ds004086/sub-059/figures/sub-059_task-RecogConf_run-4_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>2026-04-01T11:42:35.148492</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(#p66f3a2954f)">
    <image xlink:href="data:image/png;base64,
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" id="imagea38530a5dc" 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(#p2f3e2c81ee)">
    <image xlink:href="data:image/png;base64,
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" id="image26b15bc9c8" 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 75.4875 83.025 
L 77.9625 83.025 
L 80.4375 83.025 
L 81.675 84.2625 
L 81.675 86.7375 
L 80.4375 87.975 
L 77.9625 87.975 
L 76.725 89.2125 
L 77.9625 90.45 
L 79.2 91.6875 
L 80.4375 92.925 
L 82.9125 92.925 
L 85.3875 92.925 
L 86.625 91.6875 
L 87.8625 90.45 
L 89.1 89.2125 
L 90.3375 87.975 
L 91.575 89.2125 
L 92.8125 90.45 
L 95.2875 90.45 
L 96.525 89.2125 
L 97.7625 87.975 
L 99 86.7375 
L 100.2375 85.5 
L 102.7125 85.5 
L 105.1875 85.5 
L 106.425 86.7375 
L 107.6625 87.975 
L 110.1375 87.975 
L 111.375 89.2125 
L 111.375 91.6875 
L 112.6125 92.925 
L 113.85 94.1625 
L 113.85 96.6375 
L 115.0875 97.875 
L 116.325 99.1125 
L 116.325 101.5875 
L 117.5625 102.825 
L 118.8 104.0625 
L 120.0375 105.3 
L 121.275 106.5375 
L 121.275 109.0125 
L 122.5125 110.25 
L 123.75 111.4875 
L 123.75 113.9625 
L 123.75 116.4375 
L 123.75 118.9125 
L 123.75 121.3875 
L 123.75 123.8625 
L 123.75 126.3375 
L 123.75 128.8125 
L 123.75 131.2875 
L 123.75 133.7625 
L 123.75 136.2375 
L 123.75 138.7125 
L 123.75 141.1875 
L 122.5125 142.425 
L 121.275 143.6625 
L 121.275 146.1375 
L 121.275 148.6125 
L 120.0375 149.85 
L 118.8 151.0875 
L 118.8 153.5625 
L 117.5625 154.8 
L 116.325 156.0375 
L 116.325 158.5125 
L 115.0875 159.75 
L 113.85 160.9875 
L 112.6125 162.225 
L 111.375 163.4625 
L 110.1375 164.7 
L 108.9 165.9375 
L 107.6625 167.175 
L 106.425 168.4125 
L 105.1875 169.65 
L 102.7125 169.65 
L 101.475 170.8875 
L 100.2375 172.125 
L 99 173.3625 
L 97.7625 174.6 
L 95.2875 174.6 
L 94.05 175.8375 
L 92.8125 177.075 
L 90.3375 177.075 
L 87.8625 177.075 
L 85.3875 177.075 
L 82.9125 177.075 
L 80.4375 177.075 
L 77.9625 177.075 
L 75.4875 177.075 
L 73.0125 177.075 
L 70.5375 177.075 
L 68.0625 177.075 
L 65.5875 177.075 
L 63.1125 177.075 
L 60.6375 177.075 
L 58.1625 177.075 
L 55.6875 177.075 
L 54.45 175.8375 
L 53.2125 174.6 
L 50.7375 174.6 
L 49.5 173.3625 
L 48.2625 172.125 
L 45.7875 172.125 
L 44.55 170.8875 
L 44.55 168.4125 
L 43.3125 167.175 
L 42.075 165.9375 
L 40.8375 164.7 
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 34.65 156.0375 
L 33.4125 154.8 
L 32.175 153.5625 
L 32.175 151.0875 
L 32.175 148.6125 
L 32.175 146.1375 
L 32.175 143.6625 
L 32.175 141.1875 
L 32.175 138.7125 
L 30.9375 137.475 
L 29.7 136.2375 
L 29.7 133.7625 
L 29.7 131.2875 
L 30.9375 130.05 
L 32.175 128.8125 
L 30.9375 127.575 
L 29.7 126.3375 
L 30.9375 125.1 
L 32.175 123.8625 
L 32.175 121.3875 
L 32.175 118.9125 
L 32.175 116.4375 
L 33.4125 115.2 
L 34.65 113.9625 
L 34.65 111.4875 
L 35.8875 110.25 
L 37.125 109.0125 
L 37.125 106.5375 
L 38.3625 105.3 
L 39.6 104.0625 
L 40.8375 102.825 
L 42.075 101.5875 
L 42.075 99.1125 
L 42.075 96.6375 
L 43.3125 95.4 
L 44.55 94.1625 
L 44.55 91.6875 
L 45.7875 90.45 
L 47.025 89.2125 
L 48.2625 87.975 
L 50.7375 87.975 
L 51.975 86.7375 
L 53.2125 85.5 
L 54.45 86.7375 
L 55.6875 87.975 
L 58.1625 87.975 
L 59.4 89.2125 
L 60.6375 90.45 
L 63.1125 90.45 
L 65.5875 90.45 
L 66.825 89.2125 
L 68.0625 87.975 
L 69.3 86.7375 
L 70.5375 85.5 
L 73.0125 85.5 
L 74.25 84.2625 
L 75.4875 83.025 
z
M 73.0125 97.875 
L 71.775 99.1125 
L 73.0125 100.35 
L 75.4875 100.35 
L 76.725 99.1125 
L 75.4875 97.875 
L 73.0125 97.875 
z
" clip-path="url(#p2f3e2c81ee)" 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=-23 -->
    <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-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-33" d="M 2597 2516 
Q 3050 2419 3304 2112 
Q 3559 1806 3559 1356 
Q 3559 666 3084 287 
Q 2609 -91 1734 -91 
Q 1441 -91 1130 -33 
Q 819 25 488 141 
L 488 750 
Q 750 597 1062 519 
Q 1375 441 1716 441 
Q 2309 441 2620 675 
Q 2931 909 2931 1356 
Q 2931 1769 2642 2001 
Q 2353 2234 1838 2234 
L 1294 2234 
L 1294 2753 
L 1863 2753 
Q 2328 2753 2575 2939 
Q 2822 3125 2822 3475 
Q 2822 3834 2567 4026 
Q 2313 4219 1838 4219 
Q 1578 4219 1281 4162 
Q 984 4106 628 3988 
L 628 4550 
Q 988 4650 1302 4700 
Q 1616 4750 1894 4750 
Q 2613 4750 3031 4423 
Q 3450 4097 3450 3541 
Q 3450 3153 3228 2886 
Q 3006 2619 2597 2516 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-33" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p8f367ea6c2)">
    <image xlink:href="data:image/png;base64,
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" id="image6cb079d1ce" 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 233.8875 80.55 
L 236.3625 80.55 
L 237.6 81.7875 
L 238.8375 83.025 
L 241.3125 83.025 
L 242.55 84.2625 
L 243.7875 85.5 
L 246.2625 85.5 
L 248.7375 85.5 
L 251.2125 85.5 
L 253.6875 85.5 
L 254.925 84.2625 
L 256.1625 83.025 
L 258.6375 83.025 
L 261.1125 83.025 
L 263.5875 83.025 
L 266.0625 83.025 
L 267.3 84.2625 
L 267.3 86.7375 
L 268.5375 87.975 
L 269.775 89.2125 
L 269.775 91.6875 
L 269.775 94.1625 
L 269.775 96.6375 
L 271.0125 97.875 
L 272.25 99.1125 
L 272.25 101.5875 
L 273.4875 102.825 
L 274.725 104.0625 
L 274.725 106.5375 
L 275.9625 107.775 
L 277.2 109.0125 
L 277.2 111.4875 
L 278.4375 112.725 
L 279.675 113.9625 
L 279.675 116.4375 
L 279.675 118.9125 
L 280.9125 120.15 
L 282.15 121.3875 
L 282.15 123.8625 
L 282.15 126.3375 
L 282.15 128.8125 
L 282.15 131.2875 
L 282.15 133.7625 
L 282.15 136.2375 
L 282.15 138.7125 
L 282.15 141.1875 
L 280.9125 142.425 
L 279.675 143.6625 
L 279.675 146.1375 
L 279.675 148.6125 
L 279.675 151.0875 
L 278.4375 152.325 
L 277.2 153.5625 
L 277.2 156.0375 
L 275.9625 157.275 
L 274.725 158.5125 
L 273.4875 159.75 
L 272.25 160.9875 
L 271.0125 162.225 
L 269.775 163.4625 
L 268.5375 164.7 
L 267.3 165.9375 
L 266.0625 167.175 
L 264.825 168.4125 
L 263.5875 169.65 
L 261.1125 169.65 
L 259.875 170.8875 
L 258.6375 172.125 
L 256.1625 172.125 
L 254.925 173.3625 
L 253.6875 174.6 
L 251.2125 174.6 
L 249.975 175.8375 
L 248.7375 177.075 
L 246.2625 177.075 
L 243.7875 177.075 
L 241.3125 177.075 
L 238.8375 177.075 
L 236.3625 177.075 
L 233.8875 177.075 
L 231.4125 177.075 
L 228.9375 177.075 
L 226.4625 177.075 
L 223.9875 177.075 
L 221.5125 177.075 
L 219.0375 177.075 
L 216.5625 177.075 
L 215.325 175.8375 
L 214.0875 174.6 
L 211.6125 174.6 
L 210.375 173.3625 
L 209.1375 172.125 
L 206.6625 172.125 
L 204.1875 172.125 
L 202.95 170.8875 
L 201.7125 169.65 
L 200.475 168.4125 
L 200.475 165.9375 
L 199.2375 164.7 
L 198 163.4625 
L 196.7625 162.225 
L 195.525 160.9875 
L 194.2875 159.75 
L 193.05 158.5125 
L 193.05 156.0375 
L 191.8125 154.8 
L 190.575 153.5625 
L 190.575 151.0875 
L 190.575 148.6125 
L 190.575 146.1375 
L 190.575 143.6625 
L 190.575 141.1875 
L 190.575 138.7125 
L 190.575 136.2375 
L 190.575 133.7625 
L 190.575 131.2875 
L 190.575 128.8125 
L 190.575 126.3375 
L 191.8125 125.1 
L 193.05 123.8625 
L 193.05 121.3875 
L 193.05 118.9125 
L 193.05 116.4375 
L 193.05 113.9625 
L 194.2875 112.725 
L 195.525 111.4875 
L 195.525 109.0125 
L 195.525 106.5375 
L 196.7625 105.3 
L 198 104.0625 
L 198 101.5875 
L 199.2375 100.35 
L 200.475 99.1125 
L 200.475 96.6375 
L 200.475 94.1625 
L 201.7125 92.925 
L 202.95 91.6875 
L 202.95 89.2125 
L 204.1875 87.975 
L 205.425 86.7375 
L 206.6625 85.5 
L 207.9 84.2625 
L 209.1375 83.025 
L 211.6125 83.025 
L 212.85 84.2625 
L 214.0875 85.5 
L 215.325 86.7375 
L 216.5625 87.975 
L 219.0375 87.975 
L 221.5125 87.975 
L 222.75 86.7375 
L 223.9875 85.5 
L 225.225 84.2625 
L 226.4625 83.025 
L 228.9375 83.025 
L 231.4125 83.025 
L 232.65 81.7875 
L 233.8875 80.55 
z
" clip-path="url(#p8f367ea6c2)" 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=-16 -->
    <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)"/>
      <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pe58842be5a)">
    <image xlink:href="data:image/png;base64,
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" id="imagebc410dd6e1" 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 382.3875 80.55 
L 384.8625 80.55 
L 387.3375 80.55 
L 389.8125 80.55 
L 392.2875 80.55 
L 394.7625 80.55 
L 397.2375 80.55 
L 398.475 81.7875 
L 399.7125 83.025 
L 402.1875 83.025 
L 403.425 84.2625 
L 404.6625 85.5 
L 405.9 84.2625 
L 407.1375 83.025 
L 409.6125 83.025 
L 410.85 81.7875 
L 412.0875 80.55 
L 414.5625 80.55 
L 417.0375 80.55 
L 419.5125 80.55 
L 421.9875 80.55 
L 423.225 81.7875 
L 424.4625 83.025 
L 425.7 84.2625 
L 426.9375 85.5 
L 428.175 86.7375 
L 428.175 89.2125 
L 428.175 91.6875 
L 428.175 94.1625 
L 429.4125 95.4 
L 430.65 96.6375 
L 431.8875 97.875 
L 433.125 99.1125 
L 433.125 101.5875 
L 433.125 104.0625 
L 433.125 106.5375 
L 433.125 109.0125 
L 434.3625 110.25 
L 435.6 111.4875 
L 435.6 113.9625 
L 436.8375 115.2 
L 438.075 116.4375 
L 438.075 118.9125 
L 438.075 121.3875 
L 438.075 123.8625 
L 439.3125 125.1 
L 440.55 126.3375 
L 440.55 128.8125 
L 440.55 131.2875 
L 440.55 133.7625 
L 440.55 136.2375 
L 440.55 138.7125 
L 440.55 141.1875 
L 440.55 143.6625 
L 439.3125 144.9 
L 438.075 146.1375 
L 438.075 148.6125 
L 438.075 151.0875 
L 436.8375 152.325 
L 435.6 153.5625 
L 434.3625 154.8 
L 433.125 156.0375 
L 433.125 158.5125 
L 431.8875 159.75 
L 430.65 160.9875 
L 429.4125 162.225 
L 428.175 163.4625 
L 426.9375 164.7 
L 425.7 165.9375 
L 424.4625 167.175 
L 423.225 168.4125 
L 421.9875 169.65 
L 419.5125 169.65 
L 418.275 170.8875 
L 417.0375 172.125 
L 414.5625 172.125 
L 412.0875 172.125 
L 410.85 173.3625 
L 409.6125 174.6 
L 407.1375 174.6 
L 405.9 175.8375 
L 404.6625 177.075 
L 402.1875 177.075 
L 399.7125 177.075 
L 397.2375 177.075 
L 394.7625 177.075 
L 392.2875 177.075 
L 389.8125 177.075 
L 387.3375 177.075 
L 384.8625 177.075 
L 382.3875 177.075 
L 379.9125 177.075 
L 378.675 175.8375 
L 377.4375 174.6 
L 374.9625 174.6 
L 372.4875 174.6 
L 370.0125 174.6 
L 368.775 173.3625 
L 367.5375 172.125 
L 365.0625 172.125 
L 363.825 170.8875 
L 362.5875 169.65 
L 361.35 168.4125 
L 360.1125 167.175 
L 358.875 165.9375 
L 357.6375 164.7 
L 356.4 163.4625 
L 355.1625 162.225 
L 353.925 160.9875 
L 352.6875 159.75 
L 351.45 158.5125 
L 350.2125 157.275 
L 348.975 156.0375 
L 348.975 153.5625 
L 348.975 151.0875 
L 348.975 148.6125 
L 348.975 146.1375 
L 348.975 143.6625 
L 348.975 141.1875 
L 348.975 138.7125 
L 348.975 136.2375 
L 348.975 133.7625 
L 348.975 131.2875 
L 350.2125 130.05 
L 351.45 128.8125 
L 351.45 126.3375 
L 351.45 123.8625 
L 351.45 121.3875 
L 352.6875 120.15 
L 353.925 118.9125 
L 353.925 116.4375 
L 353.925 113.9625 
L 353.925 111.4875 
L 353.925 109.0125 
L 353.925 106.5375 
L 355.1625 105.3 
L 356.4 104.0625 
L 356.4 101.5875 
L 356.4 99.1125 
L 357.6375 97.875 
L 358.875 96.6375 
L 358.875 94.1625 
L 358.875 91.6875 
L 360.1125 90.45 
L 361.35 89.2125 
L 361.35 86.7375 
L 362.5875 85.5 
L 363.825 84.2625 
L 365.0625 83.025 
L 367.5375 83.025 
L 370.0125 83.025 
L 372.4875 83.025 
L 374.9625 83.025 
L 376.2 84.2625 
L 377.4375 85.5 
L 378.675 84.2625 
L 379.9125 83.025 
L 381.15 81.7875 
L 382.3875 80.55 
z
" clip-path="url(#pe58842be5a)" 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=-12 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) 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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p8a3dfd1f1f)">
    <image xlink:href="data:image/png;base64,
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" id="imagef46453fe8d" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 545.7375 75.6 
L 548.2125 75.6 
L 550.6875 75.6 
L 553.1625 75.6 
L 555.6375 75.6 
L 558.1125 75.6 
L 559.35 76.8375 
L 560.5875 78.075 
L 563.0625 78.075 
L 565.5375 78.075 
L 568.0125 78.075 
L 570.4875 78.075 
L 572.9625 78.075 
L 575.4375 78.075 
L 577.9125 78.075 
L 579.15 79.3125 
L 580.3875 80.55 
L 581.625 81.7875 
L 582.8625 83.025 
L 584.1 84.2625 
L 585.3375 85.5 
L 586.575 86.7375 
L 586.575 89.2125 
L 586.575 91.6875 
L 587.8125 92.925 
L 589.05 94.1625 
L 589.05 96.6375 
L 590.2875 97.875 
L 591.525 99.1125 
L 591.525 101.5875 
L 591.525 104.0625 
L 591.525 106.5375 
L 592.7625 107.775 
L 594 109.0125 
L 594 111.4875 
L 594 113.9625 
L 594 116.4375 
L 595.2375 117.675 
L 596.475 118.9125 
L 596.475 121.3875 
L 596.475 123.8625 
L 596.475 126.3375 
L 597.7125 127.575 
L 598.95 128.8125 
L 598.95 131.2875 
L 598.95 133.7625 
L 598.95 136.2375 
L 598.95 138.7125 
L 598.95 141.1875 
L 597.7125 142.425 
L 596.475 143.6625 
L 596.475 146.1375 
L 596.475 148.6125 
L 595.2375 149.85 
L 594 151.0875 
L 594 153.5625 
L 592.7625 154.8 
L 591.525 156.0375 
L 590.2875 157.275 
L 589.05 158.5125 
L 587.8125 159.75 
L 586.575 160.9875 
L 585.3375 162.225 
L 584.1 163.4625 
L 582.8625 164.7 
L 581.625 165.9375 
L 580.3875 167.175 
L 577.9125 167.175 
L 575.4375 167.175 
L 574.2 168.4125 
L 574.2 170.8875 
L 572.9625 172.125 
L 570.4875 172.125 
L 569.25 173.3625 
L 568.0125 174.6 
L 565.5375 174.6 
L 564.3 175.8375 
L 563.0625 177.075 
L 560.5875 177.075 
L 558.1125 177.075 
L 555.6375 177.075 
L 553.1625 177.075 
L 550.6875 177.075 
L 548.2125 177.075 
L 545.7375 177.075 
L 543.2625 177.075 
L 540.7875 177.075 
L 539.55 175.8375 
L 538.3125 174.6 
L 535.8375 174.6 
L 534.6 173.3625 
L 533.3625 172.125 
L 530.8875 172.125 
L 528.4125 172.125 
L 527.175 170.8875 
L 525.9375 169.65 
L 524.7 168.4125 
L 523.4625 167.175 
L 520.9875 167.175 
L 519.75 165.9375 
L 518.5125 164.7 
L 516.0375 164.7 
L 514.8 163.4625 
L 513.5625 162.225 
L 512.325 160.9875 
L 511.0875 159.75 
L 509.85 158.5125 
L 508.6125 157.275 
L 507.375 156.0375 
L 507.375 153.5625 
L 507.375 151.0875 
L 507.375 148.6125 
L 507.375 146.1375 
L 507.375 143.6625 
L 507.375 141.1875 
L 507.375 138.7125 
L 507.375 136.2375 
L 507.375 133.7625 
L 508.6125 132.525 
L 509.85 131.2875 
L 509.85 128.8125 
L 509.85 126.3375 
L 509.85 123.8625 
L 511.0875 122.625 
L 512.325 121.3875 
L 512.325 118.9125 
L 512.325 116.4375 
L 512.325 113.9625 
L 512.325 111.4875 
L 512.325 109.0125 
L 512.325 106.5375 
L 513.5625 105.3 
L 514.8 104.0625 
L 514.8 101.5875 
L 514.8 99.1125 
L 514.8 96.6375 
L 514.8 94.1625 
L 516.0375 92.925 
L 517.275 91.6875 
L 517.275 89.2125 
L 518.5125 87.975 
L 519.75 86.7375 
L 519.75 84.2625 
L 520.9875 83.025 
L 522.225 81.7875 
L 523.4625 80.55 
L 524.7 79.3125 
L 525.9375 78.075 
L 528.4125 78.075 
L 530.8875 78.075 
L 533.3625 78.075 
L 535.8375 78.075 
L 538.3125 78.075 
L 540.7875 78.075 
L 543.2625 78.075 
L 544.5 76.8375 
L 545.7375 75.6 
z
" clip-path="url(#p8a3dfd1f1f)" 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 503.518125 194.4 
L 503.518125 182.78625 
L 475.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-4 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-34" d="M 2419 4116 
L 825 1625 
L 2419 1625 
L 2419 4116 
z
M 2253 4666 
L 3047 4666 
L 3047 1625 
L 3713 1625 
L 3713 1100 
L 3047 1100 
L 3047 0 
L 2419 0 
L 2419 1100 
L 313 1100 
L 313 1709 
L 2253 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p6198441126)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAdsklEQVR4nO2dR8hlxdaGVxuuOefY5uw1ISqIaWAEHZgGOhJEHTpxItyJEwciKIj36kQFUcEWEUwYWjC22bbNOees917zP/jp+p9677fXrbP/c8ru9n1Gdb7ap84OX7HftWqtVfMi4vdoYN68eS2HTfQ99q200kpV3++//99prbLKKlUfP//zn/+s+jjOb7/91nSOK6+8cvX5119/nfM89JyJ/hbPQ8fgZx2Pn3VMXjf7suvMxte+oXH0OJ6/PjeOod/Lns1f/vKXOfv4LHQMva967BD6PcJzzo4by0r//RBjzLTwhDOmI6v890P+l9bX8CTfY18mizK5qXJw6LwyWZRJkUySZX9XGUz4e3rdmdyk7Prxxx9LW+9Bds/5e/q9MXIqk9zZc8v4+eefB78z9rxamYWMJH7DGdMRTzhjOuIJZ0xHmm24WS8LTGKHtLrt2ZeNt+qqq1aff/rppznH08+002h3RESsvfbapZ3ZMrTLIiJ++eWXOds65pdffjl4/lwq0evObN6h+5o9w2xZQG3jbBzapNPwCWQ2+x+J33DGdMQTzpiOLDPLAtlx6mKnVFHZMiSZVHZRAup3KJP0tznOOuusM+d4EbW00r5///vfg+f1r3/9a87zj4j49ttvS3u11VYbHIOf9dnwe9pHKcpzzpZsskgQlZuk9XmrrM4icVrH/yPxG86YjnjCGdMRTzhjOjKTZYEh17xq+lZ3c+bazlzPrTp+vfXWG/ys9hfd1z/88ENpb7rpptVxa6yxRmmrHfLZZ5+VNpcg9Hu09SLqa+U56vnzOL3nm2++eWl///33VR/tO47x1VdfVcdlIXmThMkNwTHUPm0d3zacMcYTzpiezIvGBNT/+OKIyJNJIhYylzJRuTaU5LjttttWxw1FbUTUbmmVJpRdlLaUghERn3zySWl/+umng+OrZOKYlK9z/cZSeC0R9XWrbKTrX7+35pprlvZ3331X2pTOEbUs5XH62yqX+az0vg4tJ+hxrUnFY7MMZo3fcMZ0xBPOmI54whnTkeZlAaVVE2eu2qyPej+z77Ks6A022KC0NUTr/fffL+1111236mPIltpRtGcYakX7JyIP3+L5T5J1vcsuu5T2559/Pud39Bz1tzfaaKPSVnc/7xHvgY7/8ccfl/Ymm2wyOP5LL700OL6693mtfPb63FpDBZdV/IYzpiOecMZ0ZLSkbJWKLX+fa4xMHmSSklEXH330UWmrC3zDDTcsbXV7c5lAXdtbb711aTOyf/78+YPHPfnkk1Uf3eqZm/ubb76pPh9zzDGlfdttt5X2eeedVx336quvlvb6669f9S1atKi077///qqP8payUZNkuTyh0pBSXeUgn43KWUpfSkqV3Lxfy6O89BvOmI54whnTEU84Yzoy82WB7DtZ9i7tNLUTeKy6vRlGtccee5Q2I/QjavtOz4v2np7XCSecUNoXXHBBadNmmwQNveJvP/LII1Xf+eefX9qXXnppaR955JGjfvvtt9+uPl9yySWlffXVV5e2LsvQdlUbkX1672jD6TIKbUbafmpDtxY3GluFYNb4DWdMRzzhjOnI6GyBqfx48tqnrGDESETtlqYUiYjYcccdS/vdd98tbZU3HPPrr7+u+rbaaqvSXrBgQdW31157DZ7zrKG7n1EnCq9HJR/vFzMfIiKeeuqp0r7oootK+4MPPqiO+/DDD0s7q/+oSzHMVNAIFbr/eRwjavT3su2qltUlA7/hjOmIJ5wxHekqKTMJqfKGckSlCYOGt9xyy6qP8oceQPWKnXjiiaV92WWXVX0qYYegl4+RK/rbeo6Ut1mi7V133VV9PvbYY+c8LvN0Zrz11lvV5+233760KesoZSMizj777NJ+5513qj5+T+8JI0jUu8znxgBo9VAzmFw9mFkUSmviKvEOqMYs53jCGdMRTzhjOpLacNPYoirb9jerc7/ddtuV9ptvvln1MYKErv+I2p6h6/yGG26ojtttt90Gzz+DESqZG5r2itpU6hIfQrMFGEXDjAO1sWgzarQ962cuXLiw6uOSBzMmdt111+o42pYXXnhh1cdz0XqZdPGvtdZaVR+fN4/Twkm09bK6ncqykj3gN5wxHfGEM6YjafDyNLaoyoJNKQFUttDdTDdxRC0ldDmBMvLBBx8cPMdWNFGSURYk21l04403HuzLXPqZzOaShNbmZE1MjcTZbLPNSluXPxh4rNE3hMsT6vpnfZjLL7+86rvuuutKW6+bSz1cKtlhhx2q43itlPcR9ZLBWAk5a+npN5wxHfGEM6YjnnDGdGQqywJ6HD9n2/fuvvvupa21IV988cXS/utf/1r1Pfvss6VNmyQi4rHHHivt1hCnDHU9L1mypLRpP6qtt80225S2bnnF72k0P13pjz76aNXHWpFcFtAQLZ6zusoZDqX3nMsJDL3aYostYohXXnml+qy2OHnooYdKmwWR9Dz322+/0n7hhReq44444ojS5rOOqO3CbAvoadhpY8fwG86YjnjCGdOR0csCY76nEduMnNCaI4zmv+WWWwZ/izIlopaRlCnqtqe00rqLRLdj4jiUzpqNQHlDd3tE7UpX9zslpZZZ111Wl6LLApTZGlHPMfW8KP9XX331OX8ror62nXfeueqjtFZJf+ihh5b2888/X/WddNJJpf3MM8+UNhOK9bz0njM6Zuy2VrPGbzhjOuIJZ0xHPOGM6Uhqw00jW4A2j9pRDHn64osvqj5Gnet5XHPNNaWtbnXaF7Rt1F6hi11tONoCb7zxRtXHc6G7XDMa6HJXG4t9uh0xMwT0vBjKxDF5LRF1eJsuLQyF3UXUUfq0vxYvXlwdx+UDtdOybHk+Gw3ZuvPOO0ubSwuaLfD000+Xtob1MQNBQ8eGbLXe9Sv9hjOmI55wxnRkdBGh1jLTbGvhGJKVCldJRvmm50G3NyPlGZkRUUe9aAbA66+/XtoqK+iap1tax6DU0ggbQvkaUcspRtBH1BEkPC+NqqBc07qOHFOjY+hKp5zV+8+lC80W4Pc0AZX3JCuexLqg2XKLykY+Y62lySWi1qgTXVrIamJm8Fi/4YzpiCecMR2Zyu45WblrtjXqgXKB9Qwjahmm0Qb8PZU79PpRMmkdEe7UqdKNXkTdHZWSVfuGjsuCf/W6GXmi0R6MeuGYKg2zmiCM6FGvMe8rk341gZYeZZWz9Aar5GOwuj43Pu/TTjuttK+66qrB4/S8+L+WmS9EZWPr7jxj8RvOmI54whnTEU84Yzoy2oYjY4sN0c2ttgZtA41moC2jURaMPGEkgrrHafdoxAJtA3X3036hDar2EG0ztRNo56gtQ9tS7U7eI46vSwt0uWv9R9rRalMPLQXo/eF5sWBRRB6lT/tRbdf58+eX9t/+9rfSZgRKRG2ja6bCk08+Wdp6bWOWBZRpRJ74DWdMRzzhjOnIVCRlRvYapvTR4GK61V977bWqj5EgrH8RUUs+yil1IVOK6jnSNa+1D4fKm2s0CSWxuu0ZnaGu/6wGDF3dlJG6rJGNP5RAq/A+aiIsS6Jn91XrkfC3uTVWRL2EwABoJqZGRNx0002lrc8mW6ZpDV52XUpjViA84YzpiCecMR2Zig3XGgKjEeLUy+q+pu3B6PGI2m7TrZpo5zz33HOlrTUYaTOonTOU6BlR21V0Pau9xWvTLbW4RKG/TVtWz5nJsLTT9L7SvlOXPm1LXcrgcgvH1P0JuEyjNg/tL90SjPUzdTmB94Hjn3HGGdVxd9xxR2nrdsf8nhZ/yhJvh5jFkoHfcMZ0xBPOmI7MPNKEaNltyhaNOqc80NoelIqauEpJSZe1upCZxKrREdnWU5SRPH+NbCBaLp1ySpM0Ka3UHc9jKYk1aoMRMPrbHFOTO/XzUjQKiO5+1jeJqEvU77TTTlUfJTIjSyL+c1loKXr+lKUsJx8xvDttxDh3v2uaGLOc4wlnTEc84YzpyMxDu7IlAy4FqP3AMJ0HHnig6mNo1z777FP10YagXaXhT7QR1f7iUoAuC9AG4hgaVkR7RW0B2mLqHqfdo+fFEDeGRmltS9q1arvSHla7mb9HG0ifIQspaV1QXo/W9CQarsdlDtqMe+yxR3Ucs//12WS261C2gDI249vLAsYsg3jCGdORZkk5yeuV7nK2dQy63zXSJEvuZN3Ft99+u+pjPUJGImiiKuVUFoWikRoki16g9MyWGXRZgC5+XQ7hkgejVfTeqXwmWYEkkp0zr03lGZ+bRnvwWP0er43/JxqJQxmpyxWUsLosMCbp1MsCxizneMIZ0xFPOGM60mzDTaJnW/Uyt2ZSW4ahP2qn0dWt9hdtgT333LO01QVO/c/ziKgztNXOoW3DPrV5OKa6zumyVtf20L4MEREHHHBAab/yyiulrTYcbVDdU4HZ7LrswN+jzavXxmeq24zx/qsdlRW5HdrCS58NiyxxW66I2n7U7w3Z21nG9yyywf2GM6YjnnDGdGR0pMmYrXv0FU3pqXXoGYWuWyLdcMMNpX3llVdWfax9mEkforKRUkilKBNNeT2agEr3vkY9UAKq9MkkGaMzKME1EZNLMVrkhxH2zLqIqGU2pa4+N16PRvkzAka/t+2225Y2pWFE/Yy55KHPl8s0KsezZQ6S/e+O7WvFbzhjOuIJZ0xHUknZGl2ixw152vQ4yieN6KDE1FLnDJBVucZxmCipdT8oRzRwmlJOx1eJuZRsl9NsOyxNMqXUUu8g7wNll45BaaheSkpulYOUurw/eg/43IYSRyP+0zvLY/W83nvvvdKm9/HQQw+tjnvwwQdLW82QMXVLZhGgnOE3nDEd8YQzpiOecMZ0ZHSkSaZ9h+w2taNYw1DtENpV3P42oq67ePPNN1d9xx57bGkzUVL1Prc60mthgSF1NQ8lL2pkP++X2qBMomTESEQd/ZHVxKRdqDYolwI0EodLAWp/DT1TvWYueaidySgg/Z9h9IoWEeK10oZetGhRdZzeZzK0nZeOmeG9BYxZgfCEM6YjoxNQWyUlZWSW1EhXc0QtnygNIyIeeuih0madwoiIzTbbrLQZrfL0009Xx7F8+uLFi6s+Si2VXUPJtSqJM0k5tLQQUSdtZkHDlJQq+Xht6tJnhAolvY6TRdEwOkblPiN6NEGUfXpPeJ4LFy4s7WuuuaY6jtEqlOYRdZB79r/G+6j3zpEmxqxAeMIZ0xFPOGM6UonzScJcMlpDbGjLaEIi0WwB6vMnnnii6uM4dDXr+HTHs86ljq/2y9CyQFbLnmFLitbHX7JkyeCYDJXitem2ULSrPvzww6ovc+nTjuJSg4am0TbTMWg3a+Em2lh6XvxfuO222wbHoO2nNT0ZmqbJtRw/q0tJMvsuI91mu2kEY8xU8IQzpiOVXpokmiSjNWKBnzVBlC53dV+rC55QOjBKQRM9WV8jQ93ePC/KTZVWlDS6DMC6mhpNwmUOvU5GvbCcudb2IBpho8sEZEhq6d953fo/Q1e9/h9k133//feX9p133lnaulxESckapBF5AupQqXM9/0wOjslGUPyGM6YjnnDGdMQTzpiOpKFdY2v0terbLOua9ovWrGR4j9avpy2YbavEEDAtwvPxxx+XtoYg0X7hOWpUPvs0u5nXrRkUPE91ezNSfvfddy9ttXGZDa6Z9LSJsufE62SomJ6HLnnw3ul20Nl2Ui+//HJpM5NDbT1+3mSTTao+Ll9kWR6ttpj3FjBmOccTzpiOTKWIkNLqXqY84M6fEbU7W+Ua3eAPP/xw1cfdUo8//vjS1l1CiUofuvSzJQhGQajrP9tplDJP+/hZ5SYlGe9Ptq2VRlzwWI3mpySjjNdoG46vESOU51p7kqYA61dGROy1116lfdVVV5W2yln+T+q1cWlG712WITB0XPb/PzaTwG84YzriCWdMR0Z7KcegY/C1r14retq0b9999y1tTSxlTQ0Gs6rXipEn3C0nopZ1Kg8o6ygNNcCX3lONBGEgtX6PwcXqueX9oqTU8x86x4g64kLrflBq8RxV0jMpd++99676eD36PQaMq2eVkp/XliW4qjTk/4n2Dcm8sZ7IsTvr+A1nTEc84YzpiCecMR1JE1CnUkt9peE5zd9Tzc1ofrXhmJCq9gvtEtqBag/RtlH3MsfQ86dbne5xdbHzs9pRdF+rHUXbSSPl+ZnLFXqO2RhECyTxnLP6mPw93X2VY2oGBW06TQjmb/P/TpOPaYtrxgfPOcsCaF0WmAV+wxnTEU84YzqSJqBmtC4ZZK9v9mmCKGWYRntQqjB6IaKOGmHwskrPLbbYorQZcBuR71BKiUP5pNEePH+NqqC04q6mEfW16Zh06VM+3X777dVxp59+emlrpAafm8pN/h63tdIoHT43rRmaRbKwTyU+A5a322670tYAZcrIN954o+qjTNX/mdY6JrPGbzhjOuIJZ0xHPOGM6Ujz3gLKmFCvbH+CrGCOFhgi++yzT/X51VdfLW2GGWmiJG06TWKl21vd0iQrpsPvaX3JW2+9tbR1bwTaoHpeQ7al/vb1119f2meccUbVR9spc/fTVtLakLRd1f6lfUo7MKLeRkuzDO66667SZuZAtg+DLqnwf0i/N40CQNPAbzhjOuIJZ0xHRu+ASsZmEnBMlTeUlCoHKbs0Iv2OO+4o7VNPPbW0WYI7opabem2UU+qW5nnRha8ShnJTk2Tffffd0tZlDcoircPCyBnWWtFIHF7bggULqj4uUehz4zOgjNSIEX7WbAd+TyUflwUee+yxqu+mm24qbSYOU4ZG1Du4ZrucTlJvsid+wxnTEU84YzriCWdMR0YvC5DWPQmy4zJ74sUXX6z6jjrqqKYx6XJnlnhExEsvvTTnb+kY6trWTOWlqJ1DW0+zBWhPaogTbUa1O1m7kbUutX4llwz02r788svB8+I5c3zdn4C2ky7n0ObSTALa3meddVbVx1A13sts74VsK7Gx/5Ozxm84YzriCWdMR6YiKaeBvtopVTTRkLUPtcgMJRmlD13xEXWp8DfffLPqo4tfiw8x+oMu8CwJVOUMaz5qGXRG2OvuqJRrPE7HYBSHRrIwwqbV3a/Sje53jaLhbrKaJfH888+XtkaoHHnkkaXNJY/HH3+8Oi7bybR32fIx+A1nTEc84YzpiCecMR2Zig3XGtqVFYJVqM+12A23pD3llFOqPoZ60RbQQkHcrkozmnmsLgMwc4F9mtHAbGqNts+2gqLtpNkCDOGiS1+38+I90Kj8bK8EXjfvv9pKXHbQbAqGn+m9Y9Fedfdzq2JeJ+2+iPr+qP3Y+n/YGqbo7aqMWc7xhDOmIzNfFmh9zauLmpHl6pZm9IfKCi4ZsJY9JUtE7V5mAZuIWobpb7OPLnaVTzxOi+nQva9LHsweYGRJRC3XGDmj8owSXPuYgaAZDryXPGc9jvdSx+f17LffflXfokWLSnu33Xar+nhPmPGhv91aU3KsbHRdSmNWIDzhjOnIvIj4f79DM9mYBSjTS6keS0q5TG4efPDBVR8l0+LFi0v7uOOOq47bf//9S/u0006r+pjkqBER9A4OJYRG1NeqQcK8NpWU9DBq0DDlG6WnjpGVG6cM1pqblGs8f61fueeee5a21s6kF/Gee+6p+riz6Zlnnln1UTqyJku2pZaaE440McZUeMIZ0xFPOGM60rwsMEmhoKFjszHUhsu0epaceuCBB5Y23f033nhjdRztF9pz+tsaxcFIDdp3WgyINoNGe9DlzqTMiNoe4/4HERH33ntvadMuZOZDRL00QjszorbvNAKGn2mLMSpH0QTaf/zjH6Wt0TeHH354aWtyLYsI8R7rssPY+pKzjiBpxW84YzriCWdMR6ayLJD+QKOMVEnJz9mygEoOcs4555S2Jpmee+65pX300UcPjqGy6JFHHiltlllnrRD9rEsGdM1rJAs/33fffVUfg5kPOeSQ0lbp+dFHH5W2Sj7KKXXp87d5X7U2CRNjr7vuuqrv0ksvLW2VrCeddFJp63IL61RmNVkoN7Mde1tlo2uaGLMC4wlnTEc84YzpyExsuNYlBNppqqVpT2TbXKntp+7mpey6667V5wceeKC0GcoVUbvcNWyKW+wy5Onaa6+tjqPdNn/+/KqP38vqOl5xxRVVH7fipR2loVdaj58wXEyXK4ZqQ+o9ZrjV3//+96qPyaMnn3xy1cd7qdsk83nzHDMbS5eLyFgbzgmoxqxAeMIZ05E/tKZJ6ys7c/1rJD7LftNdruXAGUFy2GGHVX2skXjxxRdXfVxeePTRR0tbI+OZtaDRJNzhM5PSWmb9oIMOKm3KPE1wpVtdEzjpjudusRER77///pznoZLygw8+mHO8iPoZax2ZhQsXlrbKXm5JliWZZnVwppEt4ARUY1YgPOGM6YgnnDEdmcl2Va3HZe599mloFzW+2iiEtoyGONE+0vHvvvvu0lb7iOFKtIFeeOGF6jh+T7OWGbGv9feZ4aCFiXT746WoDcolDw1pYw1OhoBF1Ft4MfNcly54z/X+ENpsEfV90Gx2Pn8+38xm0z7+f6kd6GwBY/6EeMIZ05Gu21VNEjGSyQqVgEMwul5lHaMzVJZS8i1YsKDqYzImZZdmC1DCqtzkkoRKMspIlYpHHHFEaS9ZsqS0dcsuRsO89tprVR/d+HrdvM/c3kuTcCnVdTsvPjfNhOA4Kmf5PIayFpRlpTDQJPgNZ0xHPOGM6cjME1DTH09qVlIuqISk5FBZwYDWLCGRkSBan5EyT3fuoaSk3FHJykgK3aGUn9UDyCgODS5m8DJraaosZZKs7j7D8umaIMpdW5kkq9E8uqsPoTTU7/EZM8g5or6XrWXKlTGRJg5eNmYFxhPOmI54whnTkT/UhmtF3cssfqMR6UMaXJMVOUa2XKFu6SEbRW2SbFsousf1vFgPUu1Huu1pI6qNS5e72ojZngEch229x/qZ8J5okSKNLiFD9tIk9VBbt7L6I/EbzpiOeMIZ05FlRlJmsk4lE6WVSrIhWaGSgmPqGIzc0JomlEkcU6UbI02ya8tc7ipnh+qM6BiUbnptWS1QntfQ1lXap/Ce6Pd47/R+0WzgOU+StDy2DHrr+NPAbzhjOuIJZ0xHPOGM6cgyY8MpWSZBZie02nCt2yTrkgTtKtok6vqnvZVttaznOxSalp2zniPd9plNkiV3ZsfxWicJycvqkA716XGtfYqXBYz5E+IJZ0xHlllJSSaRZEMySd3j2bJAFjE+JH30HBnFoZEZWQJt5hIfOq9M9k4CJXJr3ZiMTG5m92toeSKivj/at6zIxgy/4YzpiCecMR3xhDOmI8uFDadkRWaGouFbM8P1c7YkkdGazT5JdnNmAw2h9uKYojyTZFm31pHM7OZsSYV2m/52FnLWikO7jFmB8IQzpiPLjKQcK1uyaIxW9/s0pIiSLS20XmtWq5NMsoXTtCXTJAmiPM+sfP3YaJIxx/XGbzhjOuIJZ0xHPOGM6UjXvQUyxkbzK1wyyEKExrjYM8YWL82Obd1yKXOdZ+FhypDtNHar6Gz8LBM9s2P1e0O0Xue0rq0Vv+GM6YgnnDEdGb0sMA0ZNnb81u2qsmgPotH8YyTHtKRJ631tlbCT1M6fRl397J63mgKt0TDTkH9jl2zG4jecMR3xhDOmI/PmzZu3TCzJZ5EHSmtkRSYNszHGJHBm0mQSL2KrnB2TJKt9eo+HknJbI17mOudWpiGlZ+1htKQ0ZjnDE86YjnjCGdORVWbtXm75+1xjZDXwp6HjpxEt0ZpkOgmtSxljr7M1gXOs+z2LEsn+Z4bs2lm46R1pYsyfBE84YzrSvCwwyau91cU7JpBWv6dj0LU9tAWSflbpw2WBMTVMJvleRk+5nzFJxAjJgq8nWSoZOm6SpaQxzCISx284YzriCWdMRzzhjOnIKmP1ftY3FDaV2TmZ3tctdXlslshIW2ySeoxjkknH2itZiNnYepYZY+zCsYWCspCwbAvo1v+LadTtzJiFXe43nDEd8YQzpiPVssBYSdla7jpzL2fbTmVbTWW7c05DYrTK4LHLJpPIxmknp04juTaLAprEbd96X7NtxqbBrKNQ/IYzpiOecMZ0xBPOmI6k2QJj9WxrRD1Dryaxc8Zsy9saLhSRZ0UPjTN226lJGLq2sdH8WV9rfczMLpukFuhQlnq2ZNO6P4HyR+5P4DecMR35H/s9XCwWTxnaAAAAAElFTkSuQmCC" id="image9f811beeee" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 721.4625 73.125 
L 723.9375 73.125 
L 725.175 74.3625 
L 726.4125 75.6 
L 728.8875 75.6 
L 731.3625 75.6 
L 732.6 76.8375 
L 733.8375 78.075 
L 736.3125 78.075 
L 737.55 79.3125 
L 738.7875 80.55 
L 740.025 81.7875 
L 740.025 84.2625 
L 741.2625 85.5 
L 742.5 86.7375 
L 743.7375 87.975 
L 744.975 89.2125 
L 744.975 91.6875 
L 746.2125 92.925 
L 747.45 94.1625 
L 747.45 96.6375 
L 748.6875 97.875 
L 749.925 99.1125 
L 749.925 101.5875 
L 749.925 104.0625 
L 751.1625 105.3 
L 752.4 106.5375 
L 752.4 109.0125 
L 752.4 111.4875 
L 752.4 113.9625 
L 752.4 116.4375 
L 752.4 118.9125 
L 753.6375 120.15 
L 754.875 121.3875 
L 754.875 123.8625 
L 754.875 126.3375 
L 754.875 128.8125 
L 754.875 131.2875 
L 754.875 133.7625 
L 756.1125 135 
L 757.35 136.2375 
L 757.35 138.7125 
L 756.1125 139.95 
L 754.875 141.1875 
L 754.875 143.6625 
L 754.875 146.1375 
L 753.6375 147.375 
L 752.4 148.6125 
L 752.4 151.0875 
L 751.1625 152.325 
L 749.925 153.5625 
L 748.6875 154.8 
L 747.45 156.0375 
L 747.45 158.5125 
L 746.2125 159.75 
L 744.975 160.9875 
L 743.7375 162.225 
L 741.2625 162.225 
L 740.025 163.4625 
L 738.7875 164.7 
L 737.55 165.9375 
L 736.3125 167.175 
L 733.8375 167.175 
L 732.6 168.4125 
L 731.3625 169.65 
L 730.125 170.8875 
L 728.8875 172.125 
L 727.65 173.3625 
L 726.4125 174.6 
L 723.9375 174.6 
L 721.4625 174.6 
L 720.225 175.8375 
L 718.9875 177.075 
L 716.5125 177.075 
L 715.275 175.8375 
L 714.0375 174.6 
L 711.5625 174.6 
L 709.0875 174.6 
L 706.6125 174.6 
L 704.1375 174.6 
L 701.6625 174.6 
L 699.1875 174.6 
L 696.7125 174.6 
L 694.2375 174.6 
L 693 173.3625 
L 691.7625 172.125 
L 689.2875 172.125 
L 688.05 170.8875 
L 686.8125 169.65 
L 684.3375 169.65 
L 683.1 168.4125 
L 681.8625 167.175 
L 680.625 165.9375 
L 679.3875 164.7 
L 676.9125 164.7 
L 675.675 163.4625 
L 674.4375 162.225 
L 671.9625 162.225 
L 670.725 160.9875 
L 670.725 158.5125 
L 669.4875 157.275 
L 668.25 156.0375 
L 667.0125 154.8 
L 665.775 153.5625 
L 665.775 151.0875 
L 665.775 148.6125 
L 665.775 146.1375 
L 665.775 143.6625 
L 665.775 141.1875 
L 665.775 138.7125 
L 665.775 136.2375 
L 665.775 133.7625 
L 667.0125 132.525 
L 668.25 131.2875 
L 668.25 128.8125 
L 668.25 126.3375 
L 669.4875 125.1 
L 670.725 123.8625 
L 670.725 121.3875 
L 670.725 118.9125 
L 670.725 116.4375 
L 670.725 113.9625 
L 670.725 111.4875 
L 670.725 109.0125 
L 671.9625 107.775 
L 673.2 106.5375 
L 673.2 104.0625 
L 673.2 101.5875 
L 673.2 99.1125 
L 673.2 96.6375 
L 674.4375 95.4 
L 675.675 94.1625 
L 675.675 91.6875 
L 676.9125 90.45 
L 678.15 89.2125 
L 678.15 86.7375 
L 678.15 84.2625 
L 679.3875 83.025 
L 680.625 81.7875 
L 681.8625 80.55 
L 683.1 79.3125 
L 683.1 76.8375 
L 684.3375 75.6 
L 686.8125 75.6 
L 689.2875 75.6 
L 691.7625 75.6 
L 693 76.8375 
L 694.2375 78.075 
L 696.7125 78.075 
L 699.1875 78.075 
L 700.425 76.8375 
L 701.6625 75.6 
L 704.1375 75.6 
L 706.6125 75.6 
L 709.0875 75.6 
L 711.5625 75.6 
L 714.0375 75.6 
L 716.5125 75.6 
L 718.9875 75.6 
L 720.225 74.3625 
L 721.4625 73.125 
z
" clip-path="url(#p6198441126)" 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 657.58875 194.4 
L 657.58875 182.78625 
L 633.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=0 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-30" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p8d8c762a61)">
    <image xlink:href="data:image/png;base64,
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" id="image64351d558e" transform="scale(1 -1) translate(0 -157.68)" x="792" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 877.3875 73.125 
L 879.8625 73.125 
L 882.3375 73.125 
L 883.575 74.3625 
L 884.8125 75.6 
L 887.2875 75.6 
L 888.525 76.8375 
L 889.7625 78.075 
L 891 79.3125 
L 892.2375 80.55 
L 894.7125 80.55 
L 895.95 81.7875 
L 897.1875 83.025 
L 898.425 84.2625 
L 898.425 86.7375 
L 899.6625 87.975 
L 900.9 89.2125 
L 902.1375 90.45 
L 903.375 91.6875 
L 903.375 94.1625 
L 904.6125 95.4 
L 905.85 96.6375 
L 905.85 99.1125 
L 907.0875 100.35 
L 908.325 101.5875 
L 908.325 104.0625 
L 908.325 106.5375 
L 909.5625 107.775 
L 910.8 109.0125 
L 910.8 111.4875 
L 910.8 113.9625 
L 910.8 116.4375 
L 910.8 118.9125 
L 910.8 121.3875 
L 910.8 123.8625 
L 912.0375 125.1 
L 913.275 126.3375 
L 913.275 128.8125 
L 913.275 131.2875 
L 913.275 133.7625 
L 913.275 136.2375 
L 913.275 138.7125 
L 913.275 141.1875 
L 912.0375 142.425 
L 910.8 143.6625 
L 910.8 146.1375 
L 909.5625 147.375 
L 908.325 148.6125 
L 908.325 151.0875 
L 907.0875 152.325 
L 905.85 153.5625 
L 904.6125 154.8 
L 903.375 156.0375 
L 902.1375 157.275 
L 900.9 158.5125 
L 899.6625 159.75 
L 898.425 160.9875 
L 897.1875 162.225 
L 895.95 163.4625 
L 894.7125 164.7 
L 893.475 165.9375 
L 892.2375 167.175 
L 891 168.4125 
L 889.7625 169.65 
L 887.2875 169.65 
L 886.05 170.8875 
L 884.8125 172.125 
L 882.3375 172.125 
L 881.1 173.3625 
L 879.8625 174.6 
L 877.3875 174.6 
L 874.9125 174.6 
L 872.4375 174.6 
L 869.9625 174.6 
L 867.4875 174.6 
L 865.0125 174.6 
L 862.5375 174.6 
L 860.0625 174.6 
L 857.5875 174.6 
L 855.1125 174.6 
L 853.875 173.3625 
L 852.6375 172.125 
L 850.1625 172.125 
L 848.925 170.8875 
L 847.6875 169.65 
L 846.45 168.4125 
L 845.2125 167.175 
L 842.7375 167.175 
L 841.5 165.9375 
L 841.5 163.4625 
L 840.2625 162.225 
L 839.025 160.9875 
L 837.7875 159.75 
L 835.3125 159.75 
L 834.075 158.5125 
L 832.8375 157.275 
L 831.6 156.0375 
L 830.3625 154.8 
L 829.125 153.5625 
L 829.125 151.0875 
L 829.125 148.6125 
L 829.125 146.1375 
L 827.8875 144.9 
L 826.65 143.6625 
L 826.65 141.1875 
L 826.65 138.7125 
L 826.65 136.2375 
L 826.65 133.7625 
L 827.8875 132.525 
L 829.125 131.2875 
L 829.125 128.8125 
L 829.125 126.3375 
L 829.125 123.8625 
L 829.125 121.3875 
L 829.125 118.9125 
L 829.125 116.4375 
L 830.3625 115.2 
L 831.6 113.9625 
L 831.6 111.4875 
L 831.6 109.0125 
L 831.6 106.5375 
L 831.6 104.0625 
L 832.8375 102.825 
L 834.075 101.5875 
L 834.075 99.1125 
L 835.3125 97.875 
L 836.55 96.6375 
L 836.55 94.1625 
L 836.55 91.6875 
L 837.7875 90.45 
L 839.025 89.2125 
L 839.025 86.7375 
L 840.2625 85.5 
L 841.5 84.2625 
L 842.7375 83.025 
L 843.975 81.7875 
L 843.975 79.3125 
L 843.975 76.8375 
L 845.2125 75.6 
L 847.6875 75.6 
L 850.1625 75.6 
L 852.6375 75.6 
L 855.1125 75.6 
L 857.5875 75.6 
L 860.0625 75.6 
L 862.5375 75.6 
L 863.775 76.8375 
L 865.0125 78.075 
L 867.4875 78.075 
L 869.9625 78.075 
L 871.2 76.8375 
L 872.4375 75.6 
L 874.9125 75.6 
L 876.15 74.3625 
L 877.3875 73.125 
z
" clip-path="url(#p8d8c762a61)" 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 815.98875 194.4 
L 815.98875 182.78625 
L 792 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=6 -->
    <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-36" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pd668137443)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAbaklEQVR4nO2dW8xdU/fGZx2qjnWook7VVluqaIlU41hckdRFRdJIuJJIJNILtyKChCs3IrggIqGCEKeLChG0iFOLKq23LVV1KnU++66+md98/u8a1l7/vWf363t+V/PtXHvuudbuzHrGmGOMOS6l9HfaSYwbN27UtrLLLrsUf//999+jthX27brrrkXfbrvtltu///574+f0u//8889Wc47g+LvvvnvR98cff/Q8Ri9zjJ4Xr+V1vdxn9Ju2/a3ajt/2M71eO0h2+edLjDH9wgvOmIqMSxUlpUoM/q2y6K+//sptlQOUh5RPisrIpvGVLnKqq/SktNV56Rx5P5H0jOYfSbK2kjKS9HwO0fi9jNmWYZGNEX7DGVMRLzhjKuIFZ0xFdvvnS3qnyWaJ7AmF9kpkb6kN1GTT6b9H40e2ZZOdoNdxDP3uyKXPuei96d9N40e0teGiZx6N0XbbQWn6XC9bC2MBv+GMqYgXnDEVGYikbPva7yo/oigRSsW2klWvo5yKpCK/e5999imu22+//XJb73OPPfbI7a+++qroGz9+fON3T5gwIbd/+eWX3N53332L637++efc3r59e9FH+fnrr78WfW0jf7pGoUQytWl8pWukybDgN5wxFfGCM6YiXnDGVKRqaFdEZAv0sp3QZCfoZxilr2FStO9oN6WU0qGHHprbxxxzTG7/+OOPxXXffvttbn///fdFH20PnS+/b6+99ir6duzYMeoY0fPZe++9iz7eq9qPtO9++umn3FY7mbZltKWidLH9etl2GAv4DWdMRbzgjKnITpWUXeVH5L5uyiRQFzslpUZqUCpOmjSpcfyvv/46t4844ojiOrrqP/vss6Lvww8/zG2VSJSfKtf0Hv7LxIkTi7/5OXX9c15635SzlKIqPb/55pvc1uf/22+/jTpHRTM5+HfbMZSxIDf9hjOmIl5wxlTEC86YigytDdf1c7RDaMuoa/vUU09t7KPNcuCBBxZ9dKtzi2DDhg3FdZFbnX/vueeeRd9333036vxTKm042jkMB9M5RtkOhx12WNHHcLEoW55jakibPgcSZVA0ZULoM4hs+7ahYzsTv+GMqYgXnDEV2alFhNpe20tWAd3ZBxxwQG7PmTOnuO7zzz/P7U8//bToo8xTyfTFF1/kNqVblLWgESO8H3Xbc8yZM2c29q1fvz63NRqGUS8q3TgXdb/zWVJKU2qmVG6pRJkQX375ZdHHLAb93SgpOaZGAUVFivpRiGjQ+A1nTEW84IypiBecMRUZSMZ3E10zvLX+Pu0EhbYabbj333+/uI5hWYccckjRx9Al2mwplfdAe0izrs8444zc1oh9zp/bByml9Mwzz+S22i9Tp04ddV5nnnlmcd2rr76a22p/HX744bn9wQcfFH28lpniBx10UHEd7U7dkti6dWtqYtq0abn98ccfF320Ndtm3PfCsNh0fsMZUxEvOGMqMrQJqFFGACUZZYr2Ubao65wScGRkpOhTFz+hTD333HNz+7777iuu0+9ryxNPPJHbl156adF3yimn5PaVV16Z25qpsHHjxtxesmRJ0cfiRg888EDRd/PNN+f2J598kttR/UqV93w+Kscp3fVzjFChZFVZ3aW25TDhN5wxFfGCM6YiQyMpm5IrU/q/ga30mmnAKgOPKbX0OiZ6arQH0c8tX748txcvXtz4uX5w/fXXF3/TS3nFFVfktnoGp0yZ0un7tm3bltvz58/Pba3XQn744Yfib3qUjz766KKPv83kyZMbx4wSdPl/QX+b6IizYcFvOGMq4gVnTEW84IypyMBtuMiNS7tNEx5pC8yaNavoo6uY7uuUStczo9PbHtGbUrnVcMsttxR9CxcuHHWMtgV/FJ1XUyJmhJ4foEmzTajt2hTBM2/evOJvFkVi/c2Uyueg482YMSO3tTARfwP+9prJEWUE2IYzxhR4wRlTkb5IyrYBpVE0iUoAuvT333//oo9ucI2yYFIlr9MAaLqzb7311qLvwgsvzG3WqOwFSl2VVgx61uTUtlKU6LPjdx911FGtx2Egtc6LXH755bn96KOPFn2UyBptwzF1XpSpDGRWSRmVWY+SU0lXudkPmeo3nDEV8YIzpiJecMZUZGgSUNWVTRtL7QmGDKlbffPmzblNjX/66acX102fPj231UbsYrdFx/fq/JmQ2ktCJV3wnLOOwfMQVq9eXfRpUaSmzzG8SosZ3X333bk9e/bsou+6667Lbc264G+6adOmoo9bMbRBmTCrY7CGZ0qD3wroR6aC33DGVMQLzpiKDCTSpK1Mohv3uOOOK/pYX0Nf14yaf/HFF4s+yjXWN7njjjuK67idoDVHdAuhCcqbKCJC635Qsqprm1EjOg8+V16n9VQoDd99993G+euWCt34jNJR976WZydPPvlkbt92221F35o1a3I7qpdJM0GzCrZs2ZLbmsUQRZq0rVk56C0Dv+GMqYgXnDEV8YIzpiJVswXUtqMtcOSRRxZ91PGMMk8ppTfeeKPx+2gL3HXXXbnN4jYplUc1qS3DbHC1X3bs2JHbehwxYQEdrcFI+0tDuTgXzdymLUi3vR5pzHnxDIWUyu0XPa5KM7TbsGLFiuLvCy64ILf1vm+66abcZv3NlMo6ocxO0HqitOn4mZRKm1ptxLaZBIO27/yGM6YiXnDGVGSnHldFt7fKJ0oflTqs3aiJq4sWLcptFsJhHceU4ih6ZhxobUVKNEarREczsTiPohE2lI26XUH3P2Xpm2++WVzH56xbBpTx0XYII1mik0U1EiTKMiA33nhj8TcTfTkP3S766KOPclujjPjMNcqlaVsg2j7Q/6/9kJt+wxlTES84YyoykODlpkgT9cgxMVODaulp07oZHEe9UZR2LEUeJTyqt45eSp6ko3Nm5IRGRFBaaQIqg27XrVtX9J122mm5rTLl6aefzm2eznPooYcW1/F5RSeUqoznnBnpoyel8tSdrgm61157bfH3Y489ltuMjtFoG9Yk1d+Gf6sMbkp2HoRsjPAbzpiKeMEZUxEvOGMqUthwvSRDRjq4Cb2ONRi1Rn2UaDhx4sTc1kj8a665JrfPO++83NaoB46ptS1p5/C7UiptTXWrE0ZBRPYEMxpSKrchuO2QUhn1wiyJuXPnFtepbUNo/zLyPqXm46TU1c/vW79+fdHHTI4oq0DnyARh2uFqw3EbRW1LPtfo5NRoWyD6v+wEVGPGGF5wxlSkkJRdD71vi0or1kFUecDkQg0gpst62bJlRd/FF1+c23T9Uy6lVMpZnhiaUkoLFizI7ffee6/oo9Q6+OCDG+cfnaJKGaxJlJHbm4HBTz31VG5r2fDjjz8+t995552ij89Of1NuJ1A6azQJt2K0lgufJeeh6DbQ0qVLc/uVV17J7bVr1xbXcUyN7uH96P+1frj0vS1gzBjDC86YinjBGVORgZwt0HbLgH0a9c+EUQ3foh1yzz33FH1nnXVWbrP2obq2aa+o3qdrW22zDRs25DYj8SN9r6FpREPOaNdq0mxT7X/d8iA6fz5LtY35ezDsSzMmoiRZJozqtgmfq/4ezz//fG5fdNFFub3ffvsV1/G3V/s3OpKsiWhboJctA28LGDOEeMEZU5HO2QJdd+SbrlNZx9oheiooXdFas4Puf8oPRrjrmBqtQne8uq8ZwcBoEo2IYAKn9lGGaXIttyFUivLeKPNUno2MjOR2dGQUn49C976OQVmq9VT4vFTyrVy5MrfPP//8oo+ZHYsXL85tPQ6LMpv/R1KK5WATXbe7um4R+A1nTEW84IypiBecMRUJbbgumlg/1xbNiqZdpe5e2lEvvfRS0XfZZZflNt3SDJlKqbSHIhtFa/MzG5x2oN4z3fEa5sX7ef3114s+zlNtSx7FFRXrof3IrYSUyu0X7WN0P+9NM8qZQaG2N69VG5GFj3Qrg/Yw7VN9rnwmahtH4XRtcca3Mf8ivOCMqUjrbYF+ZAvoGJSGGhHBojysN5hSuS2grmdGzlMaqvxYtWpVbmuiJKVDVDKb6L1Rrqk0ZJ1KTbyl1I2i4el+j5JrVS4Tje6hJOPndOuFz0DH4Jz1ufJzeqoq/y9QtuvvxjH13vodafL/GacJv+GMqYgXnDEV8YIzpiKtbbiukdNdjh/WvxllnlJpt2n4EwvjsEipuqhnzZo16nxTKo8P1iORWKCW9p3adrRJdcuD12ofbToNK2PkPO0qtX/p0o+OT1bbkvPi59ROow2qvxuv1dArHkmmz/z222/P7a1bt+a23httOJ1/W/rh3lfarge/4YypiBecMRWpui2gRNKTUkKTHBn9sXr16qKPxxmx+I1KH0oTRkDoXDSig5KPkSzqwmf9RC20w+9WqRvV9OfZAoyu160LytResjooYfndUYKxJtBSzmoBINb/1BNvb7jhhtxmrcsXXnihuI4mhD7XfhcKGkSdVr/hjKmIF5wxFRnIcVVN9HLaJKWJBh4zokD7eGIma45ooC49ndrHIGGtqUHo1dOTRhkFobKRHkANuOXnVOoyooQyWyNBolLelNbqWWVED69TWU2prn38W0u18/v0VFjWSaFZoPNncLR6qKNg+y5ys6tEjT7nN5wxFfGCM6YiXnDGVCS04fpx1kCoZ2EnaOQ39T9r+KdURntoJEVTvUk98oq2n0aycF5qw9GOoi2p0Rjs02cVZTHQHa91HRlhzygL3RagTcpnlVL5TPS3YR9/D/1tuO2gNSv5HPS7OY5G0dCWZcZEdOQzswpSan8M1SAiTdriN5wxFfGCM6YinbcFuu7IN40RBdKqe5k1NVjOPKUy8PjMM8/MbZVndD1rtARlKSNGUiqjRCh3NJJFZR6hfIqSQDX497DDDht1jnqCa1NtzpRKt72Oz3vjPHTr4sMPP8xtrRnKMXTbgZJYZery5ctzm9sTmlQaHUHGaJ9oW6ApiViviyJsuuI3nDEV8YIzpiJecMZUpC+hXV0LsfBzqtUZ1qRFhGjLMLI8pTJ7gDXq1f1Od7ZuC9A20CJFjFCnLaDzp+2k3x09H9pVGjZF25Wuf01ipT2p9he/O8oy4Phq/7KPoXQplSFu+rvRxlLb79VXXx11Hqyxqd+nNT2jrRL+VtGZFj6uyph/EV5wxlSkdanzQVxHl7i6x3lckso1Rp6oJGCtEm4RnHzyycV1PKlT3eORLKLEjCIboloivFav4/2o7OIz4jPRrQvKXspQ/W595k1ySqPyowghTZol/E01eohbDW+//XZun3jiicV1/JxGAbEm6SASpomPqzJmDOAFZ0xFvOCMqcjAM76p96Osbg3ton2htfPpKla3MW2ziy++OLd5lG9KKc2bNy+3VY+zLqLWpaSbnXPW7YOofiLd3mqn0Tbj8boplc+PzycKi1Mbt222AG0xHZ/PIDrbQW2/piJFKaU0d+7c3H755Zdzm9nlKZU2tRYp4nONtgUi2zvCoV3GjDG84IypSOcE1Lbw1R5FX6trngmi69atK/roKtbTOSkxKSM2bNhQXDdnzpzcVnnDyAo9TopjqpxqIopY0NqK0VZJk5zt7KIOystHxYb4vEZGRoo+Xnvsscc29qnkYxQK+6Iy63ocFucVZQs4AdWY/xG84IypSNXg5bZeMf1b61pQ8mngLhNLWeuQnseU4pNXKCOjOdPDqNKnSZ7pmFGJd50jZTfHVGnF+asXlxJW58ygZHpLNdKHn9PaJFFSMWW9RsDw3hg8rvNnsLqOr1FBTfPambVP/IYzpiJecMZUxAvOmIr0xYZreySSXhdFodDW0JqS7NNojBdffDG3qekZyZBSWXhHXdTU7pMnTy76mIHASH91nUe2DG0lnT/nrPNiHUbabVFtS7VDuLWg9i+v5fj6/LkVo5kK3CrRCCHa3hrBQzudR1mprcciQmqzRbZZW3ts0FsGfsMZUxEvOGMqMpBtgbbXRZ+jXGBAbEplsqIGt/J0VLZPOOGE4jq6utWtzqRKlS2Us1HwdVRfg251jVahnNIoFNY4YZKsRukQleqRxG+Ss7p9wPvW+VNuMpA8pZSOP/743NaTa+nuZySRHsXFLQ99PmMBv+GMqYgXnDEV8YIzpiIDT0DtWqudfWrDffDBB7l90kknFX28lq7/BQsWFNfRxtLQK9asjNzqHENtPdpY6gKnO15r/3N7QV3uhC52/W5+TkPmopqMtNt4n5oxweI9UbEk/b25vfDggw8WfXxG/D6tO6r25FjDbzhjKuIFZ0xFBiIp+1HPMjpSiDJJXcMsg85S2JdccklxHT+nbnVGtausoxyk3IzKjWvdEm5laClyfo4RKSmVz4vbGhoNw+RdreXCLRCVopRrkbTld0dRNFoinds5Dz/8cNFHacrfcNWqVY3jK22TTJ2Aasz/CF5wxlTEC86YioxLKVUTtG2zCv6pj3bDwoULiz7aHowsV1uAdtWWLVsav1vtHG4ZREcHR6FRDN/S444ZNR9lkXN8tWOZJa3hVSzWE9mPHFNtMdq8Gs3PMXTLhuFcS5cuLfrmz5+f23w+zz77bHEdtwx0y8M2nDGmwAvOmIoMPNKEdC3YEiV3qiyiHOG2wFVXXVVcd+edd+b2lClTij6OqS59RobwOo24YMQLo0702s2bNxd93F7QAj2cC9u6JcHnqqeo0qWv99aUgKrSjdsQKnv5W0VbJVqYiHVCeRqq/r5jofZkhN9wxlTEC86YinjBGVORoQntiurcq51A20bDsqZNm5bbdFmvXLmyuI7FgI477riiL3J7011O97uGP0VFSXk/WuiUn9Mofc6Z2xNnn312cZ3afiSym2lbsq12FAu16n3ziCod/6GHHsrtU089tehjJgGLD2koVxTyN6x2G/EbzpiKeMEZU5GBSMouRYUiF69KVNZn3LRpU9HHSPPZs2fnthatefzxx3NbJSUTVzVBlO5yzktd57xOx+CcmcyZUkqTJk0adfyUynujy13lK+dC6ZlS+VxVqlMeMqNhzZo1xXWUuur6Z51NzQh45JFHclsTgpnVwC0DlZCDrv0/aPyGM6YiXnDGVKRq8HIvRLUr2Keyi/UneQInJaTy2muvFX8zkoLyMqWyDiMljXozKeu0LiX7GBmTUinJNm7cWPTNmDEjtym1VFZHtRv5t8o1RqXMmzcvt3kEWEplgu6sWbOKPsrb888/v+jj7zZ9+vSijxE3UYIxcaSJMSbEC86YinjBGVORnWrDtT3KSqNQItcw7QTWqNdETLrANVuASY9M2Eyp2f5irUz9XJRJoAmovFeN4qDNxQgMtXNY41GfHW1NPZdhZGQktxlNsm3bttSEnsuwbNmy3F67dm3Rxy0PzZJo2gZS+5fPYFiTTCP8hjOmIl5wxlSkc6RJ2wDl6DNR8DL7VJJRZmgiIyUOg2A1CZQByiqZnnrqqdxevHhx0ccjsDhnPcmUY2oQMt3vGoVCd7neNyUZJZMGcG/dujW3VTYefPDBjd9Nacrxdeti+/btuX3//fcXfXzm+ptSDmoff9MoydSRJsaY1njBGVMRLzhjKtLZhuuin3spFKQan9Bu0zHZx0h5Zg6kVNohU6dOLfqYWbBkyZKijzaQbgUQ2mlqi7Fephby4fFMtNlSKm0b2qp6LO9pp52W2xrNz+0Edc0zC4O2qmZCPPfcc7m9fPnyxjFmzpxZ9NG+099bbfH/0rWWaVtq24F+wxlTES84YypStS5lV1RuUEpEtRW5FaDR/EcffXRua7T9vffem9uMuEgppauvvjq3Gb1CuZRSSm+99VZua2Q850jpllJ5Pyp3KA8Zpc97Sal8XioHmUyqtUoY6f/KK6/ktmZMUIpSQqZUPi8dPyr/3lTGPZKNvcjBYdlC8BvOmIp4wRlTES84YyoyNBnfqtWjIkLU+9pH24Cuea1vyHqQrImYUnk8k9pwrKfIeehxWETr+/NzauewpqRmAXBe55xzTm4vWrSouI5Z6Rq2xrr9uq3BrZJ169bltm4tEC1gxBA3DR2jPanbAk31JqP/F874NsaEeMEZU5GhlZRRXxSFQiI3NKM/JkyYUPTR1a3fzTqS3HbQ+o+UU5pkSgmrpc4JpWFKZeQ/i/zoCa6UU1pzc8WKFbmtLn0mrlLaqiRmpIxKYp5OqxE2TdkIKbXfCiCWlMaYEC84YyoyNJJSaSsxI1nBqA31grFPZZFGrzSNT9kVnZaj0oqSWD2AlL7qPaWcpceSUjClMuhZpTTnqR5MnWcTlIZacySqJ8rfQH/fplolUdJyNP6w4jecMRXxgjOmIl5wxlRkTGQLRIVkFNoQTRHoKZV2m44f1T7kmIzK160K9mm2g9qMhPYRXewplcWIOEcdn1sUalNFdg6fUTRHjqnPlX/rM+nitu8lyXQsFBjyG86YinjBGVORod0WiGgrKSMJE9VIbCtHKPmikusq41jCXKM4eERVFB3D7QTdPmBfdN8qRdnX9Bz170hyR1sxUfBy28B1HWNYZSTxG86YinjBGVMRLzhjKjLmbbgo9Kcf0eORfcfvUnsisuGIhpFxTHXN0zZrquOo36fz599aYKhpHhHRc22b1aFEIWDRd9uGM8YUeMEZU5ExLynbEh2dFNXNaEsUDdNLvZZozLZbHm1lXiR1286/l+OkumSAjMVTTiP8hjOmIl5wxlTEC86YioxJG460tee62mltP9eLvdLWhms7RnQvXWvzd51XZBt3eSZj0fUf4TecMRXxgjOmImMiAbUXmtzevUS1t3V7D5pIPkVJoF0jbJq2AnrZFmgaT69tGyH0b8NvOGMq4gVnTEW84IypyNDacP06arbNeL30tT1Wqa1N0oudw++m3davbYGmcXrZUmlr+7Wll9CxsYDfcMZUxAvOmIoMraSkXOilyE9TX5Qt0HaMlNpvC0RJoG2/S+fYJKf6FUXTRNeMgF5q/Y+Fo6b6gd9wxlTEC86YigytpOxHUC/RaAzKvH4EHneVVr3cZz+8fBFdPIBdn11Xxrrc9BvOmIp4wRlTES84YyoytAmotAUil36UBRBF1JOoWI9+rovbu19FhJrG7Mc2RtfxB/Hd0fiONDHGtMYLzpiKDO22AOkqWyLpGQXZRuM3HenUS1RFW7omfjZ9ppfv6xrJ0u/tnK7XDSt+wxlTES84YyriBWdMRYbGhuulhmEUltU0RlcXdZSp0DZkq2sCatt59VK7sYtbPfptetlu6cdvNdZrVvoNZ0xFvOCMqUjnSJMuxxK1lYmjjdm2r+n7dHxKoV6SU5vqWUbbB10zAiLJ1I8TSv9pLl2uG0RyatvxLSmNMQVecMZUxAvOmIp03hboYk8obT/HEKqUUvrjjz9GnUdKpY01fvz4UT+j10VnC0S2GceI3ONdie6tZgR/L9sCu+3W/F+qH/Pq95ZHbfyGM6Yi/wE/n5MbwbUmUAAAAABJRU5ErkJggg==" id="imagec000a3be47" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1006.0875 75.6 
L 1008.5625 75.6 
L 1011.0375 75.6 
L 1013.5125 75.6 
L 1015.9875 75.6 
L 1017.225 76.8375 
L 1018.4625 78.075 
L 1020.9375 78.075 
L 1023.4125 78.075 
L 1025.8875 78.075 
L 1028.3625 78.075 
L 1030.8375 78.075 
L 1032.075 76.8375 
L 1033.3125 75.6 
L 1035.7875 75.6 
L 1038.2625 75.6 
L 1039.5 76.8375 
L 1040.7375 78.075 
L 1043.2125 78.075 
L 1045.6875 78.075 
L 1046.925 79.3125 
L 1048.1625 80.55 
L 1050.6375 80.55 
L 1051.875 81.7875 
L 1053.1125 83.025 
L 1054.35 84.2625 
L 1055.5875 85.5 
L 1056.825 86.7375 
L 1058.0625 87.975 
L 1059.3 89.2125 
L 1059.3 91.6875 
L 1060.5375 92.925 
L 1061.775 94.1625 
L 1063.0125 95.4 
L 1064.25 96.6375 
L 1064.25 99.1125 
L 1064.25 101.5875 
L 1065.4875 102.825 
L 1066.725 104.0625 
L 1066.725 106.5375 
L 1066.725 109.0125 
L 1066.725 111.4875 
L 1066.725 113.9625 
L 1066.725 116.4375 
L 1066.725 118.9125 
L 1067.9625 120.15 
L 1069.2 121.3875 
L 1069.2 123.8625 
L 1069.2 126.3375 
L 1069.2 128.8125 
L 1069.2 131.2875 
L 1069.2 133.7625 
L 1069.2 136.2375 
L 1069.2 138.7125 
L 1069.2 141.1875 
L 1069.2 143.6625 
L 1067.9625 144.9 
L 1066.725 146.1375 
L 1066.725 148.6125 
L 1065.4875 149.85 
L 1064.25 151.0875 
L 1063.0125 152.325 
L 1061.775 153.5625 
L 1060.5375 154.8 
L 1059.3 156.0375 
L 1058.0625 157.275 
L 1056.825 158.5125 
L 1055.5875 159.75 
L 1054.35 160.9875 
L 1053.1125 162.225 
L 1051.875 163.4625 
L 1050.6375 164.7 
L 1049.4 165.9375 
L 1048.1625 167.175 
L 1046.925 168.4125 
L 1045.6875 169.65 
L 1043.2125 169.65 
L 1041.975 170.8875 
L 1040.7375 172.125 
L 1038.2625 172.125 
L 1035.7875 172.125 
L 1033.3125 172.125 
L 1030.8375 172.125 
L 1028.3625 172.125 
L 1027.125 173.3625 
L 1025.8875 174.6 
L 1024.65 173.3625 
L 1023.4125 172.125 
L 1022.175 173.3625 
L 1020.9375 174.6 
L 1018.4625 174.6 
L 1017.225 173.3625 
L 1015.9875 172.125 
L 1013.5125 172.125 
L 1011.0375 172.125 
L 1009.8 170.8875 
L 1008.5625 169.65 
L 1007.325 168.4125 
L 1006.0875 167.175 
L 1003.6125 167.175 
L 1002.375 165.9375 
L 1001.1375 164.7 
L 999.9 163.4625 
L 999.9 160.9875 
L 998.6625 159.75 
L 997.425 158.5125 
L 996.1875 157.275 
L 994.95 156.0375 
L 993.7125 154.8 
L 992.475 153.5625 
L 991.2375 152.325 
L 990 151.0875 
L 988.7625 149.85 
L 987.525 148.6125 
L 987.525 146.1375 
L 987.525 143.6625 
L 987.525 141.1875 
L 987.525 138.7125 
L 987.525 136.2375 
L 987.525 133.7625 
L 987.525 131.2875 
L 987.525 128.8125 
L 987.525 126.3375 
L 987.525 123.8625 
L 988.7625 122.625 
L 990 121.3875 
L 990 118.9125 
L 990 116.4375 
L 990 113.9625 
L 990 111.4875 
L 990 109.0125 
L 990 106.5375 
L 990 104.0625 
L 991.2375 102.825 
L 992.475 101.5875 
L 992.475 99.1125 
L 993.7125 97.875 
L 994.95 96.6375 
L 994.95 94.1625 
L 994.95 91.6875 
L 996.1875 90.45 
L 997.425 89.2125 
L 997.425 86.7375 
L 998.6625 85.5 
L 999.9 84.2625 
L 999.9 81.7875 
L 1001.1375 80.55 
L 1002.375 79.3125 
L 1003.6125 78.075 
L 1004.85 76.8375 
L 1006.0875 75.6 
z
" clip-path="url(#pd668137443)" 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 982.02375 194.4 
L 982.02375 182.78625 
L 950.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=10 -->
    <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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-30" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p4adf7a8901)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAanElEQVR4nO2dyc8VRfuGHxw+JxxQHBGUWRAQFFEMcaMmGiNxqQsTEv0H1LjT6EKXLkw0StSFxoUrY4KJMcZEEQUBBRQEFAFRVJwQ59nfispV90eXffp33nrP4buvVb1Unz7dfaj0/Yw1JiL+iVFizJgxhxyXjouI+Oef5ktumtNzHHnkkWn8999/N56vNDcSlO7tiCOOSOPSdZWea9v7aft76Pn+85//pPGff/6ZzfXjd2t7vkHliH8/xBjTL7zgjKnIUTW/bCTkgUqaJjlVkqX63W2lDyVeL9fPa9HPlc5Zen5N5xgJSVy6V5WRhDK+i7yMqC/x+43fcMZUxAvOmIp4wRlTkao2XC92Du0Qav+IXMfzOJ0r2UqcK52jrR3V9joi8vv566+/Gs+v363PoekcXW2lpnvrGpbpxW5ue/6Sjdv2u0cTv+GMqYgXnDEVGdWwQMnNrRKt6XOlsEA/5EdJKh599NGtrmPs2LHZ3Pjx49P4q6++yubOPffcNFYX+4knnpjG3333XRrv3bu38bgff/wxm/vjjz/SWKVo6ZmQtuGJkmQtPS+iMprPZBizUPyGM6YiXnDGVMQLzpiKjGpYoG0KTy9avclOoL0VkdsyvYQd+PfkyZPT+Nhjj82O49/HHXdcNkebTj/HbHv9HO2XU045JY2POir/GU899dQ01mf3008/pfHOnTuzuV9++SWNad/p81Hbj5Ts5tLvwXPyc2rHlsImw4DfcMZUxAvOmIqMiVEsQCW9hAhK7uumCgGVQTwn3egREb///nsan3XWWdncNddck8aUZ1988UV23G+//ZbG6pqnG3///v3Z3AknnJDGKjcp7X7++edDfkb/1pBE0/kiIg4cOJDGvDf+e0R+b+reL8nNkhxs+k2HvTpA8RvOmIp4wRlTES84YyoyqjZc2/ShXuw7/k3Xv7qhTz/99DQ+88wzs7kzzjgjjWnPReRue55TbRLaUevWrcvmPv300zRWm4fnVJf4Mccck8a0o9TOPPnkk9NYQwa8H9qBeg/jxo1L4y+//DI7jrbf119/nc2VKr7b2t5NIYLS+f6NQQkh+A1nTEW84IypyMCEBZS2vRVVUjZl8FMmRkTMnj07jVVuUPLp50477bQ0/vDDD9P4m2++abz+X3/9NZtjpn8p5EEJGZFLOcplZp3oOb/99ttsjp9jRop+H6WoSko+E71GZquoZOUzKkm8ttkkg1pkWsJvOGMq4gVnTEW84IypyFDacERtCLqzaaNMnTo1O27t2rWN5z/ppJPSWN3ctO9oU6n7nWlZ6vpnqpfacAwnXH311dkcwwtMCdPv5r1u2LAhm+P36XXxXvns1Ebk9WvqFUMUDE9ERHzwwQdpvG/fvmyuyf7qpRmubThjTIYXnDEVGRhJqVKhbX98dduff/75acwQwbZt27LjKN00237Pnj1pTDd3RC7fKBunT5+eHbd06dI0njlzZjbH7Ixly5Zlc3fccUcaq+zauHFjGvOZLF68ODtu3rx5aaxhgfXr16exPhPNqjmIPgPKdi2SpeSeM2dONnf22WenMe8lIr/XUqOgto2OSoym9PQbzpiKeMEZU5ERl5RtX/slScmEYT1WizSZlMwMiXPOOafxuz/55JPsb8o1lVOUIy+99FIaX3XVVY3n78rChQuzv3nfzzzzTBqrZC2xatWqNGbGS0TE/fffn8YfffRR43F8Bscff3w2N2nSpDSmvIzIf1P1zn7//feHPH+poHUYvJKK33DGVMQLzpiKeMEZU5GqYYFe+tXzb7XhJkyYkMaaCUK3PRvoaCMf2hdqBzLUoH3733zzzTSm+30kePbZZ7O/lyxZksbcg0ApVVO05dprr03jNWvWZHO0a0u2t9qWDLdodgztxFJYgDbdMGad+A1nTEW84IypyIhIyq6hAMLEYO1HwsRazaS49NJL0/jjjz9OYy2i1KRnwoyIzZs3t7pmLTJVmdoFFotG/PdzaILyWbfDYgGtynE+V0qyG2+8MTvulVdeaTwH5b8WuLL/p2a1UKb+8MMPhxzrdZUykAa1ONVvOGMq4gVnTEW84IypyIhsV9WU0d2LjqbeV9uFen/u3LnZHBvVcKx6nw1uGGaIiLj99tvTuK09qv3329pwavvxPGrDMf2JNq663xkO+eyzz7I52k6alsVjmQr3yCOPZMfdfPPNabx69erG79bULlZlsJoiImLFihVpzH0NSlt26fPh/69S4aqrBYz5H8ELzpiKjPgOqG1f35p5wL9VrrHHBlt+R0Ts2LEjjSm7VFIyS0Svcfz48a2umedU6UPJqiEJyjp1jzNcoS3MKdd2796dxq+99lp2HAtEKUMjImbMmJHG+uyaKio0q4USU+UmM3EoDSPy34NVCxG52cCxZhmVMmcoMQclDKD4DWdMRbzgjKmIF5wxFRlxG64tvfQfpK2xffv2bI62H/W/9qW8+OKL0/ihhx7K5ujS14pv2mq0J7QREe0V3Y6YVdGaesVrVrc3+zqy52Npy2S1gWjjau9/3o9u4UW4L8ODDz6Yzd11111prPstsHmS2q6XXHJJGvPZvf/++9lxtJvVBh0G/IYzpiJecMZUZMQlZallOaWDZmaw0PCyyy7L5igbVVY0NR/SrIrly5c3XjMLJdWtzutiS3R1gTN0wQz9iNxtz++KiJgyZUoab9q0KZt7+eWX05j9LLUJEqsdFGbw6zOhXNYMGMLnr8c9+uijaUyZGBHx3HPPpfHrr7+ezbFpEcMhKnsvvPDCNFZzgvJfmw9RinbdVbXUE7NtGMJvOGMq4gVnTEX6Iim7tpwuQdmihYzcEUYzDygj6TlkC/GIXKps2bIlm6MHkK3TI/LeG/S0qReU8kZ3n2lq6x2Ry2yOI/Kem/QAanI3vYFaaMuEYs0sYbEn+7qo3KeMpxSMyLN0brvttmyOuwFpUSs9sLNmzUpjenQj8oJjfXb8PVTi9TvzpOv5/IYzpiJecMZUxAvOmIoMTBMhzdCn3aZhAbqXNRuDLmV+7s4778yOoztbCzjpLtciStpRdDVrWEALP5u+W58VbS5177M5EO02hiciIt5555001iqMUr9P2pqsTNCsE9rNakft2rUrjRcsWBBNPPnkk9nf99xzTxrz+dOei8jvTbNVWFWi1SFNxam1C1X9hjOmIl5wxlSkak+TUqaJusApFZlwq+fRbAnKmIcffjiNt27dmh3H7A8tcKXUors6IpeYlJdagFqSXQxJqBTl5/SZUHbzczt37syOo4xUWcR70ywRZtUwFMAwQ0QuPTWjg/JTn93EiRPTeOXKldkcQxK8Rg1dUFazCDfiv7fVIk3ysJcdVvshMf2GM6YiXnDGVMQLzpiKjGoTIdo2aifQhlAtXcr8pouftoymXrGf4vz58xuvcdq0adnftCfp+lcbrrStEu1TrSSgnaafY7EqXeJa6FkKyzDdTSshaDsxE19Tu/i3bovM30a3+mIDo6eeeiqbY/Mh7gmxdu3a7DjaaVrYW9p3oIv95bCAMUOOF5wxFana06QU1VcJwIx0naM7W6Xc/v3705huY+0dwkJP3RKJkq+0XRIzQVSesc+I9qVkOEGrEVipoO5+uuN539q/kt+nrnKGE7QPC8/P30arEZjZoj1feP5SlcS6desaz8ksF34mIr8fzTLqZfuqgzjTxJjDGC84YyriBWdMRUa1L2XJjcu/NRu+qfdkRJ6tzjQgtSdoRym0gdT2Y7rVeeedl8aaxkTbRhvh0PWvNgqbCqmNxTQnXpeGBRgyoD0UkT8TTYvjNTPFTJ8/P6e/G+9NnzHDKIsWLYomeI1qpzF1TCs5eM0jXfHdFb/hjKmIF5wxFRmYVucK5YHKFso6hgEiIjZu3JjGr776ahovWbIkO45ZEOrSZ9hBCzjZU5Ln0GtkFo3KXkpMzbBhmEArCT7//PM0ZjMdfQZsAKTnZ4GrSkWGYvgMVBLzeank43XpNlec076glPG8Rj7viPy319+m1ESIdJ3rB37DGVMRLzhjKuIFZ0xFBtaGK9kape2k2HzoggsuSGPaNYqm/TDTX20IurrpvtYto2hXlWw49sqPyG1BbXJLG4VhAU3tom2jtiXTtPT8fHa8b20mS1tSXfM8h9pDixcvTmNtDsS9BlgFoFXptOH0+vsRFrANZ8xhhBecMRUZVUlJKafygLJO5RqLNjXL4vLLL0/j66+/Po214QzPqZKJTYXUJc7CTGaCqIu6tFMnr7/k+le3Ol38lG7aBIkhCZWUfK7aAIjSl5JY+z/yOJXqzL5hGCAi381Ue25SqvP30N+GmTlaGFtzb4Gu+A1nTEW84IypSGtJ2Uv/vrbnKPVgpBRSL1+TpzAiYsKECWlMuamt1JmRUipk1ALOpn6Teg5KVpWUlEm6e+mcOXPSWAtX+cyZjK1bRpV2fuU1q+SjvOVx6lGkF3Hy5MnZHJ+d9pTkM1LP8w033JDG7DejCdz8PVTuq0QmlpTG/A/iBWdMRbzgjKlI57BAW7uNNk9pb4GSraHuX7qi1QZi4x3acGzOE5FnZ2jvf4YQtG8kbUZel9qgtCc0ZMDsGHV78xmpjcVnyfCB2jK0o7QBEK+ztLcAbVC1TxmS0N+Uz1zDObSjNdSwbdu2Q16j2t604fT5jHQDoH7gN5wxFfGCM6YirSVlL6/opld76RyaEUH3PpOQIyLefffdNNadRjnHbIkXX3wxO45Jw1deeWU2RxmmrmbNbDmIZsqUzkG3vYYdKLUoGyPyLItly5alsWbRlLYII3pdTWEODTuwJ2Zpp1dNbGYW0BNPPJHNsdU5JbeegxJT+82U7rvt/8MS3q7KmCHDC86YinjBGVOREQ8LtLXbtIc/Xe5qo7A3ocLPMYtemwjRflE7hLZBqS8l7TQNLdAGUhc4z6H9MvlcNSWsqa++Zt4zdKHfTVe9utWb7kdtPdrGGpLgtmB6bwxDvPHGG9nchg0b0phhlOnTp2fH8f+J/t8qFd4OSpjAbzhjKuIFZ0xFOkvKUrVAPyoJeA51Dc+dOzeNNVODmSeUXaUeidqmnNeiPSspk+i+1owOShq9RsoizaSgBFRJRqnIXUI1i4bSUysteH7NjuGxfHZ6/QypaOiCVQCapcOQyk033ZTNsacJYUFrRMSWLVvSWEMxKutJk6T0dlXGHMZ4wRlTES84YyrSlyZC/UiV0XPQ1tD++IQpYBF5KIAVx+q+5t+l7Y614pgaX20gQle6np/frQ2AmImv5+d307ahPReRu8fVpU/bTOd4nRxrtQArMmbOnJnNMWTw4YcfZnNNFeUR+b3yu9UOpH1a8g90DQu4L6UxhxFecMZUZMT7UpZCBKXsbsoizYigbFHXMOVgk0xRtBCT16znb2rQo8fRhV+ShvrdnNOej7w3uur1u0sufaLXxfNQ0mtohHPa6Ii/m4Y1GDpRGUyzYcaMGWmsGUhttwEbVPyGM6YiXnDGVGREJGXb7BKi3iGVWoQyRr1d9ISx9yTbnkfkScm9yC7eG6WtnqPU06TpuIj8vidNmpTNXXzxxWlMma3PoCSJS3O8N2bR6PVT2qqsY0aPXhf7WV5xxRXZHHd+ZfaNmhOUt6U+p0o/ClD7gd9wxlTEC86YinjBGVOREbHhmjRyqSJAoS1T6uuoGp8FqJs2bUrjefPmZcexsFHtKNoamgnC72Yxp7qkea+aqcFrLLn0tUiTzXuIPkeGK0r2tD5X2ly0SfX5tD2nPjvad5s3b87maJfz+ei9NW2pFVHeAZW0rQhwtYAxQ44XnDEVGfFMk1I2Sdv+iVrcScmnrmdKGso83Wl0z549aax9L5mwrD0ZKSkp8UpJyJqpwYJRva4pU6ak8fr167M5PiNmcWhPlrFjx6axSl2GOUo9QdgnRWVvqbiWkpjbikXkBaivvPJKNsekZIZD9u7dmx3HLJdeek+2LUAdafyGM6YiXnDGVMQLzpiKVK0WKDVsKelx2k0ReSa+ZtTThqBto5nrdFFr5jrd4LqlMW2sUliAtpLaQLRt1Ibj57T/Ju0X2ohqRzHkoc156HLXe+Mcfw8tAqU7nvZiRF4QrPYvn/Pzzz+fzY0bN+6Q5+BeEfrdGq6o7eLvgt9wxlTEC86Yioy4pCzR9jWvkpLSR3dHpcudbmiVnpRh2huSLn5199N1TomnvU8od1Ty8RonTpyYzVGacpfWiDz7hv03Kcf0GjWkUpLxlLOUy+qaZzjkvffea/xubdW+bt26NFYpfemll8ah0GySLr0nBwm/4YypiBecMRXxgjOmIqNqw3Xdd4CpUlpxTJf4W2+9lcZPP/10dtzdd9+dxpo1T9tP7QJWijPFSTP5aaPoObhXAnvxK+zhH5HbRDy/2qdsyKM2nFYuENrK/C7d8op2lPalpJ2p1fLcVljtWv7N/QNKVRilMJMyKPad33DGVMQLzpiKVK0W6OW1XiompKRpW9T6+OOPZ39fd911aTxt2rRsjrJLww6USXTpM9s9Is/i0J6YlKwsFlW2bt2a/c1743VoWIBhDpXLvDeVs5q5cRB9PtyiSkM2s2fPTuMXXnghm2OFhrr3WYDKkEcvLcsHRTaW8BvOmIp4wRlTES84YypStVqgRKkaXM9B+06bCDVtNbVv377suMceeyyN1b676KKL0ljTmmi/MJtfU5V4/WoH8m9N3+LndKtlVmHTFtNqBPbjVxuLVRPq7mfmP69x+/bt2XG06dQWox2oTZBoM7LaQaFdqxUNvNfSfhHKoNh3fsMZUxEvOGMqMqqZJiUoF0o94zVzgpkJdJdr1jld7ipLKXd0h1XKNY4p9/T6Vc7yGrVIkxkr8+fPz+YoN/ndKrt4PyrVKRU1i4MhBGaQlLbU0tDC2rVr03jbtm3Z3K5du9JYqyQY5qAM1utvCl0MC37DGVMRLzhjKjIUBagqI5iQq8m59FJS1mk2BiWg9o2kpGTWg34f+2MyaToi92Ays0RRycT+IeqlpIeRfVE0SZgSUItAKSM1y4VzlODckTQiYuXKlWm8cOHCbO7ee+9N4x07dmRzLGrV356ZOsNeZFrCbzhjKuIFZ0xFvOCMqcjAhAV66VlJm0VtOBaI0s2tdgH79u/cuTOb4/a3zCzROdpK2tuSNqMWyfJetV8mr1nDFXSXM7OF9xyR2520myLysIAWzfLvkvt9wYIFafz2229nc+wjqb8bz6+hEv6m/Jxmk3StPhkU/IYzpiJecMZUpCgp2/aP6KW3RFuYXVLqy6HSh3/zOtS1zYRcLZScM2dOGi9ZsiSbo7uc/SVVIvGZaNiBcpD9RyLycIUmNmv/zINoWIChAF5jRC5ZtYU5wwTsMaKZPswuWb58eTbHc6qU5nPQ/yNMpKaM7GXX3GHAbzhjKuIFZ0xFvOCMqUjRhuvasIVz/bDn1KVfKjyk65y2n9pKrAJ47rnnsrmlS5emsfZ81BSxg2hYYM2aNWnMzP6I3LbRe2NPRt2yl99NO2r37t3ZcbS/9Pxs8qOFpXxGtAMXLVqUHcd7Xb16dTbH71Pbm3Ol/pglbMMZY1rjBWdMRcZExEC+o0tSlJJMXdb8my5wdY/PmjUrjbUIlL092L8yIuKWW2455DlWrVqVHXffffelsfY7oXTT3h6UkSq7pk6dmsaUjXp+9nLRXVTZ/1ELS1mUe+uttx7yeiMiHnjggcZr5HPW62I1gkpDmgkM7ejvy88NY89Kv+GMqYgXnDEV8YIzpiKjasO1DRmo/qZtVkoro1taU8DoYi9tF6yZ+JMmTUpj2ndacbBixYo01ooATcUirHxW+47Z9rQzdf8A/q0Nhmj3aCUB09N4zWpHsSJAXf+8N7WxmL5VagxFSqldvfSlHBT8hjOmIl5wxlRkKCRlL5/jXEne8G/trUg5pb0bWRTKz2lLcWZqlEIXJbTJD+Ub5aYWyVJS6jmY9aLPhC5+Zv1rS3QNE5C2z1xpKjjWZ8VzqDkxKK7/En7DGVMRLzhjKjKwmSak5KnSudLOqU1ooSSTbNW72eQFVblUypag5NO5kpyiTGWRrEq+AwcOpLF6KXldmmnSdI3qiWQhadfi415+06bjhkFCKn7DGVMRLzhjKuIFZ0xFBqYvZS8hgtKxTdtclVzSWqTJz5X6M5ayHkp9NZkxojZWqa8+z6M7sxKGKDRcQXtMbSDeK2043Z+ga4ZQ23BIW3tuGBsM+Q1nTEW84IypyMCEBfrR+yQily2lEEFbOViaKyUhN8kz/ZxKyLZub7YsV3jNpU3v2yZ+lzJGusq4tq7/UgGqM02MMUW84IypiBecMRUZGBtO6YfruZS5Xkq9amvDtb2uXrbiIvrdTfem56Dd1jXbXu1O0jZU0o9qkGFoDNQLfsMZUxEvOGMqMjCZJko/5ELbgsdSj8TSdXWVTF0z3rv08yjJxrZybSTc7/0KAw0bfsMZUxEvOGMq4gVnTEUG1obrSpNt0It7v2TfNaUdlVzl/aLJrmp7jYc6ljTddy/pVSXaHjuM7v62+A1nTEW84IypyMBmmvSbUm/I0rZH/ciG75dEGolztvkuld9twy29ZLnUvLfRxG84YyriBWdMRbzgjKnIUNhwJVug1Ai2dFxTs6GI9pn+h7Ot0baiQZ9BqULjcMv874LfcMZUxAvOmIoMhaTspf9gU2OfUqZJV6lTW17W/L4uezT8f7CkNMb0HS84YyoysJKy5BkryZ22UqiUnEv52bWI9XCm5MHsKs/btqUfdvyGM6YiXnDGVMQLzpiKdLbhSvZL01w/+hQe6vuaKGU9cE6LR0uFpV0yWbrStTdn23O0zRLp17ZQXbYVVobdbvYbzpiKeMEZU5GBCQv0stNlaa6te7ltWEDnmrZ7qrEbZ7/lVOma2yYh6znamhpdGfYEaL/hjKmIF5wxFfGCM6YiA2PDKaX0obb2RclOa/quf6PLdrsjsS1v2/OX7LTSXOl5tbWjerG924ZRHBYwxrTGC86Yioxqq/OuoQDu8NmWrr1JSruQtm2JXqJrOKEfcqqrNGxbkaHFwPzd2srlXlq1DwN+wxlTES84YyriBWdMRQYmLNC1UVBpm6hSn/vSd/XD7d2PjPeu5y+do+3nSnZa6bl2sa9L1EiZq4nfcMZU5P8AHbPd+BGspmMAAAAASUVORK5CYII=" id="image06e0cf1987" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1166.9625 75.6 
L 1168.2 76.8375 
L 1169.4375 78.075 
L 1171.9125 78.075 
L 1174.3875 78.075 
L 1176.8625 78.075 
L 1179.3375 78.075 
L 1181.8125 78.075 
L 1183.05 79.3125 
L 1184.2875 80.55 
L 1186.7625 80.55 
L 1189.2375 80.55 
L 1190.475 79.3125 
L 1191.7125 78.075 
L 1194.1875 78.075 
L 1196.6625 78.075 
L 1199.1375 78.075 
L 1200.375 79.3125 
L 1201.6125 80.55 
L 1204.0875 80.55 
L 1206.5625 80.55 
L 1209.0375 80.55 
L 1210.275 81.7875 
L 1211.5125 83.025 
L 1212.75 84.2625 
L 1213.9875 85.5 
L 1215.225 86.7375 
L 1215.225 89.2125 
L 1216.4625 90.45 
L 1217.7 91.6875 
L 1218.9375 92.925 
L 1220.175 94.1625 
L 1220.175 96.6375 
L 1220.175 99.1125 
L 1221.4125 100.35 
L 1222.65 101.5875 
L 1222.65 104.0625 
L 1222.65 106.5375 
L 1223.8875 107.775 
L 1225.125 109.0125 
L 1225.125 111.4875 
L 1225.125 113.9625 
L 1225.125 116.4375 
L 1225.125 118.9125 
L 1225.125 121.3875 
L 1225.125 123.8625 
L 1225.125 126.3375 
L 1226.3625 127.575 
L 1227.6 128.8125 
L 1226.3625 130.05 
L 1225.125 131.2875 
L 1225.125 133.7625 
L 1225.125 136.2375 
L 1225.125 138.7125 
L 1225.125 141.1875 
L 1225.125 143.6625 
L 1223.8875 144.9 
L 1222.65 146.1375 
L 1222.65 148.6125 
L 1221.4125 149.85 
L 1220.175 151.0875 
L 1218.9375 152.325 
L 1217.7 153.5625 
L 1216.4625 154.8 
L 1215.225 156.0375 
L 1213.9875 157.275 
L 1212.75 158.5125 
L 1211.5125 159.75 
L 1210.275 160.9875 
L 1209.0375 162.225 
L 1207.8 163.4625 
L 1206.5625 164.7 
L 1205.325 165.9375 
L 1204.0875 167.175 
L 1201.6125 167.175 
L 1200.375 168.4125 
L 1199.1375 169.65 
L 1196.6625 169.65 
L 1195.425 170.8875 
L 1194.1875 172.125 
L 1191.7125 172.125 
L 1189.2375 172.125 
L 1186.7625 172.125 
L 1184.2875 172.125 
L 1181.8125 172.125 
L 1179.3375 172.125 
L 1176.8625 172.125 
L 1174.3875 172.125 
L 1173.15 170.8875 
L 1171.9125 169.65 
L 1169.4375 169.65 
L 1166.9625 169.65 
L 1165.725 168.4125 
L 1164.4875 167.175 
L 1163.25 165.9375 
L 1162.0125 164.7 
L 1160.775 163.4625 
L 1160.775 160.9875 
L 1159.5375 159.75 
L 1158.3 158.5125 
L 1157.0625 157.275 
L 1155.825 156.0375 
L 1154.5875 154.8 
L 1153.35 153.5625 
L 1152.1125 152.325 
L 1150.875 151.0875 
L 1150.875 148.6125 
L 1149.6375 147.375 
L 1148.4 146.1375 
L 1148.4 143.6625 
L 1148.4 141.1875 
L 1148.4 138.7125 
L 1148.4 136.2375 
L 1148.4 133.7625 
L 1148.4 131.2875 
L 1148.4 128.8125 
L 1148.4 126.3375 
L 1148.4 123.8625 
L 1148.4 121.3875 
L 1148.4 118.9125 
L 1148.4 116.4375 
L 1148.4 113.9625 
L 1148.4 111.4875 
L 1149.6375 110.25 
L 1150.875 109.0125 
L 1150.875 106.5375 
L 1150.875 104.0625 
L 1150.875 101.5875 
L 1150.875 99.1125 
L 1152.1125 97.875 
L 1153.35 96.6375 
L 1154.5875 95.4 
L 1155.825 94.1625 
L 1155.825 91.6875 
L 1155.825 89.2125 
L 1155.825 86.7375 
L 1157.0625 85.5 
L 1158.3 84.2625 
L 1158.3 81.7875 
L 1159.5375 80.55 
L 1162.0125 80.55 
L 1163.25 79.3125 
L 1164.4875 78.075 
L 1165.725 76.8375 
L 1166.9625 75.6 
z
" clip-path="url(#p4adf7a8901)" 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 1140.42375 194.4 
L 1140.42375 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=14 -->
    <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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#pc5622367cd)">
    <image xlink:href="data:image/png;base64,
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" id="imagee1a98c24c9" transform="scale(1 -1) translate(0 -157.68)" x="1267" y="-36.72" width="159.12" height="157.68"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1330.3125 78.075 
L 1332.7875 78.075 
L 1334.025 79.3125 
L 1335.2625 80.55 
L 1337.7375 80.55 
L 1340.2125 80.55 
L 1342.6875 80.55 
L 1345.1625 80.55 
L 1347.6375 80.55 
L 1350.1125 80.55 
L 1351.35 79.3125 
L 1352.5875 78.075 
L 1353.825 79.3125 
L 1355.0625 80.55 
L 1357.5375 80.55 
L 1358.775 81.7875 
L 1360.0125 83.025 
L 1362.4875 83.025 
L 1364.9625 83.025 
L 1366.2 84.2625 
L 1367.4375 85.5 
L 1368.675 86.7375 
L 1369.9125 87.975 
L 1371.15 89.2125 
L 1372.3875 90.45 
L 1373.625 91.6875 
L 1373.625 94.1625 
L 1374.8625 95.4 
L 1376.1 96.6375 
L 1376.1 99.1125 
L 1377.3375 100.35 
L 1378.575 101.5875 
L 1378.575 104.0625 
L 1378.575 106.5375 
L 1379.8125 107.775 
L 1381.05 109.0125 
L 1381.05 111.4875 
L 1381.05 113.9625 
L 1381.05 116.4375 
L 1381.05 118.9125 
L 1381.05 121.3875 
L 1381.05 123.8625 
L 1379.8125 125.1 
L 1378.575 126.3375 
L 1378.575 128.8125 
L 1378.575 131.2875 
L 1378.575 133.7625 
L 1378.575 136.2375 
L 1378.575 138.7125 
L 1377.3375 139.95 
L 1376.1 141.1875 
L 1376.1 143.6625 
L 1376.1 146.1375 
L 1374.8625 147.375 
L 1373.625 148.6125 
L 1372.3875 149.85 
L 1371.15 151.0875 
L 1369.9125 152.325 
L 1368.675 153.5625 
L 1367.4375 154.8 
L 1366.2 156.0375 
L 1364.9625 157.275 
L 1363.725 158.5125 
L 1362.4875 159.75 
L 1361.25 160.9875 
L 1360.0125 162.225 
L 1358.775 163.4625 
L 1357.5375 164.7 
L 1356.3 165.9375 
L 1355.0625 167.175 
L 1352.5875 167.175 
L 1351.35 168.4125 
L 1350.1125 169.65 
L 1348.875 168.4125 
L 1347.6375 167.175 
L 1345.1625 167.175 
L 1343.925 168.4125 
L 1342.6875 169.65 
L 1341.45 168.4125 
L 1340.2125 167.175 
L 1337.7375 167.175 
L 1335.2625 167.175 
L 1332.7875 167.175 
L 1330.3125 167.175 
L 1329.075 165.9375 
L 1327.8375 164.7 
L 1326.6 163.4625 
L 1325.3625 162.225 
L 1324.125 160.9875 
L 1324.125 158.5125 
L 1322.8875 157.275 
L 1320.4125 157.275 
L 1317.9375 157.275 
L 1316.7 156.0375 
L 1315.4625 154.8 
L 1314.225 153.5625 
L 1314.225 151.0875 
L 1314.225 148.6125 
L 1314.225 146.1375 
L 1314.225 143.6625 
L 1312.9875 142.425 
L 1311.75 141.1875 
L 1311.75 138.7125 
L 1310.5125 137.475 
L 1309.275 136.2375 
L 1309.275 133.7625 
L 1309.275 131.2875 
L 1309.275 128.8125 
L 1309.275 126.3375 
L 1309.275 123.8625 
L 1309.275 121.3875 
L 1309.275 118.9125 
L 1309.275 116.4375 
L 1309.275 113.9625 
L 1310.5125 112.725 
L 1311.75 111.4875 
L 1311.75 109.0125 
L 1311.75 106.5375 
L 1312.9875 105.3 
L 1314.225 104.0625 
L 1314.225 101.5875 
L 1314.225 99.1125 
L 1315.4625 97.875 
L 1316.7 96.6375 
L 1316.7 94.1625 
L 1316.7 91.6875 
L 1317.9375 90.45 
L 1319.175 89.2125 
L 1319.175 86.7375 
L 1319.175 84.2625 
L 1320.4125 83.025 
L 1322.8875 83.025 
L 1324.125 81.7875 
L 1325.3625 80.55 
L 1327.8375 80.55 
L 1329.075 79.3125 
L 1330.3125 78.075 
z
" clip-path="url(#pc5622367cd)" 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 1298.82375 194.4 
L 1298.82375 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=21 -->
    <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"/>
     <use xlink:href="#DejaVuSans-31" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p8382a9f2d6)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAYo0lEQVR4nO2dya9VRfeGCztsAXuksaGTzr7DBHsljtRIYqIT/gcTnRgnDjRxYJzo2CYOPgfGGDE20QjGKNiAAkqjqIgoYIN9r9/IylPvj73cZ//urXv2/d5nVIfap87e+1Kpd61aa9WElNLfqWdMmDBhv+1BOOCAA3L777/LV/DXX3/l9sEHH1z0/fnnn/v9bX5nf2OS6HvRs+m1XeCY0T3y/XT93ehvE/32eOaAf7/EGDNSeMIZU5GDxvoG2jCIbGwrVSiTDjzwwMbfayunKMFSKqVnhD5bJCnbysGuND13V2mofV3l/3jCK5wxFfGEM6YinnDGVKQXNlxbF/sgY/DzIOPzWvZFdmBky0R2mo7522+/tbrHpvvd3+emPrVJ244fPXdbu3O0bdWxxCucMRXxhDOmIr2QlBHqtm8bIUHZovKJn9W93zS+yrroPtgXycGDDir/PBzn999/z22VXdH4bSVlk3TW+4jG1/c63uRhF7zCGVMRTzhjKuIJZ0xFem/DRbTdMlAbK7JRmuxCvY72l9qB7Js4cWLRx2unTJlS9O3Zs2e/v6e/ze0EtZuash302sgG5fhqp7W1LSNGIitiWPEKZ0xFPOGMqcjQSsqRiDaIxojkDa+NIkiIykbKQf3to48+OrcnTZrUOP6MGTOKvh9++CG3t2zZktt79+4trvvjjz8a7zeS2fqsTd/pmknAdxS9//GcuOoVzpiKeMIZUxFPOGMqMrQ2XNsI/igiPQpx4me1vw455JDcjlzUxxxzzH6/o5/1Hk899dTc/u6774q+L774ovGeuZ1Ae2vu3LnFdbznI488suj76aefcvvjjz8u+vh7vE5tO9qIStfsjS50zSCPwtZGoi/CK5wxFfGEM6YiQyspI9q69IlKQ8ozHY99Gu1Bl/6hhx6a2998801xHfumT59e9M2aNSu3d+3aVfQdfvjhuT116tSijxKQMk9lIxNV9bkpg/XZmn7rq6++KvoiSdk1WbjJTBikSFEXuo7f9be9whlTEU84YyriCWdMRSakHp4t0DbqvK17nzZVSqVN9Pnnnxd9DLeinXbiiScW13GrYffu3UXfEUcckdsM0UqpDN9Svv3229zmVgDtspRKO1Nd+rQZ9+3bV/TRjvryyy9zW7c8aNOpXUb7LsoyaLu1MBpFgLsyEuN7hTOmIp5wxlSkl5KSRNEYlG4qYSh3pk2bVvRRUqrEYx/HVFlH6aZj/Pjjj7nNiA69/7bJnbotwPvS47b4To466qiij+/kl19+yW2th8l75LOkVD5rdIRXFCEUJdA2fWeQvrHEK5wxFfGEM6YivZeUKrvooTv22GNzWwN8165dm9vqrWNkyMknn1z00UP3/fff57bKRn5WTyFlHT2P+tvq+fz000/3+9tav5IyW+Ug5aYGbVOannDCCbl92GGHFdft3Lkzt1VSUvYq0TFg/BwFCZNhlY0RXuGMqYgnnDEV8YQzpiJDmy3QNZGR9syZZ56Z25s3by6uox01c+bMoo+RFZqkSftl8uTJua2uebrVaUvq7+l2Be2l+fPnF32//vprbjM6ZuHChcV1tIcee+yxoi+ye2h3crvitNNOK66bM2dObm/durXoo72qdhqfLYpy4VbGIDVD22YZjCVe4YypiCecMRUZWklJonokKh0o8yhhvv766+I6uq/5nZTKgGKtOULJSol37bXXFtfdeeedub1gwYKijzJ13bp1Rd99992X20xGTSml2267LbeXLl2633tKqYycWb58eeN9bdq0qeijHOT7Udk4b9683Ob2QUqlROY2RkqlTNV7boo0UUkZbS00XafjjyVe4YypiCecMRXxhDOmIkMT2tW2wExKscZfsmRJbtPGUhuOfRqORLst2nY477zzcnvlypXFdbpN0MSqVauKzwwde+6554q+J598Mrdfe+213NYE2ogdO3bk9o033lj00abjO+YWR0rlO9BCRwz14jtOqXzP2kfaHhs9LHbZIHiFM6YinnDGVGRotgVUHrQtZ66R+PysbnVCV7eOT9e21vNgNgLd+7p9QEmpsoiS6bLLLmu8R62FwoyHtjKSWQUpldkPK1asKPoeeOCB3KaM/Oyzz4rrGAmi2QiMjmFUTkplGXdNjG2qhaLZIG1l5LDKTa9wxlTEE86YinjCGVORodkWUGjDRTpetwyYBcC6kRrxvn79+tzWMKOff/658Xt01c+ePTu31V7hmDr+cccdl5qg61y3MvgbjNinq1/vWW1Q2nRac5PbAvfee29uf/jhh8V1fD+aNc5MCM1Y3759e27rVgPDvpqyv8cDXuGMqYgnnDEVGZptASVKJqRs1CI2/MzvaeQ6ZZ5GmvCE0vvvv7/oo4wkLIE+CG+88UbxmW77bdu2FX2MQjn++OP3++8plfUm9RitxYsX57YWB2Lf2Wefndt33HFHcd3LL7+c2yp79+zZk9uU9PpZI03YR7kZ1bbsI17hjKmIJ5wxFRkaSRkFL6unjbKR8jKlMoKB0R5aQ4PSRL2It99+e25rCXPW/WAki3op+Xsq3XgyjZYbZySLRonQk8fIDI22oRdUPaJ8Vq2JSSnH93rrrbcW1zHyZMOGDY1jRJ5bfSd8r7wuKlHfR3npFc6YinjCGVMRTzhjKjI0NpzC6BLV6rTT1BagDRQlmdI2WLZsWdHHyIoLL7yw6OP2AutNqq1E+0jPHTjrrLMa74vRHzrmokWLcpvPqdH8tKsuuuiioo9RKRrpz3s56aSTcpv1PVMqMxw++eSToo9j6vjcOlG7WbcX/iGy04a1UFCEVzhjKuIJZ0xFhkZSqhxgUKxGG0yaNCm3VbZwHMqUSH6ovLnhhhtyWxNLzznnnNxes2ZNbquLnZETF1xwQdHHe2ZAr96L1nzkPXPbgcHE+j2NNKFcZm3LlMp3Tqn+7rvvFtfxXarcXL16dW5PnDix6OM2ipoC3MLRU2Gb7rEPElLxCmdMRTzhjKmIJ5wxFRkaGy46P0BtLOp4De1qijpXeJ6Ahg8xgVOTNOnip62k9gTd9hp69f777+e2hq1Fibe0bbg1orUheY/qbmc2wjvvvFP00T5l+JmGt91zzz25/Z///Kfoo82o764p2yGl8j1EdUH7aLcRr3DGVMQTzpiKjKmkbHvKqUKJqUdNUZqwHdU+0SOdmjICUiplHqWhSlvK2Q8++KDo4xYCo05SKuWtSkXWdaR01hqPlHW6XcFoDz0VlpEmjKLRd7d3797cvu6664q+Rx99NLc1k0AlMuFzRwnGZJBapsOCVzhjKuIJZ0xFPOGMqUhnGy7Sy0222SBHUlHvq1t9+vTpua3HQjFUiraNjsEjgjWzmtA9nlJZa5HZCFpciFH00dFVGrbGsC+t+cgM6ilTpuT2xo0bi+sY+sbrUkrpo48+yu1TTjml6OM753PrfdDe0i2b66+/Prdfeumloo/jaJZEU5aHhq21Pb4q+r82lvadVzhjKuIJZ0xFOkvKaFlu6hskmZDSQaPOKWMoRVIqXcqUYBrRQbf3FVdcUfQxyVSj2ll3cdq0aamJ008/PbdVstKtrn28T62lyXfCbQGt/0hZyvtNqXzPGpXPLQNGgmhGBqWh1sTkVom+O/6ejsnf4z3rVkIkKfuAVzhjKuIJZ0xFPOGMqUjV0K5BtgWI2n4M99GMbLqUaevptgDtL9pUKZX2hEa1r1u3LrdZYEij8mlX6W8zXEyL8PAYqrZ2joY/0c6JbJ558+YVn3mffB4NHYvOfbj66qtz+5lnnin6eESz2o+002n76btj2F0fzx3wCmdMRTzhjKnIqEjKkYja5hiaILp79+7c1uRIygxGM6gs4mmflHEple5xRmakVModjqHRGBxDoyooYfX++Wx6gmjT9zQagxkC+u6YNKtRKNxG4XNqIi/rZaoc51aG1svkO9KtDG6HRMdt6XtuYljlpVc4YyriCWdMRUZFUnaJNIlQDya9fJpgyYRUejA16uGWW27JbZWUJPIw0ouosku/R1hGXCUTpZY+G98Dx+eJrSmVso4SNaVScu/atavoY/RN9I5Z23LJkiVFH5Nttcz6W2+9lZrg36rpb5hS6XluKy9TGh6J6RXOmIp4whlTEU84YypSNQE1GkOjwqPxaY9Fx/lS41911VXFdRdffHFur1+/vuhj3X51X9MlznukXZNSXB+f9pe65ufPn5/bW7duLfqYCcHtCrVz+L70vfJa3TJgoizfq2Zr8Hv63Kx7yXecUkqrVq3KbX2vtC05hr6DyG5ra6eNZbEhr3DGVMQTzpiKVE1AjYikgsoinuKpQcOUcnRta9QGpRVrpKRUJoXShZ9SKX0YSaHSluNryW8+q45PN772vffee7m9cOHC3NaS5ZSAevoq5ZrWI2FwNO8/qkt5xhlnFH18d/o9RvtoPRUmsvJ4L/1/EQVOt/1/55omxvyP4AlnTEU84YypyNAcVzUIdF+zBmNKZYgV9T9d/SmltG3bttxW+4vR/eoSZ7182ihapCg67pj3r0V+mEyqRYq4nUB3vJ5PwGdj5H1KpY3FY7lSKkO4GB6m2we0jdWGZpic2nccR7MMeJ+8f7UzaUNHR5wNSyiX4hXOmIp4whlTkVGXlF2iTlIqtwK0j9EeGm1PKcH6JnpkFN3lrE2ifVovZObMmbnNLQhNtozKrDNhlPUrUyrlptbsmDVrVm6//vrrua3SkDJb60ZScqsc5G9TImu2ALcPNBJk7ty5ua3bGqyhwvom+nt8r/rueJ1K3WGVkcQrnDEV8YQzpiKecMZUZNRtuK7hNlHEO932quOZtUxbQAvtsAb+4sWLiz4W6FG3OrO8aWPRrkyptPXo5k6ptAvVlmH2gGZy0x5bsGDBfsdLqTyaWO8/OuqL74jPxsJDKZXPqkWWyNKlS4vPPMPh2WefLfr4d2RYmW7nRJn0fcArnDEV8YQzpiK9iDRRucloiUWLFhV9dHUz0kSj5lliXOtGUtapS5xSkVKXyaEplfJPk1H1Xgglk0pFbjUwAkPHo+yNJJgmjzYdEaYRI5TIfB96X7plwKgaLW7ErQY1E5rusQ/bAIpXOGMq4glnTEV6ISkVerH0BFHKLkZVaCQIPZHqKWRyp56wShnGZE6VpUw6VVnHeh4cQ+9fT8+h1GVNSY0mYXCx1suk5FPpxggVJuzSo6tjaOD3xo0bc1vrllBiqszm++P9a4l6mgldE1DHEq9wxlTEE86YinjCGVORobXhIj3O7AFNZKTNQre6jvfII4/k9jXXXFP0RUc1cZuAdpQmizJKhHZNSqW9opEUtKM0W4CRILRt1Bbj92gPaZ+69Jl0SrtTx2CEip4Qy3vUTA6+S7XN2MctiUESUMmw2nNe4YypiCecMRUZWklJolLqWuabkozSUCNGKEXXrVtX9J1//vm5rS73c889d79jqJub0kf7KKd0W4PBxlpLky5xlnSPao7oCat8P+ru531yOyQqJ6/bJvztu+++u+ijZFX4rLyOScQpOdLEGDMAnnDGVMQTzpiKDK0N19blqxqfRWaYjKq2HrcMNGr+7bffzm11ezPciveo90s3tx5JRXtSI/15X5otQPurbSKm2nCM0tfEXo7P96rXzZgxI7e1ONOrr76a23rEMG1N3fJgGBife5BjhfuAVzhjKuIJZ0xFqkpKlV2Uhm3rV6YU16xkdANrlWzatKm4jpLmwQcfLPpYOlwTS1nfg+5xdf2zrojKRsokLaU+derU3NYID8piRnvoPfJ7+tuMjtGaKXTxM2JEa59wjKeeeqroe/7553NbszD4zmfPnl30Nf1fiCJNnC1gjAnxhDOmIp5wxlSkqg03Uhqb4+gxUdwKoBuatlFKZbEhPf6WoUU333xz0cc6jBxT3eMMh1K3Oj+r65+/HdlYDCuL7F8Ny+KYeiYBf3vy5Mm5vWXLlsYx9fyA7du357ZmrNPW1O0KHptMu1brifbBTovwCmdMRTzhjKnIhJTSUK7RURQHoyxUrlFSMnJCpSelj0ZtMLpE3d6M5mfEhUofSk+tz0g3u7rtKflUDlKi8bdVlrJupEbKMPtBI2AoWVkESSX3mjVrcvuuu+4q+vismmTKv43COqGkj0dSRXiFM6YinnDGVMQTzpiKDG22QFvUvqNNRNtM3dAMr1I7kPYL6+Gn9H/DnP5Ba+Uzk5tHBadU1urXbHMeQaxHQdFtzwxpzXag7aS2JQsHqV1Lu5DvQLc8HnroodzW98MCSZoRMGfOnNxevXp10ce/Ff82al/rmIT23bDael7hjKmIJ5wxFRlTSRm5/iMoOVRiMHGSkQ0aUc8odK2BT9f/008/XfStWLEitynB9P4pI5k5kFJZp1LralKK6smsjOrgWQkquxgBo251ZhzwFNWUyq0S1tnUiBE+DyN2Uirfq24DMMtAT2ZllkfXU3P7gFc4YyriCWdMRcZUUnb1KtGrqN+jvFLPIaE8Uy8fZenDDz9c9PFAeXr8NBqDqGeTnlQNqmZkiB6BRXnIJFMGGqdUJsNqEitlsL47Pg/f3eOPP15cx3esY1Diq/eXklW9p/wex1eTIfp/0geJ6RXOmIp4whlTEU84YyrSi0iTqPiQ2glNyamq7/m9Sy+9tOjbsGFDbjPyI6WypuSLL76Y2+p+57HFbKcUn3lAtJYmn4GR/ayjmVJ5jLEeaUzUjqK7n+cOvPLKK8V1b775Zm5rkR/ak1pYiZ+j8yK47TPIdlEf8ApnTEU84YypSC8kZSQ/1G3MPkZI6GmcdP1rIiY/79ixo+jbvHlzbvNYq5tuuqm4jmW+9dimF154IbcXLVpU9C1btiy3d+7cWfRdeeWVuc0tAwYap5TSvHnzcltLhVMGa3LtE088kdvcTtAju+i211NUGcyswdGM6GmbWNo2WLkveIUzpiKecMZUxBPOmIoMTRGhrmcLRH0cUyPqadtooR1G6euRS/v27ctt2npLly4trlu+fHnjbzOUbOXKlUUf7R6GQqWU0iWXXJLbl19+eW5rEijDzzQjgFsea9euLfpYf5J1IjWyPyqCxD5mB6QUnwvQFBLm46qMMZ3xhDOmIr2QlF37iMo6ltPW+o+UdVpunFEdbaUtkzm1TxNQWY9EpSJlWJQtQPT9sBaKbpXwM932ev883VVrYjKBVk+njdz4TcnIfTySKsIrnDEV8YQzpiKecMZUZGhsuAi1Q9rabbwusrfUvmPxG24DKLSjtNBO5Nrm72lWN4kyvmnL6LHFtEE1NIrX6rPxeyy6pGcEMMtAMxr4e1GWR99tsa54hTOmIp5wxlSkF5KyK1HdS0oarUtJ6aZStCk5UmUjIy5U1lG6aZJm02/pffG3VfLx2TRBlJ91fErY6N1RPmtfVOCJ7yHKAoi2BfqOVzhjKuIJZ0xFei8pu9a8iDyYXWofRmOoZI2kKD/rbzWVeFfZGN1vJCmbpLRKVkrKqFbMv91LU1/XupR9wCucMRXxhDOmIp5wxlSkF0WEBqGtxo8iQdq6pdv2acGcyI6KXOdNrvQoSVPtuy7PpvdP1GaLzhaIbLO29xXZ7H2w77zCGVMRTzhjKtL7bYGuRJEUbeVmBOWNutWjbYEo+LepJsggCbpRTc+m66L7iIjqibYNbI6u6yNe4YypiCecMRXxhDOmIuNuW6BLpHnk2o5oO35kyyhtC+i0fU59Nn5uGzY1iJu+rW3Zdsy+22yKVzhjKuIJZ0xFxp2kJFEyJFFpFcmuJgbJWojGHG052+V00Uhyd60b2VWK9h2vcMZUxBPOmIp4whlTkVGx4ZrcuiOlzaNxtMbkP2jEe9tiN13Dq7rWYOwSOjbItkbb0K4u4yldt0PGM17hjKmIJ5wxFRkVSdklYmEQIvkRFeFpey9tC/S0lVOD3EfbUuFN3/k3uvwNBskW+F9x73fFK5wxFfGEM6YinnDGVKSXoV1t7Zyo2Gs0BrcWBnFtN103SOZzTbtnJJ7NdtpgeIUzpiKecMZUZGglZRd5E9E12iNyiUeytGk8pa2LvStdxxiJJNlBxmw7ft/xCmdMRTzhjKlIL+tSdqmZGNWeHCRSo2mMrpK1dpRIl7qUgzDeJOBI4xXOmIp4whlTEU84Yyoy6gmopGtkgxLZXxyzKRlVvzfa9esjO6rrb3et+dgHG4t/t+gorj7iFc6YinjCGVORqgmog1wXRRu0daVHcqStrGsbcaHXRfUfo+TUtm77riXFR+LIqKbx/j/w9ywpjTEjgiecMRXxhDOmIkOTLdDVTlDXP22ByI4aiSyDrnUdua0RhaZFNlbb0LRBbKzRTiZta9trDdHxhFc4YyriCWdMRcY0W6Bt3Y/oe5GcahtpMki9k5E44bMrI13zcSSOloqu7UNUS228whlTEU84YyriCWdMRXqZ8d0lW1vttMgOjMZv6lN7sW1Y2SB2zmhnMYwEbY/wihjPdqBXOGMq8l/AuDd5vp1aUwAAAABJRU5ErkJggg==" id="image1f072b3c4c" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1486.2375 80.55 
L 1488.7125 80.55 
L 1491.1875 80.55 
L 1493.6625 80.55 
L 1494.9 81.7875 
L 1496.1375 83.025 
L 1498.6125 83.025 
L 1501.0875 83.025 
L 1503.5625 83.025 
L 1504.8 81.7875 
L 1506.0375 80.55 
L 1508.5125 80.55 
L 1510.9875 80.55 
L 1513.4625 80.55 
L 1514.7 81.7875 
L 1515.9375 83.025 
L 1517.175 84.2625 
L 1518.4125 85.5 
L 1520.8875 85.5 
L 1523.3625 85.5 
L 1524.6 86.7375 
L 1525.8375 87.975 
L 1527.075 89.2125 
L 1527.075 91.6875 
L 1528.3125 92.925 
L 1529.55 94.1625 
L 1529.55 96.6375 
L 1530.7875 97.875 
L 1532.025 99.1125 
L 1532.025 101.5875 
L 1533.2625 102.825 
L 1534.5 104.0625 
L 1535.7375 105.3 
L 1536.975 106.5375 
L 1536.975 109.0125 
L 1536.975 111.4875 
L 1536.975 113.9625 
L 1536.975 116.4375 
L 1536.975 118.9125 
L 1536.975 121.3875 
L 1536.975 123.8625 
L 1535.7375 125.1 
L 1534.5 126.3375 
L 1534.5 128.8125 
L 1534.5 131.2875 
L 1534.5 133.7625 
L 1533.2625 135 
L 1532.025 136.2375 
L 1532.025 138.7125 
L 1532.025 141.1875 
L 1532.025 143.6625 
L 1530.7875 144.9 
L 1529.55 146.1375 
L 1528.3125 147.375 
L 1527.075 148.6125 
L 1527.075 151.0875 
L 1525.8375 152.325 
L 1524.6 153.5625 
L 1523.3625 154.8 
L 1522.125 156.0375 
L 1520.8875 157.275 
L 1519.65 158.5125 
L 1518.4125 159.75 
L 1517.175 160.9875 
L 1515.9375 162.225 
L 1514.7 163.4625 
L 1513.4625 164.7 
L 1510.9875 164.7 
L 1509.75 165.9375 
L 1508.5125 167.175 
L 1506.0375 167.175 
L 1504.8 165.9375 
L 1503.5625 164.7 
L 1502.325 165.9375 
L 1501.0875 167.175 
L 1499.85 165.9375 
L 1498.6125 164.7 
L 1496.1375 164.7 
L 1493.6625 164.7 
L 1491.1875 164.7 
L 1489.95 163.4625 
L 1488.7125 162.225 
L 1486.2375 162.225 
L 1485 160.9875 
L 1485 158.5125 
L 1483.7625 157.275 
L 1481.2875 157.275 
L 1480.05 156.0375 
L 1478.8125 154.8 
L 1477.575 153.5625 
L 1477.575 151.0875 
L 1476.3375 149.85 
L 1475.1 148.6125 
L 1475.1 146.1375 
L 1475.1 143.6625 
L 1473.8625 142.425 
L 1472.625 141.1875 
L 1472.625 138.7125 
L 1471.3875 137.475 
L 1470.15 136.2375 
L 1470.15 133.7625 
L 1470.15 131.2875 
L 1470.15 128.8125 
L 1470.15 126.3375 
L 1470.15 123.8625 
L 1470.15 121.3875 
L 1470.15 118.9125 
L 1470.15 116.4375 
L 1471.3875 115.2 
L 1472.625 113.9625 
L 1471.3875 112.725 
L 1470.15 111.4875 
L 1471.3875 110.25 
L 1472.625 109.0125 
L 1472.625 106.5375 
L 1472.625 104.0625 
L 1473.8625 102.825 
L 1475.1 101.5875 
L 1475.1 99.1125 
L 1476.3375 97.875 
L 1477.575 96.6375 
L 1477.575 94.1625 
L 1478.8125 92.925 
L 1480.05 91.6875 
L 1480.05 89.2125 
L 1480.05 86.7375 
L 1481.2875 85.5 
L 1482.525 84.2625 
L 1483.7625 83.025 
L 1485 81.7875 
L 1486.2375 80.55 
z
" clip-path="url(#p8382a9f2d6)" 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 1457.22375 194.4 
L 1457.22375 182.78625 
L 1425.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=25 -->
    <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-32" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p66f3a2954f">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p2f3e2c81ee">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8f367ea6c2">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pe58842be5a">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8a3dfd1f1f">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p6198441126">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8d8c762a61">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pd668137443">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p4adf7a8901">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pc5622367cd">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8382a9f2d6">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>