hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-044_task-qct_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>2024-04-22T09:00:45.125675</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(#p4c590e1400)">
    <image xlink:href="data:image/png;base64,
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" id="image49c65a0b40" 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(#p520adb938a)">
    <image xlink:href="data:image/png;base64,
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" id="image5ba6c13b08" 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 54.189474 86.967529 
L 55.231579 88.013176 
L 56.273684 89.058824 
L 57.315789 90.104471 
L 58.357895 91.150118 
L 58.357895 93.241412 
L 59.4 94.287059 
L 60.442105 95.332706 
L 61.484211 96.378353 
L 62.526316 97.424 
L 62.526316 99.515294 
L 63.568421 100.560941 
L 64.610526 101.606588 
L 64.610526 103.697882 
L 64.610526 105.789176 
L 64.610526 107.880471 
L 64.610526 109.971765 
L 63.568421 111.017412 
L 62.526316 112.063059 
L 61.484211 113.108706 
L 60.442105 114.154353 
L 60.442105 116.245647 
L 59.4 117.291294 
L 58.357895 118.336941 
L 58.357895 120.428235 
L 58.357895 122.519529 
L 57.315789 123.565176 
L 55.231579 123.565176 
L 54.189474 122.519529 
L 53.147368 121.473882 
L 51.063158 121.473882 
L 50.021053 122.519529 
L 48.978947 123.565176 
L 46.894737 123.565176 
L 44.810526 123.565176 
L 42.726316 123.565176 
L 40.642105 123.565176 
L 38.557895 123.565176 
L 36.473684 123.565176 
L 34.389474 123.565176 
L 33.347368 122.519529 
L 33.347368 120.428235 
L 32.305263 119.382588 
L 31.263158 118.336941 
L 31.263158 116.245647 
L 31.263158 114.154353 
L 31.263158 112.063059 
L 32.305263 111.017412 
L 33.347368 109.971765 
L 32.305263 108.926118 
L 31.263158 107.880471 
L 30.221053 106.834824 
L 29.178947 105.789176 
L 29.178947 103.697882 
L 30.221053 102.652235 
L 31.263158 101.606588 
L 31.263158 99.515294 
L 32.305263 98.469647 
L 33.347368 97.424 
L 34.389474 96.378353 
L 35.431579 95.332706 
L 36.473684 94.287059 
L 37.515789 93.241412 
L 37.515789 91.150118 
L 38.557895 90.104471 
L 40.642105 90.104471 
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 101.084211 85.921882 
L 103.168421 85.921882 
L 104.210526 86.967529 
L 105.252632 88.013176 
L 107.336842 88.013176 
L 109.421053 88.013176 
L 110.463158 89.058824 
L 111.505263 90.104471 
L 113.589474 90.104471 
L 114.631579 91.150118 
L 115.673684 92.195765 
L 116.715789 93.241412 
L 117.757895 94.287059 
L 118.8 95.332706 
L 119.842105 96.378353 
L 120.884211 97.424 
L 120.884211 99.515294 
L 121.926316 100.560941 
L 122.968421 101.606588 
L 122.968421 103.697882 
L 122.968421 105.789176 
L 124.010526 106.834824 
L 125.052632 107.880471 
L 124.010526 108.926118 
L 122.968421 109.971765 
L 124.010526 111.017412 
L 125.052632 112.063059 
L 125.052632 114.154353 
L 124.010526 115.2 
L 121.926316 115.2 
L 120.884211 116.245647 
L 119.842105 117.291294 
L 118.8 118.336941 
L 117.757895 119.382588 
L 116.715789 120.428235 
L 115.673684 121.473882 
L 113.589474 121.473882 
L 111.505263 121.473882 
L 109.421053 121.473882 
L 107.336842 121.473882 
L 105.252632 121.473882 
L 103.168421 121.473882 
L 101.084211 121.473882 
L 100.042105 120.428235 
L 99 119.382588 
L 96.915789 119.382588 
L 94.831579 119.382588 
L 92.747368 119.382588 
L 90.663158 119.382588 
L 89.621053 120.428235 
L 89.621053 122.519529 
L 89.621053 124.610824 
L 89.621053 126.702118 
L 89.621053 128.793412 
L 90.663158 129.839059 
L 91.705263 130.884706 
L 91.705263 132.976 
L 90.663158 134.021647 
L 89.621053 135.067294 
L 90.663158 136.112941 
L 91.705263 137.158588 
L 92.747368 138.204235 
L 93.789474 139.249882 
L 94.831579 140.295529 
L 96.915789 140.295529 
L 99 140.295529 
L 100.042105 141.341176 
L 101.084211 142.386824 
L 103.168421 142.386824 
L 104.210526 143.432471 
L 105.252632 144.478118 
L 107.336842 144.478118 
L 108.378947 145.523765 
L 109.421053 146.569412 
L 110.463158 147.615059 
L 111.505263 148.660706 
L 113.589474 148.660706 
L 115.673684 148.660706 
L 116.715789 149.706353 
L 117.757895 150.752 
L 119.842105 150.752 
L 120.884211 151.797647 
L 120.884211 153.888941 
L 119.842105 154.934588 
L 118.8 155.980235 
L 117.757895 157.025882 
L 116.715789 158.071529 
L 116.715789 160.162824 
L 116.715789 162.254118 
L 116.715789 164.345412 
L 117.757895 165.391059 
L 118.8 166.436706 
L 118.8 168.528 
L 118.8 170.619294 
L 117.757895 171.664941 
L 116.715789 172.710588 
L 116.715789 174.801882 
L 115.673684 175.847529 
L 114.631579 176.893176 
L 114.631579 178.984471 
L 113.589474 180.030118 
L 112.547368 181.075765 
L 111.505263 182.121412 
L 109.421053 182.121412 
L 107.336842 182.121412 
L 106.294737 183.167059 
L 105.252632 184.212706 
L 103.168421 184.212706 
L 101.084211 184.212706 
L 99 184.212706 
L 96.915789 184.212706 
L 94.831579 184.212706 
L 92.747368 184.212706 
L 91.705263 183.167059 
L 90.663158 182.121412 
L 88.578947 182.121412 
L 87.536842 181.075765 
L 86.494737 180.030118 
L 85.452632 178.984471 
L 84.410526 177.938824 
L 82.326316 177.938824 
L 80.242105 177.938824 
L 78.157895 177.938824 
L 76.073684 177.938824 
L 73.989474 177.938824 
L 71.905263 177.938824 
L 70.863158 178.984471 
L 69.821053 180.030118 
L 68.778947 181.075765 
L 67.736842 182.121412 
L 65.652632 182.121412 
L 64.610526 183.167059 
L 63.568421 184.212706 
L 61.484211 184.212706 
L 60.442105 185.258353 
L 59.4 186.304 
L 57.315789 186.304 
L 55.231579 186.304 
L 54.189474 185.258353 
L 53.147368 184.212706 
L 51.063158 184.212706 
L 48.978947 184.212706 
L 47.936842 183.167059 
L 46.894737 182.121412 
L 44.810526 182.121412 
L 43.768421 181.075765 
L 42.726316 180.030118 
L 40.642105 180.030118 
L 39.6 178.984471 
L 39.6 176.893176 
L 38.557895 175.847529 
L 37.515789 174.801882 
L 36.473684 173.756235 
L 35.431579 172.710588 
L 35.431579 170.619294 
L 35.431579 168.528 
L 35.431579 166.436706 
L 34.389474 165.391059 
L 33.347368 164.345412 
L 33.347368 162.254118 
L 33.347368 160.162824 
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 40.642105 148.660706 
L 42.726316 148.660706 
L 43.768421 147.615059 
L 44.810526 146.569412 
L 46.894737 146.569412 
L 48.978947 146.569412 
L 50.021053 145.523765 
L 51.063158 144.478118 
L 53.147368 144.478118 
L 54.189474 143.432471 
L 55.231579 142.386824 
L 56.273684 141.341176 
L 57.315789 140.295529 
L 58.357895 139.249882 
L 59.4 138.204235 
L 60.442105 137.158588 
L 61.484211 136.112941 
L 63.568421 136.112941 
L 64.610526 135.067294 
L 64.610526 132.976 
L 65.652632 131.930353 
L 66.694737 130.884706 
L 66.694737 128.793412 
L 66.694737 126.702118 
L 67.736842 125.656471 
L 68.778947 124.610824 
L 69.821053 123.565176 
L 70.863158 122.519529 
L 71.905263 121.473882 
L 73.989474 121.473882 
L 76.073684 121.473882 
L 77.115789 122.519529 
L 78.157895 123.565176 
L 80.242105 123.565176 
L 81.284211 122.519529 
L 82.326316 121.473882 
L 84.410526 121.473882 
L 85.452632 120.428235 
L 86.494737 119.382588 
L 87.536842 118.336941 
L 88.578947 117.291294 
L 89.621053 116.245647 
L 90.663158 115.2 
L 91.705263 114.154353 
L 90.663158 113.108706 
L 89.621053 112.063059 
L 89.621053 109.971765 
L 88.578947 108.926118 
L 87.536842 107.880471 
L 87.536842 105.789176 
L 87.536842 103.697882 
L 87.536842 101.606588 
L 88.578947 100.560941 
L 89.621053 99.515294 
L 89.621053 97.424 
L 90.663158 96.378353 
L 91.705263 95.332706 
L 92.747368 94.287059 
L 93.789474 93.241412 
L 93.789474 91.150118 
L 94.831579 90.104471 
L 95.873684 89.058824 
L 96.915789 88.013176 
L 99 88.013176 
L 100.042105 86.967529 
L 101.084211 85.921882 
z
" clip-path="url(#p520adb938a)" 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=-66 -->
    <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)"/>
     </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-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#pead589418a)">
    <image xlink:href="data:image/png;base64,
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" id="image784e72a556" transform="scale(1 -1) translate(0 -213.84)" x="158" y="-7.56" width="158.4" height="213.84"/>
   </g>
   <g id="QuadContourSet_2">
    <path d="M 236.557895 60.826353 
L 238.642105 60.826353 
L 240.726316 60.826353 
L 241.768421 61.872 
L 241.768421 63.963294 
L 241.768421 66.054588 
L 241.768421 68.145882 
L 242.810526 69.191529 
L 243.852632 70.237176 
L 242.810526 71.282824 
L 241.768421 72.328471 
L 241.768421 74.419765 
L 240.726316 75.465412 
L 239.684211 76.511059 
L 238.642105 77.556706 
L 236.557895 77.556706 
L 234.473684 77.556706 
L 233.431579 76.511059 
L 233.431579 74.419765 
L 232.389474 73.374118 
L 231.347368 72.328471 
L 231.347368 70.237176 
L 231.347368 68.145882 
L 231.347368 66.054588 
L 232.389474 65.008941 
L 233.431579 63.963294 
L 234.473684 62.917647 
L 235.515789 61.872 
L 236.557895 60.826353 
z
M 199.042105 83.830588 
L 201.126316 83.830588 
L 203.210526 83.830588 
L 205.294737 83.830588 
L 207.378947 83.830588 
L 209.463158 83.830588 
L 211.547368 83.830588 
L 213.631579 83.830588 
L 214.673684 84.876235 
L 215.715789 85.921882 
L 216.757895 86.967529 
L 217.8 88.013176 
L 218.842105 89.058824 
L 219.884211 90.104471 
L 220.926316 91.150118 
L 220.926316 93.241412 
L 221.968421 94.287059 
L 223.010526 95.332706 
L 224.052632 96.378353 
L 225.094737 97.424 
L 225.094737 99.515294 
L 225.094737 101.606588 
L 225.094737 103.697882 
L 225.094737 105.789176 
L 225.094737 107.880471 
L 225.094737 109.971765 
L 225.094737 112.063059 
L 225.094737 114.154353 
L 224.052632 115.2 
L 223.010526 116.245647 
L 223.010526 118.336941 
L 224.052632 119.382588 
L 225.094737 118.336941 
L 226.136842 117.291294 
L 228.221053 117.291294 
L 230.305263 117.291294 
L 232.389474 117.291294 
L 234.473684 117.291294 
L 236.557895 117.291294 
L 238.642105 117.291294 
L 240.726316 117.291294 
L 241.768421 116.245647 
L 242.810526 115.2 
L 243.852632 114.154353 
L 243.852632 112.063059 
L 244.894737 111.017412 
L 245.936842 109.971765 
L 245.936842 107.880471 
L 246.978947 106.834824 
L 248.021053 105.789176 
L 248.021053 103.697882 
L 248.021053 101.606588 
L 246.978947 100.560941 
L 245.936842 99.515294 
L 245.936842 97.424 
L 246.978947 96.378353 
L 248.021053 95.332706 
L 248.021053 93.241412 
L 249.063158 92.195765 
L 251.147368 92.195765 
L 252.189474 91.150118 
L 253.231579 90.104471 
L 254.273684 89.058824 
L 255.315789 88.013176 
L 256.357895 86.967529 
L 257.4 85.921882 
L 258.442105 84.876235 
L 259.484211 83.830588 
L 261.568421 83.830588 
L 263.652632 83.830588 
L 265.736842 83.830588 
L 267.821053 83.830588 
L 269.905263 83.830588 
L 270.947368 84.876235 
L 271.989474 85.921882 
L 274.073684 85.921882 
L 275.115789 86.967529 
L 276.157895 88.013176 
L 277.2 89.058824 
L 278.242105 90.104471 
L 279.284211 91.150118 
L 279.284211 93.241412 
L 280.326316 94.287059 
L 281.368421 95.332706 
L 282.410526 96.378353 
L 283.452632 97.424 
L 283.452632 99.515294 
L 284.494737 100.560941 
L 285.536842 101.606588 
L 285.536842 103.697882 
L 285.536842 105.789176 
L 285.536842 107.880471 
L 285.536842 109.971765 
L 286.578947 111.017412 
L 287.621053 112.063059 
L 287.621053 114.154353 
L 287.621053 116.245647 
L 287.621053 118.336941 
L 287.621053 120.428235 
L 287.621053 122.519529 
L 287.621053 124.610824 
L 287.621053 126.702118 
L 286.578947 127.747765 
L 284.494737 127.747765 
L 282.410526 127.747765 
L 281.368421 126.702118 
L 280.326316 125.656471 
L 278.242105 125.656471 
L 276.157895 125.656471 
L 274.073684 125.656471 
L 271.989474 125.656471 
L 270.947368 126.702118 
L 269.905263 127.747765 
L 267.821053 127.747765 
L 265.736842 127.747765 
L 263.652632 127.747765 
L 262.610526 126.702118 
L 261.568421 125.656471 
L 260.526316 124.610824 
L 259.484211 123.565176 
L 257.4 123.565176 
L 255.315789 123.565176 
L 254.273684 124.610824 
L 253.231579 125.656471 
L 252.189474 126.702118 
L 252.189474 128.793412 
L 252.189474 130.884706 
L 253.231579 131.930353 
L 254.273684 132.976 
L 254.273684 135.067294 
L 255.315789 136.112941 
L 256.357895 137.158588 
L 257.4 138.204235 
L 259.484211 138.204235 
L 260.526316 139.249882 
L 261.568421 140.295529 
L 263.652632 140.295529 
L 264.694737 141.341176 
L 265.736842 142.386824 
L 266.778947 143.432471 
L 267.821053 144.478118 
L 268.863158 145.523765 
L 269.905263 146.569412 
L 270.947368 147.615059 
L 271.989474 148.660706 
L 274.073684 148.660706 
L 276.157895 148.660706 
L 278.242105 148.660706 
L 280.326316 148.660706 
L 281.368421 149.706353 
L 282.410526 150.752 
L 284.494737 150.752 
L 285.536842 151.797647 
L 285.536842 153.888941 
L 284.494737 154.934588 
L 283.452632 155.980235 
L 283.452632 158.071529 
L 284.494737 159.117176 
L 285.536842 160.162824 
L 284.494737 161.208471 
L 283.452632 162.254118 
L 282.410526 163.299765 
L 281.368421 164.345412 
L 281.368421 166.436706 
L 280.326316 167.482353 
L 279.284211 168.528 
L 279.284211 170.619294 
L 279.284211 172.710588 
L 279.284211 174.801882 
L 278.242105 175.847529 
L 277.2 176.893176 
L 277.2 178.984471 
L 276.157895 180.030118 
L 275.115789 181.075765 
L 274.073684 182.121412 
L 273.031579 183.167059 
L 271.989474 184.212706 
L 270.947368 185.258353 
L 269.905263 186.304 
L 267.821053 186.304 
L 265.736842 186.304 
L 264.694737 187.349647 
L 263.652632 188.395294 
L 261.568421 188.395294 
L 259.484211 188.395294 
L 257.4 188.395294 
L 255.315789 188.395294 
L 253.231579 188.395294 
L 251.147368 188.395294 
L 249.063158 188.395294 
L 246.978947 188.395294 
L 245.936842 187.349647 
L 244.894737 186.304 
L 242.810526 186.304 
L 241.768421 185.258353 
L 240.726316 184.212706 
L 239.684211 183.167059 
L 238.642105 182.121412 
L 236.557895 182.121412 
L 235.515789 183.167059 
L 234.473684 184.212706 
L 232.389474 184.212706 
L 231.347368 185.258353 
L 230.305263 186.304 
L 229.263158 187.349647 
L 228.221053 188.395294 
L 226.136842 188.395294 
L 224.052632 188.395294 
L 223.010526 189.440941 
L 221.968421 190.486588 
L 219.884211 190.486588 
L 217.8 190.486588 
L 216.757895 189.440941 
L 215.715789 188.395294 
L 213.631579 188.395294 
L 211.547368 188.395294 
L 209.463158 188.395294 
L 208.421053 187.349647 
L 207.378947 186.304 
L 205.294737 186.304 
L 203.210526 186.304 
L 202.168421 185.258353 
L 201.126316 184.212706 
L 199.042105 184.212706 
L 198 183.167059 
L 196.957895 182.121412 
L 195.915789 181.075765 
L 194.873684 180.030118 
L 193.831579 178.984471 
L 193.831579 176.893176 
L 192.789474 175.847529 
L 191.747368 174.801882 
L 190.705263 173.756235 
L 189.663158 172.710588 
L 189.663158 170.619294 
L 189.663158 168.528 
L 188.621053 167.482353 
L 187.578947 166.436706 
L 187.578947 164.345412 
L 186.536842 163.299765 
L 185.494737 162.254118 
L 185.494737 160.162824 
L 185.494737 158.071529 
L 185.494737 155.980235 
L 186.536842 154.934588 
L 187.578947 153.888941 
L 188.621053 152.843294 
L 189.663158 151.797647 
L 190.705263 150.752 
L 191.747368 149.706353 
L 192.789474 148.660706 
L 194.873684 148.660706 
L 196.957895 148.660706 
L 198 147.615059 
L 199.042105 146.569412 
L 200.084211 145.523765 
L 201.126316 144.478118 
L 203.210526 144.478118 
L 204.252632 143.432471 
L 205.294737 142.386824 
L 207.378947 142.386824 
L 208.421053 141.341176 
L 209.463158 140.295529 
L 210.505263 139.249882 
L 211.547368 138.204235 
L 213.631579 138.204235 
L 214.673684 137.158588 
L 215.715789 136.112941 
L 216.757895 135.067294 
L 217.8 134.021647 
L 218.842105 132.976 
L 218.842105 130.884706 
L 219.884211 129.839059 
L 220.926316 128.793412 
L 220.926316 126.702118 
L 220.926316 124.610824 
L 219.884211 123.565176 
L 217.8 123.565176 
L 215.715789 123.565176 
L 214.673684 124.610824 
L 213.631579 125.656471 
L 211.547368 125.656471 
L 210.505263 126.702118 
L 209.463158 127.747765 
L 207.378947 127.747765 
L 205.294737 127.747765 
L 203.210526 127.747765 
L 201.126316 127.747765 
L 199.042105 127.747765 
L 198 126.702118 
L 196.957895 125.656471 
L 194.873684 125.656471 
L 193.831579 126.702118 
L 192.789474 127.747765 
L 191.747368 126.702118 
L 190.705263 125.656471 
L 188.621053 125.656471 
L 187.578947 124.610824 
L 186.536842 123.565176 
L 185.494737 122.519529 
L 185.494737 120.428235 
L 184.452632 119.382588 
L 183.410526 118.336941 
L 183.410526 116.245647 
L 183.410526 114.154353 
L 183.410526 112.063059 
L 183.410526 109.971765 
L 183.410526 107.880471 
L 183.410526 105.789176 
L 183.410526 103.697882 
L 184.452632 102.652235 
L 185.494737 101.606588 
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 194.873684 85.921882 
L 196.957895 85.921882 
L 198 84.876235 
L 199.042105 83.830588 
z
" clip-path="url(#pead589418a)" 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=-59 -->
    <g style="fill: #ffffff" transform="translate(158.4 219.360375) 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)"/>
      <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-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pb790113415)">
    <image xlink:href="data:image/png;base64,
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" id="image492067a6ba" 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 407.463158 37.822118 
L 409.547368 37.822118 
L 411.631579 37.822118 
L 412.673684 38.867765 
L 413.715789 39.913412 
L 415.8 39.913412 
L 416.842105 40.959059 
L 417.884211 42.004706 
L 419.968421 42.004706 
L 421.010526 43.050353 
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 435.6 55.598118 
L 435.6 57.689412 
L 436.642105 58.735059 
L 437.684211 59.780706 
L 437.684211 61.872 
L 438.726316 62.917647 
L 439.768421 63.963294 
L 439.768421 66.054588 
L 439.768421 68.145882 
L 440.810526 69.191529 
L 441.852632 70.237176 
L 442.894737 71.282824 
L 443.936842 72.328471 
L 443.936842 74.419765 
L 443.936842 76.511059 
L 442.894737 77.556706 
L 441.852632 78.602353 
L 441.852632 80.693647 
L 440.810526 81.739294 
L 439.768421 82.784941 
L 439.768421 84.876235 
L 439.768421 86.967529 
L 440.810526 88.013176 
L 441.852632 89.058824 
L 442.894737 90.104471 
L 443.936842 91.150118 
L 444.978947 92.195765 
L 446.021053 93.241412 
L 446.021053 95.332706 
L 446.021053 97.424 
L 447.063158 98.469647 
L 448.105263 99.515294 
L 448.105263 101.606588 
L 448.105263 103.697882 
L 448.105263 105.789176 
L 448.105263 107.880471 
L 449.147368 108.926118 
L 450.189474 109.971765 
L 450.189474 112.063059 
L 451.231579 113.108706 
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 455.4 136.112941 
L 456.442105 137.158588 
L 455.4 138.204235 
L 454.357895 139.249882 
L 454.357895 141.341176 
L 454.357895 143.432471 
L 453.315789 144.478118 
L 452.273684 145.523765 
L 452.273684 147.615059 
L 451.231579 148.660706 
L 450.189474 149.706353 
L 449.147368 150.752 
L 448.105263 151.797647 
L 448.105263 153.888941 
L 448.105263 155.980235 
L 448.105263 158.071529 
L 448.105263 160.162824 
L 448.105263 162.254118 
L 448.105263 164.345412 
L 448.105263 166.436706 
L 447.063158 167.482353 
L 446.021053 168.528 
L 446.021053 170.619294 
L 444.978947 171.664941 
L 443.936842 172.710588 
L 443.936842 174.801882 
L 442.894737 175.847529 
L 441.852632 176.893176 
L 440.810526 177.938824 
L 439.768421 178.984471 
L 439.768421 181.075765 
L 438.726316 182.121412 
L 437.684211 183.167059 
L 437.684211 185.258353 
L 436.642105 186.304 
L 435.6 187.349647 
L 434.557895 188.395294 
L 432.473684 188.395294 
L 431.431579 189.440941 
L 430.389474 190.486588 
L 428.305263 190.486588 
L 426.221053 190.486588 
L 425.178947 191.532235 
L 424.136842 192.577882 
L 422.052632 192.577882 
L 419.968421 192.577882 
L 418.926316 193.623529 
L 417.884211 194.669176 
L 415.8 194.669176 
L 413.715789 194.669176 
L 411.631579 194.669176 
L 409.547368 194.669176 
L 407.463158 194.669176 
L 406.421053 193.623529 
L 405.378947 192.577882 
L 403.294737 192.577882 
L 401.210526 192.577882 
L 399.126316 192.577882 
L 397.042105 192.577882 
L 394.957895 192.577882 
L 393.915789 193.623529 
L 392.873684 194.669176 
L 391.831579 195.714824 
L 390.789474 196.760471 
L 388.705263 196.760471 
L 386.621053 196.760471 
L 384.536842 196.760471 
L 382.452632 196.760471 
L 380.368421 196.760471 
L 378.284211 196.760471 
L 376.2 196.760471 
L 374.115789 196.760471 
L 373.073684 195.714824 
L 372.031579 194.669176 
L 369.947368 194.669176 
L 367.863158 194.669176 
L 366.821053 193.623529 
L 365.778947 192.577882 
L 363.694737 192.577882 
L 362.652632 191.532235 
L 361.610526 190.486588 
L 360.568421 189.440941 
L 359.526316 188.395294 
L 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 347.021053 175.847529 
L 345.978947 174.801882 
L 344.936842 173.756235 
L 343.894737 172.710588 
L 343.894737 170.619294 
L 342.852632 169.573647 
L 341.810526 168.528 
L 341.810526 166.436706 
L 340.768421 165.391059 
L 339.726316 164.345412 
L 339.726316 162.254118 
L 339.726316 160.162824 
L 339.726316 158.071529 
L 339.726316 155.980235 
L 339.726316 153.888941 
L 339.726316 151.797647 
L 339.726316 149.706353 
L 339.726316 147.615059 
L 339.726316 145.523765 
L 339.726316 143.432471 
L 338.684211 142.386824 
L 337.642105 141.341176 
L 337.642105 139.249882 
L 336.6 138.204235 
L 335.557895 137.158588 
L 335.557895 135.067294 
L 335.557895 132.976 
L 335.557895 130.884706 
L 334.515789 129.839059 
L 333.473684 128.793412 
L 333.473684 126.702118 
L 333.473684 124.610824 
L 333.473684 122.519529 
L 333.473684 120.428235 
L 333.473684 118.336941 
L 333.473684 116.245647 
L 333.473684 114.154353 
L 334.515789 113.108706 
L 335.557895 112.063059 
L 336.6 111.017412 
L 337.642105 109.971765 
L 337.642105 107.880471 
L 337.642105 105.789176 
L 338.684211 104.743529 
L 339.726316 103.697882 
L 340.768421 102.652235 
L 341.810526 101.606588 
L 342.852632 100.560941 
L 343.894737 99.515294 
L 343.894737 97.424 
L 343.894737 95.332706 
L 343.894737 93.241412 
L 344.936842 92.195765 
L 345.978947 91.150118 
L 345.978947 89.058824 
L 345.978947 86.967529 
L 347.021053 85.921882 
L 348.063158 84.876235 
L 348.063158 82.784941 
L 348.063158 80.693647 
L 348.063158 78.602353 
L 348.063158 76.511059 
L 347.021053 75.465412 
L 345.978947 74.419765 
L 345.978947 72.328471 
L 347.021053 71.282824 
L 348.063158 70.237176 
L 348.063158 68.145882 
L 348.063158 66.054588 
L 349.105263 65.008941 
L 350.147368 63.963294 
L 351.189474 62.917647 
L 352.231579 61.872 
L 353.273684 60.826353 
L 354.315789 59.780706 
L 355.357895 58.735059 
L 356.4 57.689412 
L 357.442105 56.643765 
L 358.484211 55.598118 
L 359.526316 54.552471 
L 360.568421 53.506824 
L 360.568421 51.415529 
L 360.568421 49.324235 
L 361.610526 48.278588 
L 363.694737 48.278588 
L 364.736842 47.232941 
L 365.778947 46.187294 
L 367.863158 46.187294 
L 368.905263 45.141647 
L 369.947368 44.096 
L 372.031579 44.096 
L 373.073684 43.050353 
L 374.115789 42.004706 
L 376.2 42.004706 
L 378.284211 42.004706 
L 379.326316 40.959059 
L 380.368421 39.913412 
L 382.452632 39.913412 
L 384.536842 39.913412 
L 386.621053 39.913412 
L 388.705263 39.913412 
L 390.789474 39.913412 
L 392.873684 39.913412 
L 394.957895 39.913412 
L 397.042105 39.913412 
L 399.126316 39.913412 
L 400.168421 40.959059 
L 401.210526 42.004706 
L 403.294737 42.004706 
L 404.336842 40.959059 
L 405.378947 39.913412 
L 406.421053 38.867765 
L 407.463158 37.822118 
z
" clip-path="url(#pb790113415)" 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=-40 -->
    <g style="fill: #ffffff" transform="translate(316.8 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-34" d="M 2419 4116 
L 825 1625 
L 2419 1625 
L 2419 4116 
z
M 2253 4666 
L 3047 4666 
L 3047 1625 
L 3713 1625 
L 3713 1100 
L 3047 1100 
L 3047 0 
L 2419 0 
L 2419 1100 
L 313 1100 
L 313 1709 
L 2253 4666 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p38cad610a9)">
    <image xlink:href="data:image/png;base64,
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" id="imaged565ccde33" 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 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 575.242105 40.959059 
L 576.284211 42.004706 
L 578.368421 42.004706 
L 579.410526 43.050353 
L 580.452632 44.096 
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 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 597.126316 60.826353 
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 602.336842 74.419765 
L 602.336842 76.511059 
L 602.336842 78.602353 
L 602.336842 80.693647 
L 602.336842 82.784941 
L 602.336842 84.876235 
L 602.336842 86.967529 
L 602.336842 89.058824 
L 603.378947 90.104471 
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 606.505263 99.515294 
L 606.505263 101.606588 
L 607.547368 102.652235 
L 608.589474 103.697882 
L 608.589474 105.789176 
L 608.589474 107.880471 
L 608.589474 109.971765 
L 609.631579 111.017412 
L 610.673684 112.063059 
L 610.673684 114.154353 
L 610.673684 116.245647 
L 610.673684 118.336941 
L 611.715789 119.382588 
L 612.757895 120.428235 
L 612.757895 122.519529 
L 612.757895 124.610824 
L 612.757895 126.702118 
L 612.757895 128.793412 
L 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 612.757895 147.615059 
L 611.715789 148.660706 
L 610.673684 149.706353 
L 610.673684 151.797647 
L 609.631579 152.843294 
L 608.589474 153.888941 
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 604.421053 166.436706 
L 603.378947 167.482353 
L 602.336842 168.528 
L 602.336842 170.619294 
L 602.336842 172.710588 
L 601.294737 173.756235 
L 600.252632 174.801882 
L 599.210526 175.847529 
L 598.168421 176.893176 
L 597.126316 177.938824 
L 596.084211 178.984471 
L 596.084211 181.075765 
L 595.042105 182.121412 
L 594 183.167059 
L 594 185.258353 
L 592.957895 186.304 
L 591.915789 187.349647 
L 590.873684 188.395294 
L 588.789474 188.395294 
L 587.747368 189.440941 
L 586.705263 190.486588 
L 585.663158 191.532235 
L 584.621053 192.577882 
L 582.536842 192.577882 
L 581.494737 193.623529 
L 580.452632 194.669176 
L 578.368421 194.669176 
L 577.326316 195.714824 
L 576.284211 196.760471 
L 574.2 196.760471 
L 572.115789 196.760471 
L 571.073684 197.806118 
L 570.031579 198.851765 
L 567.947368 198.851765 
L 565.863158 198.851765 
L 563.778947 198.851765 
L 562.736842 197.806118 
L 561.694737 196.760471 
L 559.610526 196.760471 
L 557.526316 196.760471 
L 556.484211 197.806118 
L 557.526316 198.851765 
L 559.610526 198.851765 
L 560.652632 199.897412 
L 559.610526 200.943059 
L 557.526316 200.943059 
L 555.442105 200.943059 
L 553.357895 200.943059 
L 552.315789 201.988706 
L 551.273684 203.034353 
L 549.189474 203.034353 
L 547.105263 203.034353 
L 545.021053 203.034353 
L 542.936842 203.034353 
L 541.894737 201.988706 
L 540.852632 200.943059 
L 538.768421 200.943059 
L 536.684211 200.943059 
L 535.642105 199.897412 
L 534.6 198.851765 
L 532.515789 198.851765 
L 531.473684 197.806118 
L 530.431579 196.760471 
L 528.347368 196.760471 
L 526.263158 196.760471 
L 525.221053 195.714824 
L 524.178947 194.669176 
L 523.136842 193.623529 
L 522.094737 192.577882 
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 511.673684 186.304 
L 510.631579 185.258353 
L 510.631579 183.167059 
L 509.589474 182.121412 
L 508.547368 181.075765 
L 507.505263 180.030118 
L 506.463158 178.984471 
L 506.463158 176.893176 
L 506.463158 174.801882 
L 505.421053 173.756235 
L 504.378947 172.710588 
L 503.336842 171.664941 
L 502.294737 170.619294 
L 502.294737 168.528 
L 501.252632 167.482353 
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 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 493.957895 118.336941 
L 493.957895 116.245647 
L 495 115.2 
L 496.042105 114.154353 
L 496.042105 112.063059 
L 497.084211 111.017412 
L 498.126316 109.971765 
L 498.126316 107.880471 
L 499.168421 106.834824 
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 503.336842 85.921882 
L 504.378947 84.876235 
L 504.378947 82.784941 
L 504.378947 80.693647 
L 504.378947 78.602353 
L 504.378947 76.511059 
L 504.378947 74.419765 
L 505.421053 73.374118 
L 506.463158 72.328471 
L 506.463158 70.237176 
L 507.505263 69.191529 
L 508.547368 68.145882 
L 508.547368 66.054588 
L 509.589474 65.008941 
L 510.631579 63.963294 
L 510.631579 61.872 
L 511.673684 60.826353 
L 512.715789 59.780706 
L 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 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 526.263158 46.187294 
L 527.305263 45.141647 
L 528.347368 44.096 
L 530.431579 44.096 
L 531.473684 43.050353 
L 532.515789 42.004706 
L 534.6 42.004706 
L 535.642105 40.959059 
L 536.684211 39.913412 
L 538.768421 39.913412 
L 540.852632 39.913412 
L 541.894737 38.867765 
L 542.936842 37.822118 
L 545.021053 37.822118 
L 547.105263 37.822118 
L 549.189474 37.822118 
L 550.231579 38.867765 
L 551.273684 39.913412 
L 553.357895 39.913412 
L 555.442105 39.913412 
L 557.526316 39.913412 
L 558.568421 38.867765 
L 559.610526 37.822118 
L 561.694737 37.822118 
L 562.736842 36.776471 
L 563.778947 35.730824 
z
" clip-path="url(#p38cad610a9)" 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=-31 -->
    <g style="fill: #ffffff" transform="translate(475.2 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-33" d="M 2597 2516 
Q 3050 2419 3304 2112 
Q 3559 1806 3559 1356 
Q 3559 666 3084 287 
Q 2609 -91 1734 -91 
Q 1441 -91 1130 -33 
Q 819 25 488 141 
L 488 750 
Q 750 597 1062 519 
Q 1375 441 1716 441 
Q 2309 441 2620 675 
Q 2931 909 2931 1356 
Q 2931 1769 2642 2001 
Q 2353 2234 1838 2234 
L 1294 2234 
L 1294 2753 
L 1863 2753 
Q 2328 2753 2575 2939 
Q 2822 3125 2822 3475 
Q 2822 3834 2567 4026 
Q 2313 4219 1838 4219 
Q 1578 4219 1281 4162 
Q 984 4106 628 3988 
L 628 4550 
Q 988 4650 1302 4700 
Q 1616 4750 1894 4750 
Q 2613 4750 3031 4423 
Q 3450 4097 3450 3541 
Q 3450 3153 3228 2886 
Q 3006 2619 2597 2516 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#pf12eb17cab)">
    <image xlink:href="data:image/png;base64,
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" id="imagef160ead095" 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 720.094737 37.822118 
L 722.178947 37.822118 
L 724.263158 37.822118 
L 725.305263 38.867765 
L 726.347368 39.913412 
L 728.431579 39.913412 
L 729.473684 40.959059 
L 730.515789 42.004706 
L 732.6 42.004706 
L 734.684211 42.004706 
L 735.726316 43.050353 
L 736.768421 44.096 
L 737.810526 45.141647 
L 738.852632 46.187294 
L 739.894737 47.232941 
L 740.936842 48.278588 
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 748.231579 53.506824 
L 749.273684 54.552471 
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 755.526316 62.917647 
L 756.568421 63.963294 
L 756.568421 66.054588 
L 757.610526 67.100235 
L 758.652632 68.145882 
L 759.694737 69.191529 
L 760.736842 70.237176 
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 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 764.905263 93.241412 
L 765.947368 94.287059 
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 770.115789 119.382588 
L 771.157895 120.428235 
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 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 768.031579 152.843294 
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 760.736842 168.528 
L 759.694737 169.573647 
L 758.652632 170.619294 
L 758.652632 172.710588 
L 757.610526 173.756235 
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 733.642105 199.897412 
L 732.6 200.943059 
L 730.515789 200.943059 
L 729.473684 201.988706 
L 728.431579 203.034353 
L 726.347368 203.034353 
L 724.263158 203.034353 
L 722.178947 203.034353 
L 721.136842 201.988706 
L 720.094737 200.943059 
L 718.010526 200.943059 
L 715.926316 200.943059 
L 713.842105 200.943059 
L 712.8 201.988706 
L 711.757895 203.034353 
L 710.715789 204.08 
L 709.673684 205.125647 
L 707.589474 205.125647 
L 705.505263 205.125647 
L 704.463158 204.08 
L 703.421053 203.034353 
L 701.336842 203.034353 
L 699.252632 203.034353 
L 697.168421 203.034353 
L 695.084211 203.034353 
L 693 203.034353 
L 691.957895 201.988706 
L 690.915789 200.943059 
L 688.831579 200.943059 
L 686.747368 200.943059 
L 685.705263 199.897412 
L 684.663158 198.851765 
L 683.621053 197.806118 
L 682.578947 196.760471 
L 681.536842 195.714824 
L 680.494737 194.669176 
L 679.452632 193.623529 
L 678.410526 192.577882 
L 677.368421 191.532235 
L 676.326316 190.486588 
L 675.284211 189.440941 
L 674.242105 188.395294 
L 673.2 187.349647 
L 672.157895 186.304 
L 671.115789 185.258353 
L 670.073684 184.212706 
L 669.031579 183.167059 
L 667.989474 182.121412 
L 666.947368 181.075765 
L 665.905263 180.030118 
L 664.863158 178.984471 
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 657.568421 167.482353 
L 656.526316 166.436706 
L 656.526316 164.345412 
L 655.484211 163.299765 
L 654.442105 162.254118 
L 654.442105 160.162824 
L 654.442105 158.071529 
L 653.4 157.025882 
L 652.357895 155.980235 
L 652.357895 153.888941 
L 652.357895 151.797647 
L 651.315789 150.752 
L 650.273684 149.706353 
L 650.273684 147.615059 
L 650.273684 145.523765 
L 650.273684 143.432471 
L 650.273684 141.341176 
L 650.273684 139.249882 
L 650.273684 137.158588 
L 650.273684 135.067294 
L 650.273684 132.976 
L 651.315789 131.930353 
L 652.357895 130.884706 
L 652.357895 128.793412 
L 652.357895 126.702118 
L 652.357895 124.610824 
L 653.4 123.565176 
L 654.442105 122.519529 
L 654.442105 120.428235 
L 654.442105 118.336941 
L 654.442105 116.245647 
L 654.442105 114.154353 
L 655.484211 113.108706 
L 656.526316 112.063059 
L 656.526316 109.971765 
L 657.568421 108.926118 
L 658.610526 107.880471 
L 658.610526 105.789176 
L 658.610526 103.697882 
L 658.610526 101.606588 
L 658.610526 99.515294 
L 658.610526 97.424 
L 658.610526 95.332706 
L 658.610526 93.241412 
L 658.610526 91.150118 
L 658.610526 89.058824 
L 659.652632 88.013176 
L 660.694737 86.967529 
L 660.694737 84.876235 
L 660.694737 82.784941 
L 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 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 673.2 57.689412 
L 674.242105 56.643765 
L 675.284211 55.598118 
L 676.326316 54.552471 
L 677.368421 53.506824 
L 678.410526 52.461176 
L 680.494737 52.461176 
L 681.536842 51.415529 
L 682.578947 50.369882 
L 683.621053 49.324235 
L 684.663158 48.278588 
L 685.705263 47.232941 
L 686.747368 46.187294 
L 688.831579 46.187294 
L 689.873684 45.141647 
L 690.915789 44.096 
L 691.957895 43.050353 
L 693 42.004706 
L 695.084211 42.004706 
L 697.168421 42.004706 
L 699.252632 42.004706 
L 700.294737 40.959059 
L 701.336842 39.913412 
L 703.421053 39.913412 
L 705.505263 39.913412 
L 707.589474 39.913412 
L 709.673684 39.913412 
L 711.757895 39.913412 
L 712.8 40.959059 
L 713.842105 42.004706 
L 714.884211 40.959059 
L 715.926316 39.913412 
L 718.010526 39.913412 
L 719.052632 38.867765 
L 720.094737 37.822118 
z
" clip-path="url(#pf12eb17cab)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 30.82335 
L 656.12625 30.82335 
L 656.12625 19.2096 
L 649.44 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_14">
    <g id="patch_15">
     <path d="M 767.821875 30.82335 
L 776.16 30.82335 
L 776.16 19.2096 
L 767.821875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 221.856 
L 669.553125 221.856 
L 669.553125 210.24225 
L 633.6 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-20 -->
    <g style="fill: #ffffff" transform="translate(633.6 219.360375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p1eac7858fc)">
    <image xlink:href="data:image/png;base64,
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" id="image9e1d241c91" 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 871.2 43.050353 
L 872.242105 44.096 
L 873.284211 43.050353 
L 874.326316 42.004706 
L 875.368421 40.959059 
L 876.410526 39.913412 
L 878.494737 39.913412 
L 880.578947 39.913412 
L 881.621053 40.959059 
L 882.663158 42.004706 
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 897.252632 48.278588 
L 898.294737 49.324235 
L 899.336842 50.369882 
L 900.378947 51.415529 
L 900.378947 53.506824 
L 901.421053 54.552471 
L 902.463158 55.598118 
L 903.505263 56.643765 
L 904.547368 57.689412 
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 925.389474 97.424 
L 925.389474 99.515294 
L 925.389474 101.606588 
L 926.431579 102.652235 
L 927.473684 103.697882 
L 927.473684 105.789176 
L 927.473684 107.880471 
L 927.473684 109.971765 
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 928.515789 142.386824 
L 927.473684 143.432471 
L 927.473684 145.523765 
L 927.473684 147.615059 
L 926.431579 148.660706 
L 925.389474 149.706353 
L 925.389474 151.797647 
L 925.389474 153.888941 
L 924.347368 154.934588 
L 923.305263 155.980235 
L 923.305263 158.071529 
L 923.305263 160.162824 
L 922.263158 161.208471 
L 921.221053 162.254118 
L 920.178947 163.299765 
L 919.136842 164.345412 
L 919.136842 166.436706 
L 919.136842 168.528 
L 918.094737 169.573647 
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 910.8 183.167059 
L 909.757895 184.212706 
L 908.715789 185.258353 
L 907.673684 186.304 
L 906.631579 187.349647 
L 905.589474 188.395294 
L 904.547368 189.440941 
L 903.505263 190.486588 
L 902.463158 191.532235 
L 901.421053 192.577882 
L 900.378947 193.623529 
L 899.336842 194.669176 
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 889.957895 199.897412 
L 888.915789 200.943059 
L 886.831579 200.943059 
L 884.747368 200.943059 
L 883.705263 201.988706 
L 882.663158 203.034353 
L 880.578947 203.034353 
L 879.536842 201.988706 
L 878.494737 200.943059 
L 876.410526 200.943059 
L 874.326316 200.943059 
L 873.284211 201.988706 
L 872.242105 203.034353 
L 870.157895 203.034353 
L 869.115789 204.08 
L 868.073684 205.125647 
L 867.031579 204.08 
L 865.989474 203.034353 
L 863.905263 203.034353 
L 861.821053 203.034353 
L 859.736842 203.034353 
L 857.652632 203.034353 
L 855.568421 203.034353 
L 854.526316 201.988706 
L 853.484211 200.943059 
L 851.4 200.943059 
L 849.315789 200.943059 
L 848.273684 199.897412 
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 838.894737 194.669176 
L 837.852632 193.623529 
L 836.810526 192.577882 
L 835.768421 191.532235 
L 834.726316 190.486588 
L 833.684211 189.440941 
L 832.642105 188.395294 
L 831.6 187.349647 
L 830.557895 186.304 
L 829.515789 185.258353 
L 828.473684 184.212706 
L 827.431579 183.167059 
L 827.431579 181.075765 
L 826.389474 180.030118 
L 825.347368 178.984471 
L 824.305263 177.938824 
L 823.263158 176.893176 
L 822.221053 175.847529 
L 821.178947 174.801882 
L 821.178947 172.710588 
L 820.136842 171.664941 
L 819.094737 170.619294 
L 819.094737 168.528 
L 818.052632 167.482353 
L 817.010526 166.436706 
L 815.968421 165.391059 
L 814.926316 164.345412 
L 814.926316 162.254118 
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 811.8 152.843294 
L 810.757895 151.797647 
L 810.757895 149.706353 
L 810.757895 147.615059 
L 809.715789 146.569412 
L 808.673684 145.523765 
L 808.673684 143.432471 
L 809.715789 142.386824 
L 810.757895 141.341176 
L 810.757895 139.249882 
L 810.757895 137.158588 
L 810.757895 135.067294 
L 810.757895 132.976 
L 810.757895 130.884706 
L 811.8 129.839059 
L 812.842105 128.793412 
L 812.842105 126.702118 
L 812.842105 124.610824 
L 812.842105 122.519529 
L 812.842105 120.428235 
L 812.842105 118.336941 
L 812.842105 116.245647 
L 812.842105 114.154353 
L 812.842105 112.063059 
L 812.842105 109.971765 
L 813.884211 108.926118 
L 814.926316 107.880471 
L 814.926316 105.789176 
L 814.926316 103.697882 
L 814.926316 101.606588 
L 814.926316 99.515294 
L 814.926316 97.424 
L 815.968421 96.378353 
L 817.010526 95.332706 
L 817.010526 93.241412 
L 817.010526 91.150118 
L 818.052632 90.104471 
L 819.094737 89.058824 
L 819.094737 86.967529 
L 819.094737 84.876235 
L 820.136842 83.830588 
L 821.178947 82.784941 
L 821.178947 80.693647 
L 822.221053 79.648 
L 823.263158 78.602353 
L 824.305263 77.556706 
L 825.347368 76.511059 
L 825.347368 74.419765 
L 825.347368 72.328471 
L 826.389474 71.282824 
L 827.431579 70.237176 
L 828.473684 69.191529 
L 829.515789 68.145882 
L 829.515789 66.054588 
L 830.557895 65.008941 
L 831.6 63.963294 
L 832.642105 62.917647 
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 837.852632 55.598118 
L 838.894737 54.552471 
L 840.978947 54.552471 
L 842.021053 53.506824 
L 843.063158 52.461176 
L 844.105263 51.415529 
L 845.147368 50.369882 
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 860.778947 43.050353 
L 861.821053 42.004706 
L 863.905263 42.004706 
L 865.989474 42.004706 
L 867.031579 40.959059 
L 868.073684 39.913412 
z
" clip-path="url(#p1eac7858fc)" 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 827.953125 221.856 
L 827.953125 210.24225 
L 792 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-11 -->
    <g style="fill: #ffffff" transform="translate(792 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pbbe8b73b7e)">
    <image xlink:href="data:image/png;base64,
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" id="image18f70f206b" 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 48.278588 
L 1028.557895 48.278588 
L 1030.642105 48.278588 
L 1032.726316 48.278588 
L 1034.810526 48.278588 
L 1036.894737 48.278588 
L 1038.978947 48.278588 
L 1041.063158 48.278588 
L 1042.105263 49.324235 
L 1043.147368 50.369882 
L 1044.189474 51.415529 
L 1045.231579 52.461176 
L 1046.273684 53.506824 
L 1047.315789 54.552471 
L 1048.357895 55.598118 
L 1049.4 56.643765 
L 1050.442105 57.689412 
L 1050.442105 59.780706 
L 1051.484211 60.826353 
L 1052.526316 61.872 
L 1053.568421 62.917647 
L 1055.652632 62.917647 
L 1056.694737 63.963294 
L 1057.736842 65.008941 
L 1059.821053 65.008941 
L 1060.863158 66.054588 
L 1061.905263 67.100235 
L 1062.947368 68.145882 
L 1063.989474 69.191529 
L 1065.031579 70.237176 
L 1066.073684 71.282824 
L 1067.115789 72.328471 
L 1068.157895 73.374118 
L 1069.2 74.419765 
L 1070.242105 75.465412 
L 1071.284211 76.511059 
L 1072.326316 77.556706 
L 1073.368421 78.602353 
L 1074.410526 79.648 
L 1075.452632 80.693647 
L 1076.494737 81.739294 
L 1077.536842 82.784941 
L 1078.578947 83.830588 
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 1081.705263 93.241412 
L 1081.705263 95.332706 
L 1082.747368 96.378353 
L 1083.789474 97.424 
L 1083.789474 99.515294 
L 1083.789474 101.606588 
L 1083.789474 103.697882 
L 1083.789474 105.789176 
L 1083.789474 107.880471 
L 1084.831579 108.926118 
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 1086.915789 125.656471 
L 1085.873684 126.702118 
L 1085.873684 128.793412 
L 1085.873684 130.884706 
L 1085.873684 132.976 
L 1085.873684 135.067294 
L 1085.873684 137.158588 
L 1085.873684 139.249882 
L 1085.873684 141.341176 
L 1084.831579 142.386824 
L 1083.789474 143.432471 
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 1066.073684 180.030118 
L 1065.031579 181.075765 
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 1055.652632 190.486588 
L 1054.610526 191.532235 
L 1053.568421 192.577882 
L 1052.526316 193.623529 
L 1051.484211 194.669176 
L 1049.4 194.669176 
L 1048.357895 195.714824 
L 1047.315789 196.760471 
L 1045.231579 196.760471 
L 1043.147368 196.760471 
L 1041.063158 196.760471 
L 1038.978947 196.760471 
L 1036.894737 196.760471 
L 1034.810526 196.760471 
L 1032.726316 196.760471 
L 1031.684211 195.714824 
L 1030.642105 194.669176 
L 1028.557895 194.669176 
L 1027.515789 195.714824 
L 1026.473684 196.760471 
L 1024.389474 196.760471 
L 1022.305263 196.760471 
L 1021.263158 197.806118 
L 1020.221053 198.851765 
L 1018.136842 198.851765 
L 1017.094737 197.806118 
L 1016.052632 196.760471 
L 1013.968421 196.760471 
L 1011.884211 196.760471 
L 1009.8 196.760471 
L 1008.757895 195.714824 
L 1007.715789 194.669176 
L 1005.631579 194.669176 
L 1004.589474 193.623529 
L 1003.547368 192.577882 
L 1002.505263 191.532235 
L 1001.463158 190.486588 
L 999.378947 190.486588 
L 998.336842 189.440941 
L 997.294737 188.395294 
L 996.252632 187.349647 
L 995.210526 186.304 
L 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 981.663158 170.619294 
L 980.621053 169.573647 
L 979.578947 168.528 
L 978.536842 167.482353 
L 977.494737 166.436706 
L 977.494737 164.345412 
L 976.452632 163.299765 
L 975.410526 162.254118 
L 975.410526 160.162824 
L 975.410526 158.071529 
L 974.368421 157.025882 
L 973.326316 155.980235 
L 973.326316 153.888941 
L 972.284211 152.843294 
L 971.242105 151.797647 
L 971.242105 149.706353 
L 971.242105 147.615059 
L 971.242105 145.523765 
L 970.2 144.478118 
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 969.157895 122.519529 
L 970.2 121.473882 
L 971.242105 120.428235 
L 970.2 119.382588 
L 969.157895 118.336941 
L 970.2 117.291294 
L 971.242105 116.245647 
L 971.242105 114.154353 
L 971.242105 112.063059 
L 972.284211 111.017412 
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 978.536842 98.469647 
L 979.578947 97.424 
L 979.578947 95.332706 
L 979.578947 93.241412 
L 979.578947 91.150118 
L 980.621053 90.104471 
L 981.663158 89.058824 
L 981.663158 86.967529 
L 982.705263 85.921882 
L 983.747368 84.876235 
L 983.747368 82.784941 
L 984.789474 81.739294 
L 985.831579 80.693647 
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 992.084211 72.328471 
L 993.126316 71.282824 
L 994.168421 70.237176 
L 995.210526 69.191529 
L 996.252632 68.145882 
L 997.294737 67.100235 
L 998.336842 66.054588 
L 999.378947 65.008941 
L 1000.421053 63.963294 
L 1001.463158 62.917647 
L 1002.505263 61.872 
L 1003.547368 60.826353 
L 1005.631579 60.826353 
L 1006.673684 59.780706 
L 1007.715789 58.735059 
L 1009.8 58.735059 
L 1010.842105 57.689412 
L 1011.884211 56.643765 
L 1013.968421 56.643765 
L 1015.010526 55.598118 
L 1016.052632 54.552471 
L 1017.094737 53.506824 
L 1018.136842 52.461176 
L 1020.221053 52.461176 
L 1021.263158 51.415529 
L 1022.305263 50.369882 
L 1024.389474 50.369882 
L 1025.431579 49.324235 
L 1026.473684 48.278588 
z
" clip-path="url(#pbbe8b73b7e)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 30.82335 
L 972.92625 30.82335 
L 972.92625 19.2096 
L 966.24 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_20">
    <g id="patch_21">
     <path d="M 1084.621875 30.82335 
L 1092.96 30.82335 
L 1092.96 19.2096 
L 1084.621875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 221.856 
L 974.38875 221.856 
L 974.38875 210.24225 
L 950.4 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=1 -->
    <g style="fill: #ffffff" transform="translate(950.4 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p2e720c689c)">
    <image xlink:href="data:image/png;base64,
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" id="imagea7266700e6" 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 1180.705263 58.735059 
L 1182.789474 58.735059 
L 1184.873684 58.735059 
L 1186.957895 58.735059 
L 1189.042105 58.735059 
L 1191.126316 58.735059 
L 1193.210526 58.735059 
L 1195.294737 58.735059 
L 1196.336842 59.780706 
L 1197.378947 60.826353 
L 1198.421053 61.872 
L 1199.463158 62.917647 
L 1201.547368 62.917647 
L 1202.589474 63.963294 
L 1203.631579 65.008941 
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 1213.010526 70.237176 
L 1214.052632 71.282824 
L 1215.094737 72.328471 
L 1215.094737 74.419765 
L 1216.136842 75.465412 
L 1217.178947 76.511059 
L 1218.221053 77.556706 
L 1220.305263 77.556706 
L 1221.347368 78.602353 
L 1222.389474 79.648 
L 1223.431579 80.693647 
L 1224.473684 81.739294 
L 1225.515789 82.784941 
L 1226.557895 83.830588 
L 1227.6 84.876235 
L 1228.642105 85.921882 
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 1234.894737 96.378353 
L 1235.936842 97.424 
L 1235.936842 99.515294 
L 1235.936842 101.606588 
L 1235.936842 103.697882 
L 1235.936842 105.789176 
L 1236.978947 106.834824 
L 1238.021053 107.880471 
L 1239.063158 108.926118 
L 1240.105263 109.971765 
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 1242.189474 128.793412 
L 1242.189474 130.884706 
L 1242.189474 132.976 
L 1242.189474 135.067294 
L 1241.147368 136.112941 
L 1240.105263 137.158588 
L 1240.105263 139.249882 
L 1240.105263 141.341176 
L 1240.105263 143.432471 
L 1240.105263 145.523765 
L 1239.063158 146.569412 
L 1238.021053 147.615059 
L 1238.021053 149.706353 
L 1236.978947 150.752 
L 1235.936842 151.797647 
L 1235.936842 153.888941 
L 1235.936842 155.980235 
L 1234.894737 157.025882 
L 1233.852632 158.071529 
L 1232.810526 159.117176 
L 1231.768421 160.162824 
L 1231.768421 162.254118 
L 1230.726316 163.299765 
L 1229.684211 164.345412 
L 1228.642105 165.391059 
L 1227.6 166.436706 
L 1227.6 168.528 
L 1226.557895 169.573647 
L 1225.515789 170.619294 
L 1224.473684 171.664941 
L 1223.431579 172.710588 
L 1222.389474 173.756235 
L 1221.347368 174.801882 
L 1220.305263 175.847529 
L 1218.221053 175.847529 
L 1217.178947 176.893176 
L 1216.136842 177.938824 
L 1215.094737 178.984471 
L 1214.052632 180.030118 
L 1213.010526 181.075765 
L 1211.968421 182.121412 
L 1210.926316 183.167059 
L 1209.884211 184.212706 
L 1208.842105 185.258353 
L 1207.8 186.304 
L 1205.715789 186.304 
L 1204.673684 187.349647 
L 1203.631579 188.395294 
L 1201.547368 188.395294 
L 1199.463158 188.395294 
L 1197.378947 188.395294 
L 1195.294737 188.395294 
L 1193.210526 188.395294 
L 1191.126316 188.395294 
L 1189.042105 188.395294 
L 1186.957895 188.395294 
L 1184.873684 188.395294 
L 1182.789474 188.395294 
L 1180.705263 188.395294 
L 1179.663158 189.440941 
L 1178.621053 190.486588 
L 1176.536842 190.486588 
L 1175.494737 189.440941 
L 1174.452632 188.395294 
L 1172.368421 188.395294 
L 1170.284211 188.395294 
L 1169.242105 187.349647 
L 1168.2 186.304 
L 1166.115789 186.304 
L 1165.073684 185.258353 
L 1164.031579 184.212706 
L 1162.989474 183.167059 
L 1161.947368 182.121412 
L 1159.863158 182.121412 
L 1158.821053 181.075765 
L 1157.778947 180.030118 
L 1156.736842 178.984471 
L 1155.694737 177.938824 
L 1154.652632 176.893176 
L 1153.610526 175.847529 
L 1152.568421 174.801882 
L 1151.526316 173.756235 
L 1150.484211 172.710588 
L 1149.442105 171.664941 
L 1148.4 170.619294 
L 1147.357895 169.573647 
L 1146.315789 168.528 
L 1146.315789 166.436706 
L 1145.273684 165.391059 
L 1144.231579 164.345412 
L 1143.189474 163.299765 
L 1142.147368 162.254118 
L 1141.105263 161.208471 
L 1140.063158 160.162824 
L 1140.063158 158.071529 
L 1139.021053 157.025882 
L 1137.978947 155.980235 
L 1137.978947 153.888941 
L 1136.936842 152.843294 
L 1135.894737 151.797647 
L 1135.894737 149.706353 
L 1135.894737 147.615059 
L 1135.894737 145.523765 
L 1134.852632 144.478118 
L 1133.810526 143.432471 
L 1133.810526 141.341176 
L 1133.810526 139.249882 
L 1133.810526 137.158588 
L 1133.810526 135.067294 
L 1132.768421 134.021647 
L 1131.726316 132.976 
L 1132.768421 131.930353 
L 1133.810526 130.884706 
L 1132.768421 129.839059 
L 1131.726316 128.793412 
L 1132.768421 127.747765 
L 1133.810526 126.702118 
L 1133.810526 124.610824 
L 1133.810526 122.519529 
L 1133.810526 120.428235 
L 1134.852632 119.382588 
L 1135.894737 118.336941 
L 1135.894737 116.245647 
L 1135.894737 114.154353 
L 1136.936842 113.108706 
L 1137.978947 112.063059 
L 1137.978947 109.971765 
L 1139.021053 108.926118 
L 1140.063158 107.880471 
L 1140.063158 105.789176 
L 1141.105263 104.743529 
L 1142.147368 103.697882 
L 1142.147368 101.606588 
L 1143.189474 100.560941 
L 1144.231579 99.515294 
L 1144.231579 97.424 
L 1144.231579 95.332706 
L 1145.273684 94.287059 
L 1146.315789 93.241412 
L 1146.315789 91.150118 
L 1147.357895 90.104471 
L 1148.4 89.058824 
L 1148.4 86.967529 
L 1149.442105 85.921882 
L 1150.484211 84.876235 
L 1150.484211 82.784941 
L 1151.526316 81.739294 
L 1152.568421 80.693647 
L 1153.610526 79.648 
L 1154.652632 78.602353 
L 1155.694737 77.556706 
L 1156.736842 76.511059 
L 1157.778947 75.465412 
L 1159.863158 75.465412 
L 1160.905263 74.419765 
L 1161.947368 73.374118 
L 1164.031579 73.374118 
L 1165.073684 72.328471 
L 1166.115789 71.282824 
L 1167.157895 70.237176 
L 1168.2 69.191529 
L 1169.242105 68.145882 
L 1170.284211 67.100235 
L 1172.368421 67.100235 
L 1173.410526 66.054588 
L 1173.410526 63.963294 
L 1174.452632 62.917647 
L 1176.536842 62.917647 
L 1177.578947 61.872 
L 1178.621053 60.826353 
L 1179.663158 59.780706 
L 1180.705263 58.735059 
z
" clip-path="url(#p2e720c689c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 30.82335 
L 1131.32625 30.82335 
L 1131.32625 19.2096 
L 1124.64 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_23">
    <g id="patch_24">
     <path d="M 1243.021875 30.82335 
L 1251.36 30.82335 
L 1251.36 19.2096 
L 1243.021875 19.2096 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 28.327725) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 221.856 
L 1140.42375 221.856 
L 1140.42375 210.24225 
L 1108.8 210.24225 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=14 -->
    <g style="fill: #ffffff" transform="translate(1108.8 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#pa21594fcfe)">
    <image xlink:href="data:image/png;base64,
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" id="imageb609c474ab" 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 65.008941 
L 1345.357895 65.008941 
L 1347.442105 65.008941 
L 1349.526316 65.008941 
L 1351.610526 65.008941 
L 1353.694737 65.008941 
L 1354.736842 66.054588 
L 1355.778947 67.100235 
L 1356.821053 68.145882 
L 1357.863158 69.191529 
L 1358.905263 70.237176 
L 1359.947368 71.282824 
L 1360.989474 72.328471 
L 1362.031579 73.374118 
L 1363.073684 74.419765 
L 1364.115789 75.465412 
L 1366.2 75.465412 
L 1368.284211 75.465412 
L 1369.326316 76.511059 
L 1370.368421 77.556706 
L 1371.410526 78.602353 
L 1372.452632 79.648 
L 1374.536842 79.648 
L 1375.578947 80.693647 
L 1376.621053 81.739294 
L 1377.663158 82.784941 
L 1378.705263 83.830588 
L 1379.747368 84.876235 
L 1379.747368 86.967529 
L 1380.789474 88.013176 
L 1381.831579 89.058824 
L 1382.873684 90.104471 
L 1383.915789 91.150118 
L 1384.957895 92.195765 
L 1386 93.241412 
L 1386 95.332706 
L 1386 97.424 
L 1387.042105 98.469647 
L 1388.084211 99.515294 
L 1388.084211 101.606588 
L 1388.084211 103.697882 
L 1388.084211 105.789176 
L 1389.126316 106.834824 
L 1390.168421 107.880471 
L 1391.210526 108.926118 
L 1392.252632 109.971765 
L 1393.294737 111.017412 
L 1394.336842 112.063059 
L 1394.336842 114.154353 
L 1394.336842 116.245647 
L 1394.336842 118.336941 
L 1395.378947 119.382588 
L 1396.421053 120.428235 
L 1396.421053 122.519529 
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 1395.378947 136.112941 
L 1394.336842 137.158588 
L 1394.336842 139.249882 
L 1394.336842 141.341176 
L 1393.294737 142.386824 
L 1392.252632 143.432471 
L 1392.252632 145.523765 
L 1392.252632 147.615059 
L 1392.252632 149.706353 
L 1391.210526 150.752 
L 1390.168421 151.797647 
L 1390.168421 153.888941 
L 1389.126316 154.934588 
L 1388.084211 155.980235 
L 1387.042105 157.025882 
L 1386 158.071529 
L 1386 160.162824 
L 1384.957895 161.208471 
L 1383.915789 162.254118 
L 1382.873684 163.299765 
L 1381.831579 164.345412 
L 1380.789474 165.391059 
L 1379.747368 166.436706 
L 1378.705263 167.482353 
L 1377.663158 168.528 
L 1376.621053 169.573647 
L 1374.536842 169.573647 
L 1373.494737 170.619294 
L 1372.452632 171.664941 
L 1371.410526 172.710588 
L 1370.368421 173.756235 
L 1369.326316 174.801882 
L 1368.284211 175.847529 
L 1367.242105 176.893176 
L 1366.2 177.938824 
L 1365.157895 178.984471 
L 1364.115789 180.030118 
L 1363.073684 181.075765 
L 1362.031579 182.121412 
L 1359.947368 182.121412 
L 1358.905263 183.167059 
L 1357.863158 184.212706 
L 1355.778947 184.212706 
L 1353.694737 184.212706 
L 1351.610526 184.212706 
L 1349.526316 184.212706 
L 1347.442105 184.212706 
L 1345.357895 184.212706 
L 1343.273684 184.212706 
L 1341.189474 184.212706 
L 1339.105263 184.212706 
L 1337.021053 184.212706 
L 1334.936842 184.212706 
L 1332.852632 184.212706 
L 1331.810526 183.167059 
L 1330.768421 182.121412 
L 1328.684211 182.121412 
L 1327.642105 181.075765 
L 1326.6 180.030118 
L 1324.515789 180.030118 
L 1323.473684 178.984471 
L 1322.431579 177.938824 
L 1321.389474 176.893176 
L 1320.347368 175.847529 
L 1319.305263 174.801882 
L 1318.263158 173.756235 
L 1317.221053 172.710588 
L 1317.221053 170.619294 
L 1316.178947 169.573647 
L 1315.136842 168.528 
L 1314.094737 167.482353 
L 1313.052632 166.436706 
L 1312.010526 165.391059 
L 1310.968421 164.345412 
L 1309.926316 163.299765 
L 1308.884211 162.254118 
L 1307.842105 161.208471 
L 1306.8 160.162824 
L 1305.757895 159.117176 
L 1304.715789 158.071529 
L 1303.673684 157.025882 
L 1302.631579 155.980235 
L 1301.589474 154.934588 
L 1300.547368 153.888941 
L 1300.547368 151.797647 
L 1300.547368 149.706353 
L 1299.505263 148.660706 
L 1298.463158 147.615059 
L 1298.463158 145.523765 
L 1298.463158 143.432471 
L 1298.463158 141.341176 
L 1297.421053 140.295529 
L 1296.378947 139.249882 
L 1296.378947 137.158588 
L 1296.378947 135.067294 
L 1296.378947 132.976 
L 1296.378947 130.884706 
L 1296.378947 128.793412 
L 1296.378947 126.702118 
L 1296.378947 124.610824 
L 1296.378947 122.519529 
L 1296.378947 120.428235 
L 1297.421053 119.382588 
L 1298.463158 118.336941 
L 1298.463158 116.245647 
L 1299.505263 115.2 
L 1300.547368 114.154353 
L 1300.547368 112.063059 
L 1300.547368 109.971765 
L 1301.589474 108.926118 
L 1302.631579 107.880471 
L 1303.673684 106.834824 
L 1304.715789 105.789176 
L 1304.715789 103.697882 
L 1304.715789 101.606588 
L 1304.715789 99.515294 
L 1305.757895 98.469647 
L 1306.8 97.424 
L 1307.842105 96.378353 
L 1308.884211 95.332706 
L 1309.926316 94.287059 
L 1310.968421 93.241412 
L 1310.968421 91.150118 
L 1310.968421 89.058824 
L 1312.010526 88.013176 
L 1313.052632 86.967529 
L 1313.052632 84.876235 
L 1314.094737 83.830588 
L 1316.178947 83.830588 
L 1317.221053 82.784941 
L 1318.263158 81.739294 
L 1319.305263 80.693647 
L 1320.347368 79.648 
L 1321.389474 78.602353 
L 1322.431579 77.556706 
L 1323.473684 76.511059 
L 1324.515789 75.465412 
L 1326.6 75.465412 
L 1327.642105 74.419765 
L 1328.684211 73.374118 
L 1329.726316 72.328471 
L 1330.768421 71.282824 
L 1332.852632 71.282824 
L 1333.894737 70.237176 
L 1334.936842 69.191529 
L 1337.021053 69.191529 
L 1338.063158 68.145882 
L 1339.105263 67.100235 
L 1341.189474 67.100235 
L 1342.231579 66.054588 
L 1343.273684 65.008941 
z
" clip-path="url(#pa21594fcfe)" 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=21 -->
    <g style="fill: #ffffff" transform="translate(1267.2 219.360375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-32" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p7e391c92e6)">
    <image xlink:href="data:image/png;base64,
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" id="imagec127a8b9e1" 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 1497.505263 100.560941 
L 1499.589474 100.560941 
L 1500.631579 101.606588 
L 1501.673684 102.652235 
L 1502.715789 101.606588 
L 1503.757895 100.560941 
L 1505.842105 100.560941 
L 1507.926316 100.560941 
L 1510.010526 100.560941 
L 1511.052632 101.606588 
L 1512.094737 102.652235 
L 1514.178947 102.652235 
L 1515.221053 103.697882 
L 1516.263158 104.743529 
L 1517.305263 105.789176 
L 1517.305263 107.880471 
L 1518.347368 108.926118 
L 1519.389474 109.971765 
L 1520.431579 111.017412 
L 1521.473684 112.063059 
L 1521.473684 114.154353 
L 1521.473684 116.245647 
L 1521.473684 118.336941 
L 1521.473684 120.428235 
L 1521.473684 122.519529 
L 1522.515789 123.565176 
L 1523.557895 124.610824 
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 1519.389474 141.341176 
L 1518.347368 142.386824 
L 1516.263158 142.386824 
L 1515.221053 143.432471 
L 1514.178947 144.478118 
L 1512.094737 144.478118 
L 1511.052632 145.523765 
L 1511.052632 147.615059 
L 1510.010526 148.660706 
L 1507.926316 148.660706 
L 1506.884211 149.706353 
L 1506.884211 151.797647 
L 1506.884211 153.888941 
L 1505.842105 154.934588 
L 1503.757895 154.934588 
L 1502.715789 153.888941 
L 1501.673684 152.843294 
L 1500.631579 151.797647 
L 1500.631579 149.706353 
L 1499.589474 148.660706 
L 1497.505263 148.660706 
L 1496.463158 147.615059 
L 1495.421053 146.569412 
L 1494.378947 145.523765 
L 1493.336842 144.478118 
L 1492.294737 143.432471 
L 1492.294737 141.341176 
L 1491.252632 140.295529 
L 1490.210526 139.249882 
L 1489.168421 138.204235 
L 1488.126316 137.158588 
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 1488.126316 122.519529 
L 1489.168421 121.473882 
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 1490.210526 109.971765 
L 1491.252632 108.926118 
L 1492.294737 107.880471 
L 1493.336842 106.834824 
L 1494.378947 105.789176 
L 1495.421053 104.743529 
L 1496.463158 103.697882 
L 1496.463158 101.606588 
L 1497.505263 100.560941 
z
" clip-path="url(#p7e391c92e6)" 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="p4c590e1400">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p520adb938a">
   <rect x="0" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pead589418a">
   <rect x="158.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pb790113415">
   <rect x="316.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p38cad610a9">
   <rect x="475.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pf12eb17cab">
   <rect x="633.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p1eac7858fc">
   <rect x="792" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pbbe8b73b7e">
   <rect x="950.4" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p2e720c689c">
   <rect x="1108.8" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="pa21594fcfe">
   <rect x="1267.2" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
  <clipPath id="p7e391c92e6">
   <rect x="1425.6" y="8.544" width="158.4" height="213.312"/>
  </clipPath>
 </defs>
</svg>