hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-018_task-bht_dir-LR_desc-brainmask_bold.svg

<svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1584 230.4" xmlns="http://www.w3.org/2000/svg" version="1.1">
 <metadata>
  <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
   <cc:Work>
    <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
    <dc:date>2024-04-22T07:51:37.985603</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(#p4ffe50192f)">
    <image xlink:href="data:image/png;base64,
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" id="imagec65b69fdc5" 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(#p9ad956355d)">
    <image xlink:href="data:image/png;base64,
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" id="imageb6df0d901a" 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 83.830588 
L 51.063158 83.830588 
L 53.147368 83.830588 
L 54.189474 84.876235 
L 55.231579 85.921882 
L 56.273684 86.967529 
L 57.315789 88.013176 
L 58.357895 89.058824 
L 59.4 90.104471 
L 60.442105 91.150118 
L 60.442105 93.241412 
L 61.484211 94.287059 
L 62.526316 95.332706 
L 63.568421 96.378353 
L 64.610526 97.424 
L 64.610526 99.515294 
L 64.610526 101.606588 
L 65.652632 102.652235 
L 66.694737 103.697882 
L 65.652632 104.743529 
L 64.610526 105.789176 
L 64.610526 107.880471 
L 63.568421 108.926118 
L 62.526316 109.971765 
L 62.526316 112.063059 
L 62.526316 114.154353 
L 61.484211 115.2 
L 60.442105 116.245647 
L 61.484211 117.291294 
L 62.526316 118.336941 
L 61.484211 119.382588 
L 60.442105 120.428235 
L 59.4 121.473882 
L 57.315789 121.473882 
L 55.231579 121.473882 
L 54.189474 122.519529 
L 53.147368 123.565176 
L 51.063158 123.565176 
L 50.021053 124.610824 
L 48.978947 125.656471 
L 47.936842 124.610824 
L 46.894737 123.565176 
L 44.810526 123.565176 
L 43.768421 122.519529 
L 42.726316 121.473882 
L 40.642105 121.473882 
L 38.557895 121.473882 
L 37.515789 122.519529 
L 36.473684 123.565176 
L 34.389474 123.565176 
L 33.347368 122.519529 
L 32.305263 121.473882 
L 31.263158 120.428235 
L 30.221053 119.382588 
L 29.178947 118.336941 
L 29.178947 116.245647 
L 29.178947 114.154353 
L 29.178947 112.063059 
L 29.178947 109.971765 
L 29.178947 107.880471 
L 29.178947 105.789176 
L 29.178947 103.697882 
L 29.178947 101.606588 
L 29.178947 99.515294 
L 30.221053 98.469647 
L 31.263158 97.424 
L 32.305263 96.378353 
L 33.347368 95.332706 
L 34.389474 94.287059 
L 35.431579 93.241412 
L 35.431579 91.150118 
L 36.473684 90.104471 
L 37.515789 89.058824 
L 38.557895 88.013176 
L 40.642105 88.013176 
L 41.684211 86.967529 
L 42.726316 85.921882 
L 44.810526 85.921882 
L 46.894737 85.921882 
L 47.936842 84.876235 
L 48.978947 83.830588 
z
M 101.084211 83.830588 
L 103.168421 83.830588 
L 104.210526 84.876235 
L 105.252632 85.921882 
L 107.336842 85.921882 
L 109.421053 85.921882 
L 110.463158 86.967529 
L 111.505263 88.013176 
L 113.589474 88.013176 
L 114.631579 89.058824 
L 115.673684 90.104471 
L 116.715789 91.150118 
L 117.757895 92.195765 
L 118.8 93.241412 
L 119.842105 94.287059 
L 120.884211 95.332706 
L 120.884211 97.424 
L 121.926316 98.469647 
L 122.968421 99.515294 
L 122.968421 101.606588 
L 122.968421 103.697882 
L 124.010526 104.743529 
L 125.052632 105.789176 
L 125.052632 107.880471 
L 125.052632 109.971765 
L 125.052632 112.063059 
L 125.052632 114.154353 
L 125.052632 116.245647 
L 125.052632 118.336941 
L 124.010526 119.382588 
L 121.926316 119.382588 
L 119.842105 119.382588 
L 118.8 120.428235 
L 117.757895 121.473882 
L 115.673684 121.473882 
L 113.589474 121.473882 
L 111.505263 121.473882 
L 110.463158 122.519529 
L 109.421053 123.565176 
L 108.378947 122.519529 
L 107.336842 121.473882 
L 105.252632 121.473882 
L 103.168421 121.473882 
L 102.126316 120.428235 
L 101.084211 119.382588 
L 99 119.382588 
L 96.915789 119.382588 
L 94.831579 119.382588 
L 92.747368 119.382588 
L 91.705263 120.428235 
L 91.705263 122.519529 
L 91.705263 124.610824 
L 91.705263 126.702118 
L 91.705263 128.793412 
L 92.747368 129.839059 
L 93.789474 130.884706 
L 93.789474 132.976 
L 94.831579 134.021647 
L 95.873684 135.067294 
L 96.915789 136.112941 
L 97.957895 137.158588 
L 99 138.204235 
L 101.084211 138.204235 
L 102.126316 139.249882 
L 103.168421 140.295529 
L 104.210526 141.341176 
L 105.252632 142.386824 
L 106.294737 143.432471 
L 107.336842 144.478118 
L 109.421053 144.478118 
L 110.463158 145.523765 
L 111.505263 146.569412 
L 113.589474 146.569412 
L 115.673684 146.569412 
L 116.715789 147.615059 
L 117.757895 148.660706 
L 119.842105 148.660706 
L 120.884211 149.706353 
L 120.884211 151.797647 
L 120.884211 153.888941 
L 120.884211 155.980235 
L 120.884211 158.071529 
L 120.884211 160.162824 
L 120.884211 162.254118 
L 120.884211 164.345412 
L 120.884211 166.436706 
L 120.884211 168.528 
L 120.884211 170.619294 
L 119.842105 171.664941 
L 118.8 172.710588 
L 118.8 174.801882 
L 117.757895 175.847529 
L 116.715789 176.893176 
L 115.673684 177.938824 
L 114.631579 178.984471 
L 113.589474 180.030118 
L 112.547368 181.075765 
L 111.505263 182.121412 
L 110.463158 183.167059 
L 109.421053 184.212706 
L 107.336842 184.212706 
L 106.294737 185.258353 
L 105.252632 186.304 
L 103.168421 186.304 
L 101.084211 186.304 
L 99 186.304 
L 96.915789 186.304 
L 94.831579 186.304 
L 92.747368 186.304 
L 91.705263 185.258353 
L 90.663158 184.212706 
L 88.578947 184.212706 
L 86.494737 184.212706 
L 85.452632 183.167059 
L 84.410526 182.121412 
L 82.326316 182.121412 
L 81.284211 181.075765 
L 80.242105 180.030118 
L 79.2 181.075765 
L 78.157895 182.121412 
L 76.073684 182.121412 
L 75.031579 183.167059 
L 73.989474 184.212706 
L 71.905263 184.212706 
L 70.863158 185.258353 
L 69.821053 186.304 
L 67.736842 186.304 
L 65.652632 186.304 
L 64.610526 187.349647 
L 63.568421 188.395294 
L 61.484211 188.395294 
L 59.4 188.395294 
L 57.315789 188.395294 
L 56.273684 187.349647 
L 55.231579 186.304 
L 53.147368 186.304 
L 51.063158 186.304 
L 48.978947 186.304 
L 47.936842 185.258353 
L 46.894737 184.212706 
L 44.810526 184.212706 
L 43.768421 183.167059 
L 42.726316 182.121412 
L 40.642105 182.121412 
L 39.6 181.075765 
L 38.557895 180.030118 
L 37.515789 178.984471 
L 37.515789 176.893176 
L 36.473684 175.847529 
L 35.431579 174.801882 
L 35.431579 172.710588 
L 34.389474 171.664941 
L 33.347368 170.619294 
L 33.347368 168.528 
L 32.305263 167.482353 
L 31.263158 166.436706 
L 31.263158 164.345412 
L 31.263158 162.254118 
L 31.263158 160.162824 
L 30.221053 159.117176 
L 29.178947 158.071529 
L 30.221053 157.025882 
L 31.263158 155.980235 
L 32.305263 154.934588 
L 33.347368 153.888941 
L 33.347368 151.797647 
L 34.389474 150.752 
L 35.431579 149.706353 
L 36.473684 148.660706 
L 37.515789 147.615059 
L 38.557895 146.569412 
L 40.642105 146.569412 
L 42.726316 146.569412 
L 43.768421 145.523765 
L 44.810526 144.478118 
L 46.894737 144.478118 
L 47.936842 143.432471 
L 48.978947 142.386824 
L 51.063158 142.386824 
L 52.105263 141.341176 
L 53.147368 140.295529 
L 54.189474 139.249882 
L 55.231579 138.204235 
L 56.273684 137.158588 
L 57.315789 136.112941 
L 58.357895 135.067294 
L 59.4 134.021647 
L 60.442105 132.976 
L 61.484211 131.930353 
L 63.568421 131.930353 
L 64.610526 130.884706 
L 64.610526 128.793412 
L 64.610526 126.702118 
L 64.610526 124.610824 
L 65.652632 123.565176 
L 66.694737 122.519529 
L 66.694737 120.428235 
L 67.736842 119.382588 
L 69.821053 119.382588 
L 70.863158 118.336941 
L 71.905263 117.291294 
L 73.989474 117.291294 
L 76.073684 117.291294 
L 78.157895 117.291294 
L 80.242105 117.291294 
L 82.326316 117.291294 
L 84.410526 117.291294 
L 86.494737 117.291294 
L 87.536842 116.245647 
L 88.578947 115.2 
L 89.621053 114.154353 
L 89.621053 112.063059 
L 89.621053 109.971765 
L 89.621053 107.880471 
L 88.578947 106.834824 
L 87.536842 105.789176 
L 87.536842 103.697882 
L 87.536842 101.606588 
L 87.536842 99.515294 
L 88.578947 98.469647 
L 89.621053 97.424 
L 89.621053 95.332706 
L 89.621053 93.241412 
L 90.663158 92.195765 
L 91.705263 91.150118 
L 92.747368 90.104471 
L 93.789474 89.058824 
L 94.831579 88.013176 
L 95.873684 86.967529 
L 96.915789 85.921882 
L 99 85.921882 
L 100.042105 84.876235 
L 101.084211 83.830588 
z
" clip-path="url(#p9ad956355d)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_1">
    <g id="patch_2">
     <path d="M 15.84 30.82335 
L 22.52625 30.82335 
L 22.52625 19.2096 
L 15.84 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(15.84 28.327725) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-4c" d="M 628 4666 
L 1259 4666 
L 1259 531 
L 3531 531 
L 3531 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_2">
    <g id="patch_3">
     <path d="M 134.221875 30.82335 
L 142.56 30.82335 
L 142.56 19.2096 
L 134.221875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(134.221875 28.327725) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-52" d="M 2841 2188 
Q 3044 2119 3236 1894 
Q 3428 1669 3622 1275 
L 4263 0 
L 3584 0 
L 2988 1197 
Q 2756 1666 2539 1819 
Q 2322 1972 1947 1972 
L 1259 1972 
L 1259 0 
L 628 0 
L 628 4666 
L 2053 4666 
Q 2853 4666 3247 4331 
Q 3641 3997 3641 3322 
Q 3641 2881 3436 2590 
Q 3231 2300 2841 2188 
z
M 1259 4147 
L 1259 2491 
L 2053 2491 
Q 2509 2491 2742 2702 
Q 2975 2913 2975 3322 
Q 2975 3731 2742 3939 
Q 2509 4147 2053 4147 
L 1259 4147 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_3">
    <g id="patch_4">
     <path d="M 0 221.856 
L 35.953125 221.856 
L 35.953125 210.24225 
L 0 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-64 -->
    <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-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-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-34" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#pb0a369b8cf)">
    <image xlink:href="data:image/png;base64,
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" id="imagec6813c2b00" 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 230.305263 39.913412 
L 232.389474 39.913412 
L 234.473684 39.913412 
L 236.557895 39.913412 
L 238.642105 39.913412 
L 239.684211 40.959059 
L 240.726316 42.004706 
L 242.810526 42.004706 
L 243.852632 40.959059 
L 244.894737 39.913412 
L 246.978947 39.913412 
L 249.063158 39.913412 
L 251.147368 39.913412 
L 253.231579 39.913412 
L 255.315789 39.913412 
L 257.4 39.913412 
L 258.442105 40.959059 
L 258.442105 43.050353 
L 259.484211 44.096 
L 260.526316 43.050353 
L 261.568421 42.004706 
L 262.610526 43.050353 
L 263.652632 44.096 
L 265.736842 44.096 
L 266.778947 45.141647 
L 267.821053 46.187294 
L 269.905263 46.187294 
L 271.989474 46.187294 
L 273.031579 47.232941 
L 274.073684 48.278588 
L 275.115789 49.324235 
L 275.115789 51.415529 
L 276.157895 52.461176 
L 277.2 53.506824 
L 278.242105 54.552471 
L 279.284211 55.598118 
L 279.284211 57.689412 
L 279.284211 59.780706 
L 279.284211 61.872 
L 279.284211 63.963294 
L 279.284211 66.054588 
L 280.326316 67.100235 
L 281.368421 68.145882 
L 282.410526 69.191529 
L 283.452632 70.237176 
L 283.452632 72.328471 
L 283.452632 74.419765 
L 283.452632 76.511059 
L 282.410526 77.556706 
L 281.368421 78.602353 
L 281.368421 80.693647 
L 280.326316 81.739294 
L 279.284211 82.784941 
L 280.326316 83.830588 
L 281.368421 84.876235 
L 281.368421 86.967529 
L 282.410526 88.013176 
L 283.452632 89.058824 
L 284.494737 90.104471 
L 285.536842 91.150118 
L 286.578947 92.195765 
L 287.621053 93.241412 
L 287.621053 95.332706 
L 287.621053 97.424 
L 288.663158 98.469647 
L 289.705263 99.515294 
L 289.705263 101.606588 
L 289.705263 103.697882 
L 289.705263 105.789176 
L 290.747368 106.834824 
L 291.789474 107.880471 
L 291.789474 109.971765 
L 291.789474 112.063059 
L 292.831579 113.108706 
L 293.873684 114.154353 
L 293.873684 116.245647 
L 293.873684 118.336941 
L 294.915789 119.382588 
L 295.957895 120.428235 
L 295.957895 122.519529 
L 295.957895 124.610824 
L 295.957895 126.702118 
L 295.957895 128.793412 
L 295.957895 130.884706 
L 297 131.930353 
L 298.042105 132.976 
L 298.042105 135.067294 
L 298.042105 137.158588 
L 298.042105 139.249882 
L 297 140.295529 
L 295.957895 141.341176 
L 294.915789 142.386824 
L 293.873684 143.432471 
L 293.873684 145.523765 
L 292.831579 146.569412 
L 291.789474 147.615059 
L 291.789474 149.706353 
L 290.747368 150.752 
L 289.705263 151.797647 
L 290.747368 152.843294 
L 291.789474 153.888941 
L 291.789474 155.980235 
L 290.747368 157.025882 
L 289.705263 158.071529 
L 289.705263 160.162824 
L 289.705263 162.254118 
L 288.663158 163.299765 
L 287.621053 164.345412 
L 287.621053 166.436706 
L 287.621053 168.528 
L 286.578947 169.573647 
L 285.536842 170.619294 
L 285.536842 172.710588 
L 284.494737 173.756235 
L 283.452632 174.801882 
L 282.410526 175.847529 
L 281.368421 176.893176 
L 281.368421 178.984471 
L 280.326316 180.030118 
L 279.284211 181.075765 
L 279.284211 183.167059 
L 278.242105 184.212706 
L 277.2 185.258353 
L 276.157895 186.304 
L 275.115789 187.349647 
L 274.073684 188.395294 
L 271.989474 188.395294 
L 270.947368 189.440941 
L 269.905263 190.486588 
L 267.821053 190.486588 
L 266.778947 191.532235 
L 265.736842 192.577882 
L 263.652632 192.577882 
L 261.568421 192.577882 
L 259.484211 192.577882 
L 258.442105 193.623529 
L 257.4 194.669176 
L 255.315789 194.669176 
L 253.231579 194.669176 
L 252.189474 193.623529 
L 251.147368 192.577882 
L 249.063158 192.577882 
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 237.6 193.623529 
L 236.557895 194.669176 
L 235.515789 195.714824 
L 234.473684 196.760471 
L 232.389474 196.760471 
L 230.305263 196.760471 
L 228.221053 196.760471 
L 226.136842 196.760471 
L 224.052632 196.760471 
L 221.968421 196.760471 
L 219.884211 196.760471 
L 217.8 196.760471 
L 216.757895 195.714824 
L 215.715789 194.669176 
L 213.631579 194.669176 
L 211.547368 194.669176 
L 210.505263 193.623529 
L 209.463158 192.577882 
L 207.378947 192.577882 
L 206.336842 191.532235 
L 205.294737 190.486588 
L 203.210526 190.486588 
L 202.168421 189.440941 
L 201.126316 188.395294 
L 200.084211 187.349647 
L 199.042105 186.304 
L 198 185.258353 
L 196.957895 184.212706 
L 194.873684 184.212706 
L 193.831579 183.167059 
L 192.789474 182.121412 
L 191.747368 181.075765 
L 191.747368 178.984471 
L 190.705263 177.938824 
L 189.663158 176.893176 
L 188.621053 175.847529 
L 187.578947 174.801882 
L 187.578947 172.710588 
L 186.536842 171.664941 
L 185.494737 170.619294 
L 184.452632 169.573647 
L 183.410526 168.528 
L 183.410526 166.436706 
L 183.410526 164.345412 
L 182.368421 163.299765 
L 181.326316 162.254118 
L 181.326316 160.162824 
L 182.368421 159.117176 
L 183.410526 158.071529 
L 183.410526 155.980235 
L 184.452632 154.934588 
L 185.494737 153.888941 
L 185.494737 151.797647 
L 185.494737 149.706353 
L 184.452632 148.660706 
L 183.410526 147.615059 
L 183.410526 145.523765 
L 183.410526 143.432471 
L 182.368421 142.386824 
L 181.326316 141.341176 
L 181.326316 139.249882 
L 180.284211 138.204235 
L 179.242105 137.158588 
L 179.242105 135.067294 
L 179.242105 132.976 
L 179.242105 130.884706 
L 178.2 129.839059 
L 177.157895 128.793412 
L 177.157895 126.702118 
L 177.157895 124.610824 
L 177.157895 122.519529 
L 176.115789 121.473882 
L 175.073684 120.428235 
L 175.073684 118.336941 
L 175.073684 116.245647 
L 175.073684 114.154353 
L 176.115789 113.108706 
L 177.157895 112.063059 
L 178.2 111.017412 
L 179.242105 109.971765 
L 179.242105 107.880471 
L 179.242105 105.789176 
L 180.284211 104.743529 
L 181.326316 103.697882 
L 182.368421 102.652235 
L 183.410526 101.606588 
L 183.410526 99.515294 
L 184.452632 98.469647 
L 185.494737 97.424 
L 185.494737 95.332706 
L 185.494737 93.241412 
L 185.494737 91.150118 
L 186.536842 90.104471 
L 187.578947 89.058824 
L 188.621053 88.013176 
L 189.663158 86.967529 
L 189.663158 84.876235 
L 190.705263 83.830588 
L 191.747368 82.784941 
L 190.705263 81.739294 
L 189.663158 80.693647 
L 189.663158 78.602353 
L 189.663158 76.511059 
L 189.663158 74.419765 
L 189.663158 72.328471 
L 189.663158 70.237176 
L 189.663158 68.145882 
L 190.705263 67.100235 
L 191.747368 66.054588 
L 191.747368 63.963294 
L 192.789474 62.917647 
L 193.831579 61.872 
L 193.831579 59.780706 
L 194.873684 58.735059 
L 195.915789 57.689412 
L 196.957895 56.643765 
L 198 55.598118 
L 199.042105 54.552471 
L 200.084211 53.506824 
L 201.126316 52.461176 
L 202.168421 51.415529 
L 203.210526 50.369882 
L 204.252632 49.324235 
L 205.294737 48.278588 
L 207.378947 48.278588 
L 208.421053 47.232941 
L 209.463158 46.187294 
L 211.547368 46.187294 
L 212.589474 45.141647 
L 213.631579 44.096 
L 215.715789 44.096 
L 217.8 44.096 
L 219.884211 44.096 
L 221.968421 44.096 
L 223.010526 43.050353 
L 224.052632 42.004706 
L 226.136842 42.004706 
L 228.221053 42.004706 
L 229.263158 40.959059 
L 230.305263 39.913412 
z
" clip-path="url(#pb0a369b8cf)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_4">
    <g id="patch_5">
     <path d="M 174.24 30.82335 
L 180.92625 30.82335 
L 180.92625 19.2096 
L 174.24 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(174.24 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_5">
    <g id="patch_6">
     <path d="M 292.621875 30.82335 
L 300.96 30.82335 
L 300.96 19.2096 
L 292.621875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(292.621875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_6">
    <g id="patch_7">
     <path d="M 158.4 221.856 
L 194.353125 221.856 
L 194.353125 210.24225 
L 158.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-42 -->
    <g style="fill: #ffffff" transform="translate(158.4 219.360375) 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)"/>
     </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-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p0b1b2cbf9a)">
    <image xlink:href="data:image/png;base64,
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" id="imagebe6f6da266" 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 405.378947 35.730824 
L 407.463158 35.730824 
L 409.547368 35.730824 
L 410.589474 36.776471 
L 411.631579 37.822118 
L 413.715789 37.822118 
L 414.757895 38.867765 
L 415.8 39.913412 
L 417.884211 39.913412 
L 418.926316 40.959059 
L 419.968421 42.004706 
L 422.052632 42.004706 
L 423.094737 43.050353 
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 432.473684 48.278588 
L 433.515789 49.324235 
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 443.936842 74.419765 
L 443.936842 76.511059 
L 443.936842 78.602353 
L 442.894737 79.648 
L 441.852632 80.693647 
L 441.852632 82.784941 
L 441.852632 84.876235 
L 441.852632 86.967529 
L 442.894737 88.013176 
L 443.936842 89.058824 
L 443.936842 91.150118 
L 444.978947 92.195765 
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 450.189474 105.789176 
L 450.189474 107.880471 
L 450.189474 109.971765 
L 451.231579 111.017412 
L 452.273684 112.063059 
L 452.273684 114.154353 
L 452.273684 116.245647 
L 452.273684 118.336941 
L 453.315789 119.382588 
L 454.357895 120.428235 
L 454.357895 122.519529 
L 454.357895 124.610824 
L 454.357895 126.702118 
L 454.357895 128.793412 
L 454.357895 130.884706 
L 454.357895 132.976 
L 454.357895 135.067294 
L 454.357895 137.158588 
L 454.357895 139.249882 
L 454.357895 141.341176 
L 454.357895 143.432471 
L 454.357895 145.523765 
L 453.315789 146.569412 
L 452.273684 147.615059 
L 452.273684 149.706353 
L 452.273684 151.797647 
L 451.231579 152.843294 
L 450.189474 153.888941 
L 450.189474 155.980235 
L 449.147368 157.025882 
L 448.105263 158.071529 
L 448.105263 160.162824 
L 448.105263 162.254118 
L 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 443.936842 172.710588 
L 442.894737 173.756235 
L 441.852632 174.801882 
L 440.810526 175.847529 
L 439.768421 176.893176 
L 439.768421 178.984471 
L 438.726316 180.030118 
L 437.684211 181.075765 
L 437.684211 183.167059 
L 436.642105 184.212706 
L 435.6 185.258353 
L 434.557895 186.304 
L 433.515789 187.349647 
L 432.473684 188.395294 
L 430.389474 188.395294 
L 429.347368 189.440941 
L 428.305263 190.486588 
L 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 418.926316 195.714824 
L 417.884211 196.760471 
L 415.8 196.760471 
L 413.715789 196.760471 
L 411.631579 196.760471 
L 409.547368 196.760471 
L 407.463158 196.760471 
L 405.378947 196.760471 
L 404.336842 197.806118 
L 403.294737 198.851765 
L 401.210526 198.851765 
L 400.168421 197.806118 
L 399.126316 196.760471 
L 397.042105 196.760471 
L 394.957895 196.760471 
L 393.915789 197.806118 
L 392.873684 198.851765 
L 391.831579 199.897412 
L 390.789474 200.943059 
L 388.705263 200.943059 
L 386.621053 200.943059 
L 384.536842 200.943059 
L 382.452632 200.943059 
L 380.368421 200.943059 
L 378.284211 200.943059 
L 377.242105 199.897412 
L 376.2 198.851765 
L 374.115789 198.851765 
L 373.073684 197.806118 
L 372.031579 196.760471 
L 369.947368 196.760471 
L 368.905263 195.714824 
L 367.863158 194.669176 
L 365.778947 194.669176 
L 364.736842 193.623529 
L 363.694737 192.577882 
L 362.652632 191.532235 
L 361.610526 190.486588 
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 349.105263 177.938824 
L 348.063158 176.893176 
L 348.063158 174.801882 
L 347.021053 173.756235 
L 345.978947 172.710588 
L 344.936842 171.664941 
L 343.894737 170.619294 
L 343.894737 168.528 
L 342.852632 167.482353 
L 341.810526 166.436706 
L 341.810526 164.345412 
L 341.810526 162.254118 
L 340.768421 161.208471 
L 339.726316 160.162824 
L 339.726316 158.071529 
L 339.726316 155.980235 
L 339.726316 153.888941 
L 338.684211 152.843294 
L 337.642105 151.797647 
L 336.6 150.752 
L 335.557895 149.706353 
L 335.557895 147.615059 
L 335.557895 145.523765 
L 335.557895 143.432471 
L 335.557895 141.341176 
L 335.557895 139.249882 
L 335.557895 137.158588 
L 335.557895 135.067294 
L 335.557895 132.976 
L 335.557895 130.884706 
L 335.557895 128.793412 
L 335.557895 126.702118 
L 335.557895 124.610824 
L 335.557895 122.519529 
L 335.557895 120.428235 
L 335.557895 118.336941 
L 335.557895 116.245647 
L 335.557895 114.154353 
L 336.6 113.108706 
L 337.642105 112.063059 
L 337.642105 109.971765 
L 338.684211 108.926118 
L 339.726316 107.880471 
L 339.726316 105.789176 
L 340.768421 104.743529 
L 341.810526 103.697882 
L 341.810526 101.606588 
L 341.810526 99.515294 
L 341.810526 97.424 
L 341.810526 95.332706 
L 342.852632 94.287059 
L 343.894737 93.241412 
L 343.894737 91.150118 
L 343.894737 89.058824 
L 344.936842 88.013176 
L 345.978947 86.967529 
L 345.978947 84.876235 
L 347.021053 83.830588 
L 348.063158 82.784941 
L 347.021053 81.739294 
L 345.978947 80.693647 
L 345.978947 78.602353 
L 345.978947 76.511059 
L 345.978947 74.419765 
L 347.021053 73.374118 
L 348.063158 72.328471 
L 348.063158 70.237176 
L 348.063158 68.145882 
L 349.105263 67.100235 
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 354.315789 57.689412 
L 355.357895 56.643765 
L 356.4 55.598118 
L 357.442105 54.552471 
L 358.484211 53.506824 
L 358.484211 51.415529 
L 359.526316 50.369882 
L 360.568421 49.324235 
L 361.610526 48.278588 
L 362.652632 47.232941 
L 363.694737 46.187294 
L 365.778947 46.187294 
L 366.821053 45.141647 
L 367.863158 44.096 
L 369.947368 44.096 
L 370.989474 43.050353 
L 372.031579 42.004706 
L 374.115789 42.004706 
L 376.2 42.004706 
L 377.242105 40.959059 
L 378.284211 39.913412 
L 380.368421 39.913412 
L 382.452632 39.913412 
L 384.536842 39.913412 
L 385.578947 38.867765 
L 386.621053 37.822118 
L 388.705263 37.822118 
L 390.789474 37.822118 
L 392.873684 37.822118 
L 394.957895 37.822118 
L 397.042105 37.822118 
L 398.084211 38.867765 
L 399.126316 39.913412 
L 401.210526 39.913412 
L 402.252632 38.867765 
L 403.294737 37.822118 
L 404.336842 36.776471 
L 405.378947 35.730824 
z
" clip-path="url(#p0b1b2cbf9a)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_7">
    <g id="patch_8">
     <path d="M 332.64 30.82335 
L 339.32625 30.82335 
L 339.32625 19.2096 
L 332.64 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(332.64 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_8">
    <g id="patch_9">
     <path d="M 451.021875 30.82335 
L 459.36 30.82335 
L 459.36 19.2096 
L 451.021875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(451.021875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_9">
    <g id="patch_10">
     <path d="M 316.8 221.856 
L 352.753125 221.856 
L 352.753125 210.24225 
L 316.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-33 -->
    <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-33" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p6b173c954b)">
    <image xlink:href="data:image/png;base64,
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" id="image246fbe9a15" 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 561.694737 35.730824 
L 563.778947 35.730824 
L 565.863158 35.730824 
L 566.905263 36.776471 
L 567.947368 37.822118 
L 570.031579 37.822118 
L 571.073684 38.867765 
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 580.452632 42.004706 
L 581.494737 43.050353 
L 582.536842 44.096 
L 583.578947 45.141647 
L 584.621053 46.187294 
L 585.663158 47.232941 
L 586.705263 48.278588 
L 588.789474 48.278588 
L 589.831579 49.324235 
L 590.873684 50.369882 
L 591.915789 51.415529 
L 591.915789 53.506824 
L 592.957895 54.552471 
L 594 55.598118 
L 595.042105 56.643765 
L 596.084211 57.689412 
L 597.126316 58.735059 
L 598.168421 59.780706 
L 598.168421 61.872 
L 598.168421 63.963294 
L 599.210526 65.008941 
L 600.252632 66.054588 
L 600.252632 68.145882 
L 601.294737 69.191529 
L 602.336842 70.237176 
L 602.336842 72.328471 
L 603.378947 73.374118 
L 604.421053 74.419765 
L 604.421053 76.511059 
L 603.378947 77.556706 
L 602.336842 78.602353 
L 602.336842 80.693647 
L 602.336842 82.784941 
L 602.336842 84.876235 
L 602.336842 86.967529 
L 603.378947 88.013176 
L 604.421053 89.058824 
L 604.421053 91.150118 
L 604.421053 93.241412 
L 605.463158 94.287059 
L 606.505263 95.332706 
L 606.505263 97.424 
L 607.547368 98.469647 
L 608.589474 99.515294 
L 608.589474 101.606588 
L 608.589474 103.697882 
L 608.589474 105.789176 
L 608.589474 107.880471 
L 609.631579 108.926118 
L 610.673684 109.971765 
L 610.673684 112.063059 
L 610.673684 114.154353 
L 610.673684 116.245647 
L 611.715789 117.291294 
L 612.757895 118.336941 
L 612.757895 120.428235 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 612.757895 126.702118 
L 612.757895 128.793412 
L 612.757895 130.884706 
L 612.757895 132.976 
L 612.757895 135.067294 
L 612.757895 137.158588 
L 612.757895 139.249882 
L 612.757895 141.341176 
L 612.757895 143.432471 
L 612.757895 145.523765 
L 611.715789 146.569412 
L 610.673684 147.615059 
L 610.673684 149.706353 
L 610.673684 151.797647 
L 610.673684 153.888941 
L 609.631579 154.934588 
L 608.589474 155.980235 
L 607.547368 157.025882 
L 606.505263 158.071529 
L 606.505263 160.162824 
L 606.505263 162.254118 
L 605.463158 163.299765 
L 604.421053 164.345412 
L 603.378947 165.391059 
L 602.336842 166.436706 
L 602.336842 168.528 
L 601.294737 169.573647 
L 600.252632 170.619294 
L 600.252632 172.710588 
L 599.210526 173.756235 
L 598.168421 174.801882 
L 597.126316 175.847529 
L 596.084211 176.893176 
L 596.084211 178.984471 
L 596.084211 181.075765 
L 596.084211 183.167059 
L 595.042105 184.212706 
L 594 185.258353 
L 592.957895 186.304 
L 591.915789 187.349647 
L 590.873684 188.395294 
L 589.831579 189.440941 
L 588.789474 190.486588 
L 586.705263 190.486588 
L 585.663158 191.532235 
L 584.621053 192.577882 
L 583.578947 193.623529 
L 582.536842 194.669176 
L 581.494737 195.714824 
L 580.452632 196.760471 
L 578.368421 196.760471 
L 576.284211 196.760471 
L 575.242105 197.806118 
L 574.2 198.851765 
L 572.115789 198.851765 
L 570.031579 198.851765 
L 568.989474 199.897412 
L 567.947368 200.943059 
L 565.863158 200.943059 
L 564.821053 199.897412 
L 563.778947 198.851765 
L 561.694737 198.851765 
L 559.610526 198.851765 
L 557.526316 198.851765 
L 556.484211 199.897412 
L 557.526316 200.943059 
L 558.568421 201.988706 
L 557.526316 203.034353 
L 555.442105 203.034353 
L 553.357895 203.034353 
L 552.315789 204.08 
L 551.273684 205.125647 
L 549.189474 205.125647 
L 547.105263 205.125647 
L 546.063158 204.08 
L 545.021053 203.034353 
L 542.936842 203.034353 
L 540.852632 203.034353 
L 538.768421 203.034353 
L 536.684211 203.034353 
L 535.642105 201.988706 
L 534.6 200.943059 
L 532.515789 200.943059 
L 530.431579 200.943059 
L 529.389474 199.897412 
L 528.347368 198.851765 
L 527.305263 197.806118 
L 526.263158 196.760471 
L 524.178947 196.760471 
L 523.136842 195.714824 
L 522.094737 194.669176 
L 521.052632 193.623529 
L 520.010526 192.577882 
L 518.968421 191.532235 
L 517.926316 190.486588 
L 516.884211 189.440941 
L 515.842105 188.395294 
L 514.8 187.349647 
L 513.757895 186.304 
L 512.715789 185.258353 
L 511.673684 184.212706 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 508.547368 178.984471 
L 507.505263 177.938824 
L 506.463158 176.893176 
L 506.463158 174.801882 
L 505.421053 173.756235 
L 504.378947 172.710588 
L 503.336842 171.664941 
L 502.294737 170.619294 
L 501.252632 169.573647 
L 500.210526 168.528 
L 500.210526 166.436706 
L 499.168421 165.391059 
L 498.126316 164.345412 
L 498.126316 162.254118 
L 498.126316 160.162824 
L 497.084211 159.117176 
L 496.042105 158.071529 
L 496.042105 155.980235 
L 495 154.934588 
L 493.957895 153.888941 
L 493.957895 151.797647 
L 493.957895 149.706353 
L 493.957895 147.615059 
L 492.915789 146.569412 
L 491.873684 145.523765 
L 491.873684 143.432471 
L 491.873684 141.341176 
L 491.873684 139.249882 
L 491.873684 137.158588 
L 491.873684 135.067294 
L 491.873684 132.976 
L 492.915789 131.930353 
L 493.957895 130.884706 
L 493.957895 128.793412 
L 493.957895 126.702118 
L 493.957895 124.610824 
L 495 123.565176 
L 496.042105 122.519529 
L 495 121.473882 
L 493.957895 120.428235 
L 493.957895 118.336941 
L 495 117.291294 
L 496.042105 116.245647 
L 496.042105 114.154353 
L 497.084211 113.108706 
L 498.126316 112.063059 
L 498.126316 109.971765 
L 499.168421 108.926118 
L 500.210526 107.880471 
L 500.210526 105.789176 
L 500.210526 103.697882 
L 500.210526 101.606588 
L 500.210526 99.515294 
L 500.210526 97.424 
L 500.210526 95.332706 
L 500.210526 93.241412 
L 501.252632 92.195765 
L 502.294737 91.150118 
L 502.294737 89.058824 
L 502.294737 86.967529 
L 502.294737 84.876235 
L 502.294737 82.784941 
L 503.336842 81.739294 
L 504.378947 80.693647 
L 504.378947 78.602353 
L 505.421053 77.556706 
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 509.589474 67.100235 
L 510.631579 66.054588 
L 510.631579 63.963294 
L 511.673684 62.917647 
L 512.715789 61.872 
L 512.715789 59.780706 
L 513.757895 58.735059 
L 514.8 57.689412 
L 515.842105 56.643765 
L 516.884211 55.598118 
L 516.884211 53.506824 
L 517.926316 52.461176 
L 518.968421 51.415529 
L 520.010526 50.369882 
L 521.052632 49.324235 
L 522.094737 48.278588 
L 523.136842 47.232941 
L 524.178947 46.187294 
L 526.263158 46.187294 
L 527.305263 45.141647 
L 528.347368 44.096 
L 529.389474 43.050353 
L 530.431579 42.004706 
L 532.515789 42.004706 
L 533.557895 40.959059 
L 534.6 39.913412 
L 536.684211 39.913412 
L 537.726316 38.867765 
L 538.768421 37.822118 
L 540.852632 37.822118 
L 542.936842 37.822118 
L 545.021053 37.822118 
L 547.105263 37.822118 
L 549.189474 37.822118 
L 551.273684 37.822118 
L 553.357895 37.822118 
L 554.4 38.867765 
L 555.442105 39.913412 
L 557.526316 39.913412 
L 558.568421 38.867765 
L 559.610526 37.822118 
L 560.652632 36.776471 
L 561.694737 35.730824 
z
" clip-path="url(#p6b173c954b)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_10">
    <g id="patch_11">
     <path d="M 491.04 30.82335 
L 497.72625 30.82335 
L 497.72625 19.2096 
L 491.04 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(491.04 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_11">
    <g id="patch_12">
     <path d="M 609.421875 30.82335 
L 617.76 30.82335 
L 617.76 19.2096 
L 609.421875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(609.421875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 475.2 221.856 
L 511.153125 221.856 
L 511.153125 210.24225 
L 475.2 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-27 -->
    <g style="fill: #ffffff" transform="translate(475.2 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-37" d="M 525 4666 
L 3525 4666 
L 3525 4397 
L 1831 0 
L 1172 0 
L 2766 4134 
L 525 4134 
L 525 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#pb6f9a6c901)">
    <image xlink:href="data:image/png;base64,
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" id="image5a0f259817" 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 709.673684 37.822118 
L 710.715789 38.867765 
L 711.757895 39.913412 
L 713.842105 39.913412 
L 715.926316 39.913412 
L 718.010526 39.913412 
L 719.052632 38.867765 
L 720.094737 37.822118 
L 722.178947 37.822118 
L 724.263158 37.822118 
L 726.347368 37.822118 
L 727.389474 38.867765 
L 728.431579 39.913412 
L 730.515789 39.913412 
L 731.557895 40.959059 
L 732.6 42.004706 
L 734.684211 42.004706 
L 735.726316 43.050353 
L 736.768421 44.096 
L 738.852632 44.096 
L 739.894737 45.141647 
L 740.936842 46.187294 
L 741.978947 47.232941 
L 743.021053 48.278588 
L 744.063158 49.324235 
L 745.105263 50.369882 
L 746.147368 51.415529 
L 747.189474 52.461176 
L 749.273684 52.461176 
L 750.315789 53.506824 
L 750.315789 55.598118 
L 751.357895 56.643765 
L 752.4 57.689412 
L 752.4 59.780706 
L 753.442105 60.826353 
L 754.484211 61.872 
L 754.484211 63.963294 
L 755.526316 65.008941 
L 756.568421 66.054588 
L 756.568421 68.145882 
L 757.610526 69.191529 
L 758.652632 70.237176 
L 759.694737 71.282824 
L 760.736842 72.328471 
L 761.778947 73.374118 
L 762.821053 74.419765 
L 762.821053 76.511059 
L 762.821053 78.602353 
L 762.821053 80.693647 
L 763.863158 81.739294 
L 764.905263 82.784941 
L 764.905263 84.876235 
L 764.905263 86.967529 
L 764.905263 89.058824 
L 765.947368 90.104471 
L 766.989474 91.150118 
L 766.989474 93.241412 
L 766.989474 95.332706 
L 766.989474 97.424 
L 766.989474 99.515294 
L 766.989474 101.606588 
L 766.989474 103.697882 
L 766.989474 105.789176 
L 766.989474 107.880471 
L 768.031579 108.926118 
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 770.115789 121.473882 
L 771.157895 122.519529 
L 771.157895 124.610824 
L 771.157895 126.702118 
L 771.157895 128.793412 
L 771.157895 130.884706 
L 771.157895 132.976 
L 771.157895 135.067294 
L 771.157895 137.158588 
L 771.157895 139.249882 
L 770.115789 140.295529 
L 769.073684 141.341176 
L 769.073684 143.432471 
L 769.073684 145.523765 
L 769.073684 147.615059 
L 769.073684 149.706353 
L 768.031579 150.752 
L 766.989474 151.797647 
L 766.989474 153.888941 
L 766.989474 155.980235 
L 765.947368 157.025882 
L 764.905263 158.071529 
L 764.905263 160.162824 
L 763.863158 161.208471 
L 762.821053 162.254118 
L 761.778947 163.299765 
L 760.736842 164.345412 
L 760.736842 166.436706 
L 759.694737 167.482353 
L 758.652632 168.528 
L 758.652632 170.619294 
L 757.610526 171.664941 
L 756.568421 172.710588 
L 756.568421 174.801882 
L 755.526316 175.847529 
L 754.484211 176.893176 
L 754.484211 178.984471 
L 754.484211 181.075765 
L 753.442105 182.121412 
L 752.4 183.167059 
L 752.4 185.258353 
L 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 729.473684 201.988706 
L 728.431579 203.034353 
L 726.347368 203.034353 
L 725.305263 201.988706 
L 724.263158 200.943059 
L 722.178947 200.943059 
L 720.094737 200.943059 
L 718.010526 200.943059 
L 715.926316 200.943059 
L 714.884211 201.988706 
L 713.842105 203.034353 
L 711.757895 203.034353 
L 710.715789 204.08 
L 709.673684 205.125647 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 703.421053 205.125647 
L 701.336842 205.125647 
L 700.294737 204.08 
L 699.252632 203.034353 
L 697.168421 203.034353 
L 695.084211 203.034353 
L 694.042105 201.988706 
L 693 200.943059 
L 690.915789 200.943059 
L 688.831579 200.943059 
L 687.789474 199.897412 
L 686.747368 198.851765 
L 685.705263 197.806118 
L 684.663158 196.760471 
L 683.621053 195.714824 
L 682.578947 194.669176 
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 663.821053 175.847529 
L 662.778947 174.801882 
L 661.736842 173.756235 
L 660.694737 172.710588 
L 660.694737 170.619294 
L 659.652632 169.573647 
L 658.610526 168.528 
L 658.610526 166.436706 
L 657.568421 165.391059 
L 656.526316 164.345412 
L 656.526316 162.254118 
L 656.526316 160.162824 
L 656.526316 158.071529 
L 655.484211 157.025882 
L 654.442105 155.980235 
L 654.442105 153.888941 
L 653.4 152.843294 
L 652.357895 151.797647 
L 652.357895 149.706353 
L 652.357895 147.615059 
L 651.315789 146.569412 
L 650.273684 145.523765 
L 650.273684 143.432471 
L 650.273684 141.341176 
L 651.315789 140.295529 
L 652.357895 139.249882 
L 652.357895 137.158588 
L 652.357895 135.067294 
L 652.357895 132.976 
L 652.357895 130.884706 
L 652.357895 128.793412 
L 652.357895 126.702118 
L 652.357895 124.610824 
L 653.4 123.565176 
L 654.442105 122.519529 
L 654.442105 120.428235 
L 654.442105 118.336941 
L 654.442105 116.245647 
L 654.442105 114.154353 
L 655.484211 113.108706 
L 656.526316 112.063059 
L 656.526316 109.971765 
L 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 659.652632 90.104471 
L 660.694737 89.058824 
L 660.694737 86.967529 
L 660.694737 84.876235 
L 660.694737 82.784941 
L 661.736842 81.739294 
L 662.778947 80.693647 
L 662.778947 78.602353 
L 663.821053 77.556706 
L 664.863158 76.511059 
L 665.905263 75.465412 
L 666.947368 74.419765 
L 666.947368 72.328471 
L 667.989474 71.282824 
L 669.031579 70.237176 
L 669.031579 68.145882 
L 669.031579 66.054588 
L 670.073684 65.008941 
L 671.115789 63.963294 
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 685.705263 47.232941 
L 686.747368 46.187294 
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 698.210526 40.959059 
L 699.252632 39.913412 
L 701.336842 39.913412 
L 703.421053 39.913412 
L 705.505263 39.913412 
L 707.589474 39.913412 
L 708.631579 38.867765 
L 709.673684 37.822118 
z
" clip-path="url(#pb6f9a6c901)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 30.82335 
L 656.12625 30.82335 
L 656.12625 19.2096 
L 649.44 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_14">
    <g id="patch_15">
     <path d="M 767.821875 30.82335 
L 776.16 30.82335 
L 776.16 19.2096 
L 767.821875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 221.856 
L 669.553125 221.856 
L 669.553125 210.24225 
L 633.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-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)"/>
      <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p32ad349869)">
    <image xlink:href="data:image/png;base64,
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" id="imagea271248029" 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 868.073684 39.913412 
L 869.115789 40.959059 
L 870.157895 42.004706 
L 872.242105 42.004706 
L 874.326316 42.004706 
L 876.410526 42.004706 
L 877.452632 40.959059 
L 878.494737 39.913412 
L 880.578947 39.913412 
L 882.663158 39.913412 
L 883.705263 40.959059 
L 884.747368 42.004706 
L 885.789474 43.050353 
L 886.831579 44.096 
L 888.915789 44.096 
L 889.957895 45.141647 
L 891 46.187294 
L 893.084211 46.187294 
L 894.126316 47.232941 
L 895.168421 48.278588 
L 896.210526 49.324235 
L 897.252632 50.369882 
L 898.294737 51.415529 
L 898.294737 53.506824 
L 899.336842 54.552471 
L 900.378947 55.598118 
L 901.421053 56.643765 
L 902.463158 57.689412 
L 903.505263 58.735059 
L 905.589474 58.735059 
L 906.631579 59.780706 
L 907.673684 60.826353 
L 908.715789 61.872 
L 909.757895 62.917647 
L 910.8 63.963294 
L 911.842105 65.008941 
L 912.884211 66.054588 
L 913.926316 67.100235 
L 914.968421 68.145882 
L 916.010526 69.191529 
L 917.052632 70.237176 
L 917.052632 72.328471 
L 918.094737 73.374118 
L 919.136842 74.419765 
L 919.136842 76.511059 
L 920.178947 77.556706 
L 921.221053 78.602353 
L 921.221053 80.693647 
L 922.263158 81.739294 
L 923.305263 82.784941 
L 923.305263 84.876235 
L 923.305263 86.967529 
L 924.347368 88.013176 
L 925.389474 89.058824 
L 925.389474 91.150118 
L 925.389474 93.241412 
L 925.389474 95.332706 
L 926.431579 96.378353 
L 927.473684 97.424 
L 927.473684 99.515294 
L 926.431579 100.560941 
L 925.389474 101.606588 
L 925.389474 103.697882 
L 926.431579 104.743529 
L 927.473684 105.789176 
L 927.473684 107.880471 
L 927.473684 109.971765 
L 927.473684 112.063059 
L 928.515789 113.108706 
L 929.557895 114.154353 
L 929.557895 116.245647 
L 928.515789 117.291294 
L 927.473684 118.336941 
L 927.473684 120.428235 
L 928.515789 121.473882 
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 928.515789 140.295529 
L 927.473684 141.341176 
L 927.473684 143.432471 
L 927.473684 145.523765 
L 926.431579 146.569412 
L 925.389474 147.615059 
L 925.389474 149.706353 
L 925.389474 151.797647 
L 924.347368 152.843294 
L 923.305263 153.888941 
L 923.305263 155.980235 
L 923.305263 158.071529 
L 922.263158 159.117176 
L 921.221053 160.162824 
L 921.221053 162.254118 
L 920.178947 163.299765 
L 919.136842 164.345412 
L 918.094737 165.391059 
L 917.052632 166.436706 
L 917.052632 168.528 
L 917.052632 170.619294 
L 916.010526 171.664941 
L 914.968421 172.710588 
L 914.968421 174.801882 
L 913.926316 175.847529 
L 912.884211 176.893176 
L 912.884211 178.984471 
L 911.842105 180.030118 
L 910.8 181.075765 
L 909.757895 182.121412 
L 908.715789 183.167059 
L 908.715789 185.258353 
L 907.673684 186.304 
L 906.631579 187.349647 
L 905.589474 188.395294 
L 904.547368 189.440941 
L 903.505263 190.486588 
L 902.463158 191.532235 
L 901.421053 192.577882 
L 899.336842 192.577882 
L 898.294737 193.623529 
L 897.252632 194.669176 
L 896.210526 195.714824 
L 895.168421 196.760471 
L 893.084211 196.760471 
L 892.042105 197.806118 
L 891 198.851765 
L 888.915789 198.851765 
L 886.831579 198.851765 
L 885.789474 199.897412 
L 884.747368 200.943059 
L 882.663158 200.943059 
L 880.578947 200.943059 
L 878.494737 200.943059 
L 877.452632 199.897412 
L 876.410526 198.851765 
L 874.326316 198.851765 
L 872.242105 198.851765 
L 871.2 199.897412 
L 870.157895 200.943059 
L 869.115789 201.988706 
L 868.073684 203.034353 
L 865.989474 203.034353 
L 863.905263 203.034353 
L 861.821053 203.034353 
L 860.778947 201.988706 
L 859.736842 200.943059 
L 857.652632 200.943059 
L 855.568421 200.943059 
L 853.484211 200.943059 
L 852.442105 199.897412 
L 851.4 198.851765 
L 849.315789 198.851765 
L 847.231579 198.851765 
L 846.189474 197.806118 
L 845.147368 196.760471 
L 843.063158 196.760471 
L 842.021053 195.714824 
L 840.978947 194.669176 
L 839.936842 193.623529 
L 838.894737 192.577882 
L 837.852632 191.532235 
L 836.810526 190.486588 
L 835.768421 189.440941 
L 834.726316 188.395294 
L 833.684211 187.349647 
L 832.642105 186.304 
L 831.6 185.258353 
L 830.557895 184.212706 
L 829.515789 183.167059 
L 828.473684 182.121412 
L 827.431579 181.075765 
L 826.389474 180.030118 
L 825.347368 178.984471 
L 825.347368 176.893176 
L 824.305263 175.847529 
L 823.263158 174.801882 
L 822.221053 173.756235 
L 821.178947 172.710588 
L 821.178947 170.619294 
L 820.136842 169.573647 
L 819.094737 168.528 
L 818.052632 167.482353 
L 817.010526 166.436706 
L 817.010526 164.345412 
L 817.010526 162.254118 
L 815.968421 161.208471 
L 814.926316 160.162824 
L 814.926316 158.071529 
L 813.884211 157.025882 
L 812.842105 155.980235 
L 812.842105 153.888941 
L 812.842105 151.797647 
L 811.8 150.752 
L 810.757895 149.706353 
L 810.757895 147.615059 
L 810.757895 145.523765 
L 810.757895 143.432471 
L 810.757895 141.341176 
L 810.757895 139.249882 
L 810.757895 137.158588 
L 810.757895 135.067294 
L 810.757895 132.976 
L 810.757895 130.884706 
L 810.757895 128.793412 
L 811.8 127.747765 
L 812.842105 126.702118 
L 812.842105 124.610824 
L 812.842105 122.519529 
L 812.842105 120.428235 
L 812.842105 118.336941 
L 812.842105 116.245647 
L 812.842105 114.154353 
L 812.842105 112.063059 
L 813.884211 111.017412 
L 814.926316 109.971765 
L 814.926316 107.880471 
L 815.968421 106.834824 
L 817.010526 105.789176 
L 817.010526 103.697882 
L 817.010526 101.606588 
L 817.010526 99.515294 
L 817.010526 97.424 
L 818.052632 96.378353 
L 819.094737 95.332706 
L 819.094737 93.241412 
L 819.094737 91.150118 
L 819.094737 89.058824 
L 819.094737 86.967529 
L 820.136842 85.921882 
L 821.178947 84.876235 
L 821.178947 82.784941 
L 822.221053 81.739294 
L 823.263158 80.693647 
L 823.263158 78.602353 
L 824.305263 77.556706 
L 825.347368 76.511059 
L 826.389474 75.465412 
L 827.431579 74.419765 
L 827.431579 72.328471 
L 828.473684 71.282824 
L 829.515789 70.237176 
L 829.515789 68.145882 
L 830.557895 67.100235 
L 831.6 66.054588 
L 832.642105 65.008941 
L 833.684211 63.963294 
L 833.684211 61.872 
L 834.726316 60.826353 
L 835.768421 59.780706 
L 836.810526 58.735059 
L 837.852632 57.689412 
L 838.894737 56.643765 
L 839.936842 55.598118 
L 840.978947 54.552471 
L 842.021053 53.506824 
L 843.063158 52.461176 
L 845.147368 52.461176 
L 846.189474 51.415529 
L 847.231579 50.369882 
L 849.315789 50.369882 
L 850.357895 49.324235 
L 851.4 48.278588 
L 852.442105 47.232941 
L 853.484211 46.187294 
L 855.568421 46.187294 
L 857.652632 46.187294 
L 858.694737 45.141647 
L 859.736842 44.096 
L 861.821053 44.096 
L 862.863158 43.050353 
L 863.905263 42.004706 
L 865.989474 42.004706 
L 867.031579 40.959059 
L 868.073684 39.913412 
z
" clip-path="url(#p32ad349869)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_16">
    <g id="patch_17">
     <path d="M 807.84 30.82335 
L 814.52625 30.82335 
L 814.52625 19.2096 
L 807.84 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(807.84 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_17">
    <g id="patch_18">
     <path d="M 926.221875 30.82335 
L 934.56 30.82335 
L 934.56 19.2096 
L 926.221875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(926.221875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_18">
    <g id="patch_19">
     <path d="M 792 221.856 
L 820.318125 221.856 
L 820.318125 210.24225 
L 792 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-9 -->
    <g style="fill: #ffffff" transform="translate(792 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-39" d="M 703 97 
L 703 672 
Q 941 559 1184 500 
Q 1428 441 1663 441 
Q 2288 441 2617 861 
Q 2947 1281 2994 2138 
Q 2813 1869 2534 1725 
Q 2256 1581 1919 1581 
Q 1219 1581 811 2004 
Q 403 2428 403 3163 
Q 403 3881 828 4315 
Q 1253 4750 1959 4750 
Q 2769 4750 3195 4129 
Q 3622 3509 3622 2328 
Q 3622 1225 3098 567 
Q 2575 -91 1691 -91 
Q 1453 -91 1209 -44 
Q 966 3 703 97 
z
M 1959 2075 
Q 2384 2075 2632 2365 
Q 2881 2656 2881 3163 
Q 2881 3666 2632 3958 
Q 2384 4250 1959 4250 
Q 1534 4250 1286 3958 
Q 1038 3666 1038 3163 
Q 1038 2656 1286 2365 
Q 1534 2075 1959 2075 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-39" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pc30ae3d8d8)">
    <image xlink:href="data:image/png;base64,
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" id="image85f8b42eaa" 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 1036.894737 44.096 
L 1037.936842 45.141647 
L 1038.978947 46.187294 
L 1041.063158 46.187294 
L 1043.147368 46.187294 
L 1044.189474 47.232941 
L 1045.231579 48.278588 
L 1046.273684 49.324235 
L 1046.273684 51.415529 
L 1047.315789 52.461176 
L 1048.357895 53.506824 
L 1049.4 54.552471 
L 1050.442105 55.598118 
L 1051.484211 56.643765 
L 1052.526316 57.689412 
L 1053.568421 58.735059 
L 1054.610526 59.780706 
L 1055.652632 60.826353 
L 1056.694737 61.872 
L 1057.736842 62.917647 
L 1059.821053 62.917647 
L 1060.863158 63.963294 
L 1061.905263 65.008941 
L 1062.947368 66.054588 
L 1063.989474 67.100235 
L 1065.031579 68.145882 
L 1066.073684 69.191529 
L 1067.115789 70.237176 
L 1068.157895 71.282824 
L 1069.2 72.328471 
L 1070.242105 73.374118 
L 1071.284211 74.419765 
L 1072.326316 75.465412 
L 1073.368421 76.511059 
L 1074.410526 77.556706 
L 1075.452632 78.602353 
L 1076.494737 79.648 
L 1077.536842 80.693647 
L 1078.578947 81.739294 
L 1079.621053 82.784941 
L 1079.621053 84.876235 
L 1079.621053 86.967529 
L 1080.663158 88.013176 
L 1081.705263 89.058824 
L 1081.705263 91.150118 
L 1082.747368 92.195765 
L 1083.789474 93.241412 
L 1083.789474 95.332706 
L 1083.789474 97.424 
L 1083.789474 99.515294 
L 1083.789474 101.606588 
L 1084.831579 102.652235 
L 1085.873684 103.697882 
L 1085.873684 105.789176 
L 1085.873684 107.880471 
L 1085.873684 109.971765 
L 1085.873684 112.063059 
L 1085.873684 114.154353 
L 1085.873684 116.245647 
L 1085.873684 118.336941 
L 1086.915789 119.382588 
L 1087.957895 120.428235 
L 1087.957895 122.519529 
L 1087.957895 124.610824 
L 1087.957895 126.702118 
L 1086.915789 127.747765 
L 1085.873684 128.793412 
L 1085.873684 130.884706 
L 1085.873684 132.976 
L 1085.873684 135.067294 
L 1085.873684 137.158588 
L 1085.873684 139.249882 
L 1085.873684 141.341176 
L 1085.873684 143.432471 
L 1084.831579 144.478118 
L 1083.789474 145.523765 
L 1083.789474 147.615059 
L 1083.789474 149.706353 
L 1083.789474 151.797647 
L 1082.747368 152.843294 
L 1081.705263 153.888941 
L 1081.705263 155.980235 
L 1080.663158 157.025882 
L 1079.621053 158.071529 
L 1079.621053 160.162824 
L 1078.578947 161.208471 
L 1077.536842 162.254118 
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 1067.115789 178.984471 
L 1067.115789 181.075765 
L 1066.073684 182.121412 
L 1065.031579 183.167059 
L 1063.989474 184.212706 
L 1062.947368 185.258353 
L 1061.905263 186.304 
L 1060.863158 187.349647 
L 1059.821053 188.395294 
L 1057.736842 188.395294 
L 1056.694737 189.440941 
L 1056.694737 191.532235 
L 1055.652632 192.577882 
L 1053.568421 192.577882 
L 1052.526316 193.623529 
L 1051.484211 194.669176 
L 1050.442105 195.714824 
L 1049.4 196.760471 
L 1047.315789 196.760471 
L 1045.231579 196.760471 
L 1043.147368 196.760471 
L 1042.105263 197.806118 
L 1041.063158 198.851765 
L 1038.978947 198.851765 
L 1037.936842 197.806118 
L 1036.894737 196.760471 
L 1034.810526 196.760471 
L 1032.726316 196.760471 
L 1030.642105 196.760471 
L 1028.557895 196.760471 
L 1026.473684 196.760471 
L 1025.431579 197.806118 
L 1024.389474 198.851765 
L 1022.305263 198.851765 
L 1020.221053 198.851765 
L 1018.136842 198.851765 
L 1016.052632 198.851765 
L 1015.010526 197.806118 
L 1013.968421 196.760471 
L 1011.884211 196.760471 
L 1009.8 196.760471 
L 1008.757895 195.714824 
L 1007.715789 194.669176 
L 1005.631579 194.669176 
L 1004.589474 193.623529 
L 1003.547368 192.577882 
L 1002.505263 191.532235 
L 1001.463158 190.486588 
L 999.378947 190.486588 
L 998.336842 189.440941 
L 997.294737 188.395294 
L 996.252632 187.349647 
L 995.210526 186.304 
L 993.126316 186.304 
L 992.084211 185.258353 
L 991.042105 184.212706 
L 990 183.167059 
L 988.957895 182.121412 
L 987.915789 181.075765 
L 986.873684 180.030118 
L 985.831579 178.984471 
L 984.789474 177.938824 
L 983.747368 176.893176 
L 983.747368 174.801882 
L 982.705263 173.756235 
L 981.663158 172.710588 
L 980.621053 171.664941 
L 979.578947 170.619294 
L 979.578947 168.528 
L 978.536842 167.482353 
L 977.494737 166.436706 
L 976.452632 165.391059 
L 975.410526 164.345412 
L 975.410526 162.254118 
L 975.410526 160.162824 
L 974.368421 159.117176 
L 973.326316 158.071529 
L 973.326316 155.980235 
L 973.326316 153.888941 
L 972.284211 152.843294 
L 971.242105 151.797647 
L 971.242105 149.706353 
L 971.242105 147.615059 
L 970.2 146.569412 
L 969.157895 145.523765 
L 969.157895 143.432471 
L 969.157895 141.341176 
L 969.157895 139.249882 
L 969.157895 137.158588 
L 969.157895 135.067294 
L 969.157895 132.976 
L 969.157895 130.884706 
L 969.157895 128.793412 
L 969.157895 126.702118 
L 969.157895 124.610824 
L 970.2 123.565176 
L 971.242105 122.519529 
L 971.242105 120.428235 
L 971.242105 118.336941 
L 971.242105 116.245647 
L 972.284211 115.2 
L 973.326316 114.154353 
L 973.326316 112.063059 
L 973.326316 109.971765 
L 974.368421 108.926118 
L 975.410526 107.880471 
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 978.536842 98.469647 
L 979.578947 97.424 
L 978.536842 96.378353 
L 977.494737 95.332706 
L 978.536842 94.287059 
L 979.578947 93.241412 
L 979.578947 91.150118 
L 979.578947 89.058824 
L 980.621053 88.013176 
L 981.663158 86.967529 
L 981.663158 84.876235 
L 982.705263 83.830588 
L 983.747368 82.784941 
L 983.747368 80.693647 
L 984.789474 79.648 
L 985.831579 78.602353 
L 985.831579 76.511059 
L 986.873684 75.465412 
L 987.915789 74.419765 
L 988.957895 73.374118 
L 990 72.328471 
L 991.042105 71.282824 
L 992.084211 70.237176 
L 993.126316 69.191529 
L 994.168421 68.145882 
L 995.210526 67.100235 
L 996.252632 66.054588 
L 997.294737 65.008941 
L 998.336842 63.963294 
L 999.378947 62.917647 
L 1000.421053 61.872 
L 1001.463158 60.826353 
L 1002.505263 59.780706 
L 1003.547368 58.735059 
L 1004.589474 57.689412 
L 1005.631579 56.643765 
L 1007.715789 56.643765 
L 1008.757895 55.598118 
L 1009.8 54.552471 
L 1011.884211 54.552471 
L 1012.926316 53.506824 
L 1013.968421 52.461176 
L 1016.052632 52.461176 
L 1017.094737 51.415529 
L 1018.136842 50.369882 
L 1019.178947 49.324235 
L 1020.221053 48.278588 
L 1022.305263 48.278588 
L 1023.347368 47.232941 
L 1024.389474 46.187294 
L 1026.473684 46.187294 
L 1028.557895 46.187294 
L 1030.642105 46.187294 
L 1032.726316 46.187294 
L 1034.810526 46.187294 
L 1035.852632 45.141647 
L 1036.894737 44.096 
z
" clip-path="url(#pc30ae3d8d8)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 30.82335 
L 972.92625 30.82335 
L 972.92625 19.2096 
L 966.24 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_20">
    <g id="patch_21">
     <path d="M 1084.621875 30.82335 
L 1092.96 30.82335 
L 1092.96 19.2096 
L 1084.621875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 221.856 
L 974.38875 221.856 
L 974.38875 210.24225 
L 950.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=0 -->
    <g style="fill: #ffffff" transform="translate(950.4 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-30" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p27a6e06713)">
    <image xlink:href="data:image/png;base64,
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" id="image6846ebe39a" transform="scale(1 -1) translate(0 -213.84)" x="1109" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1184.873684 50.369882 
L 1185.915789 51.415529 
L 1186.957895 52.461176 
L 1189.042105 52.461176 
L 1190.084211 51.415529 
L 1191.126316 50.369882 
L 1193.210526 50.369882 
L 1195.294737 50.369882 
L 1197.378947 50.369882 
L 1198.421053 51.415529 
L 1199.463158 52.461176 
L 1200.505263 53.506824 
L 1201.547368 54.552471 
L 1202.589474 55.598118 
L 1203.631579 56.643765 
L 1204.673684 57.689412 
L 1205.715789 58.735059 
L 1206.757895 59.780706 
L 1207.8 60.826353 
L 1208.842105 61.872 
L 1209.884211 62.917647 
L 1210.926316 63.963294 
L 1211.968421 65.008941 
L 1214.052632 65.008941 
L 1215.094737 66.054588 
L 1216.136842 67.100235 
L 1218.221053 67.100235 
L 1219.263158 68.145882 
L 1220.305263 69.191529 
L 1221.347368 70.237176 
L 1222.389474 71.282824 
L 1223.431579 72.328471 
L 1224.473684 73.374118 
L 1225.515789 74.419765 
L 1226.557895 75.465412 
L 1227.6 76.511059 
L 1228.642105 77.556706 
L 1229.684211 78.602353 
L 1230.726316 79.648 
L 1231.768421 80.693647 
L 1232.810526 81.739294 
L 1233.852632 82.784941 
L 1234.894737 83.830588 
L 1235.936842 84.876235 
L 1235.936842 86.967529 
L 1235.936842 89.058824 
L 1235.936842 91.150118 
L 1236.978947 92.195765 
L 1238.021053 93.241412 
L 1239.063158 94.287059 
L 1240.105263 95.332706 
L 1240.105263 97.424 
L 1241.147368 98.469647 
L 1242.189474 99.515294 
L 1242.189474 101.606588 
L 1242.189474 103.697882 
L 1242.189474 105.789176 
L 1242.189474 107.880471 
L 1242.189474 109.971765 
L 1242.189474 112.063059 
L 1242.189474 114.154353 
L 1243.231579 115.2 
L 1244.273684 116.245647 
L 1244.273684 118.336941 
L 1244.273684 120.428235 
L 1244.273684 122.519529 
L 1244.273684 124.610824 
L 1244.273684 126.702118 
L 1244.273684 128.793412 
L 1244.273684 130.884706 
L 1244.273684 132.976 
L 1243.231579 134.021647 
L 1242.189474 135.067294 
L 1242.189474 137.158588 
L 1242.189474 139.249882 
L 1242.189474 141.341176 
L 1242.189474 143.432471 
L 1242.189474 145.523765 
L 1242.189474 147.615059 
L 1241.147368 148.660706 
L 1240.105263 149.706353 
L 1240.105263 151.797647 
L 1240.105263 153.888941 
L 1239.063158 154.934588 
L 1238.021053 155.980235 
L 1238.021053 158.071529 
L 1236.978947 159.117176 
L 1235.936842 160.162824 
L 1234.894737 161.208471 
L 1233.852632 162.254118 
L 1233.852632 164.345412 
L 1232.810526 165.391059 
L 1231.768421 166.436706 
L 1231.768421 168.528 
L 1230.726316 169.573647 
L 1229.684211 170.619294 
L 1229.684211 172.710588 
L 1228.642105 173.756235 
L 1227.6 174.801882 
L 1226.557895 175.847529 
L 1225.515789 176.893176 
L 1224.473684 177.938824 
L 1223.431579 178.984471 
L 1222.389474 180.030118 
L 1221.347368 181.075765 
L 1220.305263 182.121412 
L 1219.263158 183.167059 
L 1218.221053 184.212706 
L 1217.178947 185.258353 
L 1216.136842 186.304 
L 1215.094737 187.349647 
L 1214.052632 188.395294 
L 1211.968421 188.395294 
L 1210.926316 189.440941 
L 1209.884211 190.486588 
L 1208.842105 191.532235 
L 1207.8 192.577882 
L 1205.715789 192.577882 
L 1203.631579 192.577882 
L 1202.589474 193.623529 
L 1201.547368 194.669176 
L 1199.463158 194.669176 
L 1198.421053 193.623529 
L 1197.378947 192.577882 
L 1195.294737 192.577882 
L 1193.210526 192.577882 
L 1191.126316 192.577882 
L 1189.042105 192.577882 
L 1186.957895 192.577882 
L 1184.873684 192.577882 
L 1182.789474 192.577882 
L 1180.705263 192.577882 
L 1179.663158 193.623529 
L 1178.621053 194.669176 
L 1176.536842 194.669176 
L 1174.452632 194.669176 
L 1173.410526 193.623529 
L 1172.368421 192.577882 
L 1170.284211 192.577882 
L 1168.2 192.577882 
L 1167.157895 191.532235 
L 1166.115789 190.486588 
L 1164.031579 190.486588 
L 1162.989474 189.440941 
L 1161.947368 188.395294 
L 1159.863158 188.395294 
L 1158.821053 187.349647 
L 1157.778947 186.304 
L 1156.736842 185.258353 
L 1155.694737 184.212706 
L 1153.610526 184.212706 
L 1152.568421 183.167059 
L 1151.526316 182.121412 
L 1150.484211 181.075765 
L 1149.442105 180.030118 
L 1148.4 178.984471 
L 1148.4 176.893176 
L 1147.357895 175.847529 
L 1146.315789 174.801882 
L 1145.273684 173.756235 
L 1144.231579 172.710588 
L 1143.189474 171.664941 
L 1142.147368 170.619294 
L 1141.105263 169.573647 
L 1140.063158 168.528 
L 1140.063158 166.436706 
L 1139.021053 165.391059 
L 1137.978947 164.345412 
L 1137.978947 162.254118 
L 1136.936842 161.208471 
L 1135.894737 160.162824 
L 1134.852632 159.117176 
L 1133.810526 158.071529 
L 1133.810526 155.980235 
L 1132.768421 154.934588 
L 1131.726316 153.888941 
L 1131.726316 151.797647 
L 1131.726316 149.706353 
L 1131.726316 147.615059 
L 1130.684211 146.569412 
L 1129.642105 145.523765 
L 1130.684211 144.478118 
L 1131.726316 143.432471 
L 1130.684211 142.386824 
L 1129.642105 141.341176 
L 1129.642105 139.249882 
L 1128.6 138.204235 
L 1127.557895 137.158588 
L 1127.557895 135.067294 
L 1128.6 134.021647 
L 1129.642105 132.976 
L 1129.642105 130.884706 
L 1129.642105 128.793412 
L 1129.642105 126.702118 
L 1129.642105 124.610824 
L 1129.642105 122.519529 
L 1129.642105 120.428235 
L 1129.642105 118.336941 
L 1130.684211 117.291294 
L 1131.726316 116.245647 
L 1132.768421 115.2 
L 1133.810526 114.154353 
L 1133.810526 112.063059 
L 1133.810526 109.971765 
L 1134.852632 108.926118 
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 1139.021053 98.469647 
L 1140.063158 97.424 
L 1140.063158 95.332706 
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 1146.315789 80.693647 
L 1146.315789 78.602353 
L 1147.357895 77.556706 
L 1149.442105 77.556706 
L 1150.484211 76.511059 
L 1151.526316 75.465412 
L 1152.568421 74.419765 
L 1153.610526 73.374118 
L 1155.694737 73.374118 
L 1156.736842 72.328471 
L 1157.778947 71.282824 
L 1158.821053 70.237176 
L 1158.821053 68.145882 
L 1159.863158 67.100235 
L 1160.905263 66.054588 
L 1161.947368 65.008941 
L 1164.031579 65.008941 
L 1165.073684 63.963294 
L 1166.115789 62.917647 
L 1167.157895 61.872 
L 1168.2 60.826353 
L 1170.284211 60.826353 
L 1171.326316 59.780706 
L 1172.368421 58.735059 
L 1173.410526 57.689412 
L 1174.452632 56.643765 
L 1176.536842 56.643765 
L 1177.578947 55.598118 
L 1178.621053 54.552471 
L 1179.663158 53.506824 
L 1180.705263 52.461176 
L 1182.789474 52.461176 
L 1183.831579 51.415529 
L 1184.873684 50.369882 
z
" clip-path="url(#p27a6e06713)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 30.82335 
L 1131.32625 30.82335 
L 1131.32625 19.2096 
L 1124.64 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_23">
    <g id="patch_24">
     <path d="M 1243.021875 30.82335 
L 1251.36 30.82335 
L 1251.36 19.2096 
L 1243.021875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 221.856 
L 1132.78875 221.856 
L 1132.78875 210.24225 
L 1108.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=5 -->
    <g style="fill: #ffffff" transform="translate(1108.8 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-35" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p9b960be108)">
    <image xlink:href="data:image/png;base64,
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" id="imageb4cf72a0c5" 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 1343.273684 56.643765 
L 1345.357895 56.643765 
L 1347.442105 56.643765 
L 1349.526316 56.643765 
L 1351.610526 56.643765 
L 1352.652632 57.689412 
L 1353.694737 58.735059 
L 1355.778947 58.735059 
L 1356.821053 59.780706 
L 1357.863158 60.826353 
L 1358.905263 61.872 
L 1359.947368 62.917647 
L 1360.989474 63.963294 
L 1362.031579 65.008941 
L 1364.115789 65.008941 
L 1365.157895 66.054588 
L 1366.2 67.100235 
L 1368.284211 67.100235 
L 1369.326316 68.145882 
L 1370.368421 69.191529 
L 1371.410526 70.237176 
L 1372.452632 71.282824 
L 1373.494737 72.328471 
L 1374.536842 73.374118 
L 1375.578947 74.419765 
L 1376.621053 75.465412 
L 1377.663158 76.511059 
L 1378.705263 77.556706 
L 1379.747368 78.602353 
L 1380.789474 79.648 
L 1381.831579 80.693647 
L 1382.873684 81.739294 
L 1383.915789 82.784941 
L 1384.957895 83.830588 
L 1386 84.876235 
L 1387.042105 85.921882 
L 1388.084211 86.967529 
L 1389.126316 88.013176 
L 1390.168421 89.058824 
L 1390.168421 91.150118 
L 1391.210526 92.195765 
L 1392.252632 93.241412 
L 1392.252632 95.332706 
L 1392.252632 97.424 
L 1392.252632 99.515294 
L 1393.294737 100.560941 
L 1394.336842 101.606588 
L 1394.336842 103.697882 
L 1394.336842 105.789176 
L 1395.378947 106.834824 
L 1396.421053 107.880471 
L 1396.421053 109.971765 
L 1397.463158 111.017412 
L 1398.505263 112.063059 
L 1398.505263 114.154353 
L 1398.505263 116.245647 
L 1398.505263 118.336941 
L 1398.505263 120.428235 
L 1399.547368 121.473882 
L 1400.589474 122.519529 
L 1400.589474 124.610824 
L 1400.589474 126.702118 
L 1400.589474 128.793412 
L 1400.589474 130.884706 
L 1400.589474 132.976 
L 1400.589474 135.067294 
L 1399.547368 136.112941 
L 1398.505263 137.158588 
L 1398.505263 139.249882 
L 1398.505263 141.341176 
L 1398.505263 143.432471 
L 1398.505263 145.523765 
L 1397.463158 146.569412 
L 1396.421053 147.615059 
L 1395.378947 148.660706 
L 1394.336842 149.706353 
L 1394.336842 151.797647 
L 1394.336842 153.888941 
L 1393.294737 154.934588 
L 1392.252632 155.980235 
L 1391.210526 157.025882 
L 1390.168421 158.071529 
L 1390.168421 160.162824 
L 1389.126316 161.208471 
L 1388.084211 162.254118 
L 1388.084211 164.345412 
L 1387.042105 165.391059 
L 1386 166.436706 
L 1384.957895 167.482353 
L 1383.915789 168.528 
L 1383.915789 170.619294 
L 1382.873684 171.664941 
L 1381.831579 172.710588 
L 1380.789474 173.756235 
L 1379.747368 174.801882 
L 1378.705263 175.847529 
L 1376.621053 175.847529 
L 1375.578947 176.893176 
L 1374.536842 177.938824 
L 1372.452632 177.938824 
L 1371.410526 178.984471 
L 1370.368421 180.030118 
L 1369.326316 181.075765 
L 1368.284211 182.121412 
L 1367.242105 183.167059 
L 1366.2 184.212706 
L 1365.157895 185.258353 
L 1364.115789 186.304 
L 1362.031579 186.304 
L 1360.989474 187.349647 
L 1359.947368 188.395294 
L 1357.863158 188.395294 
L 1355.778947 188.395294 
L 1353.694737 188.395294 
L 1352.652632 187.349647 
L 1351.610526 186.304 
L 1350.568421 187.349647 
L 1349.526316 188.395294 
L 1348.484211 187.349647 
L 1347.442105 186.304 
L 1345.357895 186.304 
L 1343.273684 186.304 
L 1342.231579 187.349647 
L 1341.189474 188.395294 
L 1339.105263 188.395294 
L 1337.021053 188.395294 
L 1334.936842 188.395294 
L 1332.852632 188.395294 
L 1330.768421 188.395294 
L 1329.726316 187.349647 
L 1328.684211 186.304 
L 1326.6 186.304 
L 1325.557895 185.258353 
L 1324.515789 184.212706 
L 1323.473684 183.167059 
L 1322.431579 182.121412 
L 1320.347368 182.121412 
L 1319.305263 181.075765 
L 1318.263158 180.030118 
L 1317.221053 178.984471 
L 1316.178947 177.938824 
L 1315.136842 176.893176 
L 1314.094737 175.847529 
L 1313.052632 174.801882 
L 1312.010526 173.756235 
L 1310.968421 172.710588 
L 1309.926316 171.664941 
L 1308.884211 170.619294 
L 1307.842105 169.573647 
L 1306.8 168.528 
L 1305.757895 167.482353 
L 1304.715789 166.436706 
L 1303.673684 165.391059 
L 1302.631579 164.345412 
L 1301.589474 163.299765 
L 1300.547368 162.254118 
L 1300.547368 160.162824 
L 1299.505263 159.117176 
L 1298.463158 158.071529 
L 1298.463158 155.980235 
L 1297.421053 154.934588 
L 1296.378947 153.888941 
L 1296.378947 151.797647 
L 1295.336842 150.752 
L 1294.294737 149.706353 
L 1294.294737 147.615059 
L 1294.294737 145.523765 
L 1294.294737 143.432471 
L 1293.252632 142.386824 
L 1292.210526 141.341176 
L 1292.210526 139.249882 
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 1293.252632 121.473882 
L 1294.294737 120.428235 
L 1294.294737 118.336941 
L 1294.294737 116.245647 
L 1295.336842 115.2 
L 1296.378947 114.154353 
L 1296.378947 112.063059 
L 1296.378947 109.971765 
L 1297.421053 108.926118 
L 1298.463158 107.880471 
L 1299.505263 106.834824 
L 1300.547368 105.789176 
L 1300.547368 103.697882 
L 1301.589474 102.652235 
L 1302.631579 101.606588 
L 1302.631579 99.515294 
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 1310.968421 80.693647 
L 1312.010526 79.648 
L 1313.052632 78.602353 
L 1314.094737 77.556706 
L 1315.136842 76.511059 
L 1316.178947 75.465412 
L 1318.263158 75.465412 
L 1319.305263 74.419765 
L 1320.347368 73.374118 
L 1322.431579 73.374118 
L 1323.473684 72.328471 
L 1324.515789 71.282824 
L 1325.557895 70.237176 
L 1326.6 69.191529 
L 1328.684211 69.191529 
L 1329.726316 68.145882 
L 1330.768421 67.100235 
L 1331.810526 66.054588 
L 1332.852632 65.008941 
L 1333.894737 63.963294 
L 1334.936842 62.917647 
L 1337.021053 62.917647 
L 1338.063158 61.872 
L 1339.105263 60.826353 
L 1340.147368 59.780706 
L 1341.189474 58.735059 
L 1342.231579 57.689412 
L 1343.273684 56.643765 
z
" clip-path="url(#p9b960be108)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_25">
    <g id="patch_26">
     <path d="M 1283.04 30.82335 
L 1289.72625 30.82335 
L 1289.72625 19.2096 
L 1283.04 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1283.04 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_26">
    <g id="patch_27">
     <path d="M 1401.421875 30.82335 
L 1409.76 30.82335 
L 1409.76 19.2096 
L 1401.421875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1401.421875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_27">
    <g id="patch_28">
     <path d="M 1267.2 221.856 
L 1298.82375 221.856 
L 1298.82375 210.24225 
L 1267.2 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=14 -->
    <g style="fill: #ffffff" transform="translate(1267.2 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p94cb28f3fe)">
    <image xlink:href="data:image/png;base64,
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" id="imagedeedb0ba62" 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 1505.842105 100.560941 
L 1506.884211 101.606588 
L 1507.926316 102.652235 
L 1510.010526 102.652235 
L 1511.052632 103.697882 
L 1511.052632 105.789176 
L 1512.094737 106.834824 
L 1514.178947 106.834824 
L 1516.263158 106.834824 
L 1517.305263 107.880471 
L 1517.305263 109.971765 
L 1518.347368 111.017412 
L 1519.389474 112.063059 
L 1519.389474 114.154353 
L 1520.431579 115.2 
L 1521.473684 116.245647 
L 1521.473684 118.336941 
L 1521.473684 120.428235 
L 1521.473684 122.519529 
L 1521.473684 124.610824 
L 1522.515789 125.656471 
L 1523.557895 126.702118 
L 1523.557895 128.793412 
L 1523.557895 130.884706 
L 1523.557895 132.976 
L 1523.557895 135.067294 
L 1522.515789 136.112941 
L 1521.473684 137.158588 
L 1521.473684 139.249882 
L 1520.431579 140.295529 
L 1518.347368 140.295529 
L 1517.305263 141.341176 
L 1516.263158 142.386824 
L 1514.178947 142.386824 
L 1513.136842 143.432471 
L 1512.094737 144.478118 
L 1511.052632 145.523765 
L 1510.010526 146.569412 
L 1508.968421 147.615059 
L 1507.926316 148.660706 
L 1506.884211 149.706353 
L 1505.842105 150.752 
L 1504.8 151.797647 
L 1503.757895 152.843294 
L 1501.673684 152.843294 
L 1500.631579 151.797647 
L 1500.631579 149.706353 
L 1499.589474 148.660706 
L 1498.547368 147.615059 
L 1497.505263 146.569412 
L 1495.421053 146.569412 
L 1494.378947 145.523765 
L 1494.378947 143.432471 
L 1493.336842 142.386824 
L 1492.294737 141.341176 
L 1492.294737 139.249882 
L 1491.252632 138.204235 
L 1490.210526 137.158588 
L 1489.168421 136.112941 
L 1488.126316 135.067294 
L 1488.126316 132.976 
L 1488.126316 130.884706 
L 1488.126316 128.793412 
L 1488.126316 126.702118 
L 1488.126316 124.610824 
L 1489.168421 123.565176 
L 1490.210526 122.519529 
L 1490.210526 120.428235 
L 1490.210526 118.336941 
L 1490.210526 116.245647 
L 1490.210526 114.154353 
L 1490.210526 112.063059 
L 1491.252632 111.017412 
L 1492.294737 109.971765 
L 1492.294737 107.880471 
L 1493.336842 106.834824 
L 1495.421053 106.834824 
L 1496.463158 105.789176 
L 1496.463158 103.697882 
L 1497.505263 102.652235 
L 1499.589474 102.652235 
L 1501.673684 102.652235 
L 1503.757895 102.652235 
L 1504.8 101.606588 
L 1505.842105 100.560941 
z
" clip-path="url(#p94cb28f3fe)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_28">
    <g id="patch_29">
     <path d="M 1441.44 30.82335 
L 1448.12625 30.82335 
L 1448.12625 19.2096 
L 1441.44 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1441.44 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_29">
    <g id="patch_30">
     <path d="M 1559.821875 30.82335 
L 1568.16 30.82335 
L 1568.16 19.2096 
L 1559.821875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1559.821875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_30">
    <g id="patch_31">
     <path d="M 1425.6 221.856 
L 1457.22375 221.856 
L 1457.22375 210.24225 
L 1425.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=43 -->
    <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-33" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p4ffe50192f">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p9ad956355d">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pb0a369b8cf">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p0b1b2cbf9a">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p6b173c954b">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pb6f9a6c901">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p32ad349869">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pc30ae3d8d8">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p27a6e06713">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p9b960be108">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p94cb28f3fe">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>