ds005265/sub-059/figures/sub-059_task-approachavoid_run-08_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>2026-03-27T00:57:59.101218</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(#p2e3242d33c)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAACJgAAAFACAYAAAD6G1SSAAANkElEQVR4nO3aMQHAIBDAwAf/nlsFZIXhTkEEZM3MNwAAAAAAAAAAcLBvBwAAAAAAAAAA8DaDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABAMpgAAAAAAAAAAJAMJgAAAAAAAAAAJIMJAAAAAAAAAADJYAIAAAAAAAAAQDKYAAAAAAAAAACQDCYAAAAAAAAAACSDCQAAAAAAAAAAyWACAAAAAAAAAEAymAAAAAAAAAAAkAwmAAAAAAAAAAAkgwkAAAAAAAAAAMlgAgAAAAAAAABA+gF2rgN/WtJSHgAAAABJRU5ErkJggg==" id="image0824b0785c" 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(#p99ca2f37d7)">
    <image xlink:href="data:image/png;base64,
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" id="image37070f6f82" 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 86.13 49.86 
L 87.12 50.85 
L 88.11 51.84 
L 90.09 51.84 
L 91.08 52.83 
L 92.07 53.82 
L 94.05 53.82 
L 95.04 54.81 
L 96.03 55.8 
L 97.02 56.79 
L 98.01 57.78 
L 99.99 57.78 
L 100.98 58.77 
L 101.97 59.76 
L 103.95 59.76 
L 104.94 60.75 
L 105.93 61.74 
L 106.92 62.73 
L 107.91 63.72 
L 109.89 63.72 
L 110.88 64.71 
L 111.87 65.7 
L 112.86 66.69 
L 113.85 67.68 
L 114.84 68.67 
L 115.83 69.66 
L 116.82 70.65 
L 117.81 71.64 
L 118.8 72.63 
L 118.8 74.61 
L 119.79 75.6 
L 120.78 76.59 
L 120.78 78.57 
L 120.78 80.55 
L 121.77 81.54 
L 122.76 82.53 
L 122.76 84.51 
L 123.75 85.5 
L 124.74 86.49 
L 124.74 88.47 
L 124.74 90.45 
L 124.74 92.43 
L 124.74 94.41 
L 124.74 96.39 
L 124.74 98.37 
L 123.75 99.36 
L 122.76 100.35 
L 123.75 101.34 
L 124.74 102.33 
L 124.74 104.31 
L 124.74 106.29 
L 124.74 108.27 
L 125.73 109.26 
L 126.72 110.25 
L 126.72 112.23 
L 127.71 113.22 
L 128.7 114.21 
L 128.7 116.19 
L 129.69 117.18 
L 130.68 118.17 
L 130.68 120.15 
L 131.67 121.14 
L 132.66 122.13 
L 132.66 124.11 
L 133.65 125.1 
L 134.64 126.09 
L 134.64 128.07 
L 134.64 130.05 
L 134.64 132.03 
L 134.64 134.01 
L 133.65 135 
L 132.66 135.99 
L 131.67 136.98 
L 129.69 136.98 
L 128.7 137.97 
L 127.71 138.96 
L 125.73 138.96 
L 123.75 138.96 
L 121.77 138.96 
L 119.79 138.96 
L 117.81 138.96 
L 115.83 138.96 
L 113.85 138.96 
L 111.87 138.96 
L 109.89 138.96 
L 108.9 139.95 
L 107.91 140.94 
L 106.92 141.93 
L 106.92 143.91 
L 107.91 144.9 
L 108.9 145.89 
L 109.89 146.88 
L 110.88 147.87 
L 110.88 149.85 
L 111.87 150.84 
L 113.85 150.84 
L 115.83 150.84 
L 116.82 151.83 
L 117.81 152.82 
L 119.79 152.82 
L 120.78 153.81 
L 120.78 155.79 
L 120.78 157.77 
L 120.78 159.75 
L 120.78 161.73 
L 120.78 163.71 
L 119.79 164.7 
L 118.8 165.69 
L 118.8 167.67 
L 117.81 168.66 
L 116.82 169.65 
L 116.82 171.63 
L 115.83 172.62 
L 114.84 173.61 
L 113.85 174.6 
L 112.86 175.59 
L 111.87 176.58 
L 110.88 177.57 
L 109.89 178.56 
L 108.9 179.55 
L 107.91 180.54 
L 105.93 180.54 
L 103.95 180.54 
L 101.97 180.54 
L 99.99 180.54 
L 98.01 180.54 
L 96.03 180.54 
L 94.05 180.54 
L 93.06 179.55 
L 92.07 178.56 
L 90.09 178.56 
L 88.11 178.56 
L 86.13 178.56 
L 85.14 177.57 
L 84.15 176.58 
L 82.17 176.58 
L 80.19 176.58 
L 79.2 175.59 
L 78.21 174.6 
L 76.23 174.6 
L 74.25 174.6 
L 72.27 174.6 
L 71.28 175.59 
L 70.29 176.58 
L 69.3 177.57 
L 68.31 178.56 
L 66.33 178.56 
L 64.35 178.56 
L 62.37 178.56 
L 61.38 179.55 
L 60.39 180.54 
L 58.41 180.54 
L 56.43 180.54 
L 54.45 180.54 
L 52.47 180.54 
L 51.48 179.55 
L 50.49 178.56 
L 48.51 178.56 
L 46.53 178.56 
L 44.55 178.56 
L 42.57 178.56 
L 41.58 177.57 
L 40.59 176.58 
L 39.6 175.59 
L 38.61 174.6 
L 37.62 173.61 
L 36.63 172.62 
L 35.64 171.63 
L 34.65 170.64 
L 33.66 169.65 
L 32.67 168.66 
L 31.68 167.67 
L 31.68 165.69 
L 31.68 163.71 
L 30.69 162.72 
L 29.7 161.73 
L 29.7 159.75 
L 28.71 158.76 
L 27.72 157.77 
L 27.72 155.79 
L 27.72 153.81 
L 27.72 151.83 
L 28.71 150.84 
L 29.7 149.85 
L 30.69 148.86 
L 32.67 148.86 
L 33.66 147.87 
L 34.65 146.88 
L 36.63 146.88 
L 38.61 146.88 
L 40.59 146.88 
L 41.58 145.89 
L 42.57 144.9 
L 43.56 143.91 
L 44.55 142.92 
L 45.54 141.93 
L 45.54 139.95 
L 45.54 137.97 
L 45.54 135.99 
L 44.55 135 
L 43.56 134.01 
L 42.57 133.02 
L 40.59 133.02 
L 38.61 133.02 
L 36.63 133.02 
L 34.65 133.02 
L 33.66 132.03 
L 32.67 131.04 
L 31.68 132.03 
L 30.69 133.02 
L 28.71 133.02 
L 26.73 133.02 
L 25.74 132.03 
L 24.75 131.04 
L 22.77 131.04 
L 21.78 130.05 
L 21.78 128.07 
L 20.79 127.08 
L 19.8 126.09 
L 19.8 124.11 
L 19.8 122.13 
L 20.79 121.14 
L 21.78 120.15 
L 21.78 118.17 
L 22.77 117.18 
L 23.76 116.19 
L 23.76 114.21 
L 24.75 113.22 
L 25.74 112.23 
L 25.74 110.25 
L 26.73 109.26 
L 27.72 108.27 
L 28.71 107.28 
L 29.7 106.29 
L 29.7 104.31 
L 29.7 102.33 
L 30.69 101.34 
L 31.68 100.35 
L 31.68 98.37 
L 31.68 96.39 
L 31.68 94.41 
L 32.67 93.42 
L 33.66 92.43 
L 33.66 90.45 
L 33.66 88.47 
L 33.66 86.49 
L 33.66 84.51 
L 34.65 83.52 
L 35.64 82.53 
L 35.64 80.55 
L 36.63 79.56 
L 37.62 78.57 
L 37.62 76.59 
L 37.62 74.61 
L 38.61 73.62 
L 39.6 72.63 
L 40.59 71.64 
L 41.58 70.65 
L 42.57 69.66 
L 43.56 68.67 
L 44.55 67.68 
L 46.53 67.68 
L 47.52 66.69 
L 47.52 64.71 
L 48.51 63.72 
L 49.5 62.73 
L 50.49 61.74 
L 51.48 60.75 
L 52.47 59.76 
L 53.46 58.77 
L 54.45 57.78 
L 56.43 57.78 
L 57.42 56.79 
L 58.41 55.8 
L 59.4 54.81 
L 60.39 53.82 
L 62.37 53.82 
L 64.35 53.82 
L 66.33 53.82 
L 67.32 52.83 
L 68.31 51.84 
L 70.29 51.84 
L 72.27 51.84 
L 74.25 51.84 
L 76.23 51.84 
L 77.22 52.83 
L 78.21 53.82 
L 80.19 53.82 
L 81.18 52.83 
L 82.17 51.84 
L 84.15 51.84 
L 85.14 50.85 
L 86.13 49.86 
z
" clip-path="url(#p99ca2f37d7)" 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=-70 -->
    <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-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)"/>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#pd5b406a6b5)">
    <image xlink:href="data:image/png;base64,
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" id="image12eeee9ec6" 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 244.53 49.86 
L 245.52 50.85 
L 246.51 51.84 
L 248.49 51.84 
L 249.48 52.83 
L 250.47 53.82 
L 252.45 53.82 
L 253.44 54.81 
L 254.43 55.8 
L 255.42 56.79 
L 256.41 57.78 
L 258.39 57.78 
L 259.38 58.77 
L 260.37 59.76 
L 262.35 59.76 
L 263.34 60.75 
L 264.33 61.74 
L 265.32 62.73 
L 266.31 63.72 
L 267.3 64.71 
L 267.3 66.69 
L 268.29 67.68 
L 269.28 68.67 
L 270.27 69.66 
L 272.25 69.66 
L 273.24 70.65 
L 274.23 71.64 
L 275.22 72.63 
L 276.21 73.62 
L 277.2 74.61 
L 278.19 75.6 
L 279.18 76.59 
L 279.18 78.57 
L 280.17 79.56 
L 281.16 80.55 
L 281.16 82.53 
L 282.15 83.52 
L 283.14 84.51 
L 283.14 86.49 
L 283.14 88.47 
L 283.14 90.45 
L 284.13 91.44 
L 285.12 92.43 
L 285.12 94.41 
L 285.12 96.39 
L 285.12 98.37 
L 285.12 100.35 
L 285.12 102.33 
L 285.12 104.31 
L 285.12 106.29 
L 286.11 107.28 
L 287.1 108.27 
L 287.1 110.25 
L 287.1 112.23 
L 288.09 113.22 
L 289.08 114.21 
L 289.08 116.19 
L 289.08 118.17 
L 290.07 119.16 
L 291.06 120.15 
L 291.06 122.13 
L 292.05 123.12 
L 293.04 124.11 
L 293.04 126.09 
L 293.04 128.07 
L 294.03 129.06 
L 295.02 130.05 
L 295.02 132.03 
L 295.02 134.01 
L 294.03 135 
L 293.04 135.99 
L 293.04 137.97 
L 292.05 138.96 
L 291.06 139.95 
L 291.06 141.93 
L 290.07 142.92 
L 289.08 143.91 
L 288.09 144.9 
L 287.1 145.89 
L 287.1 147.87 
L 286.11 148.86 
L 285.12 149.85 
L 285.12 151.83 
L 284.13 152.82 
L 283.14 153.81 
L 282.15 154.8 
L 281.16 155.79 
L 281.16 157.77 
L 281.16 159.75 
L 281.16 161.73 
L 281.16 163.71 
L 280.17 164.7 
L 279.18 165.69 
L 279.18 167.67 
L 278.19 168.66 
L 277.2 169.65 
L 277.2 171.63 
L 276.21 172.62 
L 274.23 172.62 
L 273.24 173.61 
L 272.25 174.6 
L 271.26 175.59 
L 270.27 176.58 
L 269.28 177.57 
L 268.29 178.56 
L 267.3 179.55 
L 266.31 180.54 
L 265.32 181.53 
L 264.33 182.52 
L 262.35 182.52 
L 260.37 182.52 
L 258.39 182.52 
L 256.41 182.52 
L 254.43 182.52 
L 252.45 182.52 
L 250.47 182.52 
L 248.49 182.52 
L 246.51 182.52 
L 244.53 182.52 
L 243.54 181.53 
L 242.55 180.54 
L 240.57 180.54 
L 239.58 179.55 
L 238.59 178.56 
L 236.61 178.56 
L 234.63 178.56 
L 232.65 178.56 
L 231.66 179.55 
L 230.67 180.54 
L 228.69 180.54 
L 226.71 180.54 
L 224.73 180.54 
L 222.75 180.54 
L 220.77 180.54 
L 218.79 180.54 
L 216.81 180.54 
L 214.83 180.54 
L 212.85 180.54 
L 210.87 180.54 
L 209.88 179.55 
L 208.89 178.56 
L 206.91 178.56 
L 204.93 178.56 
L 203.94 177.57 
L 202.95 176.58 
L 200.97 176.58 
L 199.98 175.59 
L 198.99 174.6 
L 198 173.61 
L 197.01 172.62 
L 195.03 172.62 
L 194.04 171.63 
L 193.05 170.64 
L 192.06 169.65 
L 191.07 168.66 
L 190.08 167.67 
L 190.08 165.69 
L 189.09 164.7 
L 188.1 163.71 
L 187.11 162.72 
L 186.12 161.73 
L 186.12 159.75 
L 185.13 158.76 
L 184.14 157.77 
L 184.14 155.79 
L 184.14 153.81 
L 185.13 152.82 
L 186.12 151.83 
L 186.12 149.85 
L 185.13 148.86 
L 184.14 147.87 
L 184.14 145.89 
L 184.14 143.91 
L 184.14 141.93 
L 183.15 140.94 
L 182.16 139.95 
L 181.17 138.96 
L 180.18 137.97 
L 180.18 135.99 
L 179.19 135 
L 178.2 134.01 
L 178.2 132.03 
L 178.2 130.05 
L 178.2 128.07 
L 178.2 126.09 
L 178.2 124.11 
L 179.19 123.12 
L 180.18 122.13 
L 180.18 120.15 
L 180.18 118.17 
L 181.17 117.18 
L 182.16 116.19 
L 183.15 115.2 
L 184.14 114.21 
L 184.14 112.23 
L 184.14 110.25 
L 185.13 109.26 
L 186.12 108.27 
L 186.12 106.29 
L 186.12 104.31 
L 186.12 102.33 
L 186.12 100.35 
L 187.11 99.36 
L 188.1 98.37 
L 188.1 96.39 
L 188.1 94.41 
L 189.09 93.42 
L 190.08 92.43 
L 190.08 90.45 
L 190.08 88.47 
L 191.07 87.48 
L 192.06 86.49 
L 192.06 84.51 
L 193.05 83.52 
L 194.04 82.53 
L 194.04 80.55 
L 195.03 79.56 
L 196.02 78.57 
L 196.02 76.59 
L 197.01 75.6 
L 198 74.61 
L 198.99 73.62 
L 199.98 72.63 
L 200.97 71.64 
L 201.96 70.65 
L 202.95 69.66 
L 203.94 68.67 
L 204.93 67.68 
L 205.92 66.69 
L 206.91 65.7 
L 207.9 64.71 
L 208.89 63.72 
L 209.88 62.73 
L 210.87 61.74 
L 211.86 60.75 
L 212.85 59.76 
L 214.83 59.76 
L 215.82 58.77 
L 216.81 57.78 
L 217.8 56.79 
L 218.79 55.8 
L 220.77 55.8 
L 221.76 54.81 
L 222.75 53.82 
L 224.73 53.82 
L 226.71 53.82 
L 228.69 53.82 
L 230.67 53.82 
L 232.65 53.82 
L 234.63 53.82 
L 236.61 53.82 
L 238.59 53.82 
L 240.57 53.82 
L 241.56 52.83 
L 242.55 51.84 
L 243.54 50.85 
L 244.53 49.86 
z
" clip-path="url(#pd5b406a6b5)" 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=-60 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) 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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p6e1c827223)">
    <image xlink:href="data:image/png;base64,
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" id="imagebf001cf7f4" 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 385.11 53.82 
L 387.09 53.82 
L 389.07 53.82 
L 391.05 53.82 
L 392.04 54.81 
L 393.03 55.8 
L 395.01 55.8 
L 396.99 55.8 
L 398.97 55.8 
L 399.96 54.81 
L 400.95 53.82 
L 402.93 53.82 
L 404.91 53.82 
L 406.89 53.82 
L 407.88 54.81 
L 408.87 55.8 
L 410.85 55.8 
L 411.84 56.79 
L 412.83 57.78 
L 413.82 58.77 
L 414.81 59.76 
L 416.79 59.76 
L 417.78 60.75 
L 418.77 61.74 
L 420.75 61.74 
L 421.74 62.73 
L 422.73 63.72 
L 424.71 63.72 
L 425.7 64.71 
L 426.69 65.7 
L 427.68 66.69 
L 428.67 67.68 
L 429.66 68.67 
L 430.65 69.66 
L 431.64 70.65 
L 432.63 71.64 
L 433.62 72.63 
L 434.61 73.62 
L 435.6 74.61 
L 435.6 76.59 
L 436.59 77.58 
L 437.58 78.57 
L 438.57 79.56 
L 439.56 80.55 
L 440.55 81.54 
L 441.54 82.53 
L 441.54 84.51 
L 441.54 86.49 
L 442.53 87.48 
L 443.52 88.47 
L 443.52 90.45 
L 443.52 92.43 
L 444.51 93.42 
L 445.5 94.41 
L 445.5 96.39 
L 445.5 98.37 
L 445.5 100.35 
L 445.5 102.33 
L 445.5 104.31 
L 445.5 106.29 
L 445.5 108.27 
L 445.5 110.25 
L 446.49 111.24 
L 447.48 112.23 
L 447.48 114.21 
L 447.48 116.19 
L 448.47 117.18 
L 449.46 118.17 
L 449.46 120.15 
L 450.45 121.14 
L 451.44 122.13 
L 451.44 124.11 
L 451.44 126.09 
L 451.44 128.07 
L 451.44 130.05 
L 451.44 132.03 
L 452.43 133.02 
L 453.42 134.01 
L 452.43 135 
L 451.44 135.99 
L 451.44 137.97 
L 451.44 139.95 
L 450.45 140.94 
L 449.46 141.93 
L 449.46 143.91 
L 448.47 144.9 
L 447.48 145.89 
L 447.48 147.87 
L 446.49 148.86 
L 445.5 149.85 
L 445.5 151.83 
L 444.51 152.82 
L 443.52 153.81 
L 443.52 155.79 
L 442.53 156.78 
L 441.54 157.77 
L 441.54 159.75 
L 440.55 160.74 
L 439.56 161.73 
L 439.56 163.71 
L 439.56 165.69 
L 438.57 166.68 
L 437.58 167.67 
L 437.58 169.65 
L 436.59 170.64 
L 435.6 171.63 
L 434.61 172.62 
L 433.62 173.61 
L 432.63 174.6 
L 430.65 174.6 
L 429.66 175.59 
L 428.67 176.58 
L 427.68 177.57 
L 426.69 178.56 
L 425.7 179.55 
L 424.71 180.54 
L 422.73 180.54 
L 421.74 181.53 
L 420.75 182.52 
L 418.77 182.52 
L 416.79 182.52 
L 414.81 182.52 
L 412.83 182.52 
L 410.85 182.52 
L 408.87 182.52 
L 406.89 182.52 
L 404.91 182.52 
L 402.93 182.52 
L 400.95 182.52 
L 399.96 181.53 
L 398.97 180.54 
L 396.99 180.54 
L 395.01 180.54 
L 393.03 180.54 
L 391.05 180.54 
L 389.07 180.54 
L 387.09 180.54 
L 385.11 180.54 
L 383.13 180.54 
L 381.15 180.54 
L 379.17 180.54 
L 377.19 180.54 
L 375.21 180.54 
L 373.23 180.54 
L 371.25 180.54 
L 369.27 180.54 
L 368.28 179.55 
L 367.29 178.56 
L 365.31 178.56 
L 364.32 177.57 
L 363.33 176.58 
L 361.35 176.58 
L 360.36 175.59 
L 359.37 174.6 
L 357.39 174.6 
L 356.4 173.61 
L 355.41 172.62 
L 354.42 171.63 
L 353.43 170.64 
L 351.45 170.64 
L 350.46 169.65 
L 350.46 167.67 
L 349.47 166.68 
L 348.48 165.69 
L 347.49 164.7 
L 346.5 163.71 
L 345.51 162.72 
L 344.52 161.73 
L 344.52 159.75 
L 344.52 157.77 
L 344.52 155.79 
L 344.52 153.81 
L 344.52 151.83 
L 344.52 149.85 
L 343.53 148.86 
L 342.54 147.87 
L 342.54 145.89 
L 341.55 144.9 
L 340.56 143.91 
L 339.57 142.92 
L 338.58 141.93 
L 338.58 139.95 
L 338.58 137.97 
L 337.59 136.98 
L 336.6 135.99 
L 336.6 134.01 
L 336.6 132.03 
L 336.6 130.05 
L 336.6 128.07 
L 336.6 126.09 
L 336.6 124.11 
L 337.59 123.12 
L 338.58 122.13 
L 338.58 120.15 
L 338.58 118.17 
L 338.58 116.19 
L 339.57 115.2 
L 340.56 114.21 
L 340.56 112.23 
L 341.55 111.24 
L 342.54 110.25 
L 342.54 108.27 
L 342.54 106.29 
L 343.53 105.3 
L 344.52 104.31 
L 344.52 102.33 
L 344.52 100.35 
L 344.52 98.37 
L 345.51 97.38 
L 346.5 96.39 
L 346.5 94.41 
L 346.5 92.43 
L 346.5 90.45 
L 347.49 89.46 
L 348.48 88.47 
L 348.48 86.49 
L 349.47 85.5 
L 350.46 84.51 
L 351.45 83.52 
L 352.44 82.53 
L 352.44 80.55 
L 353.43 79.56 
L 354.42 78.57 
L 355.41 77.58 
L 356.4 76.59 
L 357.39 75.6 
L 358.38 74.61 
L 359.37 73.62 
L 360.36 72.63 
L 360.36 70.65 
L 361.35 69.66 
L 362.34 68.67 
L 363.33 67.68 
L 364.32 66.69 
L 365.31 65.7 
L 366.3 64.71 
L 367.29 63.72 
L 368.28 62.73 
L 369.27 61.74 
L 371.25 61.74 
L 372.24 60.75 
L 373.23 59.76 
L 375.21 59.76 
L 377.19 59.76 
L 378.18 58.77 
L 379.17 57.78 
L 381.15 57.78 
L 382.14 56.79 
L 383.13 55.8 
L 384.12 54.81 
L 385.11 53.82 
z
" clip-path="url(#p6e1c827223)" 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=-55 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) 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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p488e018c4f)">
    <image xlink:href="data:image/png;base64,
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" id="image39dda1b23b" 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 555.39 57.78 
L 557.37 57.78 
L 559.35 57.78 
L 561.33 57.78 
L 563.31 57.78 
L 564.3 58.77 
L 565.29 59.76 
L 567.27 59.76 
L 568.26 60.75 
L 569.25 61.74 
L 571.23 61.74 
L 572.22 62.73 
L 573.21 63.72 
L 575.19 63.72 
L 576.18 64.71 
L 577.17 65.7 
L 579.15 65.7 
L 580.14 66.69 
L 581.13 67.68 
L 583.11 67.68 
L 584.1 68.67 
L 585.09 69.66 
L 587.07 69.66 
L 588.06 70.65 
L 588.06 72.63 
L 589.05 73.62 
L 590.04 74.61 
L 591.03 75.6 
L 592.02 76.59 
L 593.01 77.58 
L 594 78.57 
L 594.99 79.56 
L 595.98 80.55 
L 596.97 81.54 
L 597.96 82.53 
L 598.95 83.52 
L 599.94 84.51 
L 599.94 86.49 
L 600.93 87.48 
L 601.92 88.47 
L 601.92 90.45 
L 602.91 91.44 
L 603.9 92.43 
L 603.9 94.41 
L 603.9 96.39 
L 603.9 98.37 
L 604.89 99.36 
L 605.88 100.35 
L 605.88 102.33 
L 605.88 104.31 
L 605.88 106.29 
L 605.88 108.27 
L 606.87 109.26 
L 607.86 110.25 
L 607.86 112.23 
L 607.86 114.21 
L 606.87 115.2 
L 605.88 116.19 
L 605.88 118.17 
L 606.87 119.16 
L 607.86 120.15 
L 607.86 122.13 
L 607.86 124.11 
L 608.85 125.1 
L 609.84 126.09 
L 609.84 128.07 
L 609.84 130.05 
L 609.84 132.03 
L 609.84 134.01 
L 609.84 135.99 
L 609.84 137.97 
L 609.84 139.95 
L 609.84 141.93 
L 609.84 143.91 
L 608.85 144.9 
L 607.86 145.89 
L 607.86 147.87 
L 607.86 149.85 
L 606.87 150.84 
L 605.88 151.83 
L 604.89 152.82 
L 603.9 153.81 
L 602.91 154.8 
L 601.92 155.79 
L 600.93 156.78 
L 599.94 157.77 
L 598.95 158.76 
L 597.96 159.75 
L 596.97 160.74 
L 595.98 161.73 
L 595.98 163.71 
L 594.99 164.7 
L 594 165.69 
L 594 167.67 
L 594 169.65 
L 593.01 170.64 
L 592.02 171.63 
L 592.02 173.61 
L 591.03 174.6 
L 590.04 175.59 
L 589.05 176.58 
L 588.06 177.57 
L 587.07 178.56 
L 585.09 178.56 
L 583.11 178.56 
L 582.12 179.55 
L 581.13 180.54 
L 579.15 180.54 
L 578.16 181.53 
L 577.17 182.52 
L 575.19 182.52 
L 573.21 182.52 
L 571.23 182.52 
L 569.25 182.52 
L 567.27 182.52 
L 565.29 182.52 
L 563.31 182.52 
L 561.33 182.52 
L 560.34 183.51 
L 559.35 184.5 
L 557.37 184.5 
L 555.39 184.5 
L 553.41 184.5 
L 551.43 184.5 
L 549.45 184.5 
L 548.46 183.51 
L 547.47 182.52 
L 545.49 182.52 
L 543.51 182.52 
L 541.53 182.52 
L 539.55 182.52 
L 537.57 182.52 
L 535.59 182.52 
L 533.61 182.52 
L 531.63 182.52 
L 530.64 181.53 
L 529.65 180.54 
L 527.67 180.54 
L 526.68 179.55 
L 525.69 178.56 
L 523.71 178.56 
L 521.73 178.56 
L 520.74 177.57 
L 519.75 176.58 
L 517.77 176.58 
L 516.78 175.59 
L 515.79 174.6 
L 513.81 174.6 
L 512.82 173.61 
L 511.83 172.62 
L 510.84 171.63 
L 509.85 170.64 
L 508.86 169.65 
L 507.87 168.66 
L 506.88 167.67 
L 506.88 165.69 
L 505.89 164.7 
L 504.9 163.71 
L 504.9 161.73 
L 503.91 160.74 
L 502.92 159.75 
L 501.93 158.76 
L 500.94 157.77 
L 500.94 155.79 
L 499.95 154.8 
L 498.96 153.81 
L 497.97 152.82 
L 496.98 151.83 
L 496.98 149.85 
L 496.98 147.87 
L 496.98 145.89 
L 496.98 143.91 
L 496.98 141.93 
L 495.99 140.94 
L 495 139.95 
L 495 137.97 
L 495 135.99 
L 495 134.01 
L 495 132.03 
L 495 130.05 
L 495 128.07 
L 495 126.09 
L 495.99 125.1 
L 496.98 124.11 
L 496.98 122.13 
L 496.98 120.15 
L 496.98 118.17 
L 497.97 117.18 
L 498.96 116.19 
L 498.96 114.21 
L 498.96 112.23 
L 498.96 110.25 
L 498.96 108.27 
L 499.95 107.28 
L 500.94 106.29 
L 500.94 104.31 
L 501.93 103.32 
L 502.92 102.33 
L 502.92 100.35 
L 502.92 98.37 
L 502.92 96.39 
L 502.92 94.41 
L 503.91 93.42 
L 504.9 92.43 
L 504.9 90.45 
L 505.89 89.46 
L 506.88 88.47 
L 506.88 86.49 
L 507.87 85.5 
L 508.86 84.51 
L 508.86 82.53 
L 509.85 81.54 
L 510.84 80.55 
L 511.83 79.56 
L 512.82 78.57 
L 513.81 77.58 
L 514.8 76.59 
L 515.79 75.6 
L 517.77 75.6 
L 518.76 74.61 
L 519.75 73.62 
L 520.74 72.63 
L 521.73 71.64 
L 522.72 70.65 
L 523.71 69.66 
L 525.69 69.66 
L 526.68 68.67 
L 527.67 67.68 
L 528.66 66.69 
L 529.65 65.7 
L 530.64 64.71 
L 531.63 63.72 
L 532.62 62.73 
L 533.61 61.74 
L 535.59 61.74 
L 537.57 61.74 
L 539.55 61.74 
L 541.53 61.74 
L 543.51 61.74 
L 544.5 60.75 
L 545.49 59.76 
L 547.47 59.76 
L 549.45 59.76 
L 551.43 59.76 
L 553.41 59.76 
L 554.4 58.77 
L 555.39 57.78 
z
" clip-path="url(#p488e018c4f)" 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=-42 -->
    <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)"/>
      <path id="DejaVuSans-32" d="M 1228 531 
L 3431 531 
L 3431 0 
L 469 0 
L 469 531 
Q 828 903 1448 1529 
Q 2069 2156 2228 2338 
Q 2531 2678 2651 2914 
Q 2772 3150 2772 3378 
Q 2772 3750 2511 3984 
Q 2250 4219 1831 4219 
Q 1534 4219 1204 4116 
Q 875 4013 500 3803 
L 500 4441 
Q 881 4594 1212 4672 
Q 1544 4750 1819 4750 
Q 2544 4750 2975 4387 
Q 3406 4025 3406 3419 
Q 3406 3131 3298 2873 
Q 3191 2616 2906 2266 
Q 2828 2175 2409 1742 
Q 1991 1309 1228 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p42aa77a5c2)">
    <image xlink:href="data:image/png;base64,
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" id="imagec97854736d" 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 719.73 59.76 
L 720.72 60.75 
L 721.71 61.74 
L 723.69 61.74 
L 724.68 62.73 
L 725.67 63.72 
L 726.66 64.71 
L 727.65 65.7 
L 729.63 65.7 
L 731.61 65.7 
L 733.59 65.7 
L 734.58 66.69 
L 735.57 67.68 
L 737.55 67.68 
L 738.54 68.67 
L 739.53 69.66 
L 740.52 70.65 
L 741.51 71.64 
L 742.5 72.63 
L 743.49 73.62 
L 745.47 73.62 
L 746.46 74.61 
L 747.45 75.6 
L 748.44 76.59 
L 749.43 77.58 
L 750.42 78.57 
L 751.41 79.56 
L 752.4 80.55 
L 753.39 81.54 
L 754.38 82.53 
L 755.37 83.52 
L 756.36 84.51 
L 757.35 85.5 
L 758.34 86.49 
L 758.34 88.47 
L 759.33 89.46 
L 760.32 90.45 
L 760.32 92.43 
L 760.32 94.41 
L 761.31 95.4 
L 762.3 96.39 
L 762.3 98.37 
L 762.3 100.35 
L 763.29 101.34 
L 764.28 102.33 
L 764.28 104.31 
L 764.28 106.29 
L 765.27 107.28 
L 766.26 108.27 
L 766.26 110.25 
L 766.26 112.23 
L 766.26 114.21 
L 766.26 116.19 
L 766.26 118.17 
L 766.26 120.15 
L 766.26 122.13 
L 766.26 124.11 
L 766.26 126.09 
L 766.26 128.07 
L 766.26 130.05 
L 766.26 132.03 
L 766.26 134.01 
L 766.26 135.99 
L 767.25 136.98 
L 768.24 137.97 
L 768.24 139.95 
L 767.25 140.94 
L 766.26 141.93 
L 766.26 143.91 
L 766.26 145.89 
L 766.26 147.87 
L 765.27 148.86 
L 764.28 149.85 
L 764.28 151.83 
L 763.29 152.82 
L 762.3 153.81 
L 761.31 154.8 
L 760.32 155.79 
L 759.33 156.78 
L 758.34 157.77 
L 757.35 158.76 
L 756.36 159.75 
L 756.36 161.73 
L 755.37 162.72 
L 754.38 163.71 
L 753.39 164.7 
L 752.4 165.69 
L 752.4 167.67 
L 751.41 168.66 
L 750.42 169.65 
L 749.43 170.64 
L 748.44 171.63 
L 748.44 173.61 
L 747.45 174.6 
L 745.47 174.6 
L 744.48 175.59 
L 743.49 176.58 
L 742.5 177.57 
L 741.51 178.56 
L 740.52 179.55 
L 739.53 180.54 
L 737.55 180.54 
L 736.56 181.53 
L 735.57 182.52 
L 733.59 182.52 
L 731.61 182.52 
L 729.63 182.52 
L 728.64 183.51 
L 727.65 184.5 
L 725.67 184.5 
L 723.69 184.5 
L 721.71 184.5 
L 719.73 184.5 
L 717.75 184.5 
L 715.77 184.5 
L 713.79 184.5 
L 711.81 184.5 
L 709.83 184.5 
L 707.85 184.5 
L 705.87 184.5 
L 703.89 184.5 
L 701.91 184.5 
L 699.93 184.5 
L 697.95 184.5 
L 696.96 183.51 
L 695.97 182.52 
L 693.99 182.52 
L 692.01 182.52 
L 690.03 182.52 
L 689.04 181.53 
L 688.05 180.54 
L 686.07 180.54 
L 684.09 180.54 
L 683.1 179.55 
L 682.11 178.56 
L 680.13 178.56 
L 679.14 177.57 
L 678.15 176.58 
L 677.16 175.59 
L 676.17 174.6 
L 675.18 173.61 
L 674.19 172.62 
L 672.21 172.62 
L 671.22 171.63 
L 670.23 170.64 
L 669.24 169.65 
L 668.25 168.66 
L 667.26 167.67 
L 666.27 166.68 
L 665.28 165.69 
L 665.28 163.71 
L 664.29 162.72 
L 663.3 161.73 
L 663.3 159.75 
L 662.31 158.76 
L 661.32 157.77 
L 660.33 156.78 
L 659.34 155.79 
L 658.35 154.8 
L 657.36 153.81 
L 657.36 151.83 
L 656.37 150.84 
L 655.38 149.85 
L 655.38 147.87 
L 655.38 145.89 
L 655.38 143.91 
L 655.38 141.93 
L 655.38 139.95 
L 654.39 138.96 
L 653.4 137.97 
L 653.4 135.99 
L 653.4 134.01 
L 653.4 132.03 
L 654.39 131.04 
L 655.38 130.05 
L 655.38 128.07 
L 655.38 126.09 
L 655.38 124.11 
L 655.38 122.13 
L 655.38 120.15 
L 655.38 118.17 
L 656.37 117.18 
L 657.36 116.19 
L 657.36 114.21 
L 657.36 112.23 
L 657.36 110.25 
L 657.36 108.27 
L 658.35 107.28 
L 659.34 106.29 
L 660.33 105.3 
L 661.32 104.31 
L 661.32 102.33 
L 661.32 100.35 
L 661.32 98.37 
L 662.31 97.38 
L 663.3 96.39 
L 663.3 94.41 
L 663.3 92.43 
L 664.29 91.44 
L 665.28 90.45 
L 665.28 88.47 
L 666.27 87.48 
L 667.26 86.49 
L 668.25 85.5 
L 669.24 84.51 
L 670.23 83.52 
L 671.22 82.53 
L 672.21 81.54 
L 673.2 80.55 
L 674.19 79.56 
L 675.18 78.57 
L 676.17 77.58 
L 677.16 76.59 
L 678.15 75.6 
L 679.14 74.61 
L 680.13 73.62 
L 682.11 73.62 
L 683.1 72.63 
L 684.09 71.64 
L 685.08 70.65 
L 686.07 69.66 
L 687.06 68.67 
L 688.05 67.68 
L 689.04 66.69 
L 690.03 65.7 
L 692.01 65.7 
L 693.99 65.7 
L 695.97 65.7 
L 697.95 65.7 
L 698.94 64.71 
L 699.93 63.72 
L 701.91 63.72 
L 702.9 62.73 
L 703.89 61.74 
L 705.87 61.74 
L 707.85 61.74 
L 709.83 61.74 
L 711.81 61.74 
L 713.79 61.74 
L 715.77 61.74 
L 717.75 61.74 
L 718.74 60.75 
L 719.73 59.76 
z
" clip-path="url(#p42aa77a5c2)" 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=-35 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) 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)"/>
     </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-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p5ba7464205)">
    <image xlink:href="data:image/png;base64,
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" id="image21138f2912" 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 862.29 63.72 
L 864.27 63.72 
L 866.25 63.72 
L 868.23 63.72 
L 870.21 63.72 
L 872.19 63.72 
L 874.17 63.72 
L 876.15 63.72 
L 878.13 63.72 
L 880.11 63.72 
L 881.1 64.71 
L 882.09 65.7 
L 884.07 65.7 
L 885.06 66.69 
L 886.05 67.68 
L 888.03 67.68 
L 889.02 68.67 
L 890.01 69.66 
L 891 70.65 
L 891.99 71.64 
L 893.97 71.64 
L 895.95 71.64 
L 896.94 72.63 
L 897.93 73.62 
L 899.91 73.62 
L 900.9 74.61 
L 901.89 75.6 
L 902.88 76.59 
L 903.87 77.58 
L 904.86 78.57 
L 905.85 79.56 
L 906.84 80.55 
L 907.83 81.54 
L 908.82 82.53 
L 909.81 83.52 
L 910.8 84.51 
L 911.79 85.5 
L 912.78 86.49 
L 913.77 87.48 
L 914.76 88.47 
L 915.75 89.46 
L 916.74 90.45 
L 916.74 92.43 
L 917.73 93.42 
L 918.72 94.41 
L 918.72 96.39 
L 918.72 98.37 
L 919.71 99.36 
L 920.7 100.35 
L 920.7 102.33 
L 920.7 104.31 
L 921.69 105.3 
L 922.68 106.29 
L 922.68 108.27 
L 923.67 109.26 
L 924.66 110.25 
L 924.66 112.23 
L 924.66 114.21 
L 924.66 116.19 
L 924.66 118.17 
L 924.66 120.15 
L 924.66 122.13 
L 924.66 124.11 
L 924.66 126.09 
L 924.66 128.07 
L 924.66 130.05 
L 924.66 132.03 
L 924.66 134.01 
L 923.67 135 
L 922.68 135.99 
L 923.67 136.98 
L 924.66 137.97 
L 923.67 138.96 
L 922.68 139.95 
L 922.68 141.93 
L 922.68 143.91 
L 922.68 145.89 
L 922.68 147.87 
L 921.69 148.86 
L 920.7 149.85 
L 920.7 151.83 
L 919.71 152.82 
L 918.72 153.81 
L 918.72 155.79 
L 917.73 156.78 
L 916.74 157.77 
L 915.75 158.76 
L 913.77 158.76 
L 912.78 159.75 
L 912.78 161.73 
L 911.79 162.72 
L 910.8 163.71 
L 909.81 164.7 
L 908.82 165.69 
L 907.83 166.68 
L 906.84 167.67 
L 905.85 168.66 
L 904.86 169.65 
L 903.87 170.64 
L 902.88 171.63 
L 902.88 173.61 
L 901.89 174.6 
L 900.9 175.59 
L 899.91 176.58 
L 897.93 176.58 
L 896.94 177.57 
L 895.95 178.56 
L 894.96 179.55 
L 893.97 180.54 
L 891.99 180.54 
L 890.01 180.54 
L 889.02 181.53 
L 888.03 182.52 
L 886.05 182.52 
L 884.07 182.52 
L 883.08 183.51 
L 882.09 184.5 
L 880.11 184.5 
L 878.13 184.5 
L 876.15 184.5 
L 874.17 184.5 
L 872.19 184.5 
L 870.21 184.5 
L 868.23 184.5 
L 866.25 184.5 
L 864.27 184.5 
L 862.29 184.5 
L 860.31 184.5 
L 858.33 184.5 
L 856.35 184.5 
L 855.36 183.51 
L 854.37 182.52 
L 852.39 182.52 
L 850.41 182.52 
L 849.42 181.53 
L 848.43 180.54 
L 846.45 180.54 
L 844.47 180.54 
L 843.48 179.55 
L 842.49 178.56 
L 841.5 177.57 
L 840.51 176.58 
L 838.53 176.58 
L 837.54 175.59 
L 836.55 174.6 
L 835.56 173.61 
L 834.57 172.62 
L 833.58 171.63 
L 832.59 170.64 
L 831.6 169.65 
L 830.61 168.66 
L 829.62 167.67 
L 828.63 166.68 
L 827.64 165.69 
L 827.64 163.71 
L 827.64 161.73 
L 826.65 160.74 
L 825.66 159.75 
L 824.67 158.76 
L 822.69 158.76 
L 821.7 157.77 
L 820.71 156.78 
L 819.72 155.79 
L 818.73 154.8 
L 817.74 153.81 
L 817.74 151.83 
L 816.75 150.84 
L 815.76 149.85 
L 815.76 147.87 
L 815.76 145.89 
L 815.76 143.91 
L 815.76 141.93 
L 814.77 140.94 
L 813.78 139.95 
L 813.78 137.97 
L 813.78 135.99 
L 813.78 134.01 
L 813.78 132.03 
L 814.77 131.04 
L 815.76 130.05 
L 814.77 129.06 
L 813.78 128.07 
L 813.78 126.09 
L 814.77 125.1 
L 815.76 124.11 
L 815.76 122.13 
L 814.77 121.14 
L 813.78 120.15 
L 813.78 118.17 
L 813.78 116.19 
L 813.78 114.21 
L 814.77 113.22 
L 815.76 112.23 
L 815.76 110.25 
L 815.76 108.27 
L 816.75 107.28 
L 817.74 106.29 
L 817.74 104.31 
L 818.73 103.32 
L 819.72 102.33 
L 820.71 101.34 
L 821.7 100.35 
L 820.71 99.36 
L 819.72 98.37 
L 820.71 97.38 
L 821.7 96.39 
L 822.69 95.4 
L 823.68 94.41 
L 823.68 92.43 
L 824.67 91.44 
L 825.66 90.45 
L 825.66 88.47 
L 826.65 87.48 
L 827.64 86.49 
L 828.63 85.5 
L 829.62 84.51 
L 830.61 83.52 
L 831.6 82.53 
L 832.59 81.54 
L 834.57 81.54 
L 835.56 80.55 
L 836.55 79.56 
L 837.54 78.57 
L 838.53 77.58 
L 840.51 77.58 
L 841.5 76.59 
L 842.49 75.6 
L 843.48 74.61 
L 844.47 73.62 
L 845.46 72.63 
L 846.45 71.64 
L 848.43 71.64 
L 849.42 70.65 
L 850.41 69.66 
L 852.39 69.66 
L 853.38 68.67 
L 854.37 67.68 
L 856.35 67.68 
L 857.34 66.69 
L 858.33 65.7 
L 860.31 65.7 
L 861.3 64.71 
L 862.29 63.72 
z
" clip-path="url(#p5ba7464205)" 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=-27 -->
    <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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pa4ce371390)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAq8ElEQVR4nO2dWaxlVfX1B1r2DfaKIr1gFV1JDyqighIiEMUgT4JdjCZGH7DFFx+MRl9U9MGgiRrUEAFFEUE6QdqiKOlBWhWwQbHv2//Dl7HOb587J+ucc2/tAr45Xu7KuvvsvfbazRx7zGZtJul/WgY222yzsH/VqlVL+h7xiEe09r/+9a/WfsxjHrNkf//+979bH9vZ8Yz//ve/4fH8u//9b/bT5b4Inpv3x/0+8pGPDNsez+Mf//jW96hHPaq1f/vb37b2f/7zn8HfBxp71M/jcrw+HueUx+D8RnPGOeExuI/ouDxeNK+8VtH58P/ZNfbx/v73v3fH6H6Oaww8or9JoVBYKdQDVyiMiKW8b4UQUSyab/7/n//8Z2ub8mR0jpQnonOkGNF4+H+2I+pGusfxPPrRj37AMWTw757whCe0PlIeUmvPSUbhouNltPaxj31sa5t28f/ZdfE2pP+cp2guOV7OH68b9zcrsvshoqIZPY3uHaL3/5VAWbhCYUTUA1cojIhlU8pZzLD7SQuybXsKVqRQZfuKFMJsv2ybzvHcIjWM27CP1JD06clPfrIk6bnPfe4DHleS/vGPf0iS/vSnP4XHjZTbbB6oij7pSU+SJP3tb39rfX/5y19am3Q5Uv1IKXmeHg/PwecrSX/4wx9a2+PM1FGeR486Z58FBu+XeShldrzloixcoTAiNppoEr1N5nmL8c3Ft3lklbI3EN/WFA6MzGL4Y5/WidbyKU95ypJ+HuuJT3xieIynP/3pkqT99tuv9b3whS9s7S984Qutbavyy1/+cumJaWgxpn8zPV5aml122UWS9Oc//7n13XHHHeG2m2++uaSh1aIVedazntXaP//5zyVJv//971vfc57znNa+/fbbW5tW2+A88XgRO8qs2jw+teje6d2TK4GycIXCiKgHrlAYEcumlJkZJn202Z/lo9TUIQrLyo5HOsK2KZEkPfWpT5U0FBDcJw2FA9MtUjT+f+3atUuOx/8TpDk+NqnY+vXrW/vZz352az/vec+TJJ177rmtj2ILx+aQsN/85jetjxSMdNo+QFLH+++/v7U57x4n90Uqyvnzfu+6667Wx/nfYYcdWvsnP/mJpCF15DHYjoSQeXxrmcCysShjD2XhCoURUQ9coTAiNtMyswUGO0v8VlFfFk5k0MeT+WusxDGEyEqgJG2zzTatbVrF43Jb+qXc/sUvftH6/vjHP7b285///NY2Tbz77rtbH2ltRNF4Dtz2mc98Zmtbnbz11lvDbUkTrRDy9zwGqZ0pIed02223be0777yztT1XpI5Ubtn22KjW8hpyHx6bxy0NVVdSXF+LKNJ/ut/j5bkvGhpXKmWh8DBAPXCFwohYUcd3pkLarEchUbPsK6MCDlMipaSzlZTn5ptvljSkXaSXP/7xj1vbtIhjoKJGRfJnP/uZpCElJajO7bvvvpKGzuGrr766tUn9rDzed999rY8KK6nbi1/8YknS+973vtZ34403tjadzqZrpKR2hksTBVGSLr74YknDeaRKudVWW7X2lVdeKUlas2ZNOEYm11qNtRIr5fTe14jXmPdA5OzOsibmCcbYWCgLVyiMiBUVTXp+jlneUraCmTVkLpm3ofXZcsstW5uWyG9p+rr41uWHukURvnUpALzsZS9rbVs4iiq0GG94wxta2wHJFCb4u9/97ndLxv6pT32q9XHsu+66a2sfe+yxkqSXv/zlikBx4p577pEkPe1pT2t9vBY33XRTa19++eWSpCuuuKL13Xvvva0dhctxnjgP55xzTmvbn7j77ru3Poaw0ar/6le/kjS0rBRK/vrXvy7pz0QpouffK9GkUHgYoB64QmFEjEopM1NP8+4P7YxSbrfddq1tOkEf2E477dTaFBlMdUwBp49LarLPPvtIkvbee+/WRwpHamxRJPL5ZSA9IqWkuOFjvPe97219zDKgOHTooYdKGlK4eUDKSb/VLbfcImlItzlP3/ve91r7zDPPlDQMW8s+G0yXOWcUZii2GBSa6LPj/HnsPC6vFQUUfoZE4y1KWSg8DFAPXKEwIla0xEIGm2eadIJU1NtEZQG4L2kS8b7FFlu0PiZ0WpGTJrST47VqKA0pj+kLfXbPeMYzWvulL31pa0dqFxMsOXbvl8finOy4445L9sXzIdU66aSTWvv444+XNKR7pGA8Z1M+KqU8B/oCTd8PPvjgJeOShqqoz9n+Tmk4v4973OOWnAc/BTgPVKI97ww/Y0YClWhTysyHG5XcGINGEmXhCoURUQ9coTAiRqGU3iYLs6Fi5HohrAtCCkaa95rXvEaSdOqpp7Y+UiVSSqtVRx99dOtbt25da1uRkyZqH53oDNEifE433HBDOF6qaA5ZopLHRNCI2nFbZi8cccQRrf3Tn/5UUpz0Kw3nwYpjVrCVtNTULqsnQpXRFPf1r39962OtFDrMt956a0nDTwEqoTxnJ9oyKIBO+1//+tetHTm+ezVLxk5ELQtXKIyIFQ1e7n2A0tdCXxXDgWzZ+H/6rShI3HbbbZKGoUAUC1hd65hjjpEkvfWtb219tIb07VgUYQ5Xhl71LFo4z4ktkjQUCBhqtttuu0kallX48pe/3Nonn3xya9u3SMGDx6UlsdWhZeW1otBh4Yr7oqWntTMbeP/739/6PvGJT7T2Nddc09q2dhRSKIpQHPL1pIV7wQte0NoMd/M8ZPlyWRmHMVEWrlAYEfXAFQojYqNRSiISVvihTvpoWkSBgHlXFABOO+00SUO6QVGFUf0f+chHloyBpRLmgaPopUmlLFIiVs8iZbTPiFSM50PxyOFWzBk74YQTWps00cebhyaRpmflLCxIkFLS70UKaxr42te+tvVRKCF997H5ecBSEgzP8/UkDecYeW844yCjkb1PnlkEwOWiLFyhMCLqgSsURsQoawu4TSrF0C0qcaaX2TrYVNFMdUhJ6aNx6QGCFIP+Mipj7qdviOrnVVdd1dp77LHHkm05HtIbjt3geZIO22dHZZeKHEsheL+kcEyeZXKnqRTHy/3yeA5LYx+pPqmz6TmpKsst7Lnnnq29YcMGSUMKTWWXPtEDDjhA0jBZ1Ump0pDC+hoxiTZbh2CRNd9XAmXhCoURUQ9coTAiVnRtgSykxv2kbWyTTthZzYj8yy67rLVJWQxStVe+8pWtbToiST/4wQ8kDZU1UimqiaaqdJxfeOGFrU2HuBVSOq1JEzk2zwnVOSqEVAM9HlJZZh5Ey2vx95xTUlxvy/knvWS/KR/nnG3Or0H6eeCBB7Y2FeHPfOYzkoYJt9dee21r85zdf/jhh7c+rrfAsTuzgHQ6G/umQlm4QmFELLvEQrYccFROgaE8Wf7TK17xCknDt7XrI04fw29rWiqGP7FMgz/2aSUYIM0gWIsX9B3xzU2r5bcmrQj/H5UnoDjCYGHuw2Pj7zmnFIc8lxwj90vRyeeflcPgtr4uFBs4RgZ3+7pQ3OjhW9/6Vmvb6klDRmMGQAHmkEMOae1LLrmkte3L4z1CRsPrGYkmUW7j9P566IkwZeEKhRFRD1yhMCI2mmhCmBaQUlJk4Ae193HBBRe0PlI/lsG2qV+9enXrs19MGtJEixukn0zV5we8QfrE8TKUzJSFH/qksqSwjtCP1giXYlEpWoVo+njRYpOktZwHiy08N143hm5ZNOE5UPBheXjnsNFPR2GHvkDnw7F0A3PgnNkhTULcuN/rrruutSncXH/99ZKG14fzG5VTz/ykUQ5gRhd7z8BgUchwD4VCYaOgHrhCYUQsW6WMQrikIRUyjWPxUlJDRoc7PImryjBZ0iqmNKloFWUCSNKll17a2lbcqN5FJRikCc2gUspE00jNyhZh7IUTkcJx/ky/eVyqudyv+0n3sjXHvS2zDaL1zaXJvFP9pOpHyhipk5la62MzE8I0U5Le/va3t7bLZ5ACs817wzSQYW+85wifM8+X442ucbYw6DyVv8rCFQojoh64QmFELKxS9qKtSaucnEnlh4olVbvzzz9f0pC6vOQlL2ntd73rXa1thSqrGc+xWZHMovO55oCpJClEtAa4NKGSmULLbT0eUjhSWc6ZaVxU6HR67B4vKSXnl2OLMiF4XIaEeVteC1Jcqn7uzzIwSIdN3ahyklIed9xxrX3GGWdIyuef182FaalS8rOAarfnh9uSOvec3YsWkC0LVyiMiIGFmyfFPKo1ybc1Sw7445gBqrRqzF+K/v+hD32otb2yjTR5o7NkNt/AHFu0LY/BD2b7Dfl2zHK3DPqquC3flH7jZwIALYJ/RwvHbXmebtPi0NpxPH6z8xz4f4o/toK09DxP5sN5v5nvMsqzYxl3Ch0s+f7mN79ZkvT1r3893C+PZ+vKVYTOO++81qZg5jLuWUB4byniLIyxh7JwhcKIqAeuUBgRA0o5z8dftC0p3P7779/aph6kR/QDOSRHmlCad7/73a1v3333bW2GCDn6m+adH9QMfzKlyfwupHM+N9I2HoPnGZUhYI5b9DvSOc4jBR2fJ8sJUHggPTJ95Lll4XA+Hs+XAgtFBPdnY+D8uRhvRj8p8vDaG6TvpIkvetGLJA0rpXH+eY19H73tbW9rfSxBz+tp+pgtGrmxVtUpC1cojIh64AqFEbFq0eKX9t3QvDNUhwqWKRQj+UkhqK659v3atWvD43K/pjQM0SLlIcUy9SBdydYZN7Ug9YsW82M7WnBwut/ULqOUVBY9TiqppJFZuQqD1zVKbOX5cB4YtR+NlwohF6n02Hm+/D/ha0FfIOeBa47bz8aMEm7LOfEnC/fLT5uzzjpryRhIdTNld56Vdiq0q1B4EKEeuEJhRHQd3xnlNA0hNWGddxYltdk/8sgjW98pp5zS2nRUOrqbFZ+IKHmTlJSUJ0reJJXN6s57vKRSdOpHRWNJy6jGUsmzksnxUpmMFDNSNLaJyBEfOZqlyTmTQmcV1KKivDw30jmfPyk91U3eJw4Vi6iuNKyKZkWTSvX69etb+5Of/GRr+5yYWMzsEiY1m1LyWvAaRtXWVkKtLAtXKIyIVYv63uizMPgm5GontjS0enxTMgD1wx/+8JL98v/R4oH0HdHXwn4fj1YteotJsdWixaC1s7AQVcaSYkvCMXC/bEdWa5CqD+tt6zFLbqLHEwVKc188XrZtlDNGoYqWk3lptnAMis6Czm0xmW+X+UR9PV1KXZKOOuqo1uZikraCvA/JnjieyGc3Sz3WqK8sXKEwIuqBKxRGxKqMhvQQCRZce5kr4jgEKyumylCfXXfdVdLwg5wUgqKH90cKx3Mg5fG2magSUYgo7236PKLSDRnFME3MKBzH4LFzX/w/w8csppDWZrldbtN3yTIFFC98PM5DNEaCvizui9QtKuPOY0TVs+yflYYi21577dXaZ5999pJxsdqXw8Sk4Qo9Bn1y9Peu5EKNZeEKhRFRD1yhMCLmopTR/00BpUnEuCQddNBBrW31ksmfpB70uTn5kL4W+muoPEb7Ip2gYma6lVHDqPAnaRvPnfTHdIyUKUsaNVWNFN7p31nhy1TkiO7yWBx7dDz+P1NHPSekeKStkVKXhcARvl5Rcq40LFxrWsp7h9SPFduuvPLKJePl2gOHHXZYa/u68Xz5eURfns8pW3sgmodMxSwLVyiMiHrgCoURsSpy5s2iypiGuDaENFz7mrTgTW96kyTpoosuan2kNL21uEmfSC1MoagoRaqgFC/plMHHztREjs0qGOkcEdHdLFsgKu5KVTBy8koTms0lrPh/BiSY5lFBzGgrj21EBXOleP0IzkmUFZHV8qcD2lSTCjj3xU8at/k5sm7dutZmmJcpJek27zOO3cp4FgoYIa1m94C/KhQKK4puPlz2pPoNzPAcvmH9AStNVkNhiBaPS7HFb3/+nwGxfMP6TRmVEJDiKkyzrPbjbXisyJclTawA/XDZAoe2mNkYOJfROXBfZAg+f/q1OGc8hq1ktArRdLs3DxRFfP60DBSBeB4Ov6PFphDC3DdbQQpgDBGkH+51r3udpGHQNEty8Hhe0ppLSZM9cZWlyH+aWbuIJVZoV6GwiVAPXKEwIsJ8uF70szShJKQ2DLtikU9TC/pa+MFN82wBhCE5zIViGQeLBRHNnG47pCvzgXEMHlu2WB/nxDQjO5/oeKQ2UWkHaXINsswC+hNN4yjGZHTOx84oEccWZSEQ0T54D/B681qYimZVvTgnpqr8HMl8fQ7doj+N9JNU01T0O9/5Tuuj+EZKOY8frpc7VxauUBgR9cAVCiOi64fLEhmdUHjjjTe2Pqpkb3nLW1r79NNPlzSkG6SiO++8c2tvueWW/29gScmCqIoV98UxRnSOaldWSz6K1Ced4DFMm6Jsg2lEK7Jw/pk8az8Z98XjRkppRhO5D9POjJZl/sbefr2PiA7yfKRJNS9Szsw/6s8G/t/3iCTdfPPNre2KY6SnzITg+gW+57bffvvWx/uT9NznlCWg1oKMhcKDFPXAFQojIswWyGgk21aCaIaZ3MkF9myeaaZJC9asWbNkYFmdElJCm+8sqp9tV4IizeHveAz/LlvTmf0eQ7Z8EalQNL9ERFuzhM4o2p90MKJEBJVdjof9pozzqJRRUVrui+PJCrpyzhwiGBWdne73Pbfbbru1PtY3YZ0dn1NUBU4a3g8ezyyhXVXTpFB4EGFVFGbEvsg/JU3eSHz7cRFGlqt2yFcmbvCN5v5tttmm9dF/wkUdLRZQVGHwLIUXW8ZM0ODbrYeoahTPJyuh/kC/l+K3Y5Z/RpEmegNnLCWystkY/LtszqLlhTNfFWEmxKBqWsaoXmUW3hddN7IrbsvQLY8hqyGa+UeNRWtUloUrFEZEPXCFwohYldFHIxMhLGqQFnDlFZph0x9SSrZpyk0J2UexIBNxDObhkS701mmOctSifLDpsZmyZKFdEc3j3JACR6u3ZPSUY4vmN7uunrNZ1qiO/JGkaEQ0v5nQ5PYslc48P7zWpJwRpWRoF+8dhgta7KPPjsiuYYRZQiGNsnCFwoioB65QGBFhAmpGMdhvk8yVTkgvV69e3dpOcycdYdQ/zb7BSHL695g4aV8JKR5Bn53pFrfN1LlesmoUypPRjqg/U/I4P6ZQpI6Zj8vbZuONzpNjyGirx56VgSA1jlbl4X45hshvyGPw2vsaZuuxUw33/cd7jys6uSCxNPHfsS/zs0X3w6IoC1cojIh64AqFETHXgoykPFaKaIapkjF0yzSD2QQ05UwCPPzwwyUNHdxU8qJof9IGhoRFa3xHIUbSkLpFFC0ratpTsIjIkcx2lNiaLcJIitWrSxNF9WcBDRF1zjIlIrqb0fuoNkum1vJ4vo+4VgUreEX1VviJcsQRR7T2FVdcsWS8PN8sRDDKxiDmoZpl4QqFEbEq6szCgvg2sf+CbzkGMrPfeUjZB3Xk7+LieQzr4Qe1f8eQHb5h6a/xGy3z/fA8o7zA7C0foSegZDllUemFLOQs6udxOb+RVc/2m43HyMSjqCREtt+ojxaOlsbXjf4y/j+rB2pQnKN/Lsqz437pw40Yz6IoC1cojIh64AqFERFSygykUqZ2XNgvK8BpKko6yDwkrsNsMDWe4gdpq6kk/XRZ7lyU25WFP82zAF9UGiALP4v8b1FuHftnqRTlsdM/lYkxPreMckY+uYxa9yhwj+KSDt5///2tzbIHPifmsmXVy5hhYnzjG99obd47DgGkwEKfcrQgY49OT/dHKAtXKIyIeuAKhRERVu0isoj6aG1rmmGqTpEv6cQTTwwH5NAt0gZWBuMxTEMYZc/QryhMKVtTO6I8GR3ktp6zzLfWW/Ay29bjzegKzyMqCZFV+HI/90sq2vM9ZnTb4+G4OE9RmFd275E++nryc4RrWLAdgfcG71+fc6Y4z1OJK/tdhLJwhcKIqAeuUBgRqyKTGtXAkIbm0g5m0kX+n9TO6hFDa3bZZZcHHBgTSelwj2r8kypk6wxEBVuzbSOK1ktIzELgogUVZ0lujAqrRjVEMvRCzrKCuaR+PbU2ivafReH1Meho5n1E5dBJzVQgqWDzPnH4149+9KPWd80117Q2lVDvg2PIiuPOs/hidP5VtatQ2ETorp6TVaOyv4sfrVkgc7T43Re/+MXWZll0v+mY58TSDXyze4UTWj2+rTmGaIxZf1RGIPu49pxk4gfnzMh8a9wHcwuj/UaiSDbG7M0d7TdC9raPgp6zc6PPzeeZCWsUSLw4I+fDZfalYbiW8c1vfnPJsaThNbYVpR+ZbKTnW6uqXYXCQwD1wBUKI2JVFNKU0S76xmyqaeqZ78Zoa+c0kZp8+9vfbm1SSmPvvfdubVIiZg7cddddkoaZBQwp43j9wRytOiMNqV/ksyOFiDIdMloW+fKysCrC22bR8Bm97G0b9fWyJrJQtaiYbzZP3NaCBcP7uAAiKaPbDLsiIvpPmnnwwQe3Nufa9wkXeuT9y/s6WnSzt3pOJqSUhSsURkQ9cIXCiBhIaD1fSkSxspR7JoXuuOOOkobR2vTJnXPOOa396le/WtLQL0azv+eee7a2w8q4LSlltNBgtr4BqaZ9iFGlKamvYEWhVESPAk4fz+DYI/Ut22/kV83OnYj2y21Jd91Pyk8KRormMXDlm4yqWkXk+ZKKRkmsXutbks4777xwWyvfV199devjeOizmx739Ln1iimXH65Q2ESoB65QGBFhAmqmsES0izUjWLudlNIqIisv3X777a0dKXF0fpJG3nDDDa1tVYnOS4IU145OKmekuFENi4xGZlWupn8/jV7YT0RNqMJxPOyPnOu9Nbx7TvTp8UTbch++hlnlK47RgQrM/GC4FlVK00COhYnOrA5n3HTTTa190UUXtXakhDJwI6rUxTFkc9NTKYtSFgqbCN2qXdmb0AHDWSluvqX8wbzzzju3vltvvbW1ozcp35QMUKWPxWNgsGv0YSxNLBhLMGQ5bpFgkeWJ9SxcJLD0gl0JjpFB2tEKMSwp0VtgMrPSUShfNkaehy0u2QrnlJbI4gYtBtkRhRffB1FN1Gmce+65kqSvfvWrrY/zsN9++7W27wMyKY4hq19qzGPhiLJwhcKIqAeuUBgR3apdWXS4C2ned999rY8iBP1hzk865JBDWt8ZZ5zR2h/96Edb2yufkDaQKm2xxRatbQGFH9zMMiCdiEK7MupnKsT/MyMh8hllZQp6pcN71I5UiufZKx+RnafHkOW9RfvI1iSP/JQ8d84J7w3vj9Sd2QIM47LQRjrNsh7EVVddJUm64447Wh+p4U477dTapo8M58o+NyLf2qJlz8vCFQojoh64QmFEzFUINqoaxSKsVBaZDXDcccdJGqpEVNluueWW1n7Pe94jSTr++ONbH1UrVnQyDSHFyIrGmiKQ5rAMBCmCaUhUGWu6f/o3PJYU00/2cTxR6FymjpISWgXO/IZZ1L4RrUAzPbZojNF5kKJxTviJ4Pnh70kjeT2tLm+99dZLxiIN77/LL79c0jAsi6UZnMwqSWeddZak4T3AEEGiElALhYco6oErFEZEd0HG7P9RDQtSF1KLDRs2SJKOOeaY1nfkkUe29le+8pXWvu666yRJm2++eesj5SG99DJYHBepCR3idnBmhUF5DO9vlkUPI/rZS1QkvcqCDDyXs9Q/MZ3LnN29ZNWsZkmUERIVweU2/D/pmq+VNFl6ik5nKrC8Fv5MIV3m0lWXXHLJkjbHu//++7c2FW4HbDBA495771WERdZ8z1AWrlAYEavmWSmG8Js3qhMpDd8y9o/Qz8E3z2mnndba/mD+7ne/2/poDfkm9NKzfNszuJnhRA4loxXgm5J+IPtoGNDMpYwjX1S06owU13/MBBiKTlHwclaL0uOkRSdoHXplxgn3Z+JRVM+S23K8Ucn8qAqcNLyntt122wcc48knn9za0Qo+DHzndXHgdOZj7NX1zMYTWUOiLFyhMCLqgSsURsSqyPTNssCc+6O8IWmYe2S/yPnnn9/6WJWLVbvsv6PfhaE69Ks4G4CZB6SGUXFWjotZCPTZmVqQolEEinK7ZqnaFW3DY1BMMe0izaGPkeKRz5mUlNeFv4tCu7LqZVHuHMGSBJEglOUF+pzpF+OnAq+xPwtIT2+++ebWPvvss1s7ytFke9ddd21tf07Qr5udZ49eZjmjEcrCFQojoh64QmFEdEssZP1R9SeaVvpgHMZ16KGHtr7bbruttV/1qle19kknnSRJOuGEE1of6cQb3/jG1n7nO98pSdpjjz1aH+mlC8VKk1R6+oPok6NPyBSLNDNSEKXJ+dOnR0SFUbNVcEjnTBP5f6pskQKY/b9XJYzbRgoqf58Vb432xRAt+kedSRL52yRpu+22WzIeKpcf+9jHWpuhXR6n1Wtp6M+lan3AAQcs+T3HyPs3yoTIyi1EGRZVYqFQ2ESoB65QGBFzZQv0qEm0YKM0cTJSiaKpv/baa1v7sMMOkySdfvrprY907YMf/GBrW2X8wAc+0PpY0YlK56WXXrpkX/w/w3pMJ7LaGXSIR+FUWfKnt+XccF/RWuhZRS0m+Do8KXM68ximebwWvXXISXWzzAKPk7QsC3dzIijngeOJFsf054Mkff/73w/3a+WWQRXZPet7jnVMeG9k6rtRVbsKhYcAuhau55ObxXfht5fz4qShUMIAUlsVvpUJvrlPOeUUSdI73vGO1ufFH6VJzpM0KZfONzSPEVWKYkgUBQB+UHvbbB74pvTbmGPIcvls7aLVd6bbHjuPFR2X4+UYaFn5O1/DaGUhaWihvF8yBdZ85D7sP+U8UrTidfn4xz8uaVhfMsvZ23777SUNLdzFF1/c2jfeeGNru9Q+xxudu9QPSJ7Fb22UhSsURkQ9cIXCiJiraleELF+LJjla5eZzn/tca1sokSYhVCziyspgHI/7SR2PPvro1qZvx7SJvjUeg/3+SCbFI/2JfGBZjht/Z6qUVfiKSiRwv6R+FJ0M0raMkkfFXTlPXOXGlJHXjeMhpXS4FoWSqFKXJK1du3bJ/7faaqvWvuaaa1r7a1/72pJjcV885zVr1kgaUlmujsPSC9n8GL0smnly4IiycIXCiKgHrlAYEXP54eYBzawpWlZck0qdI8VJ51wznvviPrigI9cvIA058MADJQ1XbOEYSZV8DCadRpkH0kTtI5Vi+BNpU7RmQbT2Nbcl/eTqQzy3iCZyvFEpiSxZmGphFIrGa8gx+BpS/STt5bZWC7lf+mKZkOyMBH5WcB55br7GDN+77LLLWpsJx1YkswRqordQ6TwoC1cojIh64AqFEbHRKGWk1JGiMXnRlbqkiROc6zQz4ZChW6YFF154YevbZZddWptJrnfeeaekodJHekQlzpSFdCNbW8AUis77rL6+aStpEB3uVAg9nizEiOqc+7ktx0uaFxWj5TyQBlp5zEL2SHF9btwvz4dj8HXhopzOEpGGVdw8P9myXUcccURr+5777Gc/Gx6X606YAs+jMC5a/JUoC1cojIiNZuEIv3lYpoCWhh/BDrVhWXRaO1bz8luPb/svfelLrc034V577SVpmCNHkYLbWoyhdeK2FEJc65DnE5VYJ/jWzYQkWwxaCc4fLaP3QQZBRCvlZBWq+Bb3sVnPkddqxx13bG1bVx6Lv2O/r8GnP/3p1vfDH/6wtaPQt6huqDTMfTv11FMlTVZrmj4uWYz3l/mRV8KaRSgLVyiMiHrgCoURsWxKOUvJZ39Is9gnKQIFFK+kQ3+Qi4FKQ2pnX120Qo00DPkyHaO4weNG+6XfhmNnLprHybwqHoO/ixZ6JKWhP9LUjVSVJQ1IH13CgpSzt0AkqRbBc7OAQvrKOeF+PQ/cL/2Rjs6XpBNPPFHSkEbyWkSr2LD6FikwV2myCEMazhAu3qsUmMZEWbhCYUTUA1cojIjNJC1LjsnCXSKqSSrFUCoWBDUFIH3i/1nty9SPNCaL8Hfq/1FHHdX6uCjkDjvssGQfpJn0P1HRNHW75557Wh/9U+z3fkkTSQ1JA02LuC3D0kgfo+pZpF3R2gKMqM/Wz/Y2TuyU8vAxj53Xgn62z3/+861tfxivD++HaGFKqtb0xTIkzPdXVpg1UiQ3lhqZoSxcoTAi6oErFEbEwiplb1meCFk9DEaCGxl94noADj2KqjxJQ6pk+nLmmWe2PipYVMEOOuggSXmdfFI4j2H16tWt7+67727tKLmT4VOZWmbVjrSWhUxZ1cyFU0kTOU88hvfHhE/ONefP14hjYOFUhkr52AyzYzta7ouUlPPEyl9OGmWy8Pr16xVhnqj+samkURauUBgRC1u4ed4QkTVkm0KH36a0TrSGUTUqfuj36gVmActMxXd4Ga0WfYH0EVpsYfo+LSPfzBYUaFlplWgFbJHpy6I/jOLR7rvvLmloGbgv+jy9P46Rv+OcWZwgA6Hv7Prrr29tMwT+n1aWwo2PzXOjhSN87bnyEkPnCDOoWUqSbyqUhSsURkQ9cIXCiBglH673EUu6YcpHyhPlqknx2takDfydqSrDrvjRH+WXcSFIigykUlF5A/r3ODbvl8fieEgZLWRQrKFYQP+cqR/3RYpGOmzhhtQ6C88zrSedo+hEMWvdunWD/U8fg7TW4WE8X35C0M9map357Ci8PBgoYw9l4QqFEVEPXKEwIlaUUmbUMfKPUD2KyjFEq9JMw5QlqrM/DdNL+sBIwagyOmKeNJJ0jlT0yiuvlDQpQioN/VpOfJXipFKGrdG/Fym7VGuPPfbY1rZKSxpJnx3Ha+WQUf+kZZEKzN9nCqFBmsnz5HXxMThezlkUAphVC+uFa61Epa2VRFm4QmFE1ANXKIyIUQrBGtnieFEEOp3ZWd0J91PBIt2gmuX9MVE0qwRlOku1jE5cqox2CnNt8ahYrTShrXT47rPPPq3Nta1NwS644ILWd9NNN4Xj8VJcjKjnGFzrQ5qcP6k1qTPD0jyvTKLl+ZB+es5IE+nU5yeCx859sc19eAw81kNBjcxQFq5QGBHLzocb7Czxvc0jmtgKRn6xaXhbWiq+SaNqVQTfmtzWvj5a5OxD3G32cQysXOVwK4oJrKMZlXTYsGFD66OwQ9iq00KyZAHDwLwt55ShavSX2bpEvjlpOO+eK1pOzinFFltvzhlFE44huva9HDciu4YVvFwo/H+AeuAKhRGxoiUWsrYpwCxrIUfVpHq0YRZfS6/EN6kLKU10jEjkIc0hpWRoVwQKC1HYGUUejp3hYxaEmCHA0C+WbjBdZohcJmb5d1nlq4i+Z/sifbdoRLGLbd4bvkbZfqNsgMqHKxQKkuqBKxRGxbIpJU09zXtEATIzzm2j9Pt50AvrIWXNEhXdjsYlDf1EpjzRAonS0Bfo45FekUZyHw5F4+8zdc7H64U8SROayKRfzgMprueP4+XvsrmcPtb02D2vURjZ9LZRiFtG7+dRLHmMMVEWrlAYEfXAFQojYqOFdtFkm3rQ5C8a0R39bhbFydtmjlAqk3buZhQlorukV1Qm2XbFK54vFUBSQveTvmaU0r/L1gsnrE5mS2ZFymOmwEa1+qmOctsoUTQL7eohW5+8dz8sUodn3t/1UBauUBgRK7p6Tq/s+Swr7bidvcWInt8l+t0spQX8sc+3Mn9HH1ZPmMn8VtPHkoahW/4drR6PyzZDxaIxRFaJljWy7tIkBIvHinxk3AfPl7+jQOJtMqvWCwvMLE50LXrbzrKvsnCFwkMU9cAVCiNilKpdvQ/i6MO3l3mQbUtkfjYjW+faQkV2Dj0/EXP5Iv9Tb1/ShBKS7pF+kqK5n/SToVLRGKIMDWlIo+0LJDXs+Vo5ruzcIorWE85mEUIiqpod12NfCYFlHpSFKxRGRD1whcKI2GihXVECaWbeo7ry3BdpTrRY3yzmv7dNpORlYUOR0plR4Ci8KfN7sd8hXbMkwbo/U1UjFTjzrRHR/M7jP+0pgPOolBkiasx5yPbl+3PREMJFURauUBgR9cAVCiNilKpd81CPnuO7p34uqi5FylZPHc2Olzl/o99kbf9uluWWehkW0XgzB3aElVDs5tnHosfrXbeVOMZyURauUBgRy7Zwi775Z3nLG708po31Bl707dg7t6hEw/S2vY/5yIrOE8SdjXfRQPJ5EFnZXlhgdtzo//OUWNhYIVwZysIVCiOiHrhCYURsNErZi/juZRnMQ1VXYrzZNhF645mHcmZjmCccbp7jLfL/bNtF/WUP1Jcdb5aslHkKDm8qlIUrFEZEPXCFwojYaH64RSlPtF7Ag82XsgiNJFaCIvco56LUbyXoZQ+LlMbo9XF/mard+8yJ9rXSKAtXKIyIeuAKhRGx0Sgl0Yvq7yVIzqM0zUM/VyLyvff73jGWG8Y07z7mqeXR2/+iqt88ju8eomyBWRTNTYWycIXCiBgleDn6mI1yk7LfZ1jux3eGlfxgXuSjfyWO1cthW64PbV7MUxqjN2eZZYwEtwzRvVOhXYXCwwz1wBUKI2JFKeWi1CRaJHFR8WMezBKW1tu2Jwj1/JHZApE9bCwRqJfl0dvfPDRxHswinDnDYpayFJsKZeEKhRFRD1yhMCJGUSldAiCr6hUVRh1DMepRjEVVNCKiNIuWjFgJX9Uiv5uFfi4yl/Nc4976Etwmo+YPBnpZFq5QGBH1wBUKI2LU0K6VNuObKlsgwixjWW7lqrEp0SLjnUfRXHQsPUX5waBGZigLVyiMiGWXOi8UCrOjLFyhMCL+D3H5I0C3Od70AAAAAElFTkSuQmCC" id="image86ed3b921b" 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 1020.69 65.7 
L 1022.67 65.7 
L 1024.65 65.7 
L 1026.63 65.7 
L 1028.61 65.7 
L 1030.59 65.7 
L 1032.57 65.7 
L 1033.56 66.69 
L 1034.55 67.68 
L 1036.53 67.68 
L 1037.52 68.67 
L 1038.51 69.66 
L 1040.49 69.66 
L 1042.47 69.66 
L 1044.45 69.66 
L 1046.43 69.66 
L 1047.42 70.65 
L 1048.41 71.64 
L 1049.4 72.63 
L 1050.39 73.62 
L 1051.38 74.61 
L 1052.37 75.6 
L 1054.35 75.6 
L 1056.33 75.6 
L 1057.32 76.59 
L 1058.31 77.58 
L 1059.3 78.57 
L 1060.29 79.56 
L 1061.28 80.55 
L 1062.27 81.54 
L 1063.26 82.53 
L 1064.25 83.52 
L 1066.23 83.52 
L 1067.22 84.51 
L 1068.21 85.5 
L 1069.2 86.49 
L 1070.19 87.48 
L 1071.18 88.47 
L 1071.18 90.45 
L 1072.17 91.44 
L 1073.16 92.43 
L 1074.15 93.42 
L 1075.14 94.41 
L 1075.14 96.39 
L 1076.13 97.38 
L 1077.12 98.37 
L 1077.12 100.35 
L 1077.12 102.33 
L 1078.11 103.32 
L 1079.1 104.31 
L 1079.1 106.29 
L 1080.09 107.28 
L 1081.08 108.27 
L 1081.08 110.25 
L 1081.08 112.23 
L 1081.08 114.21 
L 1082.07 115.2 
L 1083.06 116.19 
L 1083.06 118.17 
L 1083.06 120.15 
L 1083.06 122.13 
L 1083.06 124.11 
L 1083.06 126.09 
L 1083.06 128.07 
L 1083.06 130.05 
L 1083.06 132.03 
L 1083.06 134.01 
L 1082.07 135 
L 1081.08 135.99 
L 1081.08 137.97 
L 1081.08 139.95 
L 1080.09 140.94 
L 1079.1 141.93 
L 1079.1 143.91 
L 1078.11 144.9 
L 1077.12 145.89 
L 1077.12 147.87 
L 1077.12 149.85 
L 1076.13 150.84 
L 1075.14 151.83 
L 1075.14 153.81 
L 1074.15 154.8 
L 1073.16 155.79 
L 1072.17 156.78 
L 1071.18 157.77 
L 1071.18 159.75 
L 1070.19 160.74 
L 1069.2 161.73 
L 1068.21 162.72 
L 1067.22 163.71 
L 1066.23 164.7 
L 1065.24 165.69 
L 1064.25 166.68 
L 1063.26 167.67 
L 1062.27 168.66 
L 1061.28 169.65 
L 1060.29 170.64 
L 1059.3 171.63 
L 1058.31 172.62 
L 1057.32 173.61 
L 1057.32 175.59 
L 1056.33 176.58 
L 1055.34 177.57 
L 1054.35 178.56 
L 1052.37 178.56 
L 1051.38 179.55 
L 1050.39 180.54 
L 1048.41 180.54 
L 1047.42 181.53 
L 1046.43 182.52 
L 1044.45 182.52 
L 1042.47 182.52 
L 1040.49 182.52 
L 1039.5 183.51 
L 1038.51 184.5 
L 1036.53 184.5 
L 1034.55 184.5 
L 1033.56 183.51 
L 1032.57 182.52 
L 1030.59 182.52 
L 1028.61 182.52 
L 1026.63 182.52 
L 1025.64 183.51 
L 1024.65 184.5 
L 1022.67 184.5 
L 1020.69 184.5 
L 1018.71 184.5 
L 1016.73 184.5 
L 1015.74 183.51 
L 1014.75 182.52 
L 1012.77 182.52 
L 1011.78 181.53 
L 1010.79 180.54 
L 1008.81 180.54 
L 1006.83 180.54 
L 1005.84 179.55 
L 1004.85 178.56 
L 1002.87 178.56 
L 1001.88 177.57 
L 1000.89 176.58 
L 999.9 175.59 
L 998.91 174.6 
L 996.93 174.6 
L 994.95 174.6 
L 993.96 173.61 
L 992.97 172.62 
L 991.98 171.63 
L 990.99 170.64 
L 990 169.65 
L 990 167.67 
L 989.01 166.68 
L 988.02 165.69 
L 988.02 163.71 
L 987.03 162.72 
L 986.04 161.73 
L 985.05 160.74 
L 984.06 159.75 
L 983.07 158.76 
L 982.08 157.77 
L 981.09 156.78 
L 980.1 155.79 
L 979.11 154.8 
L 978.12 153.81 
L 978.12 151.83 
L 977.13 150.84 
L 976.14 149.85 
L 976.14 147.87 
L 976.14 145.89 
L 975.15 144.9 
L 974.16 143.91 
L 974.16 141.93 
L 974.16 139.95 
L 974.16 137.97 
L 974.16 135.99 
L 974.16 134.01 
L 974.16 132.03 
L 974.16 130.05 
L 974.16 128.07 
L 974.16 126.09 
L 974.16 124.11 
L 974.16 122.13 
L 973.17 121.14 
L 972.18 120.15 
L 972.18 118.17 
L 972.18 116.19 
L 973.17 115.2 
L 974.16 114.21 
L 974.16 112.23 
L 974.16 110.25 
L 974.16 108.27 
L 975.15 107.28 
L 976.14 106.29 
L 977.13 105.3 
L 978.12 104.31 
L 978.12 102.33 
L 979.11 101.34 
L 980.1 100.35 
L 980.1 98.37 
L 981.09 97.38 
L 982.08 96.39 
L 983.07 95.4 
L 984.06 94.41 
L 985.05 93.42 
L 986.04 92.43 
L 986.04 90.45 
L 986.04 88.47 
L 987.03 87.48 
L 988.02 86.49 
L 989.01 85.5 
L 990 84.51 
L 990.99 83.52 
L 991.98 82.53 
L 992.97 81.54 
L 993.96 80.55 
L 994.95 79.56 
L 996.93 79.56 
L 997.92 78.57 
L 998.91 77.58 
L 1000.89 77.58 
L 1001.88 76.59 
L 1002.87 75.6 
L 1003.86 74.61 
L 1004.85 73.62 
L 1006.83 73.62 
L 1007.82 72.63 
L 1008.81 71.64 
L 1010.79 71.64 
L 1012.77 71.64 
L 1013.76 70.65 
L 1014.75 69.66 
L 1016.73 69.66 
L 1017.72 68.67 
L 1018.71 67.68 
L 1019.7 66.69 
L 1020.69 65.7 
z
" clip-path="url(#pa4ce371390)" 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=-22 -->
    <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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p4e38c6ec08)">
    <image xlink:href="data:image/png;base64,
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" id="image52bb906e4f" 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 1181.07 71.64 
L 1183.05 71.64 
L 1185.03 71.64 
L 1187.01 71.64 
L 1188.99 71.64 
L 1190.97 71.64 
L 1192.95 71.64 
L 1193.94 72.63 
L 1194.93 73.62 
L 1195.92 74.61 
L 1196.91 75.6 
L 1197.9 76.59 
L 1198.89 77.58 
L 1200.87 77.58 
L 1202.85 77.58 
L 1204.83 77.58 
L 1205.82 78.57 
L 1206.81 79.56 
L 1207.8 80.55 
L 1208.79 81.54 
L 1210.77 81.54 
L 1212.75 81.54 
L 1214.73 81.54 
L 1215.72 82.53 
L 1216.71 83.52 
L 1217.7 84.51 
L 1218.69 85.5 
L 1219.68 86.49 
L 1220.67 87.48 
L 1221.66 88.47 
L 1222.65 89.46 
L 1223.64 90.45 
L 1223.64 92.43 
L 1224.63 93.42 
L 1225.62 94.41 
L 1226.61 95.4 
L 1227.6 96.39 
L 1228.59 97.38 
L 1229.58 98.37 
L 1230.57 99.36 
L 1231.56 100.35 
L 1232.55 101.34 
L 1233.54 102.33 
L 1233.54 104.31 
L 1233.54 106.29 
L 1234.53 107.28 
L 1235.52 108.27 
L 1236.51 109.26 
L 1237.5 110.25 
L 1237.5 112.23 
L 1238.49 113.22 
L 1239.48 114.21 
L 1239.48 116.19 
L 1239.48 118.17 
L 1239.48 120.15 
L 1239.48 122.13 
L 1239.48 124.11 
L 1239.48 126.09 
L 1239.48 128.07 
L 1239.48 130.05 
L 1239.48 132.03 
L 1239.48 134.01 
L 1238.49 135 
L 1237.5 135.99 
L 1237.5 137.97 
L 1237.5 139.95 
L 1236.51 140.94 
L 1235.52 141.93 
L 1235.52 143.91 
L 1234.53 144.9 
L 1233.54 145.89 
L 1233.54 147.87 
L 1232.55 148.86 
L 1231.56 149.85 
L 1231.56 151.83 
L 1230.57 152.82 
L 1229.58 153.81 
L 1228.59 154.8 
L 1227.6 155.79 
L 1227.6 157.77 
L 1226.61 158.76 
L 1225.62 159.75 
L 1224.63 160.74 
L 1223.64 161.73 
L 1222.65 162.72 
L 1221.66 163.71 
L 1220.67 164.7 
L 1218.69 164.7 
L 1217.7 165.69 
L 1216.71 166.68 
L 1215.72 167.67 
L 1214.73 168.66 
L 1213.74 169.65 
L 1213.74 171.63 
L 1212.75 172.62 
L 1211.76 173.61 
L 1210.77 174.6 
L 1209.78 175.59 
L 1208.79 176.58 
L 1206.81 176.58 
L 1204.83 176.58 
L 1203.84 177.57 
L 1202.85 178.56 
L 1200.87 178.56 
L 1198.89 178.56 
L 1196.91 178.56 
L 1195.92 179.55 
L 1194.93 180.54 
L 1192.95 180.54 
L 1190.97 180.54 
L 1189.98 179.55 
L 1188.99 178.56 
L 1187.01 178.56 
L 1186.02 177.57 
L 1185.03 176.58 
L 1183.05 176.58 
L 1182.06 177.57 
L 1181.07 178.56 
L 1179.09 178.56 
L 1177.11 178.56 
L 1175.13 178.56 
L 1173.15 178.56 
L 1171.17 178.56 
L 1170.18 177.57 
L 1169.19 176.58 
L 1168.2 175.59 
L 1167.21 174.6 
L 1165.23 174.6 
L 1164.24 173.61 
L 1163.25 172.62 
L 1161.27 172.62 
L 1159.29 172.62 
L 1158.3 171.63 
L 1157.31 170.64 
L 1156.32 169.65 
L 1155.33 168.66 
L 1154.34 167.67 
L 1153.35 166.68 
L 1152.36 165.69 
L 1151.37 164.7 
L 1150.38 163.71 
L 1149.39 162.72 
L 1148.4 161.73 
L 1147.41 160.74 
L 1146.42 159.75 
L 1145.43 158.76 
L 1144.44 157.77 
L 1144.44 155.79 
L 1143.45 154.8 
L 1142.46 153.81 
L 1141.47 152.82 
L 1140.48 151.83 
L 1139.49 150.84 
L 1138.5 149.85 
L 1138.5 147.87 
L 1137.51 146.88 
L 1136.52 145.89 
L 1136.52 143.91 
L 1136.52 141.93 
L 1136.52 139.95 
L 1135.53 138.96 
L 1134.54 137.97 
L 1134.54 135.99 
L 1134.54 134.01 
L 1134.54 132.03 
L 1134.54 130.05 
L 1134.54 128.07 
L 1134.54 126.09 
L 1134.54 124.11 
L 1133.55 123.12 
L 1132.56 122.13 
L 1132.56 120.15 
L 1132.56 118.17 
L 1132.56 116.19 
L 1132.56 114.21 
L 1133.55 113.22 
L 1134.54 112.23 
L 1135.53 111.24 
L 1136.52 110.25 
L 1136.52 108.27 
L 1136.52 106.29 
L 1137.51 105.3 
L 1138.5 104.31 
L 1139.49 103.32 
L 1140.48 102.33 
L 1141.47 101.34 
L 1142.46 100.35 
L 1143.45 99.36 
L 1144.44 98.37 
L 1145.43 97.38 
L 1146.42 96.39 
L 1147.41 95.4 
L 1148.4 94.41 
L 1148.4 92.43 
L 1149.39 91.44 
L 1150.38 90.45 
L 1151.37 89.46 
L 1152.36 88.47 
L 1153.35 87.48 
L 1154.34 86.49 
L 1155.33 85.5 
L 1156.32 84.51 
L 1157.31 83.52 
L 1159.29 83.52 
L 1160.28 82.53 
L 1161.27 81.54 
L 1162.26 80.55 
L 1163.25 79.56 
L 1165.23 79.56 
L 1167.21 79.56 
L 1169.19 79.56 
L 1170.18 78.57 
L 1171.17 77.58 
L 1172.16 76.59 
L 1173.15 75.6 
L 1175.13 75.6 
L 1176.12 76.59 
L 1177.11 77.58 
L 1178.1 76.59 
L 1178.1 74.61 
L 1179.09 73.62 
L 1180.08 72.63 
L 1181.07 71.64 
z
" clip-path="url(#p4e38c6ec08)" 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 1144.753125 194.4 
L 1144.753125 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-12 -->
    <g style="fill: #ffffff" transform="translate(1108.8 191.904375) 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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#pa724f0473e)">
    <image xlink:href="data:image/png;base64,
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" id="image06847ddbd4" 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 1341.45 77.58 
L 1343.43 77.58 
L 1345.41 77.58 
L 1347.39 77.58 
L 1348.38 78.57 
L 1349.37 79.56 
L 1351.35 79.56 
L 1353.33 79.56 
L 1354.32 80.55 
L 1355.31 81.54 
L 1357.29 81.54 
L 1359.27 81.54 
L 1361.25 81.54 
L 1362.24 82.53 
L 1362.24 84.51 
L 1363.23 85.5 
L 1365.21 85.5 
L 1366.2 86.49 
L 1367.19 87.48 
L 1369.17 87.48 
L 1370.16 88.47 
L 1371.15 89.46 
L 1372.14 90.45 
L 1372.14 92.43 
L 1373.13 93.42 
L 1374.12 94.41 
L 1375.11 95.4 
L 1376.1 96.39 
L 1377.09 97.38 
L 1379.07 97.38 
L 1380.06 98.37 
L 1381.05 99.36 
L 1382.04 100.35 
L 1383.03 101.34 
L 1384.02 102.33 
L 1384.02 104.31 
L 1385.01 105.3 
L 1386 106.29 
L 1386.99 107.28 
L 1387.98 108.27 
L 1387.98 110.25 
L 1388.97 111.24 
L 1389.96 112.23 
L 1389.96 114.21 
L 1390.95 115.2 
L 1391.94 116.19 
L 1392.93 117.18 
L 1393.92 118.17 
L 1393.92 120.15 
L 1393.92 122.13 
L 1393.92 124.11 
L 1393.92 126.09 
L 1393.92 128.07 
L 1393.92 130.05 
L 1393.92 132.03 
L 1392.93 133.02 
L 1391.94 134.01 
L 1391.94 135.99 
L 1391.94 137.97 
L 1390.95 138.96 
L 1389.96 139.95 
L 1389.96 141.93 
L 1389.96 143.91 
L 1388.97 144.9 
L 1387.98 145.89 
L 1386.99 146.88 
L 1386 147.87 
L 1386 149.85 
L 1385.01 150.84 
L 1384.02 151.83 
L 1383.03 152.82 
L 1382.04 153.81 
L 1382.04 155.79 
L 1381.05 156.78 
L 1380.06 157.77 
L 1379.07 158.76 
L 1377.09 158.76 
L 1376.1 159.75 
L 1375.11 160.74 
L 1374.12 161.73 
L 1373.13 162.72 
L 1371.15 162.72 
L 1370.16 163.71 
L 1369.17 164.7 
L 1367.19 164.7 
L 1366.2 165.69 
L 1365.21 166.68 
L 1364.22 167.67 
L 1363.23 168.66 
L 1361.25 168.66 
L 1359.27 168.66 
L 1357.29 168.66 
L 1355.31 168.66 
L 1353.33 168.66 
L 1352.34 169.65 
L 1351.35 170.64 
L 1349.37 170.64 
L 1348.38 169.65 
L 1347.39 168.66 
L 1345.41 168.66 
L 1343.43 168.66 
L 1341.45 168.66 
L 1339.47 168.66 
L 1337.49 168.66 
L 1335.51 168.66 
L 1333.53 168.66 
L 1331.55 168.66 
L 1329.57 168.66 
L 1327.59 168.66 
L 1326.6 167.67 
L 1325.61 166.68 
L 1323.63 166.68 
L 1322.64 165.69 
L 1321.65 164.7 
L 1319.67 164.7 
L 1317.69 164.7 
L 1316.7 163.71 
L 1315.71 162.72 
L 1314.72 161.73 
L 1313.73 160.74 
L 1312.74 159.75 
L 1311.75 158.76 
L 1310.76 157.77 
L 1309.77 156.78 
L 1307.79 156.78 
L 1306.8 155.79 
L 1305.81 154.8 
L 1304.82 153.81 
L 1303.83 152.82 
L 1302.84 151.83 
L 1302.84 149.85 
L 1302.84 147.87 
L 1301.85 146.88 
L 1300.86 145.89 
L 1300.86 143.91 
L 1300.86 141.93 
L 1299.87 140.94 
L 1298.88 139.95 
L 1298.88 137.97 
L 1298.88 135.99 
L 1298.88 134.01 
L 1298.88 132.03 
L 1297.89 131.04 
L 1296.9 130.05 
L 1296.9 128.07 
L 1295.91 127.08 
L 1294.92 126.09 
L 1294.92 124.11 
L 1294.92 122.13 
L 1294.92 120.15 
L 1294.92 118.17 
L 1294.92 116.19 
L 1295.91 115.2 
L 1296.9 114.21 
L 1297.89 113.22 
L 1298.88 112.23 
L 1299.87 111.24 
L 1300.86 110.25 
L 1300.86 108.27 
L 1300.86 106.29 
L 1301.85 105.3 
L 1302.84 104.31 
L 1303.83 103.32 
L 1304.82 102.33 
L 1305.81 101.34 
L 1307.79 101.34 
L 1308.78 100.35 
L 1309.77 99.36 
L 1310.76 98.37 
L 1311.75 97.38 
L 1312.74 96.39 
L 1313.73 95.4 
L 1314.72 94.41 
L 1315.71 93.42 
L 1316.7 92.43 
L 1317.69 91.44 
L 1318.68 90.45 
L 1319.67 89.46 
L 1320.66 88.47 
L 1321.65 87.48 
L 1322.64 86.49 
L 1323.63 85.5 
L 1325.61 85.5 
L 1326.6 84.51 
L 1327.59 83.52 
L 1328.58 82.53 
L 1329.57 81.54 
L 1331.55 81.54 
L 1333.53 81.54 
L 1335.51 81.54 
L 1336.5 80.55 
L 1337.49 79.56 
L 1339.47 79.56 
L 1340.46 78.57 
L 1341.45 77.58 
z
" clip-path="url(#pa724f0473e)" 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 1295.518125 194.4 
L 1295.518125 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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p33dc3562d5)">
    <image xlink:href="data:image/png;base64,
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" id="image29143d7559" 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 1495.89 85.5 
L 1497.87 85.5 
L 1499.85 85.5 
L 1501.83 85.5 
L 1502.82 86.49 
L 1503.81 87.48 
L 1505.79 87.48 
L 1507.77 87.48 
L 1508.76 86.49 
L 1509.75 85.5 
L 1511.73 85.5 
L 1512.72 86.49 
L 1513.71 87.48 
L 1514.7 88.47 
L 1515.69 89.46 
L 1516.68 90.45 
L 1517.67 91.44 
L 1519.65 91.44 
L 1520.64 92.43 
L 1521.63 93.42 
L 1523.61 93.42 
L 1524.6 94.41 
L 1524.6 96.39 
L 1525.59 97.38 
L 1526.58 98.37 
L 1526.58 100.35 
L 1527.57 101.34 
L 1529.55 101.34 
L 1530.54 102.33 
L 1531.53 103.32 
L 1532.52 104.31 
L 1533.51 105.3 
L 1534.5 106.29 
L 1534.5 108.27 
L 1535.49 109.26 
L 1536.48 110.25 
L 1536.48 112.23 
L 1537.47 113.22 
L 1538.46 114.21 
L 1538.46 116.19 
L 1538.46 118.17 
L 1538.46 120.15 
L 1539.45 121.14 
L 1540.44 122.13 
L 1540.44 124.11 
L 1539.45 125.1 
L 1538.46 126.09 
L 1538.46 128.07 
L 1539.45 129.06 
L 1540.44 130.05 
L 1540.44 132.03 
L 1540.44 134.01 
L 1540.44 135.99 
L 1540.44 137.97 
L 1540.44 139.95 
L 1540.44 141.93 
L 1539.45 142.92 
L 1538.46 143.91 
L 1538.46 145.89 
L 1537.47 146.88 
L 1536.48 147.87 
L 1535.49 148.86 
L 1534.5 149.85 
L 1533.51 150.84 
L 1532.52 151.83 
L 1531.53 152.82 
L 1530.54 153.81 
L 1530.54 155.79 
L 1529.55 156.78 
L 1528.56 157.77 
L 1527.57 158.76 
L 1525.59 158.76 
L 1524.6 159.75 
L 1523.61 160.74 
L 1521.63 160.74 
L 1519.65 160.74 
L 1517.67 160.74 
L 1515.69 160.74 
L 1514.7 161.73 
L 1513.71 162.72 
L 1511.73 162.72 
L 1509.75 162.72 
L 1508.76 161.73 
L 1507.77 160.74 
L 1505.79 160.74 
L 1503.81 160.74 
L 1501.83 160.74 
L 1499.85 160.74 
L 1497.87 160.74 
L 1495.89 160.74 
L 1493.91 160.74 
L 1491.93 160.74 
L 1489.95 160.74 
L 1487.97 160.74 
L 1485.99 160.74 
L 1484.01 160.74 
L 1482.03 160.74 
L 1481.04 159.75 
L 1480.05 158.76 
L 1479.06 157.77 
L 1478.07 156.78 
L 1477.08 155.79 
L 1476.09 154.8 
L 1475.1 153.81 
L 1474.11 152.82 
L 1472.13 152.82 
L 1471.14 151.83 
L 1471.14 149.85 
L 1470.15 148.86 
L 1469.16 147.87 
L 1469.16 145.89 
L 1469.16 143.91 
L 1468.17 142.92 
L 1467.18 141.93 
L 1467.18 139.95 
L 1466.19 138.96 
L 1465.2 137.97 
L 1465.2 135.99 
L 1465.2 134.01 
L 1465.2 132.03 
L 1465.2 130.05 
L 1465.2 128.07 
L 1465.2 126.09 
L 1465.2 124.11 
L 1465.2 122.13 
L 1465.2 120.15 
L 1465.2 118.17 
L 1465.2 116.19 
L 1466.19 115.2 
L 1467.18 114.21 
L 1467.18 112.23 
L 1467.18 110.25 
L 1468.17 109.26 
L 1469.16 108.27 
L 1469.16 106.29 
L 1470.15 105.3 
L 1472.13 105.3 
L 1473.12 104.31 
L 1473.12 102.33 
L 1474.11 101.34 
L 1475.1 100.35 
L 1476.09 99.36 
L 1478.07 99.36 
L 1480.05 99.36 
L 1482.03 99.36 
L 1483.02 98.37 
L 1483.02 96.39 
L 1483.02 94.41 
L 1484.01 93.42 
L 1485 92.43 
L 1485 90.45 
L 1485.99 89.46 
L 1487.97 89.46 
L 1488.96 88.47 
L 1489.95 87.48 
L 1491.93 87.48 
L 1493.91 87.48 
L 1494.9 86.49 
L 1495.89 85.5 
z
" clip-path="url(#p33dc3562d5)" 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=7 -->
    <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-37" x="136.279297"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p2e3242d33c">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p99ca2f37d7">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pd5b406a6b5">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p6e1c827223">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p488e018c4f">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p42aa77a5c2">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p5ba7464205">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pa4ce371390">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p4e38c6ec08">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pa724f0473e">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p33dc3562d5">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>