ds002345/sub-059/figures/sub-059_task-lucy_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>2026-06-02T11:30:04.596992</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(#p6615779916)">
    <image xlink:href="data:image/png;base64,
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" id="imagee1bc762b60" 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(#p183aa76074)">
    <image xlink:href="data:image/png;base64,
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" id="image6f2fec6073" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 50.7375 85.5 
L 51.975 86.7375 
L 53.2125 87.975 
L 54.45 89.2125 
L 54.45 91.6875 
L 55.6875 92.925 
L 56.925 94.1625 
L 58.1625 95.4 
L 60.6375 95.4 
L 61.875 94.1625 
L 63.1125 92.925 
L 64.35 94.1625 
L 64.35 96.6375 
L 63.1125 97.875 
L 60.6375 97.875 
L 59.4 99.1125 
L 60.6375 100.35 
L 61.875 101.5875 
L 61.875 104.0625 
L 60.6375 105.3 
L 58.1625 105.3 
L 56.925 106.5375 
L 55.6875 107.775 
L 53.2125 107.775 
L 51.975 106.5375 
L 50.7375 105.3 
L 49.5 106.5375 
L 48.2625 107.775 
L 47.025 106.5375 
L 45.7875 105.3 
L 43.3125 105.3 
L 40.8375 105.3 
L 39.6 104.0625 
L 38.3625 102.825 
L 37.125 101.5875 
L 37.125 99.1125 
L 37.125 96.6375 
L 37.125 94.1625 
L 38.3625 92.925 
L 39.6 91.6875 
L 40.8375 90.45 
L 42.075 89.2125 
L 43.3125 87.975 
L 45.7875 87.975 
L 48.2625 87.975 
L 49.5 86.7375 
L 50.7375 85.5 
z
M 58.1625 87.975 
L 59.4 89.2125 
L 59.4 91.6875 
L 58.1625 92.925 
L 56.925 91.6875 
L 56.925 89.2125 
L 58.1625 87.975 
z
M 92.8125 87.975 
L 95.2875 87.975 
L 97.7625 87.975 
L 99 89.2125 
L 100.2375 90.45 
L 102.7125 90.45 
L 105.1875 90.45 
L 107.6625 90.45 
L 108.9 89.2125 
L 110.1375 87.975 
L 112.6125 87.975 
L 113.85 89.2125 
L 115.0875 90.45 
L 116.325 91.6875 
L 116.325 94.1625 
L 116.325 96.6375 
L 117.5625 97.875 
L 118.8 99.1125 
L 118.8 101.5875 
L 118.8 104.0625 
L 118.8 106.5375 
L 117.5625 107.775 
L 116.325 106.5375 
L 115.0875 105.3 
L 113.85 104.0625 
L 112.6125 102.825 
L 111.375 104.0625 
L 110.1375 105.3 
L 108.9 106.5375 
L 108.9 109.0125 
L 107.6625 110.25 
L 105.1875 110.25 
L 102.7125 110.25 
L 101.475 109.0125 
L 100.2375 107.775 
L 97.7625 107.775 
L 96.525 106.5375 
L 95.2875 105.3 
L 94.05 104.0625 
L 92.8125 102.825 
L 91.575 101.5875 
L 91.575 99.1125 
L 91.575 96.6375 
L 91.575 94.1625 
L 91.575 91.6875 
L 91.575 89.2125 
L 92.8125 87.975 
z
M 43.3125 92.925 
L 42.075 94.1625 
L 43.3125 95.4 
L 44.55 94.1625 
L 43.3125 92.925 
z
M 105.1875 95.4 
L 103.95 96.6375 
L 105.1875 97.875 
L 106.425 96.6375 
L 105.1875 95.4 
z
M 75.4875 107.775 
L 77.9625 107.775 
L 80.4375 107.775 
L 81.675 109.0125 
L 82.9125 110.25 
L 84.15 111.4875 
L 84.15 113.9625 
L 85.3875 115.2 
L 86.625 116.4375 
L 87.8625 117.675 
L 90.3375 117.675 
L 92.8125 117.675 
L 94.05 118.9125 
L 95.2875 120.15 
L 97.7625 120.15 
L 99 121.3875 
L 100.2375 122.625 
L 102.7125 122.625 
L 103.95 123.8625 
L 105.1875 125.1 
L 106.425 126.3375 
L 107.6625 127.575 
L 110.1375 127.575 
L 112.6125 127.575 
L 113.85 128.8125 
L 115.0875 130.05 
L 116.325 131.2875 
L 117.5625 132.525 
L 118.8 133.7625 
L 118.8 136.2375 
L 120.0375 137.475 
L 121.275 138.7125 
L 121.275 141.1875 
L 121.275 143.6625 
L 121.275 146.1375 
L 121.275 148.6125 
L 121.275 151.0875 
L 121.275 153.5625 
L 121.275 156.0375 
L 120.0375 157.275 
L 118.8 158.5125 
L 117.5625 159.75 
L 115.0875 159.75 
L 113.85 160.9875 
L 115.0875 162.225 
L 116.325 163.4625 
L 115.0875 164.7 
L 113.85 165.9375 
L 112.6125 167.175 
L 110.1375 167.175 
L 107.6625 167.175 
L 105.1875 167.175 
L 103.95 168.4125 
L 103.95 170.8875 
L 102.7125 172.125 
L 101.475 173.3625 
L 100.2375 174.6 
L 99 173.3625 
L 97.7625 172.125 
L 95.2875 172.125 
L 92.8125 172.125 
L 91.575 173.3625 
L 92.8125 174.6 
L 94.05 175.8375 
L 92.8125 177.075 
L 90.3375 177.075 
L 87.8625 177.075 
L 86.625 175.8375 
L 85.3875 174.6 
L 84.15 173.3625 
L 82.9125 172.125 
L 80.4375 172.125 
L 79.2 170.8875 
L 77.9625 169.65 
L 76.725 170.8875 
L 77.9625 172.125 
L 79.2 173.3625 
L 80.4375 174.6 
L 81.675 175.8375 
L 80.4375 177.075 
L 77.9625 177.075 
L 75.4875 177.075 
L 73.0125 177.075 
L 71.775 178.3125 
L 70.5375 179.55 
L 68.0625 179.55 
L 65.5875 179.55 
L 63.1125 179.55 
L 60.6375 179.55 
L 59.4 178.3125 
L 58.1625 177.075 
L 56.925 175.8375 
L 55.6875 174.6 
L 54.45 173.3625 
L 53.2125 172.125 
L 51.975 170.8875 
L 50.7375 169.65 
L 49.5 168.4125 
L 48.2625 167.175 
L 45.7875 167.175 
L 44.55 168.4125 
L 43.3125 169.65 
L 42.075 168.4125 
L 40.8375 167.175 
L 39.6 165.9375 
L 39.6 163.4625 
L 38.3625 162.225 
L 37.125 160.9875 
L 35.8875 159.75 
L 34.65 158.5125 
L 33.4125 157.275 
L 32.175 156.0375 
L 32.175 153.5625 
L 32.175 151.0875 
L 30.9375 149.85 
L 29.7 148.6125 
L 30.9375 147.375 
L 32.175 146.1375 
L 32.175 143.6625 
L 32.175 141.1875 
L 32.175 138.7125 
L 32.175 136.2375 
L 33.4125 135 
L 34.65 133.7625 
L 35.8875 132.525 
L 38.3625 132.525 
L 39.6 131.2875 
L 40.8375 130.05 
L 42.075 128.8125 
L 43.3125 127.575 
L 45.7875 127.575 
L 48.2625 127.575 
L 49.5 126.3375 
L 50.7375 125.1 
L 51.975 123.8625 
L 53.2125 122.625 
L 54.45 121.3875 
L 55.6875 120.15 
L 58.1625 120.15 
L 59.4 118.9125 
L 60.6375 117.675 
L 61.875 116.4375 
L 63.1125 115.2 
L 64.35 113.9625 
L 65.5875 112.725 
L 68.0625 112.725 
L 70.5375 112.725 
L 71.775 111.4875 
L 73.0125 110.25 
L 74.25 109.0125 
L 75.4875 107.775 
z
M 92.8125 125.1 
L 91.575 126.3375 
L 92.8125 127.575 
L 94.05 126.3375 
L 92.8125 125.1 
z
M 97.7625 132.525 
L 96.525 133.7625 
L 97.7625 135 
L 99 133.7625 
L 97.7625 132.525 
z
M 100.2375 137.475 
L 99 138.7125 
L 100.2375 139.95 
L 101.475 138.7125 
L 100.2375 137.475 
z
M 45.7875 144.9 
L 44.55 146.1375 
L 45.7875 147.375 
L 47.025 146.1375 
L 45.7875 144.9 
z
M 107.6625 147.375 
L 106.425 148.6125 
L 107.6625 149.85 
L 108.9 148.6125 
L 107.6625 147.375 
z
M 55.6875 159.75 
L 54.45 160.9875 
L 55.6875 162.225 
L 56.925 160.9875 
L 55.6875 159.75 
z
M 90.3375 167.175 
L 89.1 168.4125 
L 90.3375 169.65 
L 91.575 168.4125 
L 90.3375 167.175 
z
M 63.1125 172.125 
L 61.875 173.3625 
L 63.1125 174.6 
L 65.5875 174.6 
L 66.825 173.3625 
L 65.5875 172.125 
L 63.1125 172.125 
z
" clip-path="url(#p183aa76074)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_1">
    <g id="patch_2">
     <path d="M 15.84 55.53375 
L 22.52625 55.53375 
L 22.52625 43.92 
L 15.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(15.84 53.038125) 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 55.53375 
L 142.56 55.53375 
L 142.56 43.92 
L 134.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(134.221875 53.038125) 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 0 194.4 
L 35.953125 194.4 
L 35.953125 182.78625 
L 0 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-49 -->
    <g style="fill: #ffffff" transform="translate(0 191.904375) 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-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-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-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p1434157634)">
    <image xlink:href="data:image/png;base64,
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" id="image6fe919b898" transform="scale(1 -1) translate(0 -159.12)" x="158" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_2">
    <path d="M 256.1625 75.6 
L 258.6375 75.6 
L 261.1125 75.6 
L 263.5875 75.6 
L 266.0625 75.6 
L 267.3 76.8375 
L 268.5375 78.075 
L 271.0125 78.075 
L 272.25 79.3125 
L 273.4875 80.55 
L 274.725 81.7875 
L 275.9625 83.025 
L 277.2 84.2625 
L 278.4375 85.5 
L 279.675 86.7375 
L 279.675 89.2125 
L 280.9125 90.45 
L 282.15 91.6875 
L 282.15 94.1625 
L 282.15 96.6375 
L 283.3875 97.875 
L 284.625 99.1125 
L 284.625 101.5875 
L 284.625 104.0625 
L 284.625 106.5375 
L 284.625 109.0125 
L 285.8625 110.25 
L 287.1 111.4875 
L 287.1 113.9625 
L 287.1 116.4375 
L 287.1 118.9125 
L 288.3375 120.15 
L 289.575 121.3875 
L 289.575 123.8625 
L 288.3375 125.1 
L 287.1 126.3375 
L 285.8625 127.575 
L 284.625 126.3375 
L 283.3875 125.1 
L 282.15 123.8625 
L 280.9125 122.625 
L 278.4375 122.625 
L 277.2 121.3875 
L 277.2 118.9125 
L 275.9625 117.675 
L 273.4875 117.675 
L 271.0125 117.675 
L 269.775 116.4375 
L 268.5375 115.2 
L 266.0625 115.2 
L 264.825 113.9625 
L 263.5875 112.725 
L 261.1125 112.725 
L 259.875 113.9625 
L 258.6375 115.2 
L 256.1625 115.2 
L 254.925 113.9625 
L 253.6875 112.725 
L 252.45 113.9625 
L 252.45 116.4375 
L 253.6875 117.675 
L 254.925 118.9125 
L 256.1625 120.15 
L 258.6375 120.15 
L 259.875 121.3875 
L 261.1125 122.625 
L 263.5875 122.625 
L 264.825 123.8625 
L 266.0625 125.1 
L 267.3 126.3375 
L 268.5375 127.575 
L 269.775 128.8125 
L 271.0125 130.05 
L 273.4875 130.05 
L 274.725 131.2875 
L 275.9625 132.525 
L 278.4375 132.525 
L 279.675 133.7625 
L 280.9125 135 
L 282.15 136.2375 
L 282.15 138.7125 
L 283.3875 139.95 
L 284.625 141.1875 
L 284.625 143.6625 
L 284.625 146.1375 
L 284.625 148.6125 
L 284.625 151.0875 
L 283.3875 152.325 
L 282.15 153.5625 
L 282.15 156.0375 
L 280.9125 157.275 
L 279.675 158.5125 
L 279.675 160.9875 
L 278.4375 162.225 
L 277.2 163.4625 
L 275.9625 164.7 
L 274.725 165.9375 
L 274.725 168.4125 
L 273.4875 169.65 
L 272.25 170.8875 
L 272.25 173.3625 
L 272.25 175.8375 
L 271.0125 177.075 
L 269.775 178.3125 
L 268.5375 179.55 
L 267.3 180.7875 
L 266.0625 182.025 
L 263.5875 182.025 
L 262.35 183.2625 
L 261.1125 184.5 
L 258.6375 184.5 
L 256.1625 184.5 
L 254.925 185.7375 
L 253.6875 186.975 
L 251.2125 186.975 
L 249.975 188.2125 
L 248.7375 189.45 
L 246.2625 189.45 
L 245.025 188.2125 
L 243.7875 186.975 
L 242.55 185.7375 
L 241.3125 184.5 
L 238.8375 184.5 
L 236.3625 184.5 
L 235.125 185.7375 
L 233.8875 186.975 
L 232.65 188.2125 
L 231.4125 189.45 
L 230.175 190.6875 
L 228.9375 191.925 
L 226.4625 191.925 
L 223.9875 191.925 
L 222.75 190.6875 
L 221.5125 189.45 
L 219.0375 189.45 
L 216.5625 189.45 
L 215.325 188.2125 
L 214.0875 186.975 
L 212.85 185.7375 
L 211.6125 184.5 
L 210.375 183.2625 
L 209.1375 182.025 
L 206.6625 182.025 
L 205.425 180.7875 
L 204.1875 179.55 
L 202.95 178.3125 
L 201.7125 177.075 
L 200.475 175.8375 
L 200.475 173.3625 
L 199.2375 172.125 
L 198 170.8875 
L 196.7625 169.65 
L 195.525 168.4125 
L 194.2875 167.175 
L 193.05 165.9375 
L 193.05 163.4625 
L 191.8125 162.225 
L 190.575 160.9875 
L 189.3375 159.75 
L 188.1 158.5125 
L 188.1 156.0375 
L 188.1 153.5625 
L 188.1 151.0875 
L 188.1 148.6125 
L 186.8625 147.375 
L 185.625 146.1375 
L 185.625 143.6625 
L 185.625 141.1875 
L 185.625 138.7125 
L 186.8625 137.475 
L 188.1 136.2375 
L 189.3375 135 
L 190.575 133.7625 
L 191.8125 132.525 
L 194.2875 132.525 
L 196.7625 132.525 
L 198 131.2875 
L 199.2375 130.05 
L 201.7125 130.05 
L 202.95 128.8125 
L 204.1875 127.575 
L 205.425 126.3375 
L 206.6625 125.1 
L 207.9 123.8625 
L 209.1375 122.625 
L 211.6125 122.625 
L 212.85 121.3875 
L 214.0875 120.15 
L 216.5625 120.15 
L 217.8 118.9125 
L 219.0375 117.675 
L 220.275 116.4375 
L 220.275 113.9625 
L 220.275 111.4875 
L 220.275 109.0125 
L 221.5125 107.775 
L 223.9875 107.775 
L 225.225 106.5375 
L 226.4625 105.3 
L 227.7 104.0625 
L 228.9375 102.825 
L 231.4125 102.825 
L 233.8875 102.825 
L 236.3625 102.825 
L 238.8375 102.825 
L 240.075 101.5875 
L 241.3125 100.35 
L 242.55 101.5875 
L 243.7875 102.825 
L 245.025 104.0625 
L 246.2625 105.3 
L 247.5 104.0625 
L 247.5 101.5875 
L 246.2625 100.35 
L 245.025 99.1125 
L 245.025 96.6375 
L 245.025 94.1625 
L 245.025 91.6875 
L 245.025 89.2125 
L 246.2625 87.975 
L 247.5 86.7375 
L 248.7375 85.5 
L 249.975 84.2625 
L 249.975 81.7875 
L 251.2125 80.55 
L 252.45 79.3125 
L 253.6875 78.075 
L 254.925 76.8375 
L 256.1625 75.6 
z
M 204.1875 80.55 
L 206.6625 80.55 
L 209.1375 80.55 
L 211.6125 80.55 
L 214.0875 80.55 
L 216.5625 80.55 
L 217.8 81.7875 
L 219.0375 83.025 
L 220.275 84.2625 
L 221.5125 85.5 
L 222.75 86.7375 
L 223.9875 87.975 
L 225.225 89.2125 
L 225.225 91.6875 
L 225.225 94.1625 
L 225.225 96.6375 
L 225.225 99.1125 
L 225.225 101.5875 
L 223.9875 102.825 
L 222.75 104.0625 
L 221.5125 105.3 
L 220.275 106.5375 
L 219.0375 107.775 
L 217.8 109.0125 
L 216.5625 110.25 
L 215.325 111.4875 
L 214.0875 112.725 
L 211.6125 112.725 
L 209.1375 112.725 
L 206.6625 112.725 
L 204.1875 112.725 
L 202.95 113.9625 
L 201.7125 115.2 
L 199.2375 115.2 
L 196.7625 115.2 
L 194.2875 115.2 
L 191.8125 115.2 
L 189.3375 115.2 
L 188.1 113.9625 
L 188.1 111.4875 
L 188.1 109.0125 
L 188.1 106.5375 
L 189.3375 105.3 
L 190.575 104.0625 
L 190.575 101.5875 
L 191.8125 100.35 
L 193.05 99.1125 
L 193.05 96.6375 
L 191.8125 95.4 
L 190.575 94.1625 
L 191.8125 92.925 
L 193.05 91.6875 
L 193.05 89.2125 
L 193.05 86.7375 
L 194.2875 85.5 
L 195.525 84.2625 
L 196.7625 83.025 
L 199.2375 83.025 
L 201.7125 83.025 
L 202.95 81.7875 
L 204.1875 80.55 
z
" clip-path="url(#p1434157634)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_4">
    <g id="patch_5">
     <path d="M 174.24 55.53375 
L 180.92625 55.53375 
L 180.92625 43.92 
L 174.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(174.24 53.038125) 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 55.53375 
L 300.96 55.53375 
L 300.96 43.92 
L 292.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(292.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_6">
    <g id="patch_7">
     <path d="M 158.4 194.4 
L 194.353125 194.4 
L 194.353125 182.78625 
L 158.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-41 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pbf0dec61cb)">
    <image xlink:href="data:image/png;base64,
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" id="image203ab104c4" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 362.5875 75.6 
L 365.0625 75.6 
L 367.5375 75.6 
L 368.775 76.8375 
L 370.0125 78.075 
L 372.4875 78.075 
L 373.725 79.3125 
L 374.9625 80.55 
L 376.2 81.7875 
L 377.4375 83.025 
L 378.675 84.2625 
L 379.9125 85.5 
L 381.15 86.7375 
L 382.3875 87.975 
L 383.625 89.2125 
L 383.625 91.6875 
L 383.625 94.1625 
L 383.625 96.6375 
L 383.625 99.1125 
L 383.625 101.5875 
L 384.8625 102.825 
L 387.3375 102.825 
L 389.8125 102.825 
L 392.2875 102.825 
L 393.525 101.5875 
L 394.7625 100.35 
L 396 101.5875 
L 397.2375 102.825 
L 399.7125 102.825 
L 400.95 101.5875 
L 402.1875 100.35 
L 404.6625 100.35 
L 405.9 99.1125 
L 405.9 96.6375 
L 405.9 94.1625 
L 405.9 91.6875 
L 404.6625 90.45 
L 403.425 89.2125 
L 403.425 86.7375 
L 404.6625 85.5 
L 405.9 84.2625 
L 407.1375 83.025 
L 408.375 81.7875 
L 409.6125 80.55 
L 410.85 79.3125 
L 412.0875 78.075 
L 414.5625 78.075 
L 415.8 76.8375 
L 417.0375 75.6 
L 419.5125 75.6 
L 421.9875 75.6 
L 424.4625 75.6 
L 426.9375 75.6 
L 429.4125 75.6 
L 430.65 76.8375 
L 431.8875 78.075 
L 433.125 79.3125 
L 434.3625 80.55 
L 435.6 81.7875 
L 436.8375 83.025 
L 438.075 84.2625 
L 439.3125 85.5 
L 440.55 86.7375 
L 440.55 89.2125 
L 441.7875 90.45 
L 443.025 91.6875 
L 443.025 94.1625 
L 443.025 96.6375 
L 443.025 99.1125 
L 444.2625 100.35 
L 445.5 101.5875 
L 445.5 104.0625 
L 445.5 106.5375 
L 445.5 109.0125 
L 446.7375 110.25 
L 447.975 111.4875 
L 447.975 113.9625 
L 447.975 116.4375 
L 447.975 118.9125 
L 447.975 121.3875 
L 447.975 123.8625 
L 447.975 126.3375 
L 447.975 128.8125 
L 446.7375 130.05 
L 445.5 131.2875 
L 445.5 133.7625 
L 445.5 136.2375 
L 445.5 138.7125 
L 444.2625 139.95 
L 443.025 141.1875 
L 443.025 143.6625 
L 443.025 146.1375 
L 443.025 148.6125 
L 443.025 151.0875 
L 441.7875 152.325 
L 440.55 153.5625 
L 440.55 156.0375 
L 439.3125 157.275 
L 438.075 158.5125 
L 438.075 160.9875 
L 436.8375 162.225 
L 435.6 163.4625 
L 435.6 165.9375 
L 434.3625 167.175 
L 433.125 168.4125 
L 433.125 170.8875 
L 433.125 173.3625 
L 433.125 175.8375 
L 431.8875 177.075 
L 430.65 178.3125 
L 429.4125 179.55 
L 428.175 180.7875 
L 426.9375 182.025 
L 424.4625 182.025 
L 423.225 183.2625 
L 421.9875 184.5 
L 419.5125 184.5 
L 417.0375 184.5 
L 415.8 185.7375 
L 414.5625 186.975 
L 412.0875 186.975 
L 410.85 188.2125 
L 409.6125 189.45 
L 407.1375 189.45 
L 404.6625 189.45 
L 402.1875 189.45 
L 399.7125 189.45 
L 398.475 188.2125 
L 397.2375 186.975 
L 394.7625 186.975 
L 393.525 188.2125 
L 393.525 190.6875 
L 392.2875 191.925 
L 389.8125 191.925 
L 387.3375 191.925 
L 384.8625 191.925 
L 382.3875 191.925 
L 379.9125 191.925 
L 377.4375 191.925 
L 374.9625 191.925 
L 373.725 190.6875 
L 372.4875 189.45 
L 371.25 188.2125 
L 370.0125 186.975 
L 367.5375 186.975 
L 366.3 185.7375 
L 365.0625 184.5 
L 363.825 183.2625 
L 362.5875 182.025 
L 361.35 180.7875 
L 360.1125 179.55 
L 358.875 178.3125 
L 357.6375 177.075 
L 356.4 175.8375 
L 356.4 173.3625 
L 355.1625 172.125 
L 353.925 170.8875 
L 352.6875 169.65 
L 351.45 168.4125 
L 350.2125 167.175 
L 348.975 165.9375 
L 348.975 163.4625 
L 347.7375 162.225 
L 346.5 160.9875 
L 346.5 158.5125 
L 346.5 156.0375 
L 345.2625 154.8 
L 344.025 153.5625 
L 345.2625 152.325 
L 346.5 151.0875 
L 345.2625 149.85 
L 344.025 148.6125 
L 344.025 146.1375 
L 344.025 143.6625 
L 344.025 141.1875 
L 344.025 138.7125 
L 344.025 136.2375 
L 345.2625 135 
L 347.7375 135 
L 348.975 133.7625 
L 350.2125 132.525 
L 352.6875 132.525 
L 355.1625 132.525 
L 356.4 131.2875 
L 357.6375 130.05 
L 358.875 128.8125 
L 360.1125 127.575 
L 361.35 126.3375 
L 362.5875 125.1 
L 363.825 123.8625 
L 365.0625 122.625 
L 366.3 121.3875 
L 367.5375 120.15 
L 368.775 118.9125 
L 368.775 116.4375 
L 367.5375 115.2 
L 365.0625 115.2 
L 362.5875 115.2 
L 361.35 116.4375 
L 360.1125 117.675 
L 357.6375 117.675 
L 356.4 118.9125 
L 355.1625 120.15 
L 352.6875 120.15 
L 350.2125 120.15 
L 347.7375 120.15 
L 345.2625 120.15 
L 344.025 118.9125 
L 344.025 116.4375 
L 344.025 113.9625 
L 344.025 111.4875 
L 344.025 109.0125 
L 344.025 106.5375 
L 345.2625 105.3 
L 346.5 104.0625 
L 346.5 101.5875 
L 346.5 99.1125 
L 347.7375 97.875 
L 348.975 96.6375 
L 348.975 94.1625 
L 348.975 91.6875 
L 348.975 89.2125 
L 348.975 86.7375 
L 350.2125 85.5 
L 351.45 84.2625 
L 351.45 81.7875 
L 352.6875 80.55 
L 355.1625 80.55 
L 356.4 79.3125 
L 357.6375 78.075 
L 360.1125 78.075 
L 361.35 76.8375 
L 362.5875 75.6 
z
M 389.8125 95.4 
L 391.05 96.6375 
L 389.8125 97.875 
L 388.575 96.6375 
L 389.8125 95.4 
z
M 399.7125 95.4 
L 400.95 96.6375 
L 399.7125 97.875 
L 398.475 96.6375 
L 399.7125 95.4 
z
M 377.4375 110.25 
L 376.2 111.4875 
L 374.9625 112.725 
L 372.4875 112.725 
L 371.25 113.9625 
L 372.4875 115.2 
L 374.9625 115.2 
L 376.2 113.9625 
L 377.4375 112.725 
L 378.675 111.4875 
L 377.4375 110.25 
z
M 424.4625 117.675 
L 423.225 118.9125 
L 423.225 121.3875 
L 424.4625 122.625 
L 425.7 123.8625 
L 426.9375 125.1 
L 429.4125 125.1 
L 431.8875 125.1 
L 434.3625 125.1 
L 435.6 123.8625 
L 434.3625 122.625 
L 431.8875 122.625 
L 430.65 121.3875 
L 429.4125 120.15 
L 426.9375 120.15 
L 425.7 118.9125 
L 424.4625 117.675 
z
" clip-path="url(#pbf0dec61cb)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_7">
    <g id="patch_8">
     <path d="M 332.64 55.53375 
L 339.32625 55.53375 
L 339.32625 43.92 
L 332.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(332.64 53.038125) 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 55.53375 
L 459.36 55.53375 
L 459.36 43.92 
L 451.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(451.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_9">
    <g id="patch_10">
     <path d="M 316.8 194.4 
L 352.753125 194.4 
L 352.753125 182.78625 
L 316.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-37 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) 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-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-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#pe5e936cc00)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADcCAYAAAAbWs+BAAAkFElEQVR4nO2dWexfVdX+V7HO8wiUwcpkaSllKoMUhBiMLShqNBohEa9MJKImyoXxwhtjMIYLYozxwkQTE1Cs8UKrVUG0YiuVIqWAtAULihbnedb3iv3/rM+/Z/vt9203Le96rvbvt8/3nH32OTvnWWs9a+0FEfGfmAOHHHJIa//73/+e6TcLFiyY6Xz++5///Ofk757whCekvzmWxYsXt/bu3bvTcU9/+tNb+29/+1vq++Mf/9jaT37yk1PfE5/4xNY+/PDDW/uCCy5Ixy1cuLC1V61alfqe9axntfaOHTtS3+9+97vW9px88YtfbO177rmntZ/ylKdMXvvss89Ofc9+9rNbe926damP88A59/P9z3/+3ytz2GGHpb4///nPrf2kJz0p9f3lL3/Z47UiIv7+97+3Nt8TP3te2+/TrO/hY4lD/vshhUJhX6EWXKEwEAv/+yF7Ru/TPtXH//fOF5HpQY+KPu95z0t//+Mf/2jthx9+ePJ3f/jDH1qbdCYi4jnPeU5rP/OZz0x9Rx55ZGtfddVVrf2iF70oHcf7+f3vf5/6SAGXLFmS+n7+85+39tKlS1Mfz0PaeP7556fj+DtS54iIF7zgBa29evXq1HfLLbe09m9/+9vWXr9+fTqOtJHjjcjPbdGiRZPjf9rTnpb6nvrUp7Y2qadp9b/+9a+Ywqzv2mOJ+sIVCgNRC65QGIhacIXCQCyIOcMCdMf3ePU854vINordvccee2xr//rXv059PPZPf/rT5DloQ/z1r39NfVdffXVrn3jiiamPYQGO2e5rusRpV0bke7P9SFvQ9sv111/f2pdeemlrM0QQEbFixYrWfuihh1Ifr8d5NDjmBx54IPVdc801rU17LiLiV7/61eT4GZJg6CUiv0MMxfi4WV3/ZcMVCoVacIXCSMwcFui5/vcFfH5SPruQ6dI/4YQTUt/tt9/e2qQpHu9ZZ53V2hdffHHqW7ZsWWubwpAykZ6ZUpI+WVVBt/fxxx+f+n784x+3NqlhRL5v0uWTTjopHUead9RRR6U+UnDTcVJkhlR8/o985COtvWHDhtR3ww03tPZvfvOb1Me/Sc0jpmm2wy2PPPJITIHP2+/TVMjA78X+Di3UF65QGIhacIXCQNSCKxQGYuawQE9e1eO6vd+x7/nPf37qO/roo1vbbm/adHY9Uz5E1/yb3/zmdNzll1/e2pYn0caydIz3SjvK7nHaHu7r2Xe0GY877rjU94UvfKG1mf3w9re/PR23devW1uY8RkTs3LmztY844ojUx3H2QhfPfe5zW9vhHIZYrrzyytRHuRjt0YiIF77wha3NZ+qQDefcfbOGpx5LCVh94QqFgagFVygMxNxKk1k/y6QHppekI3Zfk2qRRkRkSuaMALqbec73vve96Tiq/h988MHUR+U6k0U9LtIi/sbjID2LyNSNSawRmVI6JMFrc16d0cDf2f3+i1/8IqYwlfxq2kjK/ZKXvCT1kaZu3rw59V133XWTfcxqIL382c9+lo7jWDw/pJj7Qv20P1BfuEJhIGrBFQoDUQuuUBiIuW24fQHaUbYtaH/RtojI7uWeROj9739/a9MuiMi2gN3eVKg/4xnPmPwd5Vy24WhfuNCOXeIE7RBna9OWZWjERYR4bdvXnB/b1Oyj7eRxMPTic3Asy5cvT3233npra7/nPe9JfbQLmS3geeUc2Hble+FxTRWi8vzs7zBBfeEKhYGoBVcoDMTcRYR6mAoZ2D1OeuA+UgxSBR/rTIIrrriitemiNo2bKsgTkSmNqQjpGq/doyKuidkLGVBx43OSrnGOOVcRmZaadrHPdJxqflJnzz9pHgsuReT7ue+++1IfKeZpp52W+pglwXF4/L1wFJVFVqFMPZ9SmhQKj2PUgisUBqIWXKEwEPslLECeTYmQa83TPnrxi1+c+qjgt0yH53/Tm96U+t74xje2NovfOKuA3N3np51mlzhtlCmplf92JgTP75AH7TRnKtAO5fltB9J+sSyL9+1xMRzCOXEhW9q4toF4Pdt3/J3HzMJEDB+4ABMz9Z3lcf/997e2nwfnbla7rTK+C4WDHLXgCoWB2CdhAUf1p5Tspgekaz1lfO/T7iRNUhoqWUxnqaRwRgCL63i7KtIr9lmRQmpoWkd3vJNASTF7v2NIwrSUbnvPK5+NwwmklKT7vjfOgVU0PKfHT0WP6ea73/3u1r7jjjta24WImEDb2w6r9072lDi9hGliXrpZX7hCYSBqwRUKAzE3pZy1xglplxNJ6YWzmoFeMidpfvjDH25tKxFI5ajwMC2il8yKi6ly6T4/BdFWNtAr5roipGSsD+K/7YWj9+6cc85pbc8B6bhLhZNumi6T5pFWu+4KjzPl69VC4fZVVv7wvrnd1qZNm9JxvN6hhx6a+ujptuf5l7/8ZWu7xsw8mLdOa33hCoWBqAVXKAxELbhCYSD2+5bDPVftVI1H421ve1v6m4VrWOs/YroupRMZeW3bX7TpbN/RbqNdaPc7z287itv+7tq1K/UtXry4tX/605+mvnXr1rX2ueee29rOaKDN5ZAH7S+rPXgehnBsp3Fefd88p++boRjbdxznG97whtb+2te+lo6je9+2Pe1A+wRoe/OdrATUQuFxjFpwhcJAdCklKWBv+x+D9I1t/4a0xdSNO4/a/Uu6YNc5lRukKXaBUwVh6kO643ohU1TRtI4uagtp7WYnOCfbtm1LfVSX0LXt0AKvZyrNc1j5Q4rM81vR0asNSUrvZ8rn5udB0+DMM89s7ZNPPjkdd++997a2E3v57BkGiPj/w0KPYlZlScT8Jf35u/rCFQoDUQuuUBiIWnCFwkAsnJXD9vYFMJgFQImQt4+1DUEce+yxrd0rImTQlqKd0EtItA3He7UdQnuG5/f2vbQhrMonnODaKzDEOeEYbWcysbRX19Hnt6v+Udj+4f1YVkZJlSVUtDVtw9He5t4R5513XjqOhYmcJcFn4znn9TjHvud9ERbo7rXxvz57oVCYGbXgCoWBmFlp0ovIm66R4pAGWSHOz75pERX2J5xwQuqjMsT1Nkhx6LImTYnIdKqXYGlKSSpHOuh7I8V0mXXC17799ttbm6r5iIhrr722te+6667W9pZdpGeeH47fSg1Saz5f3xtpoylxr+4l6b6fx5YtW1qbz9uZFqTIVieRwlKxE5Hr23D8nn+ec14VSk9RVV+4QmEgasEVCgNRC65QGIiF89bo6/2OPJi82pyeLllz6ZNOOqm1bd+Rg1N5H5FtCPbZDumFNehe9nEMZfCcHj9tSc8VwyPepovnsQ1HNzjnx/IqwnNOaZezEZhJwOPsYuec+Pw81jYWz++amJRzEbb11qxZ09rr16/f428iIi688ML096pVq1r7y1/+cmv7uTF7Y39sW1xfuEJhIGrBFQoDkcICPdVJz9XpLaMYJuBxph+kZ1YeTNVgjIj4yU9+0tpWSzBZkm5un4PubCtNeKxpBX/Htt3vPcU+Ve6mg6SRptLMHiCltNpj48aNre0shuOPP761TXV5r/xdbwdUZxKQZrvmJp+p54RZH8wUOeWUUyavvX379tT34IMPtja3v/L1+HxNWfk8euXxeyZVKU0KhQMEteAKhYFIfGxvyj7TU2VaQapIpQCpYESmTE40pArC5+e4TBVJKeklM3Wjd8reNF7Pc8LrUU3iJFn2ua4IlSErV65MfZxXC2sp/uWYrRghDXvXu96V+t7xjne0NmvDREyXTze1JTU07aJp4HLmvDefk2oc0sZjjjkmHUc67neGtNSJyXzevcRn/r03XspZa/zUF65QGIhacIXCQNSCKxQGYuawQM+F7ERDcnW6rH0c+fKyZcsm++xyp8vaBXkYJujZerQh3Ef+33MbcxxOkqVNZ9c8lex26dMGtTt+as8GF8xhhoaVOA899FBrM7QQketG0uZxsR6O2TU9OV+uZ8mx7NixY/KcVKt4F1jap1bAUEFiTNlmnjvOca/WqFF7CxQKByBqwRUKAzF3TRPCbnvSOlMOgiEDJwzyU28VCv/2Z5/UgX0WqZIC2P3Lc5jyEbxP12ehKNl0g2ECK2WoiHAf/2aIwJSVz8OUeGq7rYiIO++8s7WZBOq6l3w2fvacc7v+e6LnqTGa8vF5XHLJJalv7dq1rb158+bUR/rM+7QpMC+qLmWhcACiFlyhMBC14AqFgejacL0+SnrM8W1TPArzfdpttjW4TdFrXvOa1MdQgO0QhhDY54wAupsdrqCNaNcz7SgmUXrbLNoG3GfA57d9R5vXSZq8B9qMtkOY4Opz0D6yHUW7raea5/g9r73CTVNZJD5PbxszXtvPbfXq1a39pS99KfXxvaAdaDvZ9UXnQWULFAoHCGrBFQoDsXBWlbM/vTzWVJF0rVfm+8gjj2xtZxIcddRRk9fu0R26ntm2659qErv0qXJ3TRO6qUnXPI7TTz+9tU19OP7edlIOqXCe2bYag3BYw+oVgtSUz8Z1L3uZInxnPK+ksA71kPKxrojrUjKDwnNOKn3RRRelPpohpNW9TBFna+yLGif1hSsUBqIWXKEwELXgCoWBmDnju8dfe1vX0laye/yMM85obSrcI3JowS532li2c2gTkbfbZiB3722pu2jRotRHG4uubGd10+7sScd6dprtO2/P9Ch6dpnHT9vY52cYZcoWjsi20iOPPJL6aLPbfqf969AR54Q2lp8bJXMOCS1ZsqS1L7/88tT3wQ9+sLWZmfKDH/wgHcfn0av3Oe+2VvWFKxQGohZcoTAQMyegGnTJmjKREpBaOcl0w4YNrc1S1BGZqjiTgDTV1GRKzWB6wPqJDjv0akry3uhyt+KiR1mJXnEj47DDDtvj/63KJ1xoh4mxdL9HTGdQuNgQx+jx3nvvva3t96lH0Ug/+UxdX5IUmQmzERGnnnpqa7s4E++Hz83Phs/eYYfe+IlSmhQKBwhqwRUKA1ELrlAYiIXkqebc/NuuYXJfhwXoruVWsubAlEY5ZEAbzjXqyfddqIYyKrrqvS0UXekeV2/fgSl7rJfB7DHSDnEBox44FtpOsxbsjcjzYzU/x8L78VZftBltw9HOZMGiiGyb2TbmM6BUzQVdGVrwnG/durW1XRyXc97b44C2Xi8UVmGBQuEgQC24QmEgZt4B1e73WX9HSmNV+2tf+9rWtouXv+M2RBGZVljtTaUAKYFVD6RTVoUT7qOqvad4oSvdlHvnzp2tTdXGf0MvZDCF3r05cXhq909TbmZ2nHXWWamP82oaTzrrLAbSVD4rh2y43ZbHxRDC5z//+dTH3V5p8piOk272smd6fT3UF65QGIhacIXCQCzsdaZ6eodMr01/XnksqaiFrhSmmjbecccdrW2RKo9lomREplC9BFRSUVO1XpIjKSW9mT6O92pPJGmkvaBM9rTwmOPkvLp2Iz2FFjaTMvVUOpw7C7N5DlP1nmeb82qqa9NgCvR8Wnlz3333tfZNN900eW2O3/PPOXbiMN+hvfFSVl3KQuExQi24QmEgasEVCgPRrUvZs9t69pGLzjwK83S6jR0yoArFigLaJVZBTBWxsT3RU7zzb7uv6aamDWS+z3u1HUXbw7YM7aVeGIDjsFqCeOlLX5r+ps3iUAaTgHtKFs6xk4Npl/veensG9LYBJvhuec5ZuOlDH/rQ5Pn5bjlk09ummiilSaFwEKAWXKEwEF2lCami6SXplKkPaQbFvtu3b0/HkapY9cBz+tqkAaY7vB5rmvg+SWddDpw00pSD15uqdRiRBcssIR6R3dceP8fiWp0MgfRc7Kwvabp59913t7Z3QCXFpDLD7nfOiXdYZZjApgbDIzYv+Ix724CRnvscS5cube33ve99qY81TaaSXSPy8zC15Vj8TpbSpFA4AFELrlAYiFpwhcJAdKVd5LNWbZPf0paJyPIn2ja7d+9Ox23cuLG1befwenb908ayy53bDdEm6e1/YNc/Xee9xFvCHJ72Cu0mH2tpFG1Zu+05X0ywtPSKNrTHxb5Z930w/C4QvF4vXGHbbyrM5PABz+mQRC8pms+b7v5Zi1BFzF5kq4oIFQoHCGrBFQoD0Q0L9Oo6kkaadvEzzU+5qSf7nKxIl68pH69nJT7HSYrhnS05Fl+bKv0ejSC9sZuYbvXbbrst9b3uda+bPD+VFKZ8zJpg2XNS+IhMyUzrmBj78Y9/PPUxufPCCy9sbc9/rw4L6Wbv2bieCk0UKkhcm4TZAqeddlrq67n7ly9fvsdzmJbyeeyN0qTCAoXCAYhacIXCQNSCKxQGohsWoF1iN2tvbwFmOx9zzDGtbVuDynK7wKdqJEb0t7Xl35Q8ORuBfc767WVJTGWpr1ixIh1HW8zSKMq+bP/SXW4bbioDwfdGO8TFmWhj/ehHP0p9F198cWuzQJK3jCL83OjGd/iAz8a2GW0p1ih1bUtK37x917XXXtvaDzzwQOrjNl2Uvnn+CdtwfO8qW6BQOAhQC65QGIhuAirR+/Sa8pEusM/bHtF17vqGpCPesoh006Wwee1eTUYnLxL8HamVx8U+u7lPOeWU1t6xY0fq4/g9Rm73RFe2/yZlNW0kdT/uuONS380339zaa9asSX12sz8Ku9g5By4MRdprNT/DGn5uVCSx7feTBZicTcFS51b3HH300a3N+THtJVXsZRLsDaqIUKHwGKEWXKEwEF0vZQ+9mpVTtMK067vf/W5rX3bZZamPShB760jlXLOS3igqSEzd+DuLo/m3xcqkNPSYWWRLCm6qRirk5F16TE3X6N3kHJhSUiljTyRrnJhuTsG0i95Zn5/KFtNxemDtseY1qAryzkn0WtoM+dSnPtXaZ555ZuojTeUztfjdz3FWlNKkUDgAUQuuUBiIWnCFwkDMvF2Vj6P6wC522i+0nbw1E+u/33nnnamPBWFol0VkDm4VBG0g2hB2Q9PudAEgZzUQU1su2V6hCoL3EpHtEqoeIrL9ctddd6U+uvE5X7Y7OP577rkn9V100UWt7eJJs4IudoeEeD+eV7rVbXtzvvjO+N2iH8D249q1a1vbfgXaatu2bdvjmPy3+6g8KaVJoXAQoBZcoTAQyd+7N2XPSSUs8iQloJu4R922bNmS+uiy7iUCmtLwGqS2vZLlpgccv13zpI5UIjh0MUWrIzKd6gmDmRBqkBqyzmVEps+mlHalzwPOiYXfnmeC4RbTWc4XaaO3MeOz4pZmERGf/OQnW9t1TvkMXvnKV7Y21SkROYxlUX7VNCkUDjLUgisUBqIWXKEwEMmG2xtXJzmxk0BplzCx0PYQ7TTbGkzaNI93eIGgvUfObSkRMxdsh9CGcBEe2rI8p+eAGQE+Ry8Bsme3TcE1Pfm375vPoDePPfB3PgftHs8r79vu/impmueOdv/OnTtTHyVtlmxNSeYcUqFdPm9dyh7qC1coDEQtuEJhIGbOFujVdzAtIq2gwn3Xrl3pOFKfr3/966lv06ZNrc2dOSMyPWASa0SmZPfff/8e/x+RKYcTDXvbXJFSkpa6tgfd4w4LWJWyP3HJJZfs83Py+bp2CDMCTOv4njDRNiJi2bJlrc0MCs8/z+/dXdetW9faLv/Od4bhCbv+Z63TWkqTQuEgQC24QmEgasEVCgMxsw1nl2jPfToF1/CnbWa+f/XVV7f2Zz7zmdRHWZBtS7p8p7Yfdp/5Pu0vZ2RTOkZpkbMRKB1ztgPtnle/+tWpj+dxJgFd8LSHXLuRWwlbcvbOd76ztRcvXpz6mAVAW+mMM86YHEcva9wud57T22HRxX/ooYe2tu1rhpx8DoagGCKIyO8JQxJ+r/ncevadf1cZ34XCAYhacIXCQMy8A+reuEHpOqcy3lsDkZ65HDjduJs3b059VMqbKpLGnHjiia1tVT4phs/BUIMTY5n0yHO+7GUvS8exxDuLJUVEfPSjH21tu7YZKnHIYyqhlqXBjU984hPpbxY0cnEg/v2d73yntT/2sY+l45YsWdLa5513XurjO3PqqaemPlJKZ46Q1tNtb0VKL/mYSn+fn/SQ76ezYGZ1/VdYoFA4CFALrlAYiFpwhcJAdG24buYquG9v+1Wq6M25yc9tT1DlbtU5Xd3OQGCogdng3nKYNpwV9bSd3MeteC+44ILWdqYz79vbSb31rW9tbRdx5e98TtpttOe8tS/t2CuvvDL10QbyvTk88igcnqBNZ0keMzve8pa3pD4+f4+Zz6e3bTHH770L7CMg+K4xG8T7EzDc0pMz9jIHKuO7UDhAUAuuUBiIuZUms7pF6XJ3kiapomkj6YLd46RCPSpHumDlQa8u5ate9arWZrZDRL4fjsM1EukC973xnHbpc2suq0T4O9/P1LVdaIcU3BkUPD8zHHzcBz7wgdZ2BgiVIc6S4DvUS1omnInCczhpmdR9+/btqY/hKRZdMm2cVUFVYYFC4SBALbhCYSBmVpr04Gj91G6p/j8/39wxNCJTFf+OXjhTE9IKjsu7qNJr5WRIesZ8b6yxQcpnbxrLlJuWUoVicTTPafEsqemNN97Y2ueee246jh5Me3E5dy43TjEwlT8WIXPuPD9OFp4av+uJ0ltLIbtpNWn8N7/5zdRH76brUk4ltbpmiun/FEq8XCgcBKgFVygMRC24QmEg5t5yuGff0ebiNkRWMtAdb1uM3Nr2EW0IK/25FRETP+nqj4j46le/2treCpl8nEmZERHf//73W5sKDM8HFRfm97TNfG0m11oFQRX9+vXrW9uKetpidnsz3LJhw4bUx30HaAM5bMIEVCuEOEa7+mm3ORmZ7wafqe1HPl/bcK94xSta27YxnwfnxP4B2qS9PS3mRX3hCoWBqAVXKAzEzNtV9WDKRHd/r64I3eV2E9O9b1ctXfw8f0SuD0k6+73vfS8dx1CAQwZ0l1tBwnvl7+z6p9DYtSFJde22J5Uz3Xz44YdbmwmiVnSsWrVqj9eKyO5+12G5++67W5t1UVhjJCLilltuaW1TbtJlJ9fy+bseCeeZShBeKyLi05/+dEyB74Lfp6ltqPiOGHvj+p9VzFxfuEJhIGrBFQoDUQuuUBiIhbPabXtj39GdSnvO7n3yeHPp1atXtzbtlYhcRMg2BGVNrNe4e/fudBzdxLZR+DvzdtqItPUsk2IBI4+RcN1Fjt9Kf7rcWcjHrnPaZkuXLk19nGe7vRlqoK13xBFHpOMYwnGBJ9qBtqNYw9IFhnivN998c2v72dNeveKKK1If7f6NGzemPvoB9kcWQEm7CoUDELXgCoWBWDhvnQYea8U4Qcpk+kTlt+tTkO5QfRER8bnPfa61WWcxIruzb7311tZ2EisphqkVXdRW7E9lC/C6EZkyObRAimaaTUrmMMrZZ5/d2qSKLgVPtb230eIWWw6pcHsv0jqrQkjzXJOFVPemm25KfTfccENr9xI/Gf4wXv7yl7e2MwJY/9MKGD5Hzo9DKqTLlYBaKBzkqAVXKAxELbhCYSAWLFiwYC4yao5MTNmFVmbTTczCNxERhx9+eGt7i15ydReSIWj7WT3OsVjaxd85w2HFihV7HJfDApdeemlrW9V+/vnnt7aLILG2orfwopudoQu7wGmHnH766amPRYscrnj961/f2ry3HTt2pOOmCv5E5EwCZ4DQRvT7Q3uStrELGK1cubK1bUcxHOIxfvazn93j73pVCObdjrjXV1+4QmEgasEVCgMxdwIq3bq9LX9IHUzP6FK2W52f9q1bt6Y+ussdyqDagPTGqgeGCeyi7tW9pBqDCZtbtmxJx337299u7TVr1qQ+Jq6aLtON7wyEc845p7VJ11iUyL/jbqsROaxxzTXXpD4WAOLcOaOBoQurUPhsqBaKyHPibcB4bZY9dxIut/Ny2IRmg+tS0nzpmSEOXRHzhgKI+sIVCgNRC65QGIi561L2dkfl36Rr9lqRAjDpMCJ7A+mxjOjXNySFXb58+R5/E5Epk72IHL/rhXAsTGq16oF0ygJi0sgeheEYI/IckZ67tiLn3HUdeW/0SkZEXHXVVa1NiudEUqozdu7cmfroZfXc8XnbS0lVEL2zFIFHZE8kKX1Efr/Wrl2b+mhqcL6sxJl3199ZUV+4QmEgasEVCgNRC65QGIi5d0BlFN58fGoXSUf1aV9YIc6kUCrQI7Jb3TYEx7xs2bLWtpqEdsjixYtTH+0E20fMTqAt5v0J6M62e592gms+0g7xrq206Xq1OWkz+r4Z5vDcUWHD59Z7Nj4/f+csAybKeswE58dFkGgH2kZkEquzABiCot3vcXD8e2PDVQJqoXAAohZcoTAQMyeg7g2mxKHexJ1UjsLWiEytXD+RqgHWJonIVI6UifVAInISpcdF2mJRMhUqpKw//OEP03Gs9XHyySenPv7O4+olR1LgS3e2wwc8zgmu/J3VHpwHnsM1JGlOmBLz/L43vhceF+eZQnY/e5asdwIt1T4OQfHaU2GrEagvXKEwELXgCoWBqAVXKAxE8ufPWzvdiXq02yhdMl+mveWQwW233dbaVtvTbnDIgPUnv/Wtb7W2614yQdG2Egsa2bXNpE26xK36Z7Ee20qUJHlc3E/A4YSp/RbsHuffrlnJsIZrStKG47vApNWIbG870ZM2nGVTtAV7Cah8Lyjxi8jPw/sO8Hp+X+n+39+u/x7qC1coDEQtuEJhIGZOQO3VpTT4ye65XUnlekmsziSg0sRqeF5v165drU1XfESmnqazpEmmy0zo5DhcV5NqBiaOesyeH953rw4L6ZPpLOfVdUu+8pWvtLaTUzlm3hsTRyOy+sPUkM/RfSyf7vumUof0z8mvzJJwrdEpU8bXm5UaVrZAoXCQoxZcoTAQteAKhYGYu4jQlFQmYnaJGH9nzk0bZdu2bamPqnb3UdJDm4HtiOzatg1Hu802Is/PPt8z3fau68hCOM5UoA1kdz+L93Aclo5xLwPbUXS5W17FMffs2F5GOc9pJT7vzVnkvB+q/r/xjW+k46j69/zQju69gxxHSbsKhccxasEVCgMxN6XcF+gVbCGNMd1kmMCUhq5t1ky0cp20wtth0R1vJQjVH0xOtVqF4/d2VZdddllrs2R5RKZhVtFcf/31rU3K7UJKdOkbLILk+yat4xxYbeM5Iaj091ZWDEN4B1TOJVUnDhdR3eM55/tkGkzsD3f/rKgvXKEwELXgCoWBqAVXKAzEzDbc3mxHPOs5enIb/m1FOovr2LVNFz9d4ixQGtEvNkr5kBX7tCHY5wxj/u2wwKZNm1rbRXI4/uuuuy71MaOZynu7tlnkx4p92r/uo93TK/7EMTsjntn43nKYc+7iQ8xqYKEjF3Gi699zvi/stv1t39UXrlAYiFpwhcJAzJ0tQJgqzlqffdYCRqYOpJFWUtCFzfr43mGV1MTuaya49lQ0VDp4WyuGK+y2ZwEjJ1gyi4GKi4jsjifNY13+iLxrqGtP3njjjXs8X0S+V1JF03bCz8ZUkeC89s7JfRpcm7O3Q+n+3hdgX6C+cIXCQNSCKxQGYp8oTXoeRn7m7U2b1fPp87P2hrehIlXhzqmuy0Hvl5UsFEQ7CZQeQCo6TG1JWX3fpJtWhXDnzt5WU6SDrulJGma1Sq/WCu+Bc8I6KxHZS2nK10ugpTLEonP+js/UAmg/76lzzIrR1LO+cIXCQNSCKxQGohZcoTAQ+z1bYN5al4SVDr3zT9W9t2KEtp4VF/xdz/VMJbuPYxiCWQsR07ZSRLaxrEKh2p73bRVNbytnHmsFD++H47Jin/B90zZ22IHndB//5ricZNrzCTyWiaWzor5whcJA1IIrFAZiQUTM5RedJ6o/a52JiL54tgeeh+Oy256U0vSDiZl2269cubK1Fy1aNDkOnrO3ZZRLkfdqdbIOY68+CO/VChvWeXRSLulmTzFCWGHDGplOrmU4p1c3krCShfB7x/fEVHcqVFVhgULhcYxacIXCQNSCKxQGYmYbbm8yAuax6Xp7C9iGI9/3uKa4uo9jkqltLNbjt51GG4vSK6r8I7IN0ZM/OSTBzALvV8DiOpwTJ2nSNvN2wbTvLL2iPcZruYY/iyL52XCebX/5XmeB36Xes++FDHrnHIn6whUKA1ELrlAYiLkp5TwKkt5vepSy1zfrtlmkSBG5jomVIExitdueNJL00m5u0in3kbpZScFxWhlPusl7MzXktXu1G600mQon9Ggd65REZPrsepach54Z0lPizPrsZ018Ho36whUKA1ELrlAYiFpwhcJAzC3t2icX3wupF9GzzWiz0F3OLaIisn3Rs7/sXqZdRZvKtkzP/c7sc2c+E3ajc5wcI7MbInKWtEMGnHNnUzOUwXn1c+K9ev6ZHc4tnz3meUIEEbOHhHrFn8qGKxT+j6AWXKEwEP8DW14QaxlT7KgAAAAASUVORK5CYII=" id="image63d067aac3" transform="scale(1 -1) translate(0 -158.4)" x="475" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 537.075 193.1625 
L 535.8375 191.925 
L 530.8875 191.925 
L 528.4125 189.45 
L 525.9375 189.45 
L 509.85 173.3625 
L 509.85 170.8875 
L 502.425 163.4625 
L 502.425 158.5125 
L 499.95 156.0375 
L 499.95 148.6125 
L 497.475 146.1375 
L 497.475 133.7625 
L 495 131.2875 
L 495 128.8125 
L 497.475 126.3375 
L 497.475 109.0125 
L 499.95 106.5375 
L 499.95 104.0625 
L 502.425 101.5875 
L 502.425 99.1125 
L 504.9 96.6375 
L 504.9 94.1625 
L 507.375 91.6875 
L 507.375 81.7875 
L 511.0875 78.075 
L 513.5625 78.075 
L 518.5125 73.125 
L 520.9875 75.6 
L 530.8875 75.6 
L 533.3625 73.125 
L 535.8375 73.125 
L 537.075 71.8875 
L 537.075 64.4625 
L 539.55 61.9875 
L 539.55 59.5125 
L 542.025 57.0375 
L 542.025 54.5625 
L 545.7375 50.85 
L 548.2125 53.325 
L 550.6875 53.325 
L 553.1625 55.8 
L 555.6375 55.8 
L 556.875 54.5625 
L 556.875 52.0875 
L 558.1125 50.85 
L 560.5875 50.85 
L 566.775 57.0375 
L 566.775 64.4625 
L 569.25 66.9375 
L 569.25 69.4125 
L 572.9625 73.125 
L 575.4375 73.125 
L 577.9125 75.6 
L 580.3875 73.125 
L 582.8625 73.125 
L 585.3375 70.65 
L 587.8125 70.65 
L 590.2875 73.125 
L 592.7625 73.125 
L 594 74.3625 
L 592.7625 75.6 
L 590.2875 75.6 
L 589.05 76.8375 
L 590.2875 78.075 
L 592.7625 78.075 
L 595.2375 80.55 
L 597.7125 80.55 
L 601.425 84.2625 
L 601.425 86.7375 
L 603.9 89.2125 
L 603.9 104.0625 
L 606.375 106.5375 
L 606.375 109.0125 
L 608.85 111.4875 
L 608.85 141.1875 
L 606.375 143.6625 
L 606.375 146.1375 
L 603.9 148.6125 
L 603.9 153.5625 
L 601.425 156.0375 
L 601.425 158.5125 
L 598.95 160.9875 
L 598.95 163.4625 
L 596.475 165.9375 
L 596.475 168.4125 
L 589.05 175.8375 
L 589.05 178.3125 
L 580.3875 186.975 
L 577.9125 186.975 
L 575.4375 189.45 
L 572.9625 189.45 
L 570.4875 191.925 
L 553.1625 191.925 
L 551.925 193.1625 
L 551.925 193.1625 
" clip-path="url(#pe5e936cc00)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_10">
    <g id="patch_11">
     <path d="M 491.04 55.53375 
L 497.72625 55.53375 
L 497.72625 43.92 
L 491.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(491.04 53.038125) 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 55.53375 
L 617.76 55.53375 
L 617.76 43.92 
L 609.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(609.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 475.2 194.4 
L 511.153125 194.4 
L 511.153125 182.78625 
L 475.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-25 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-32" d="M 1228 531 
L 3431 531 
L 3431 0 
L 469 0 
L 469 531 
Q 828 903 1448 1529 
Q 2069 2156 2228 2338 
Q 2531 2678 2651 2914 
Q 2772 3150 2772 3378 
Q 2772 3750 2511 3984 
Q 2250 4219 1831 4219 
Q 1534 4219 1204 4116 
Q 875 4013 500 3803 
L 500 4441 
Q 881 4594 1212 4672 
Q 1544 4750 1819 4750 
Q 2544 4750 2975 4387 
Q 3406 4025 3406 3419 
Q 3406 3131 3298 2873 
Q 3191 2616 2906 2266 
Q 2828 2175 2409 1742 
Q 1991 1309 1228 531 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#pfe82262c1c)">
    <image xlink:href="data:image/png;base64,
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" id="image181a82bec4" transform="scale(1 -1) translate(0 -158.4)" x="634" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 695.475 193.1625 
L 694.2375 191.925 
L 689.2875 191.925 
L 686.8125 189.45 
L 684.3375 189.45 
L 665.775 170.8875 
L 665.775 168.4125 
L 660.825 163.4625 
L 660.825 160.9875 
L 658.35 158.5125 
L 658.35 148.6125 
L 655.875 146.1375 
L 655.875 141.1875 
L 653.4 138.7125 
L 653.4 126.3375 
L 655.875 123.8625 
L 655.875 109.0125 
L 658.35 106.5375 
L 658.35 104.0625 
L 660.825 101.5875 
L 660.825 99.1125 
L 663.3 96.6375 
L 663.3 91.6875 
L 665.775 89.2125 
L 665.775 86.7375 
L 668.25 84.2625 
L 668.25 81.7875 
L 670.725 79.3125 
L 670.725 74.3625 
L 668.25 71.8875 
L 668.25 69.4125 
L 673.2 64.4625 
L 673.2 61.9875 
L 674.4375 60.75 
L 676.9125 63.225 
L 679.3875 63.225 
L 681.8625 65.7 
L 694.2375 65.7 
L 695.475 64.4625 
L 695.475 57.0375 
L 704.1375 48.375 
L 706.6125 48.375 
L 709.0875 50.85 
L 723.9375 50.85 
L 730.125 57.0375 
L 727.65 59.5125 
L 727.65 61.9875 
L 731.3625 65.7 
L 738.7875 65.7 
L 743.7375 60.75 
L 746.2125 60.75 
L 748.6875 58.275 
L 754.875 64.4625 
L 754.875 69.4125 
L 757.35 71.8875 
L 757.35 76.8375 
L 754.875 79.3125 
L 759.825 84.2625 
L 759.825 86.7375 
L 762.3 89.2125 
L 762.3 99.1125 
L 764.775 101.5875 
L 764.775 113.9625 
L 767.25 116.4375 
L 767.25 121.3875 
L 769.725 123.8625 
L 769.725 133.7625 
L 767.25 136.2375 
L 767.25 141.1875 
L 764.775 143.6625 
L 764.775 151.0875 
L 759.825 156.0375 
L 759.825 158.5125 
L 757.35 160.9875 
L 757.35 163.4625 
L 754.875 165.9375 
L 754.875 168.4125 
L 747.45 175.8375 
L 747.45 178.3125 
L 741.2625 184.5 
L 738.7875 184.5 
L 733.8375 189.45 
L 731.3625 189.45 
L 728.8875 191.925 
L 711.5625 191.925 
L 710.325 193.1625 
L 710.325 193.1625 
" clip-path="url(#pfe82262c1c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 55.53375 
L 656.12625 55.53375 
L 656.12625 43.92 
L 649.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 53.038125) 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 55.53375 
L 776.16 55.53375 
L 776.16 43.92 
L 767.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 194.4 
L 669.553125 194.4 
L 669.553125 182.78625 
L 633.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-21 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p09272eab21)">
    <image xlink:href="data:image/png;base64,
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" id="image1f9c0fc69e" transform="scale(1 -1) translate(0 -158.4)" x="792" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 853.875 193.1625 
L 852.6375 191.925 
L 847.6875 191.925 
L 845.2125 189.45 
L 842.7375 189.45 
L 835.3125 182.025 
L 832.8375 182.025 
L 829.125 178.3125 
L 829.125 175.8375 
L 824.175 170.8875 
L 824.175 168.4125 
L 819.225 163.4625 
L 819.225 160.9875 
L 816.75 158.5125 
L 816.75 153.5625 
L 814.275 151.0875 
L 814.275 143.6625 
L 811.8 141.1875 
L 811.8 118.9125 
L 814.275 116.4375 
L 814.275 109.0125 
L 816.75 106.5375 
L 816.75 104.0625 
L 819.225 101.5875 
L 819.225 94.1625 
L 821.7 91.6875 
L 821.7 89.2125 
L 822.9375 87.975 
L 825.4125 87.975 
L 826.65 86.7375 
L 826.65 76.8375 
L 824.175 74.3625 
L 824.175 69.4125 
L 826.65 66.9375 
L 826.65 64.4625 
L 829.125 61.9875 
L 829.125 59.5125 
L 830.3625 58.275 
L 842.7375 58.275 
L 843.975 57.0375 
L 843.975 54.5625 
L 850.1625 48.375 
L 852.6375 50.85 
L 855.1125 50.85 
L 857.5875 48.375 
L 892.2375 48.375 
L 894.7125 50.85 
L 899.6625 50.85 
L 902.1375 53.325 
L 904.6125 53.325 
L 907.0875 55.8 
L 909.5625 55.8 
L 913.275 59.5125 
L 913.275 61.9875 
L 915.75 64.4625 
L 915.75 69.4125 
L 918.225 71.8875 
L 918.225 76.8375 
L 915.75 79.3125 
L 915.75 81.7875 
L 918.225 84.2625 
L 918.225 86.7375 
L 920.7 89.2125 
L 920.7 96.6375 
L 923.175 99.1125 
L 923.175 111.4875 
L 925.65 113.9625 
L 925.65 118.9125 
L 928.125 121.3875 
L 928.125 133.7625 
L 925.65 136.2375 
L 925.65 141.1875 
L 923.175 143.6625 
L 923.175 151.0875 
L 920.7 153.5625 
L 920.7 156.0375 
L 915.75 160.9875 
L 915.75 163.4625 
L 913.275 165.9375 
L 913.275 168.4125 
L 908.325 173.3625 
L 908.325 175.8375 
L 899.6625 184.5 
L 897.1875 184.5 
L 892.2375 189.45 
L 889.7625 189.45 
L 887.2875 191.925 
L 869.9625 191.925 
L 868.725 193.1625 
L 868.725 193.1625 
" clip-path="url(#p09272eab21)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_16">
    <g id="patch_17">
     <path d="M 807.84 55.53375 
L 814.52625 55.53375 
L 814.52625 43.92 
L 807.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(807.84 53.038125) 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 55.53375 
L 934.56 55.53375 
L 934.56 43.92 
L 926.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(926.221875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_18">
    <g id="patch_19">
     <path d="M 792 194.4 
L 827.953125 194.4 
L 827.953125 182.78625 
L 792 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-17 -->
    <g style="fill: #ffffff" transform="translate(792 191.904375) 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-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pc970a9d015)">
    <image xlink:href="data:image/png;base64,
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" id="image7cc0df3ac2" transform="scale(1 -1) translate(0 -158.4)" x="950" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1012.275 193.1625 
L 1011.0375 191.925 
L 1006.0875 191.925 
L 1001.1375 186.975 
L 998.6625 186.975 
L 996.1875 184.5 
L 993.7125 184.5 
L 987.525 178.3125 
L 987.525 175.8375 
L 980.1 168.4125 
L 980.1 165.9375 
L 977.625 163.4625 
L 977.625 160.9875 
L 975.15 158.5125 
L 975.15 153.5625 
L 972.675 151.0875 
L 972.675 143.6625 
L 970.2 141.1875 
L 970.2 128.8125 
L 972.675 126.3375 
L 972.675 109.0125 
L 975.15 106.5375 
L 975.15 101.5875 
L 977.625 99.1125 
L 977.625 91.6875 
L 980.1 89.2125 
L 980.1 86.7375 
L 982.575 84.2625 
L 982.575 69.4125 
L 985.05 66.9375 
L 985.05 61.9875 
L 993.7125 53.325 
L 996.1875 53.325 
L 1001.1375 48.375 
L 1060.5375 48.375 
L 1067.9625 55.8 
L 1070.4375 55.8 
L 1071.675 57.0375 
L 1071.675 59.5125 
L 1074.15 61.9875 
L 1074.15 64.4625 
L 1076.625 66.9375 
L 1076.625 69.4125 
L 1079.1 71.8875 
L 1079.1 76.8375 
L 1076.625 79.3125 
L 1076.625 86.7375 
L 1079.1 89.2125 
L 1079.1 94.1625 
L 1081.575 96.6375 
L 1081.575 109.0125 
L 1084.05 111.4875 
L 1084.05 118.9125 
L 1086.525 121.3875 
L 1086.525 136.2375 
L 1084.05 138.7125 
L 1084.05 146.1375 
L 1079.1 151.0875 
L 1079.1 156.0375 
L 1076.625 158.5125 
L 1076.625 160.9875 
L 1074.15 163.4625 
L 1074.15 165.9375 
L 1071.675 168.4125 
L 1071.675 170.8875 
L 1060.5375 182.025 
L 1058.0625 182.025 
L 1050.6375 189.45 
L 1048.1625 189.45 
L 1045.6875 191.925 
L 1028.3625 191.925 
L 1027.125 193.1625 
M 1017.225 193.1625 
L 1015.9875 191.925 
L 1014.75 193.1625 
L 1014.75 193.1625 
" clip-path="url(#pc970a9d015)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 55.53375 
L 972.92625 55.53375 
L 972.92625 43.92 
L 966.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 53.038125) 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 55.53375 
L 1092.96 55.53375 
L 1092.96 43.92 
L 1084.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 194.4 
L 986.353125 194.4 
L 986.353125 182.78625 
L 950.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-13 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) 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-33" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p2f84b4ba0a)">
    <image xlink:href="data:image/png;base64,
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" id="imaged5c6baedf8" transform="scale(1 -1) translate(0 -158.4)" x="1109" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1191.7125 43.425 
L 1194.1875 43.425 
L 1196.6625 43.425 
L 1199.1375 43.425 
L 1201.6125 43.425 
L 1204.0875 43.425 
L 1206.5625 43.425 
L 1209.0375 43.425 
L 1210.275 44.6625 
L 1211.5125 45.9 
L 1213.9875 45.9 
L 1215.225 47.1375 
L 1216.4625 48.375 
L 1218.9375 48.375 
L 1220.175 49.6125 
L 1221.4125 50.85 
L 1223.8875 50.85 
L 1225.125 52.0875 
L 1226.3625 53.325 
L 1227.6 54.5625 
L 1228.8375 55.8 
L 1230.075 57.0375 
L 1230.075 59.5125 
L 1231.3125 60.75 
L 1232.55 61.9875 
L 1233.7875 63.225 
L 1235.025 64.4625 
L 1235.025 66.9375 
L 1236.2625 68.175 
L 1237.5 69.4125 
L 1237.5 71.8875 
L 1237.5 74.3625 
L 1237.5 76.8375 
L 1237.5 79.3125 
L 1237.5 81.7875 
L 1238.7375 83.025 
L 1239.975 84.2625 
L 1239.975 86.7375 
L 1239.975 89.2125 
L 1239.975 91.6875 
L 1239.975 94.1625 
L 1239.975 96.6375 
L 1239.975 99.1125 
L 1239.975 101.5875 
L 1239.975 104.0625 
L 1239.975 106.5375 
L 1241.2125 107.775 
L 1242.45 109.0125 
L 1242.45 111.4875 
L 1242.45 113.9625 
L 1242.45 116.4375 
L 1242.45 118.9125 
L 1242.45 121.3875 
L 1243.6875 122.625 
L 1244.925 123.8625 
L 1243.6875 125.1 
L 1242.45 126.3375 
L 1243.6875 127.575 
L 1244.925 128.8125 
L 1244.925 131.2875 
L 1244.925 133.7625 
L 1244.925 136.2375 
L 1243.6875 137.475 
L 1242.45 138.7125 
L 1242.45 141.1875 
L 1242.45 143.6625 
L 1241.2125 144.9 
L 1239.975 146.1375 
L 1239.975 148.6125 
L 1239.975 151.0875 
L 1239.975 153.5625 
L 1238.7375 154.8 
L 1237.5 156.0375 
L 1236.2625 157.275 
L 1235.025 158.5125 
L 1235.025 160.9875 
L 1233.7875 162.225 
L 1232.55 163.4625 
L 1232.55 165.9375 
L 1231.3125 167.175 
L 1230.075 168.4125 
L 1228.8375 169.65 
L 1227.6 170.8875 
L 1227.6 173.3625 
L 1226.3625 174.6 
L 1225.125 175.8375 
L 1223.8875 177.075 
L 1222.65 178.3125 
L 1221.4125 179.55 
L 1218.9375 179.55 
L 1217.7 180.7875 
L 1217.7 183.2625 
L 1216.4625 184.5 
L 1213.9875 184.5 
L 1212.75 185.7375 
L 1211.5125 186.975 
L 1209.0375 186.975 
L 1207.8 188.2125 
L 1206.5625 189.45 
L 1204.0875 189.45 
L 1202.85 190.6875 
L 1201.6125 191.925 
L 1199.1375 191.925 
L 1196.6625 191.925 
L 1194.1875 191.925 
L 1191.7125 191.925 
L 1189.2375 191.925 
L 1186.7625 191.925 
L 1184.2875 191.925 
L 1181.8125 191.925 
L 1179.3375 191.925 
L 1176.8625 191.925 
L 1174.3875 191.925 
L 1171.9125 191.925 
L 1169.4375 191.925 
L 1168.2 190.6875 
L 1166.9625 189.45 
L 1164.4875 189.45 
L 1162.0125 189.45 
L 1160.775 188.2125 
L 1159.5375 186.975 
L 1157.0625 186.975 
L 1155.825 185.7375 
L 1154.5875 184.5 
L 1153.35 183.2625 
L 1152.1125 182.025 
L 1150.875 180.7875 
L 1149.6375 179.55 
L 1148.4 178.3125 
L 1147.1625 177.075 
L 1145.925 175.8375 
L 1144.6875 174.6 
L 1143.45 173.3625 
L 1142.2125 172.125 
L 1140.975 170.8875 
L 1140.975 168.4125 
L 1139.7375 167.175 
L 1138.5 165.9375 
L 1138.5 163.4625 
L 1137.2625 162.225 
L 1136.025 160.9875 
L 1134.7875 159.75 
L 1133.55 158.5125 
L 1133.55 156.0375 
L 1133.55 153.5625 
L 1133.55 151.0875 
L 1132.3125 149.85 
L 1131.075 148.6125 
L 1131.075 146.1375 
L 1131.075 143.6625 
L 1129.8375 142.425 
L 1128.6 141.1875 
L 1128.6 138.7125 
L 1128.6 136.2375 
L 1128.6 133.7625 
L 1128.6 131.2875 
L 1128.6 128.8125 
L 1129.8375 127.575 
L 1131.075 126.3375 
L 1131.075 123.8625 
L 1131.075 121.3875 
L 1131.075 118.9125 
L 1132.3125 117.675 
L 1133.55 116.4375 
L 1133.55 113.9625 
L 1133.55 111.4875 
L 1133.55 109.0125 
L 1133.55 106.5375 
L 1133.55 104.0625 
L 1134.7875 102.825 
L 1136.025 101.5875 
L 1136.025 99.1125 
L 1136.025 96.6375 
L 1136.025 94.1625 
L 1136.025 91.6875 
L 1136.025 89.2125 
L 1137.2625 87.975 
L 1138.5 86.7375 
L 1138.5 84.2625 
L 1138.5 81.7875 
L 1138.5 79.3125 
L 1138.5 76.8375 
L 1139.7375 75.6 
L 1140.975 74.3625 
L 1140.975 71.8875 
L 1140.975 69.4125 
L 1140.975 66.9375 
L 1142.2125 65.7 
L 1143.45 64.4625 
L 1143.45 61.9875 
L 1144.6875 60.75 
L 1145.925 59.5125 
L 1147.1625 58.275 
L 1148.4 57.0375 
L 1149.6375 55.8 
L 1150.875 54.5625 
L 1152.1125 53.325 
L 1153.35 52.0875 
L 1154.5875 50.85 
L 1155.825 49.6125 
L 1157.0625 48.375 
L 1159.5375 48.375 
L 1160.775 47.1375 
L 1162.0125 45.9 
L 1164.4875 45.9 
L 1166.9625 45.9 
L 1169.4375 45.9 
L 1171.9125 45.9 
L 1174.3875 45.9 
L 1176.8625 45.9 
L 1179.3375 45.9 
L 1181.8125 45.9 
L 1184.2875 45.9 
L 1185.525 47.1375 
L 1186.7625 48.375 
L 1188 47.1375 
L 1189.2375 45.9 
L 1190.475 44.6625 
L 1191.7125 43.425 
z
" clip-path="url(#p2f84b4ba0a)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 55.53375 
L 1131.32625 55.53375 
L 1131.32625 43.92 
L 1124.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 53.038125) 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 55.53375 
L 1251.36 55.53375 
L 1251.36 43.92 
L 1243.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 194.4 
L 1137.118125 194.4 
L 1137.118125 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-5 -->
    <g style="fill: #ffffff" transform="translate(1108.8 191.904375) 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-35" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p0396fca72c)">
    <image xlink:href="data:image/png;base64,
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" id="image4dc0c60e25" transform="scale(1 -1) translate(0 -158.4)" x="1267" y="-36" width="159.12" height="158.4"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1330.3125 43.425 
L 1332.7875 43.425 
L 1335.2625 43.425 
L 1337.7375 43.425 
L 1340.2125 43.425 
L 1342.6875 43.425 
L 1345.1625 43.425 
L 1347.6375 43.425 
L 1350.1125 43.425 
L 1352.5875 43.425 
L 1355.0625 43.425 
L 1357.5375 43.425 
L 1360.0125 43.425 
L 1361.25 44.6625 
L 1362.4875 45.9 
L 1364.9625 45.9 
L 1367.4375 45.9 
L 1369.9125 45.9 
L 1371.15 47.1375 
L 1372.3875 48.375 
L 1374.8625 48.375 
L 1376.1 49.6125 
L 1377.3375 50.85 
L 1379.8125 50.85 
L 1381.05 52.0875 
L 1382.2875 53.325 
L 1383.525 54.5625 
L 1384.7625 55.8 
L 1386 57.0375 
L 1387.2375 58.275 
L 1388.475 59.5125 
L 1389.7125 60.75 
L 1390.95 61.9875 
L 1390.95 64.4625 
L 1392.1875 65.7 
L 1393.425 66.9375 
L 1393.425 69.4125 
L 1393.425 71.8875 
L 1394.6625 73.125 
L 1395.9 74.3625 
L 1395.9 76.8375 
L 1395.9 79.3125 
L 1397.1375 80.55 
L 1398.375 81.7875 
L 1398.375 84.2625 
L 1398.375 86.7375 
L 1399.6125 87.975 
L 1400.85 89.2125 
L 1400.85 91.6875 
L 1400.85 94.1625 
L 1400.85 96.6375 
L 1400.85 99.1125 
L 1400.85 101.5875 
L 1400.85 104.0625 
L 1400.85 106.5375 
L 1400.85 109.0125 
L 1400.85 111.4875 
L 1400.85 113.9625 
L 1400.85 116.4375 
L 1400.85 118.9125 
L 1400.85 121.3875 
L 1400.85 123.8625 
L 1400.85 126.3375 
L 1400.85 128.8125 
L 1400.85 131.2875 
L 1400.85 133.7625 
L 1400.85 136.2375 
L 1400.85 138.7125 
L 1400.85 141.1875 
L 1400.85 143.6625 
L 1399.6125 144.9 
L 1398.375 146.1375 
L 1398.375 148.6125 
L 1398.375 151.0875 
L 1397.1375 152.325 
L 1395.9 153.5625 
L 1395.9 156.0375 
L 1394.6625 157.275 
L 1393.425 158.5125 
L 1392.1875 159.75 
L 1390.95 160.9875 
L 1390.95 163.4625 
L 1389.7125 164.7 
L 1388.475 165.9375 
L 1388.475 168.4125 
L 1387.2375 169.65 
L 1386 170.8875 
L 1386 173.3625 
L 1384.7625 174.6 
L 1382.2875 174.6 
L 1381.05 175.8375 
L 1379.8125 177.075 
L 1378.575 178.3125 
L 1377.3375 179.55 
L 1376.1 180.7875 
L 1374.8625 182.025 
L 1373.625 183.2625 
L 1372.3875 184.5 
L 1369.9125 184.5 
L 1368.675 185.7375 
L 1367.4375 186.975 
L 1364.9625 186.975 
L 1363.725 188.2125 
L 1362.4875 189.45 
L 1360.0125 189.45 
L 1357.5375 189.45 
L 1355.0625 189.45 
L 1352.5875 189.45 
L 1350.1125 189.45 
L 1347.6375 189.45 
L 1345.1625 189.45 
L 1342.6875 189.45 
L 1340.2125 189.45 
L 1338.975 190.6875 
L 1337.7375 191.925 
L 1335.2625 191.925 
L 1334.025 190.6875 
L 1332.7875 189.45 
L 1330.3125 189.45 
L 1327.8375 189.45 
L 1325.3625 189.45 
L 1324.125 188.2125 
L 1322.8875 186.975 
L 1320.4125 186.975 
L 1317.9375 186.975 
L 1316.7 185.7375 
L 1315.4625 184.5 
L 1314.225 183.2625 
L 1312.9875 182.025 
L 1310.5125 182.025 
L 1309.275 180.7875 
L 1308.0375 179.55 
L 1306.8 178.3125 
L 1305.5625 177.075 
L 1304.325 175.8375 
L 1303.0875 174.6 
L 1301.85 173.3625 
L 1301.85 170.8875 
L 1300.6125 169.65 
L 1299.375 168.4125 
L 1298.1375 167.175 
L 1296.9 165.9375 
L 1296.9 163.4625 
L 1295.6625 162.225 
L 1294.425 160.9875 
L 1294.425 158.5125 
L 1293.1875 157.275 
L 1291.95 156.0375 
L 1291.95 153.5625 
L 1291.95 151.0875 
L 1290.7125 149.85 
L 1289.475 148.6125 
L 1289.475 146.1375 
L 1289.475 143.6625 
L 1289.475 141.1875 
L 1289.475 138.7125 
L 1289.475 136.2375 
L 1289.475 133.7625 
L 1289.475 131.2875 
L 1289.475 128.8125 
L 1289.475 126.3375 
L 1289.475 123.8625 
L 1290.7125 122.625 
L 1291.95 121.3875 
L 1291.95 118.9125 
L 1291.95 116.4375 
L 1291.95 113.9625 
L 1291.95 111.4875 
L 1291.95 109.0125 
L 1291.95 106.5375 
L 1291.95 104.0625 
L 1291.95 101.5875 
L 1293.1875 100.35 
L 1294.425 99.1125 
L 1294.425 96.6375 
L 1294.425 94.1625 
L 1294.425 91.6875 
L 1294.425 89.2125 
L 1295.6625 87.975 
L 1296.9 86.7375 
L 1296.9 84.2625 
L 1296.9 81.7875 
L 1296.9 79.3125 
L 1298.1375 78.075 
L 1299.375 76.8375 
L 1299.375 74.3625 
L 1299.375 71.8875 
L 1300.6125 70.65 
L 1301.85 69.4125 
L 1301.85 66.9375 
L 1303.0875 65.7 
L 1304.325 64.4625 
L 1304.325 61.9875 
L 1305.5625 60.75 
L 1306.8 59.5125 
L 1308.0375 58.275 
L 1309.275 57.0375 
L 1309.275 54.5625 
L 1310.5125 53.325 
L 1311.75 52.0875 
L 1312.9875 50.85 
L 1315.4625 50.85 
L 1316.7 49.6125 
L 1317.9375 48.375 
L 1320.4125 48.375 
L 1321.65 47.1375 
L 1322.8875 45.9 
L 1325.3625 45.9 
L 1327.8375 45.9 
L 1329.075 44.6625 
L 1330.3125 43.425 
z
" clip-path="url(#p0396fca72c)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_25">
    <g id="patch_26">
     <path d="M 1283.04 55.53375 
L 1289.72625 55.53375 
L 1289.72625 43.92 
L 1283.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1283.04 53.038125) 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 55.53375 
L 1409.76 55.53375 
L 1409.76 43.92 
L 1401.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1401.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_27">
    <g id="patch_28">
     <path d="M 1267.2 194.4 
L 1291.18875 194.4 
L 1291.18875 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=2 -->
    <g style="fill: #ffffff" transform="translate(1267.2 191.904375) 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"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p461b95d7dc)">
    <image xlink:href="data:image/png;base64,
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" id="image9ef7c49665" transform="scale(1 -1) translate(0 -158.4)" x="1426" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1488.7125 43.425 
L 1491.1875 43.425 
L 1493.6625 43.425 
L 1496.1375 43.425 
L 1498.6125 43.425 
L 1501.0875 43.425 
L 1502.325 44.6625 
L 1503.5625 45.9 
L 1506.0375 45.9 
L 1508.5125 45.9 
L 1509.75 44.6625 
L 1510.9875 43.425 
L 1513.4625 43.425 
L 1515.9375 43.425 
L 1518.4125 43.425 
L 1519.65 44.6625 
L 1520.8875 45.9 
L 1523.3625 45.9 
L 1525.8375 45.9 
L 1528.3125 45.9 
L 1529.55 47.1375 
L 1530.7875 48.375 
L 1533.2625 48.375 
L 1534.5 49.6125 
L 1535.7375 50.85 
L 1538.2125 50.85 
L 1539.45 52.0875 
L 1540.6875 53.325 
L 1541.925 54.5625 
L 1543.1625 55.8 
L 1544.4 57.0375 
L 1544.4 59.5125 
L 1545.6375 60.75 
L 1546.875 61.9875 
L 1548.1125 63.225 
L 1549.35 64.4625 
L 1549.35 66.9375 
L 1550.5875 68.175 
L 1551.825 69.4125 
L 1551.825 71.8875 
L 1553.0625 73.125 
L 1554.3 74.3625 
L 1554.3 76.8375 
L 1554.3 79.3125 
L 1555.5375 80.55 
L 1556.775 81.7875 
L 1556.775 84.2625 
L 1556.775 86.7375 
L 1556.775 89.2125 
L 1558.0125 90.45 
L 1559.25 91.6875 
L 1559.25 94.1625 
L 1559.25 96.6375 
L 1559.25 99.1125 
L 1559.25 101.5875 
L 1559.25 104.0625 
L 1559.25 106.5375 
L 1559.25 109.0125 
L 1559.25 111.4875 
L 1559.25 113.9625 
L 1559.25 116.4375 
L 1559.25 118.9125 
L 1559.25 121.3875 
L 1559.25 123.8625 
L 1559.25 126.3375 
L 1559.25 128.8125 
L 1559.25 131.2875 
L 1559.25 133.7625 
L 1559.25 136.2375 
L 1559.25 138.7125 
L 1559.25 141.1875 
L 1559.25 143.6625 
L 1558.0125 144.9 
L 1556.775 146.1375 
L 1556.775 148.6125 
L 1556.775 151.0875 
L 1555.5375 152.325 
L 1554.3 153.5625 
L 1554.3 156.0375 
L 1553.0625 157.275 
L 1551.825 158.5125 
L 1551.825 160.9875 
L 1550.5875 162.225 
L 1549.35 163.4625 
L 1549.35 165.9375 
L 1548.1125 167.175 
L 1546.875 168.4125 
L 1545.6375 169.65 
L 1544.4 170.8875 
L 1544.4 173.3625 
L 1543.1625 174.6 
L 1541.925 175.8375 
L 1540.6875 177.075 
L 1539.45 178.3125 
L 1538.2125 179.55 
L 1535.7375 179.55 
L 1534.5 180.7875 
L 1533.2625 182.025 
L 1530.7875 182.025 
L 1529.55 183.2625 
L 1528.3125 184.5 
L 1525.8375 184.5 
L 1524.6 185.7375 
L 1523.3625 186.975 
L 1520.8875 186.975 
L 1519.65 188.2125 
L 1518.4125 189.45 
L 1515.9375 189.45 
L 1513.4625 189.45 
L 1510.9875 189.45 
L 1508.5125 189.45 
L 1506.0375 189.45 
L 1503.5625 189.45 
L 1501.0875 189.45 
L 1498.6125 189.45 
L 1496.1375 189.45 
L 1493.6625 189.45 
L 1491.1875 189.45 
L 1488.7125 189.45 
L 1487.475 188.2125 
L 1486.2375 186.975 
L 1483.7625 186.975 
L 1481.2875 186.975 
L 1478.8125 186.975 
L 1477.575 185.7375 
L 1476.3375 184.5 
L 1473.8625 184.5 
L 1472.625 183.2625 
L 1471.3875 182.025 
L 1470.15 180.7875 
L 1468.9125 179.55 
L 1467.675 178.3125 
L 1466.4375 177.075 
L 1465.2 175.8375 
L 1463.9625 174.6 
L 1462.725 173.3625 
L 1461.4875 172.125 
L 1460.25 170.8875 
L 1459.0125 169.65 
L 1457.775 168.4125 
L 1457.775 165.9375 
L 1456.5375 164.7 
L 1455.3 163.4625 
L 1455.3 160.9875 
L 1454.0625 159.75 
L 1452.825 158.5125 
L 1451.5875 157.275 
L 1450.35 156.0375 
L 1450.35 153.5625 
L 1450.35 151.0875 
L 1450.35 148.6125 
L 1450.35 146.1375 
L 1449.1125 144.9 
L 1447.875 143.6625 
L 1449.1125 142.425 
L 1450.35 141.1875 
L 1450.35 138.7125 
L 1449.1125 137.475 
L 1447.875 136.2375 
L 1447.875 133.7625 
L 1447.875 131.2875 
L 1447.875 128.8125 
L 1447.875 126.3375 
L 1447.875 123.8625 
L 1447.875 121.3875 
L 1449.1125 120.15 
L 1450.35 118.9125 
L 1450.35 116.4375 
L 1450.35 113.9625 
L 1450.35 111.4875 
L 1450.35 109.0125 
L 1450.35 106.5375 
L 1450.35 104.0625 
L 1450.35 101.5875 
L 1451.5875 100.35 
L 1452.825 99.1125 
L 1452.825 96.6375 
L 1452.825 94.1625 
L 1452.825 91.6875 
L 1452.825 89.2125 
L 1454.0625 87.975 
L 1455.3 86.7375 
L 1455.3 84.2625 
L 1455.3 81.7875 
L 1456.5375 80.55 
L 1457.775 79.3125 
L 1457.775 76.8375 
L 1459.0125 75.6 
L 1460.25 74.3625 
L 1460.25 71.8875 
L 1460.25 69.4125 
L 1461.4875 68.175 
L 1462.725 66.9375 
L 1462.725 64.4625 
L 1463.9625 63.225 
L 1465.2 61.9875 
L 1466.4375 60.75 
L 1467.675 59.5125 
L 1467.675 57.0375 
L 1468.9125 55.8 
L 1470.15 54.5625 
L 1471.3875 53.325 
L 1472.625 52.0875 
L 1473.8625 50.85 
L 1475.1 49.6125 
L 1476.3375 48.375 
L 1478.8125 48.375 
L 1480.05 47.1375 
L 1481.2875 45.9 
L 1483.7625 45.9 
L 1486.2375 45.9 
L 1487.475 44.6625 
L 1488.7125 43.425 
z
" clip-path="url(#p461b95d7dc)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_28">
    <g id="patch_29">
     <path d="M 1441.44 55.53375 
L 1448.12625 55.53375 
L 1448.12625 43.92 
L 1441.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1441.44 53.038125) 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 55.53375 
L 1568.16 55.53375 
L 1568.16 43.92 
L 1559.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1559.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_30">
    <g id="patch_31">
     <path d="M 1425.6 194.4 
L 1449.58875 194.4 
L 1449.58875 182.78625 
L 1425.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=6 -->
    <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <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-36" x="136.279297"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p6615779916">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p183aa76074">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p1434157634">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pbf0dec61cb">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pe5e936cc00">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pfe82262c1c">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p09272eab21">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pc970a9d015">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p2f84b4ba0a">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0396fca72c">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p461b95d7dc">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>