYooZPplBVK+QKl0g0RL5wiURDlD3dQ2JXL9M728/LrJwuUuNUV8rXsOflCh/HUw5UVbtRxScyxtGPw7E5Bu0aJ/Ro1C1V2Fklcdi0r12BXOESiYbIFy6RaIhRoZRjCcP2p+sbY1i6WBPLWaKjpRjEJ0KNkkeq6cckzayJayRGO6ihhuoN84mwq9XyGuQKl0g0RL5wiURDPOMo5WigpmPLsOP00bRhYxBrMuhLx1TnUUMpdwVG4xNhLCFXuESiIf4nV7jR+Ks57O/UClZqCjHsB78KXSrVF1Er47DhTzvrH/tfR65wiURD5AuXSDTEM5pSjvYHd42fp8ZvVBJfhm2tWyOylOhjTX2PsRoW1Yenw7nmCpdINES+cIlEQzyjKWUNhqmmu7PjPRVjDJsh0efveyro2GiP+XSgjH3IFS6RaIh84RKJhnhGU8qnMhRoZ5s/1OwzTOXfQbuPag5bO2TYORwroVhjlX7mCpdINES+cIlEQ4xKmbxEIlGHXOESiYbIFy6RaIj/AzZIRa43EnbaAAAAAElFTkSuQmCC" id="imagec49fd9d8f3" 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 876.410526 44.096 
L 878.494737 44.096 
L 879.536842 45.141647 
L 880.578947 46.187294 
L 881.621053 47.232941 
L 882.663158 48.278588 
L 883.705263 49.324235 
L 884.747368 50.369882 
L 886.831579 50.369882 
L 887.873684 51.415529 
L 888.915789 52.461176 
L 891 52.461176 
L 892.042105 53.506824 
L 893.084211 54.552471 
L 894.126316 55.598118 
L 895.168421 56.643765 
L 896.210526 57.689412 
L 897.252632 58.735059 
L 898.294737 59.780706 
L 899.336842 60.826353 
L 901.421053 60.826353 
L 902.463158 61.872 
L 903.505263 62.917647 
L 904.547368 63.963294 
L 905.589474 65.008941 
L 906.631579 66.054588 
L 907.673684 67.100235 
L 908.715789 68.145882 
L 909.757895 69.191529 
L 910.8 70.237176 
L 910.8 72.328471 
L 911.842105 73.374118 
L 912.884211 74.419765 
L 913.926316 75.465412 
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 919.136842 84.876235 
L 920.178947 85.921882 
L 921.221053 86.967529 
L 921.221053 89.058824 
L 921.221053 91.150118 
L 921.221053 93.241412 
L 922.263158 94.287059 
L 923.305263 95.332706 
L 923.305263 97.424 
L 923.305263 99.515294 
L 923.305263 101.606588 
L 924.347368 102.652235 
L 925.389474 103.697882 
L 925.389474 105.789176 
L 925.389474 107.880471 
L 925.389474 109.971765 
L 926.431579 111.017412 
L 927.473684 112.063059 
L 927.473684 114.154353 
L 927.473684 116.245647 
L 927.473684 118.336941 
L 928.515789 119.382588 
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 928.515789 144.478118 
L 927.473684 145.523765 
L 927.473684 147.615059 
L 927.473684 149.706353 
L 927.473684 151.797647 
L 926.431579 152.843294 
L 925.389474 153.888941 
L 925.389474 155.980235 
L 925.389474 158.071529 
L 924.347368 159.117176 
L 923.305263 160.162824 
L 923.305263 162.254118 
L 922.263158 163.299765 
L 921.221053 164.345412 
L 920.178947 165.391059 
L 919.136842 166.436706 
L 919.136842 168.528 
L 918.094737 169.573647 
L 917.052632 170.619294 
L 917.052632 172.710588 
L 916.010526 173.756235 
L 914.968421 174.801882 
L 913.926316 175.847529 
L 912.884211 176.893176 
L 911.842105 177.938824 
L 910.8 178.984471 
L 909.757895 180.030118 
L 908.715789 181.075765 
L 908.715789 183.167059 
L 907.673684 184.212706 
L 905.589474 184.212706 
L 904.547368 185.258353 
L 903.505263 186.304 
L 902.463158 187.349647 
L 901.421053 188.395294 
L 900.378947 189.440941 
L 899.336842 190.486588 
L 898.294737 191.532235 
L 897.252632 192.577882 
L 895.168421 192.577882 
L 894.126316 193.623529 
L 893.084211 194.669176 
L 892.042105 195.714824 
L 891 196.760471 
L 888.915789 196.760471 
L 887.873684 197.806118 
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 877.452632 197.806118 
L 876.410526 196.760471 
L 874.326316 196.760471 
L 872.242105 196.760471 
L 870.157895 196.760471 
L 869.115789 197.806118 
L 868.073684 198.851765 
L 865.989474 198.851765 
L 863.905263 198.851765 
L 861.821053 198.851765 
L 859.736842 198.851765 
L 857.652632 198.851765 
L 855.568421 198.851765 
L 853.484211 198.851765 
L 852.442105 197.806118 
L 851.4 196.760471 
L 849.315789 196.760471 
L 848.273684 195.714824 
L 847.231579 194.669176 
L 845.147368 194.669176 
L 844.105263 193.623529 
L 843.063158 192.577882 
L 842.021053 191.532235 
L 840.978947 190.486588 
L 839.936842 189.440941 
L 838.894737 188.395294 
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 831.6 183.167059 
L 830.557895 182.121412 
L 829.515789 181.075765 
L 828.473684 180.030118 
L 827.431579 178.984471 
L 826.389474 177.938824 
L 825.347368 176.893176 
L 825.347368 174.801882 
L 824.305263 173.756235 
L 823.263158 172.710588 
L 822.221053 171.664941 
L 821.178947 170.619294 
L 821.178947 168.528 
L 820.136842 167.482353 
L 819.094737 166.436706 
L 818.052632 165.391059 
L 817.010526 164.345412 
L 817.010526 162.254118 
L 817.010526 160.162824 
L 815.968421 159.117176 
L 814.926316 158.071529 
L 814.926316 155.980235 
L 814.926316 153.888941 
L 813.884211 152.843294 
L 812.842105 151.797647 
L 812.842105 149.706353 
L 812.842105 147.615059 
L 812.842105 145.523765 
L 812.842105 143.432471 
L 812.842105 141.341176 
L 812.842105 139.249882 
L 811.8 138.204235 
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 811.8 125.656471 
L 810.757895 124.610824 
L 811.8 123.565176 
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 813.884211 111.017412 
L 814.926316 109.971765 
L 814.926316 107.880471 
L 814.926316 105.789176 
L 814.926316 103.697882 
L 815.968421 102.652235 
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 818.052632 92.195765 
L 819.094737 91.150118 
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 828.473684 73.374118 
L 829.515789 72.328471 
L 830.557895 71.282824 
L 831.6 70.237176 
L 832.642105 69.191529 
L 833.684211 68.145882 
L 834.726316 67.100235 
L 835.768421 66.054588 
L 836.810526 65.008941 
L 837.852632 63.963294 
L 838.894737 62.917647 
L 839.936842 61.872 
L 839.936842 59.780706 
L 840.978947 58.735059 
L 843.063158 58.735059 
L 844.105263 57.689412 
L 845.147368 56.643765 
L 846.189474 55.598118 
L 847.231579 54.552471 
L 849.315789 54.552471 
L 851.4 54.552471 
L 852.442105 53.506824 
L 853.484211 52.461176 
L 855.568421 52.461176 
L 856.610526 51.415529 
L 857.652632 50.369882 
L 858.694737 49.324235 
L 859.736842 48.278588 
L 860.778947 47.232941 
L 861.821053 46.187294 
L 863.905263 46.187294 
L 865.989474 46.187294 
L 868.073684 46.187294 
L 870.157895 46.187294 
L 872.242105 46.187294 
L 874.326316 46.187294 
L 875.368421 45.141647 
L 876.410526 44.096 
z
" clip-path="url(#p42ab0d512f)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; stroke-linejoin: miter"/>
    </g>
    <!-- z=-5 -->
    <g style="fill: #ffffff" transform="translate(792 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pc3471e2694)">
    <image xlink:href="data:image/png;base64,
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" id="image33d3332c23" 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 1026.473684 50.369882 
L 1028.557895 50.369882 
L 1030.642105 50.369882 
L 1032.726316 50.369882 
L 1034.810526 50.369882 
L 1036.894737 50.369882 
L 1038.978947 50.369882 
L 1040.021053 51.415529 
L 1041.063158 52.461176 
L 1042.105263 53.506824 
L 1043.147368 54.552471 
L 1044.189474 55.598118 
L 1045.231579 56.643765 
L 1046.273684 57.689412 
L 1047.315789 58.735059 
L 1048.357895 59.780706 
L 1049.4 60.826353 
L 1050.442105 61.872 
L 1051.484211 62.917647 
L 1053.568421 62.917647 
L 1054.610526 63.963294 
L 1055.652632 65.008941 
L 1056.694737 66.054588 
L 1057.736842 67.100235 
L 1059.821053 67.100235 
L 1060.863158 68.145882 
L 1060.863158 70.237176 
L 1061.905263 71.282824 
L 1062.947368 72.328471 
L 1063.989474 73.374118 
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 1071.284211 80.693647 
L 1072.326316 81.739294 
L 1073.368421 82.784941 
L 1074.410526 83.830588 
L 1075.452632 84.876235 
L 1075.452632 86.967529 
L 1076.494737 88.013176 
L 1077.536842 89.058824 
L 1077.536842 91.150118 
L 1077.536842 93.241412 
L 1078.578947 94.287059 
L 1079.621053 95.332706 
L 1079.621053 97.424 
L 1079.621053 99.515294 
L 1080.663158 100.560941 
L 1081.705263 101.606588 
L 1081.705263 103.697882 
L 1081.705263 105.789176 
L 1081.705263 107.880471 
L 1081.705263 109.971765 
L 1082.747368 111.017412 
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 1085.873684 124.610824 
L 1086.915789 125.656471 
L 1087.957895 126.702118 
L 1087.957895 128.793412 
L 1086.915789 129.839059 
L 1085.873684 130.884706 
L 1085.873684 132.976 
L 1085.873684 135.067294 
L 1085.873684 137.158588 
L 1085.873684 139.249882 
L 1085.873684 141.341176 
L 1085.873684 143.432471 
L 1085.873684 145.523765 
L 1085.873684 147.615059 
L 1084.831579 148.660706 
L 1083.789474 149.706353 
L 1083.789474 151.797647 
L 1083.789474 153.888941 
L 1082.747368 154.934588 
L 1081.705263 155.980235 
L 1081.705263 158.071529 
L 1080.663158 159.117176 
L 1079.621053 160.162824 
L 1079.621053 162.254118 
L 1078.578947 163.299765 
L 1077.536842 164.345412 
L 1076.494737 165.391059 
L 1075.452632 166.436706 
L 1075.452632 168.528 
L 1074.410526 169.573647 
L 1073.368421 170.619294 
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 1066.073684 177.938824 
L 1065.031579 178.984471 
L 1063.989474 180.030118 
L 1062.947368 181.075765 
L 1061.905263 182.121412 
L 1060.863158 183.167059 
L 1059.821053 184.212706 
L 1058.778947 185.258353 
L 1057.736842 186.304 
L 1056.694737 187.349647 
L 1055.652632 188.395294 
L 1054.610526 189.440941 
L 1053.568421 190.486588 
L 1051.484211 190.486588 
L 1050.442105 191.532235 
L 1049.4 192.577882 
L 1047.315789 192.577882 
L 1045.231579 192.577882 
L 1044.189474 193.623529 
L 1043.147368 194.669176 
L 1041.063158 194.669176 
L 1038.978947 194.669176 
L 1036.894737 194.669176 
L 1035.852632 193.623529 
L 1034.810526 192.577882 
L 1032.726316 192.577882 
L 1030.642105 192.577882 
L 1028.557895 192.577882 
L 1026.473684 192.577882 
L 1024.389474 192.577882 
L 1023.347368 193.623529 
L 1022.305263 194.669176 
L 1020.221053 194.669176 
L 1018.136842 194.669176 
L 1016.052632 194.669176 
L 1013.968421 194.669176 
L 1011.884211 194.669176 
L 1010.842105 193.623529 
L 1009.8 192.577882 
L 1007.715789 192.577882 
L 1005.631579 192.577882 
L 1004.589474 191.532235 
L 1003.547368 190.486588 
L 1002.505263 189.440941 
L 1001.463158 188.395294 
L 999.378947 188.395294 
L 998.336842 187.349647 
L 997.294737 186.304 
L 996.252632 185.258353 
L 995.210526 184.212706 
L 993.126316 184.212706 
L 992.084211 183.167059 
L 991.042105 182.121412 
L 990 181.075765 
L 990 178.984471 
L 988.957895 177.938824 
L 987.915789 176.893176 
L 986.873684 175.847529 
L 985.831579 174.801882 
L 985.831579 172.710588 
L 984.789474 171.664941 
L 983.747368 170.619294 
L 982.705263 169.573647 
L 981.663158 168.528 
L 980.621053 167.482353 
L 979.578947 166.436706 
L 979.578947 164.345412 
L 978.536842 163.299765 
L 977.494737 162.254118 
L 977.494737 160.162824 
L 976.452632 159.117176 
L 975.410526 158.071529 
L 975.410526 155.980235 
L 975.410526 153.888941 
L 974.368421 152.843294 
L 973.326316 151.797647 
L 973.326316 149.706353 
L 973.326316 147.615059 
L 973.326316 145.523765 
L 973.326316 143.432471 
L 972.284211 142.386824 
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 971.242105 126.702118 
L 971.242105 124.610824 
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 972.284211 113.108706 
L 973.326316 112.063059 
L 973.326316 109.971765 
L 973.326316 107.880471 
L 974.368421 106.834824 
L 975.410526 105.789176 
L 975.410526 103.697882 
L 976.452632 102.652235 
L 977.494737 101.606588 
L 977.494737 99.515294 
L 977.494737 97.424 
L 977.494737 95.332706 
L 977.494737 93.241412 
L 978.536842 92.195765 
L 979.578947 91.150118 
L 979.578947 89.058824 
L 979.578947 86.967529 
L 979.578947 84.876235 
L 980.621053 83.830588 
L 981.663158 82.784941 
L 982.705263 81.739294 
L 983.747368 80.693647 
L 984.789474 79.648 
L 985.831579 78.602353 
L 986.873684 77.556706 
L 987.915789 76.511059 
L 988.957895 75.465412 
L 990 74.419765 
L 991.042105 73.374118 
L 993.126316 73.374118 
L 994.168421 72.328471 
L 995.210526 71.282824 
L 996.252632 70.237176 
L 997.294737 69.191529 
L 998.336842 68.145882 
L 998.336842 66.054588 
L 999.378947 65.008941 
L 1001.463158 65.008941 
L 1003.547368 65.008941 
L 1004.589474 63.963294 
L 1005.631579 62.917647 
L 1006.673684 61.872 
L 1007.715789 60.826353 
L 1009.8 60.826353 
L 1010.842105 59.780706 
L 1011.884211 58.735059 
L 1012.926316 57.689412 
L 1013.968421 56.643765 
L 1015.010526 55.598118 
L 1016.052632 54.552471 
L 1018.136842 54.552471 
L 1019.178947 53.506824 
L 1020.221053 52.461176 
L 1022.305263 52.461176 
L 1024.389474 52.461176 
L 1025.431579 51.415529 
L 1026.473684 50.369882 
z
" clip-path="url(#pc3471e2694)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; stroke-linejoin: miter"/>
    </g>
    <!-- z=1 -->
    <g style="fill: #ffffff" transform="translate(950.4 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#pa089344251)">
    <image xlink:href="data:image/png;base64,
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" id="image3e2467f56c" transform="scale(1 -1) translate(0 -213.84)" x="1109" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1182.789474 54.552471 
L 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 1195.294737 54.552471 
L 1196.336842 55.598118 
L 1197.378947 56.643765 
L 1198.421053 57.689412 
L 1199.463158 58.735059 
L 1200.505263 59.780706 
L 1201.547368 60.826353 
L 1202.589474 61.872 
L 1203.631579 62.917647 
L 1204.673684 63.963294 
L 1205.715789 65.008941 
L 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 1224.473684 77.556706 
L 1225.515789 78.602353 
L 1226.557895 79.648 
L 1227.6 80.693647 
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 1208.842105 187.349647 
L 1207.8 188.395294 
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 1192.168421 189.440941 
L 1191.126316 188.395294 
L 1190.084211 189.440941 
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 1144.231579 82.784941 
L 1145.273684 81.739294 
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 1152.568421 76.511059 
L 1153.610526 75.465412 
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 1160.905263 70.237176 
L 1161.947368 69.191529 
L 1162.989474 68.145882 
L 1164.031579 67.100235 
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 1177.578947 57.689412 
L 1178.621053 56.643765 
L 1180.705263 56.643765 
L 1181.747368 55.598118 
L 1182.789474 54.552471 
z
" clip-path="url(#pa089344251)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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(#p15a4b6c361)">
    <image xlink:href="data:image/png;base64,
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" id="imagebeac2142f4" 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 1337.021053 60.826353 
L 1339.105263 60.826353 
L 1341.189474 60.826353 
L 1343.273684 60.826353 
L 1345.357895 60.826353 
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 1378.705263 79.648 
L 1379.747368 80.693647 
L 1379.747368 82.784941 
L 1380.789474 83.830588 
L 1381.831579 84.876235 
L 1382.873684 85.921882 
L 1383.915789 86.967529 
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 1389.126316 104.743529 
L 1390.168421 105.789176 
L 1391.210526 106.834824 
L 1392.252632 107.880471 
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 1396.421053 132.976 
L 1396.421053 135.067294 
L 1396.421053 137.158588 
L 1396.421053 139.249882 
L 1396.421053 141.341176 
L 1396.421053 143.432471 
L 1396.421053 145.523765 
L 1395.378947 146.569412 
L 1394.336842 147.615059 
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 1331.810526 185.258353 
L 1330.768421 184.212706 
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 1313.052632 170.619294 
L 1312.010526 169.573647 
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 1299.505263 104.743529 
L 1300.547368 103.697882 
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 1308.884211 82.784941 
L 1309.926316 81.739294 
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 1319.305263 76.511059 
L 1320.347368 75.465412 
L 1321.389474 74.419765 
L 1322.431579 73.374118 
L 1324.515789 73.374118 
L 1325.557895 72.328471 
L 1326.6 71.282824 
L 1327.642105 70.237176 
L 1328.684211 69.191529 
L 1330.768421 69.191529 
L 1331.810526 68.145882 
L 1332.852632 67.100235 
L 1333.894737 66.054588 
L 1333.894737 63.963294 
L 1334.936842 62.917647 
L 1335.978947 61.872 
L 1337.021053 60.826353 
z
" clip-path="url(#p15a4b6c361)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; stroke-linejoin: miter"/>
    </g>
    <!-- z=14 -->
    <g style="fill: #ffffff" transform="translate(1267.2 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p12b6ae63be)">
    <image xlink:href="data:image/png;base64,
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" id="image3f8e48d7de" 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 102.652235 
L 1497.505263 102.652235 
L 1498.547368 103.697882 
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 1516.263158 117.291294 
L 1517.305263 118.336941 
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 1503.757895 146.569412 
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 1495.421053 138.204235 
L 1493.336842 138.204235 
L 1492.294737 137.158588 
L 1491.252632 136.112941 
L 1490.210526 135.067294 
L 1490.210526 132.976 
L 1489.168421 131.930353 
L 1488.126316 130.884706 
L 1488.126316 128.793412 
L 1488.126316 126.702118 
L 1488.126316 124.610824 
L 1488.126316 122.519529 
L 1488.126316 120.428235 
L 1488.126316 118.336941 
L 1489.168421 117.291294 
L 1490.210526 116.245647 
L 1490.210526 114.154353 
L 1491.252632 113.108706 
L 1492.294737 112.063059 
L 1492.294737 109.971765 
L 1492.294737 107.880471 
L 1492.294737 105.789176 
L 1493.336842 104.743529 
L 1494.378947 103.697882 
L 1495.421053 102.652235 
z
" clip-path="url(#p12b6ae63be)" style="fill: none; stroke: #ff0000; stroke-width: 1.2"/>
   </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-width: 0.8; 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-width: 0.8; 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-width: 0.8; 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="p04bc6bb155">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p1b61009a29">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p11ffa0c6da">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pdeefd35869">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p003bb1374f">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pfe03703018">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p42ab0d512f">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pc3471e2694">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pa089344251">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p15a4b6c361">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p12b6ae63be">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>