ds005266/sub-059/figures/sub-059_task-activeescape_run-01_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>2026-03-27T01:32:15.755013</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(#pb19fa34229)">
    <image xlink:href="data:image/png;base64,
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" id="image9134530a7a" 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(#pab584e8efe)">
    <image xlink:href="data:image/png;base64,
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" id="image658086785f" 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 101.97 85.5 
L 103.95 85.5 
L 105.93 85.5 
L 107.91 85.5 
L 108.9 86.49 
L 108.9 88.47 
L 109.89 89.46 
L 111.87 89.46 
L 112.86 90.45 
L 113.85 91.44 
L 115.83 91.44 
L 116.82 92.43 
L 117.81 93.42 
L 118.8 94.41 
L 118.8 96.39 
L 118.8 98.37 
L 117.81 99.36 
L 116.82 100.35 
L 115.83 101.34 
L 113.85 101.34 
L 112.86 102.33 
L 111.87 103.32 
L 109.89 103.32 
L 107.91 103.32 
L 106.92 102.33 
L 105.93 101.34 
L 103.95 101.34 
L 101.97 101.34 
L 99.99 101.34 
L 98.01 101.34 
L 96.03 101.34 
L 94.05 101.34 
L 93.06 100.35 
L 94.05 99.36 
L 95.04 98.37 
L 96.03 97.38 
L 97.02 96.39 
L 97.02 94.41 
L 98.01 93.42 
L 99 92.43 
L 99 90.45 
L 99.99 89.46 
L 100.98 88.47 
L 100.98 86.49 
L 101.97 85.5 
z
M 50.49 87.48 
L 52.47 87.48 
L 54.45 87.48 
L 55.44 88.47 
L 56.43 89.46 
L 57.42 90.45 
L 58.41 91.44 
L 59.4 92.43 
L 59.4 94.41 
L 60.39 95.4 
L 61.38 96.39 
L 61.38 98.37 
L 61.38 100.35 
L 61.38 102.33 
L 62.37 103.32 
L 63.36 104.31 
L 63.36 106.29 
L 63.36 108.27 
L 62.37 109.26 
L 61.38 110.25 
L 60.39 111.24 
L 58.41 111.24 
L 57.42 112.23 
L 56.43 113.22 
L 55.44 114.21 
L 55.44 116.19 
L 55.44 118.17 
L 54.45 119.16 
L 52.47 119.16 
L 50.49 119.16 
L 49.5 120.15 
L 48.51 121.14 
L 47.52 120.15 
L 46.53 119.16 
L 45.54 118.17 
L 44.55 117.18 
L 43.56 116.19 
L 42.57 115.2 
L 40.59 115.2 
L 38.61 115.2 
L 36.63 115.2 
L 34.65 115.2 
L 32.67 115.2 
L 31.68 114.21 
L 30.69 113.22 
L 29.7 112.23 
L 29.7 110.25 
L 29.7 108.27 
L 29.7 106.29 
L 30.69 105.3 
L 31.68 104.31 
L 31.68 102.33 
L 31.68 100.35 
L 31.68 98.37 
L 32.67 97.38 
L 33.66 96.39 
L 34.65 95.4 
L 36.63 95.4 
L 38.61 95.4 
L 40.59 95.4 
L 42.57 95.4 
L 44.55 95.4 
L 45.54 94.41 
L 46.53 93.42 
L 47.52 92.43 
L 47.52 90.45 
L 48.51 89.46 
L 49.5 88.47 
L 50.49 87.48 
z
M 119.79 111.24 
L 120.78 112.23 
L 119.79 113.22 
L 118.8 112.23 
L 119.79 111.24 
z
M 80.19 138.96 
L 82.17 138.96 
L 84.15 138.96 
L 86.13 138.96 
L 88.11 138.96 
L 90.09 138.96 
L 91.08 139.95 
L 91.08 141.93 
L 92.07 142.92 
L 93.06 143.91 
L 93.06 145.89 
L 93.06 147.87 
L 93.06 149.85 
L 93.06 151.83 
L 93.06 153.81 
L 92.07 154.8 
L 91.08 155.79 
L 91.08 157.77 
L 91.08 159.75 
L 90.09 160.74 
L 88.11 160.74 
L 86.13 160.74 
L 84.15 160.74 
L 82.17 160.74 
L 80.19 160.74 
L 79.2 159.75 
L 78.21 158.76 
L 77.22 157.77 
L 78.21 156.78 
L 79.2 155.79 
L 78.21 154.8 
L 77.22 153.81 
L 77.22 151.83 
L 76.23 150.84 
L 74.25 150.84 
L 73.26 149.85 
L 72.27 148.86 
L 71.28 147.87 
L 71.28 145.89 
L 71.28 143.91 
L 71.28 141.93 
L 72.27 140.94 
L 74.25 140.94 
L 76.23 140.94 
L 78.21 140.94 
L 79.2 139.95 
L 80.19 138.96 
z
" clip-path="url(#pab584e8efe)" 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=-57 -->
    <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-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 4666 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-37" d="M 525 4666 
L 3525 4666 
L 3525 4397 
L 1831 0 
L 1172 0 
L 2766 4134 
L 525 4134 
L 525 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p8fd2d26aa1)">
    <image xlink:href="data:image/png;base64,
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" id="imageb050537a15" 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 232.65 51.84 
L 234.63 51.84 
L 236.61 51.84 
L 238.59 51.84 
L 240.57 51.84 
L 242.55 51.84 
L 244.53 51.84 
L 245.52 52.83 
L 246.51 53.82 
L 248.49 53.82 
L 250.47 53.82 
L 252.45 53.82 
L 254.43 53.82 
L 255.42 54.81 
L 256.41 55.8 
L 258.39 55.8 
L 259.38 56.79 
L 260.37 57.78 
L 261.36 58.77 
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 268.29 65.7 
L 269.28 66.69 
L 270.27 67.68 
L 271.26 68.67 
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 282.15 81.54 
L 283.14 82.53 
L 283.14 84.51 
L 284.13 85.5 
L 285.12 86.49 
L 286.11 87.48 
L 287.1 88.47 
L 287.1 90.45 
L 287.1 92.43 
L 287.1 94.41 
L 288.09 95.4 
L 289.08 96.39 
L 289.08 98.37 
L 289.08 100.35 
L 290.07 101.34 
L 291.06 102.33 
L 291.06 104.31 
L 291.06 106.29 
L 291.06 108.27 
L 292.05 109.26 
L 293.04 110.25 
L 293.04 112.23 
L 293.04 114.21 
L 293.04 116.19 
L 293.04 118.17 
L 293.04 120.15 
L 293.04 122.13 
L 293.04 124.11 
L 293.04 126.09 
L 293.04 128.07 
L 293.04 130.05 
L 294.03 131.04 
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 293.04 139.95 
L 292.05 140.94 
L 291.06 141.93 
L 291.06 143.91 
L 291.06 145.89 
L 290.07 146.88 
L 289.08 147.87 
L 289.08 149.85 
L 288.09 150.84 
L 287.1 151.83 
L 287.1 153.81 
L 286.11 154.8 
L 285.12 155.79 
L 284.13 156.78 
L 283.14 157.77 
L 283.14 159.75 
L 282.15 160.74 
L 281.16 161.73 
L 280.17 162.72 
L 279.18 163.71 
L 278.19 164.7 
L 276.21 164.7 
L 275.22 165.69 
L 274.23 166.68 
L 273.24 167.67 
L 272.25 168.66 
L 271.26 169.65 
L 270.27 170.64 
L 269.28 171.63 
L 268.29 172.62 
L 266.31 172.62 
L 265.32 173.61 
L 264.33 174.6 
L 263.34 175.59 
L 262.35 176.58 
L 260.37 176.58 
L 259.38 177.57 
L 258.39 178.56 
L 257.4 179.55 
L 256.41 180.54 
L 254.43 180.54 
L 253.44 181.53 
L 252.45 182.52 
L 250.47 182.52 
L 249.48 183.51 
L 248.49 184.5 
L 246.51 184.5 
L 244.53 184.5 
L 242.55 184.5 
L 240.57 184.5 
L 238.59 184.5 
L 236.61 184.5 
L 234.63 184.5 
L 232.65 184.5 
L 230.67 184.5 
L 228.69 184.5 
L 226.71 184.5 
L 224.73 184.5 
L 222.75 184.5 
L 221.76 183.51 
L 220.77 182.52 
L 218.79 182.52 
L 216.81 182.52 
L 215.82 181.53 
L 214.83 180.54 
L 212.85 180.54 
L 211.86 179.55 
L 210.87 178.56 
L 209.88 177.57 
L 208.89 176.58 
L 206.91 176.58 
L 205.92 175.59 
L 204.93 174.6 
L 202.95 174.6 
L 201.96 173.61 
L 200.97 172.62 
L 199.98 171.63 
L 198.99 170.64 
L 197.01 170.64 
L 196.02 169.65 
L 195.03 168.66 
L 194.04 167.67 
L 193.05 166.68 
L 192.06 165.69 
L 192.06 163.71 
L 191.07 162.72 
L 190.08 161.73 
L 190.08 159.75 
L 189.09 158.76 
L 188.1 157.77 
L 187.11 156.78 
L 186.12 155.79 
L 185.13 154.8 
L 184.14 153.81 
L 184.14 151.83 
L 183.15 150.84 
L 182.16 149.85 
L 182.16 147.87 
L 182.16 145.89 
L 182.16 143.91 
L 181.17 142.92 
L 180.18 141.93 
L 180.18 139.95 
L 180.18 137.97 
L 180.18 135.99 
L 180.18 134.01 
L 180.18 132.03 
L 180.18 130.05 
L 180.18 128.07 
L 180.18 126.09 
L 180.18 124.11 
L 180.18 122.13 
L 180.18 120.15 
L 180.18 118.17 
L 180.18 116.19 
L 180.18 114.21 
L 181.17 113.22 
L 182.16 112.23 
L 182.16 110.25 
L 183.15 109.26 
L 184.14 108.27 
L 184.14 106.29 
L 184.14 104.31 
L 185.13 103.32 
L 186.12 102.33 
L 187.11 101.34 
L 188.1 100.35 
L 188.1 98.37 
L 189.09 97.38 
L 190.08 96.39 
L 189.09 95.4 
L 188.1 94.41 
L 188.1 92.43 
L 188.1 90.45 
L 189.09 89.46 
L 190.08 88.47 
L 191.07 87.48 
L 192.06 86.49 
L 193.05 85.5 
L 194.04 84.51 
L 194.04 82.53 
L 195.03 81.54 
L 196.02 80.55 
L 196.02 78.57 
L 197.01 77.58 
L 198 76.59 
L 198.99 75.6 
L 199.98 74.61 
L 200.97 73.62 
L 201.96 72.63 
L 202.95 71.64 
L 203.94 70.65 
L 204.93 69.66 
L 205.92 68.67 
L 205.92 66.69 
L 206.91 65.7 
L 207.9 64.71 
L 208.89 63.72 
L 210.87 63.72 
L 211.86 62.73 
L 211.86 60.75 
L 212.85 59.76 
L 213.84 58.77 
L 214.83 57.78 
L 215.82 56.79 
L 216.81 55.8 
L 218.79 55.8 
L 219.78 54.81 
L 220.77 53.82 
L 222.75 53.82 
L 224.73 53.82 
L 225.72 54.81 
L 226.71 55.8 
L 227.7 54.81 
L 228.69 53.82 
L 230.67 53.82 
L 231.66 52.83 
L 232.65 51.84 
z
" clip-path="url(#p8fd2d26aa1)" 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 186.718125 194.4 
L 186.718125 182.78625 
L 158.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-7 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) 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-37" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p284c30c6e4)">
    <image xlink:href="data:image/png;base64,
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" id="imagee29f0b4c18" 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 391.05 53.82 
L 393.03 53.82 
L 395.01 53.82 
L 396.99 53.82 
L 398.97 53.82 
L 400.95 53.82 
L 401.94 54.81 
L 402.93 55.8 
L 403.92 56.79 
L 404.91 57.78 
L 406.89 57.78 
L 407.88 58.77 
L 408.87 59.76 
L 409.86 58.77 
L 410.85 57.78 
L 412.83 57.78 
L 414.81 57.78 
L 415.8 58.77 
L 416.79 59.76 
L 417.78 60.75 
L 418.77 61.74 
L 419.76 62.73 
L 420.75 63.72 
L 421.74 64.71 
L 421.74 66.69 
L 422.73 67.68 
L 423.72 68.67 
L 424.71 69.66 
L 425.7 70.65 
L 426.69 71.64 
L 427.68 72.63 
L 428.67 73.62 
L 430.65 73.62 
L 431.64 74.61 
L 432.63 75.6 
L 434.61 75.6 
L 435.6 76.59 
L 436.59 77.58 
L 437.58 78.57 
L 437.58 80.55 
L 438.57 81.54 
L 439.56 82.53 
L 440.55 83.52 
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 444.51 91.44 
L 445.5 92.43 
L 445.5 94.41 
L 445.5 96.39 
L 445.5 98.37 
L 446.49 99.36 
L 447.48 100.35 
L 447.48 102.33 
L 447.48 104.31 
L 447.48 106.29 
L 448.47 107.28 
L 449.46 108.27 
L 449.46 110.25 
L 449.46 112.23 
L 450.45 113.22 
L 451.44 114.21 
L 451.44 116.19 
L 451.44 118.17 
L 451.44 120.15 
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 451.44 134.01 
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 449.46 145.89 
L 448.47 146.88 
L 447.48 147.87 
L 447.48 149.85 
L 446.49 150.84 
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 440.55 158.76 
L 439.56 159.75 
L 438.57 160.74 
L 436.59 160.74 
L 435.6 161.73 
L 435.6 163.71 
L 434.61 164.7 
L 433.62 165.69 
L 432.63 166.68 
L 431.64 167.67 
L 430.65 168.66 
L 429.66 169.65 
L 428.67 170.64 
L 426.69 170.64 
L 424.71 170.64 
L 423.72 171.63 
L 422.73 172.62 
L 420.75 172.62 
L 419.76 173.61 
L 418.77 174.6 
L 416.79 174.6 
L 414.81 174.6 
L 413.82 175.59 
L 412.83 176.58 
L 411.84 177.57 
L 410.85 178.56 
L 409.86 179.55 
L 408.87 180.54 
L 406.89 180.54 
L 405.9 181.53 
L 404.91 182.52 
L 402.93 182.52 
L 400.95 182.52 
L 398.97 182.52 
L 397.98 181.53 
L 396.99 180.54 
L 396 181.53 
L 395.01 182.52 
L 393.03 182.52 
L 391.05 182.52 
L 389.07 182.52 
L 388.08 181.53 
L 387.09 180.54 
L 385.11 180.54 
L 383.13 180.54 
L 382.14 179.55 
L 381.15 178.56 
L 379.17 178.56 
L 377.19 178.56 
L 375.21 178.56 
L 374.22 177.57 
L 373.23 176.58 
L 371.25 176.58 
L 369.27 176.58 
L 368.28 175.59 
L 367.29 174.6 
L 365.31 174.6 
L 364.32 173.61 
L 363.33 172.62 
L 361.35 172.62 
L 360.36 171.63 
L 359.37 170.64 
L 358.38 169.65 
L 357.39 168.66 
L 356.4 167.67 
L 355.41 166.68 
L 354.42 165.69 
L 353.43 164.7 
L 352.44 163.71 
L 351.45 162.72 
L 350.46 161.73 
L 349.47 160.74 
L 348.48 159.75 
L 347.49 158.76 
L 346.5 157.77 
L 346.5 155.79 
L 345.51 154.8 
L 344.52 153.81 
L 343.53 152.82 
L 342.54 151.83 
L 342.54 149.85 
L 341.55 148.86 
L 340.56 147.87 
L 340.56 145.89 
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 338.58 135.99 
L 338.58 134.01 
L 338.58 132.03 
L 338.58 130.05 
L 338.58 128.07 
L 338.58 126.09 
L 338.58 124.11 
L 338.58 122.13 
L 338.58 120.15 
L 338.58 118.17 
L 339.57 117.18 
L 340.56 116.19 
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 343.53 107.28 
L 344.52 106.29 
L 344.52 104.31 
L 345.51 103.32 
L 346.5 102.33 
L 346.5 100.35 
L 346.5 98.37 
L 347.49 97.38 
L 348.48 96.39 
L 348.48 94.41 
L 348.48 92.43 
L 348.48 90.45 
L 348.48 88.47 
L 349.47 87.48 
L 350.46 86.49 
L 351.45 85.5 
L 352.44 84.51 
L 352.44 82.53 
L 353.43 81.54 
L 354.42 80.55 
L 355.41 79.56 
L 357.39 79.56 
L 358.38 78.57 
L 359.37 77.58 
L 360.36 76.59 
L 361.35 75.6 
L 362.34 74.61 
L 363.33 73.62 
L 364.32 72.63 
L 365.31 71.64 
L 367.29 71.64 
L 368.28 70.65 
L 368.28 68.67 
L 368.28 66.69 
L 369.27 65.7 
L 370.26 64.71 
L 371.25 63.72 
L 373.23 63.72 
L 374.22 62.73 
L 375.21 61.74 
L 377.19 61.74 
L 379.17 61.74 
L 380.16 60.75 
L 381.15 59.76 
L 383.13 59.76 
L 384.12 58.77 
L 385.11 57.78 
L 387.09 57.78 
L 388.08 56.79 
L 389.07 55.8 
L 390.06 54.81 
L 391.05 53.82 
z
" clip-path="url(#p284c30c6e4)" 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 340.78875 194.4 
L 340.78875 182.78625 
L 316.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=0 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) 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_5">
   <g clip-path="url(#pfae045f6f2)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAArv0lEQVR4nO2dWcxdVfnGX7TO84AIKFpUaIFWGQrYBhTRmIgJQuKNMdGgjTFe4KUJxguNhhDFROOVUYMGY6BaIkPAWBxqFaoolSItMogCdcB5nv83/2ed3z7nebvO+b6vm2Le5+ZbWd/ea6+19j77ffY7HhIR/40l4JBDDomIiP/+d3L6Yx/72Nb+z3/+09qPecxjIiLin//8Z+v717/+1dqrVq1q7X//+98REfHoRz96po/Xnb72/uZI8JxsrEc96lH7HYvHujnw2EXmm43hsMhY7jyukfcq25+V+n92LJHtnzuPzwmfI4HPDtesZ5Fr5/l8Vt2zvlTMPlmFQuGAoX5whcKImJXBC4Ii39HIiIko5v8zSkOK4PpIEabHn56P6+d1MxrpaAz7OB9HMzLq4daW7V9vDo5m8/wMji4TpFVuvIxOaw4rQaF7c+S4/DTR/nKf//73v7c216ZjsmevKGWh8D+A+sEVCiNiyZTSabsyivbXv/41InL6RKi/RyOnx9tfH/sdrZs+T3PP1uOoRfZ/tkWz2ec0tBGTfViEevf2lMi0y+zXfHpaQ/bPo83tUbNMKy1k91DjZnNwnzzZ58hSqXEPJeEKhRGxbKXJIgqL7Lye9OjZc3h+Npb7oGabb78nPelJM9egJHIf7dkc3TrZ97jHPa61//znP7e2pI770J+G5kDJQGWBYxYZg/jb3/7W2pIC87CN6fH3h57E6CmlOAe3P1R4ZOdpbc52t+h8F0FJuEJhRNQPrlAYEcumlIPBEhuOqBRtJj370zy2LKe44f95DVE0Zx+c7tcYpGX/+Mc/bFvHPuEJT2h9pGVSGEVM6CP3gSCl1DGcF/GUpzxlZg481ilgIib7wPM532c961mt/cc//nHmulyPu2/ZdXuKG8Idmyk0eO91bd6fDKKdpPTOpjfdv1yUhCsURkT94AqFEXFILDFaQKBIJ6VxtCATzYt46jtNHc95/OMf39pOA0UNlqMjnHtGT7kOjZfZ03o2pczdTe2MLnMO7ljSKrd/1MSSVnG+TlNK+umoNe8lKSnnqzXPE1ngaGfm4S9kWkp3DT4vHJdj9DSzi6AkXKEwIuoHVyiMiGVTSor0zJvdeWZnBlLnIpQZtnXtJz7xia2P2rc//elPM9f7/e9/b69L9ybRiYzmOHcrHks64ozcPJ/X5Z5pDGo/SdEOPfTQ1v7d7343mMv0uNQsCqRSGQU7+uijIyLi5z//uR2X50m7SU0rKTDnoDZpZuaC5faX/ycdllZ5nsBWPTvZZwOv0Rt3EZSEKxRGxIra4fiGdk6wmSsV4ZyMM1vU05/+9IiIeMYzntH6fvnLX7b2b37zm9aWpOAbmnBv2Myu6NyfCL51nUsY58C5U+poHc95znNaHyXNKaec0toPPvhgRETcddddre+Zz3xmaz/00EOt/Ze//GXwNyJ/y0sSP/nJT2593FMqTbS/XPtvf/vb1uaaxUh4fma/055lz5ZTCM3DpHRfsmOz6y0XJeEKhRFRP7hCYUSsKKXsuepkaQwcjSEVI9V62tOeNtNP5Qg/zjmG89TvuT/xfLYdFaICgIqb4447rrUPP/zwiBjSyMMOO6y1n/3sZ7f2j370o4iIWL16deu7+OKLW9spJF7+8pe3vmOPPba1v/vd77b23XffHRHDPaPyg/vw4x//OCKG+8+1837+4he/mDmWY5HC6h7qkyBiuH88Vvvbs1fymF70SYR3RSPmiXpYCkrCFQojon5whcKIWLYdbpFUCBkVcLY1av9Iu0g9RIso/mlnc8Gm1JZlyWgF2sBIf0gZdcwRRxzR+tavX9/apImyo/H8LBhVa6ML1pVXXtna1ACKgl144YWtL/Pq37p1a0RE3HHHHXYs3kOtLaOcPNa57WWpJDQG7aekou48roefIIzokPY4s5+65yFzgcs+PZaLknCFwoioH1yhMCJWNKdJBifisygD0Qwabv/whz+0tnN/4v97WcSOOeaY1sc2jdmnn356RAzpIK9LKqS1UXvK82isdq5ov/rVr1r7ec97XmvLRYraRGoht23bNtOfaUqPOuqo1pYhXcbyiIgbbrihtXfu3NnaonHUGnJ/uQ7dQ1I/F9QbMblvpIOkqlzHU5/61IgYUnrOJ9OaunGdRrNnGI8oSlkoPGKxbKXJIhVoMqddhvVLSUBHXb7lexVQ+H8qIV73utdFRMSmTZvsdSmVXvSiF0XE0CVKNqkIrwDI0m+zX9KM86WygHOQhL/33ntbH6XwPffc09obNmyIiIhf//rXrY/ShbY87WWmCLn55ptbW9I5cwN77nOf29q33nprRETs3r07HJyDdLZnvG86htfis0OFj1hBFo/I8yQZs8pBWSWd5aIkXKEwIuoHVyiMiBV17SJcaoCskJ5cniImLkKkT6SUpGACP96peDjnnHNaW4oQ2rVo37v//vtbWzSOlJJ2K3c9UhdGLJAay0b4/Oc/3461a9eumbVxjqRPVE5o7pyvaPH0fESNSaW4ZyeffHJrO/pJ5dBLXvKS1l6zZk1ERGzZsqX1UQHjErZmKTdc1i0+DzyP+6NnhzF5RBZz1zu2qucUCo9Q1A+uUBgRS9ZSLlK00CVhpUaOtEr0SGkDIoY2GNpu5HV/9tlnt75zzz23tc8888yZ+chbPiLXhIpi8f/0uOc6tDZqwHgeqbX66QZGOx3prnMDkyYwYrjXSrdA2nb88ce3NimlNI50geN6nAsb90Z2MV43YkLRqFXlOqm9vOKKKyIi4mc/+9nM+dNrE7i/DIh1Nlyul9TbuaJl2dicPXclIghKwhUKI6J+cIXCiFiylrJXQor0RqKeFIOe+D/5yU9aWxoq0gYaXmkUfetb3xoREaeddlrre+ELX9jazPGh6zEnx549e1qbuUNEt+j+xPM4B7mVkV6RulBbKA0rtYnUvrmSWfMk2nVlpWiop9aOwa8C99rVQiDNpMHdUSy6y5HSU6Mprec111zT+n7605+2NvfEZdciSI11LB0aSC+dQ8I8yWh7z/oiKAlXKIyIJStNXHptvgmoFDnyyCMjYmhDo/SgBNPbj318K9O2dumll0bE8A0uW0zEUCEhCUWbEufA+apNqUZlzb59+2bGpfShYoEuSVKE8K1LhQTfzHpbU1pSgcK561juGaUWlTGuKk8WnyeXMNrFeF0qtuSKRqZAKbtx48aZMahgueqqq1qbNk89U1SsOUUUj6Ftjvebe61nhlI6i7nrpWNYBCXhCoURUT+4QmFErCilpKKEygJRlvvuu6/1Za46EvGknyeeeGJrf+pTn2ptUSi5FUVEXH311a1NVygpAPbu3dv6Tj311NamYuC2226LiOEHOePWSLFEqzhfjuU+yh944AF7LOmYKCwjAEgTSXFFYanMIVwaAd4rKrNIq3QN9pGi8XovfvGLI2JI6TMXN91PurjxvOuuu661r7322ojIC2ny+ZMCi5SedJq0VMeShlOZ5TLJFaUsFB5hqB9coTAilm2HI62gNpFh/dI6kTpSs0g6JvFNO9273vWumf9HTLSFpKef+9znWps2oXXr1s1cK4teEN2gFi5LGqt5kqJlSVY5TzcWaZX2h3SPlIfzEW3itUjBSJt03zhHrl0a5YjJPnBc0kRV14mYuMyRJpKS33TTTa190kknzYxFbe4FF1zQ2toHaoapfeZng56vbP9JE0U7uU/USq9kPQGiJFyhMCLqB1cojIgBpXSBdj23FnpxM4++Sy7qyhtFeNett73tba2PGk/SBVGLrAwW+12SUGos77zzzpk50CBMDSGpn67BebncGRETbR/pILWN1KI51y4Gf5KuiQpRO0f6yv3V/pDeUwtJr37Nh25XvG+keY6Cce7KKRMxoapZwUY+R+973/tm5vX5z3++tXfs2DEzN9JItnnf9PlDzTDvMbWqVa6qUHiEYtl2OH7sSjERMbRbubQJWZyS3KpuvPHG1keFBN+2qjBDVx6++WnD0puO/6eCgEoczYfXpSTisTqGH/KUslm4v5CVVtbbltKSUpT7rn5KU57HfZcUpMKCkpxSVpKRc6TSyVXV4b2gEo2MR/3cJ1cVKWLijJ7F5J1//vmtrTVxDa4oZ8Tkfp5xxhmtj7GSjNUTsgxfi6AkXKEwIuoHVyiMiFWLxPq46iO0E5GukUqJzpHm8P9Ma/6mN70pIoY2NCo3eKxoF73SM1czURqugRSC9kQpFFx67ghfvJEUg9SO4zrFTZYU1sWakdaSkmu+TPlO+sTrad+zlBCuGCIpGtvO1ckVwZy+nvq5T7Qx0h1L+854Q9LW8847r7U/+9nPRsRwvbSzcb6ipXxmmb2Mnwg6bxEamR1bEq5QGBH1gysURoR17cpopvPSpj2HrlAuMDWrEcBxZX9jYtaseos87XldaqW4DlEazoHXdXaXzF5G6ieamBUqJBV1RR8ZLUD6qeuREpFWcR0OpEq8R6LhHJdw955zzOqea0+4p9RMklJqf7iP/MTg/dS+MnUG6fJrX/va1r788ssjYqiVpaaU9j1puEkd165d29qktXr+uLas7TD43ez3yEKhsKKoH1yhMCJWLSIOCVElimxqmkhjpP1RYOf0eaQFyutBVyvSPbZFQ0jbSP1oTBWlIfXjeaQ3ojzZsdSuqc3/U7vJ/RMVImVyGaoihlpId113X7JgS5cDJLuvrsY3wfvqtJccl88Dc8ZozTyf6+UYOoZ7ygDeY489trXf/OY3R8SwvgE/RxjJ8M1vfjMihlSVnyMc9/bbb5+ZF5+NRQziJeEKhRFhlSapDSGxcQmZHUlSh29HvnnOOuus1payhG5ZfLM79zC+KflW5jo0BxcTFTH8aHdZmnpvMSohOEenQKGTLPeR69SxlJy8LhUsmhvH4nxcscNMgeVK7fJesc09k3uYs1FGDKWd+rk27hOlmdbB8+lwTBe39773vRERcf3119vr0u4qBRSvS3suyztrPpmizymayg5XKBwEqB9coTAiFkqxQLqhLE20tfD//BhV1RfSINpE+IGq5KBUqtBzm9cThXVpvyOGH+KOxmTpD0SbsmoppAuiJJnrl4scoF2LdI9tzYe0LKsd7upVZ65dLttaVsNax5DeZ25pUgQ522fE8NmQMot7zmOp+NK47OM1+Dy86lWvioiIV77yla3vC1/4QmuTUir1OtPscw5ZJShhqTa5knCFwoioH1yhMCJsioUMpCGiE9RaUcsmyhkRsX379ogYBjq+8Y1vbG3V346YFOtzwZgRQ02ors1xMxcr2Vic13rE0G1KFNZpDSOGFEPXcH0RPjMYqa6rZx0x0SJSk5ppSrUOUjRSSpdqIgtWdcg0iJyD9od9pJGkw6KH/D/vIeeutZFScg60tQqbN29u7csuu6y1SY03bNgwszY+D7SVyjacUXrCVeUp165C4WFC/eAKhRExCEB1YpL/p5bRuTSRCrjgxCyjlstXQbrB/BuEKADFP0GaqOtxvnQTY/Cm6E1GIVyt6Ewz6RwACK7T0U/OgXDX4Ly4p7yHWn9mcHf9GV0mdCzpKT83+CmgOVCjzGvQRU3JZhl4zP/zPD0nJ5xwQusj5eSe6F7w00cuXBFD7efhhx8eEUPXL94X7q9zCyRKwhUKI2KgNJHEyD4IXfE7vqX4ZuGxkox8E/CtStcspcHmByzfLIyTc+kCeCyhN5qTTtNQLFlW4YdjqO2kSIR3eM2KWLr4u6xqDN+gLjaO0pTXUztTkHEOukcuFX1Eng/UHUtIaURGxL2my5gclbPngUol7QMdpZnTlJnkpBij8o6pPLjXugeZq59TZpXSpFA4CFA/uEJhRHRTLLBNlySXdJMZvHbu3DkzLkUrx6KolqgnTaLditRCnuBZ3FrP/kTqQgrm3Koy+56oJsfNPph1nitAmV0jU9w4KupckKbPm573/o7tRU2454T0M4PGcIUtI4bPhu4FlRi8x7yHUqZwvnLhipikVYiY0EdSdj7LXJuejSxaoFy7CoWDFPWDKxRGhE2xkOW7p/uNy8RFkfzggw+2tksES+0SNZqiGS7FQMSQQohC0YaWnad1ksaQRjpv9B6NnD5m+lrT19OxPMcFfHIOmd2L9LEXAJlpNwUXzBrha1vzHpKOaYyM1jp3t4wuM4WCrpFFLLAopPaS86Lb4NatW1tbGtIsXcPXv/711uZzL2QubkLZ4QqFgwD1gysURsRAS+lEY0ZHRMFYA4DUhBRCIp6iXgbuiKGrjrRcdMmhwZKJO0VVM9pLbZaOybRsXKdz18qoXUYd9ncsz8kM6tqrzK3KtXtazAhPEzkHZ9jm/3kPSZfVn9XU5hiifnT9YkQI1yEjNqkj23weNB6T4FJz7gKSWaRx9erVra2g6Yjh8+fWtkh9jpJwhcKI6JYcztJ96+3GNwilksu8xLcjbSIu6xbfeDyWY6hNV57MYVb9WaYul3phHjcw59q1iNtPL41DZgMjJDEyScV+3ZcsZi8bQ8jO07PBOfK+9tgTr8X7pgxdnBfTc/D527VrV0QMJRxdu9xzTeUeM3UROobO8M4RfR6UhCsURkT94AqFEbEq81wXsrg1xScxu5ZzpYqYiHLSDdbqVrxRxITmkZ6S+nFczZ2KEtJLFyeXeaW7pKTzKFiEjO45xUvPhsNjneJnut27rrPJZbTXuS9llJOQEoL/z9zd3LHcX9omRUt5L7/0pS+19plnntnaSmVOukelHimubLfM5MWksi42kVSXtl9HsytaoFA4CFA/uEJhRCxUPYde3BLbFMN0+3GUkhSCyV2VwDNi4ubFQFOKbFJNR6tIE12RP1ITupQRmm+W3NXZ5DLNo6MWWUoDwmmMM/rvPgWyOejaGSXtrTNzS9O9zTzqCZeOwSV/jZhoqJlYmHZbUsI1a9ZExHA/vvWtb7U2nwetjdci1Xd1Gvj8035X0QKFwkGK+sEVCiNiVU8ckkK4ooXMekRa4Fx8KOrPOeec1mb5IVFNGjdJPZh3QgbJLBmto5RZHQL2u2xVmSZP6+wFZmZwRmkiy/ufuW65+fZKbWVrc8gop3Mvy8bS3DO3Nkcvf/jDH7Y+FfiMGBq+9ZysW7eu9bF2APfSuaJlLoJyH8tKofVoJFESrlAYEda1K3tD0w6nXzWL2G3atGnm/9NjCFmlF4XE0552xx13tDYdUJ3UYg5LSjt98PJNmtnhdI158jE6164sfXbPzkm4e5E5h2udmXuZm4MrJxzhXbvmcc7VfLJ9ctVosvySZB7u2szaxWN17bVr17Y+umPRrU/HUjlCyerS52dSrWejJUrCFQojon5whcKIsPFw2YcvlRMSv3v27Gl9GzdutBcRRaPShR/BtMPp2rSfkEZS7ItakAbRtkbaJLceeodndkNhnlg3zTcr4OfSCGQUJFPouP+TurlogQzaB9Iruiktgl7UQ0a7XJwdo0MIVa7hs0NqzXvoUm44Gjl9bTcW6a5L4NtDRsNLwhUKI6J+cIXCiFjV00BltED2D4rpww47zF/k/ykPvbUztypp3FzahYiIW265pbWlgcqCTh1lJB2hZpJjuCKAhLONZakFXIHCzEue0BzmsQU6DWF2rKNzpOzU2mmMLLohy+4m8H47G1dWOcgFoHIsPmd8jtavXx8RQxcslxGO18sqOtE2rPHoBtZz3yMG92Lmv4VC4YChfnCFwohYyPDtRGdmhGQUgYJNSdEYLUCI8mWU05Ufyrz6mdtClJFroOGb6LlKuX6nVZy+nuaZGbt7c1lqhIArEzZPoUdhnsgC0cPMUM/5KGg5q+NOei8ax3tM1y2eJ2pM5we2XSQD7wU1mq6uRC/fC48lBtTbnlUoFA4IVrkP3547UsREWlFSUWK89KUvbW29ZfjmUoalaSj+iR++lB50JdPbmh+zWfpyHZvFyzlksV1ZUUIhK8jokCkeesUbs0KN7liXH5JvcNorM2fpHiSJOV/uv8s7SYnC8+iOJZbC/9OBnflN5dRMdvSJT3yitZ2yilKYMW6cg54TPi89h/AMJeEKhRFRP7hCYURYO1wmIp2tiUoTpp1mUs1t27ZFxFB8U7zfdNNNrS2awTi7LVu2TCYM240qqmSKEIp92eFIbegCRIoleuQ80SP61Wp6ts3MRpbZhFYSro67y4TGdqY4c5Sb9yfL2iXlBo9l6gy5c0VMFCycIyvpMN5NlJKe/vfdd5+dr1NuvOIVr2jt73//+60tm3BWFHIRlIQrFEZE/eAKhRGxytmcFgmoU0LYiGENACboFM0jTeKxl1xySWt/5CMfiYg8sxU1SZqn8/SPGAbMuoBLUkZXGzxLf0DtW+9YF9bP8zNblcbIqKWb+zyBoppn5orWc9fq0cuMepO+y3XLVbOJGN5jaSFdpZ6IiN27d7e2MnsxBQOTDFN76VKEcNwrrriitV0aDedaR2S/m5JwhcKIqB9coTAirJYyoxVOjFIjxKDS17/+9a2t2snULpEGMmfJZz7zmYiI2Lx5c+sj9WAUgbRZ1FTRmEoqKlpLd68sEanOyzI6keb1qFQvuxb7HH0kzaHjACms1sF9yu6baBH3Jqsz7iilWzv72cf9JUTtspJa/BS47bbbImJ431/96le3Nu83qaTA++2eoxNPPLH1Mfmwcy0k/c/uqyu6WbUFCoWHCd3qOT3XIyojKMHo8iVp9dGPfrT10V62b9++1n7ooYciYuj8rKooEcM3rGwstK1xvnyj6a3JcflmosTVB7qLDZuGq4iT5ajUeFnOSNfOqspQ8kk6ZHNw9r1ezB6PcX0RnvFke8b56jy65HEOjHcTyyDboI1MMXDEpZde2tpZSg09tyeffLJdj0uTkdkVF3HzKglXKIyI+sEVCiNiVS9+h6C4FF1TTFrEUOTefvvtrX3uuedGRMQnP/nJ1kc3MFK7G264ISIirrzyytZH2soEsbreUUcd1fr0kR3hbWAugSr/z35SEB7r0jRkVMIlk83212X4mke5IYVPloWM/boG15DN1/VlLmxKgcB7xfNI+/XMUeFBhRA/TaS84GcFbXr8NFFUCj9dCM5XzxELNl533XX2WO1vlhp/EZSEKxRGRP3gCoURYasBzhNQ5zJFMXLg1ltvbW0liKX9hFpMR4/e8573tD5GHlx00UWtLRsgbS306KbtRlpKri2jVc6W4uo4E/O4VTk3MPd/Xs8lfJ0+VvtAWpbBpULI5tBLXEu3PtFDZtfK0i3oGlzPCSec0NrcH32yUHMpTXbEMMPXzp07I2L4HPIZoBbylFNOiYjhpwLXTpue6HlW7acKMhYKBynqB1cojIhujW/CubCQzpFisDaAtJQM8PviF7/Y2qSBMoJT20VDJ7WiClrk+aQCdM9RICORlaty1M958kf44oJZuSVnHCZcnhJel/+nFtLRxB5l7EUF8NjMXaunrc00eTrG0cGIiFNPPbW1dQyvxWBVai81RkZr+fyeffbZM+uho8Tq1atbW8Zz0s8sb02vtFVJuEJhRPhXbQInDdlHB2C+WeTUfN5557U+vsW+8pWvtLbeqpldRukaIiLe8pa3zBzLkHqG6usYfnDzzc23ohQsmSOve3NnxRt7rnOZnU0SLHPw5bF62/L/mULISbPM0dkhS6cuUEqwTYhZUGJz/2mz03NCJRttuFynrke7LOMueY/OOuusiIjYsWNH67vssstam5JPLG4e5YhjJkRJuEJhRNQPrlAYETbV+TwZqNTvMmNNj6GsXKeffnrrW7NmTWtTwSJayg9qUkPF1rHN85lAllRUlJIfu6Rg/CDW2jLXL+d9z2MzlzCNy7F6dcQzuufi9whStIzauXHd2rJsYlSYad+piOIzQHcszY1KLSq7mJ5cVWzOOOOM1nfkkUfadVx++eURMXQZI+W84IILWlvHfOc732l9pK0u9cU8UQE922VJuEJhRNQPrlAYESuqpcwyQYkiMIJArjUREddee21rS6tETRXbL3jBC2bGpWaSdIKpF0RjsqBH0mFnq8psYK4KS2Z/EnUjBST1IxUVBSPdc1pMjpEFipJSuvlmNjlXQJL/5xw0BjXGmVua9ifTaiv7VsSEtjLtAj9HiJtvvjkihs8L9/e4445rbc1z+/bt9ljeCz0zi9isS0tZKBwEqB9coTAiBpSyRxnn6Reo5ZFIvvPOO1sfE8W+5jWvaW0ZNUlNaLxkQUZRE9ZjJlUiLRAlcTRo+jyX2SrL+9FLlsp2L2OWq4PttJwRw/2VGxzXS22h07DOU7ugV+Obc9f+0iWP1NrVXmcf6Se1lLoGKSVdCN/97ne3ttyxaBinEZwRB6Kfd911V+vj5wjH6EWCVLmqQuEgxUJKkx74lqICRW9jOiFToUEJdcQRR0TEpEwxz48Yvnk2bNgQEXladEISg29+vrmc8zLh0hRwDJ7v7GkRE0mT2QLdm5ISw103YqJg4Ud/5gYmzCO11E8J2ZPOzFPKOdA+KsmWFWSkUkTHUlKxKOfHP/7x1paDOp8H2nDp6PzpT386IoaKm0XKCC8VJeEKhRFRP7hCYUSsKKUkSHnkwkMqxSKMmzZtam3Z2Zh9i/RHqdAjJpVPmK6aH8GkMaJdzrt8+ho6hhSD57m4NX7Uc51U0oiakPqRfjraStpGesQKMzqGY2WRA5o7/99LGsv1Mq6Q85WSi+vl/rMt2smxOB99VkR4Ny7uAxUvuhekiWvXrm1t9ivqJLMdO5e7RZQjGUrCFQojon5whcKIOGCU0rkDUWT/4Ac/aG0WxVP2puuvv771kYLdfffdrS1KQtsc3bzo4iNam+Xn5zXUn9nInGsXaxYwnz3XLApGTZ6rWc61UePG8zgf2a0yTStTEohWZZo30k9RKWa+4hw4rrTHnG9WE1t2WZcmImKowd6zZ09ERJx//vmtj3Y4UkqtjZSU7lx79+5tbWk6+YxQg+2qIS1SqDRDSbhCYUTUD65QGBEHjFK6KAIacRnsd++997a2gkpppCTFYLCpjJ5MMEtqxwBHGVmz+trUmImukXaRIrtErqQ2pDy8HimsO4/UTdSM/2cQJ8fSvro65tNjaE9ImZzWNWJCs1nPgW2nYc0oMJ0bdC/4f9bipnOD7gHvJamsS/zLpLJ059qyZUtri0rShTAzfC/i8thDSbhCYUQcMAlHuLK8fLsxJ6HsLscff3zrc3FtEREXX3xxRAxLHTMzGN90Uqa4OD3OMcIX4OMHNT/29YFOKUH7Hm1VvYxO/ICX0sNJ6QhfXjdzGeO+O5sSJT3nK+lA6c+1c0/cHLn/LkMaFSVkKXTro0uX8OUvf7m1Ke10v0466aTWR0XULbfc0touncgimCe1vVApFgqFhwn1gysURsSyKWVmm+h9aGbxT1KgMMPXN77xjdYmjVGbCTxpp3vDG97Q2qI0DN8nBeMc5IbEY0lrCVFK0k+6MZGi6QOf1yW4P1KAZHFrVKDIzYv0ivfFpT2gIoXzJTUW7ee9opLCKVhoA6PyiPMV3T300EPt2kgj77nnnoiYZOSKGN5vQnvGzw7GUjLKwH3mZNnJep8CFQ9XKBykqB9coTAilk0p5xGnLrEqaQ5pjOxsdPdiQUZGGYhSkrbx/7T1vfOd74yIofbu6KOPbm3nzU67GCmRy46VefWT3sgml2k8uQ86htSGGccYnaDrcW3UlLrAVWomSf14j0SzqT1l8lfauEQlaXdkUU7a7zQHahOZkJX1H97//vdHRMT3vve91kfqzHXqE4B0effu3a3NZ1XrzGo/ZEHEbqxFUBKuUBgR9YMrFEbEihq+M2OgxC/FdGZAFVX62te+1vpe9rKXtTYpgozCFO+kT6RgX/3qVyNimC+DlIgJZmWIJ1Ul3SP9FP1hHykl5yB66AI3I3ygqHPhivARANQgZtEAor4ci23eQ+0ltaqcO6G62txHuueR5kmrSi3lhz70odbeunVra8uQzvVmnyP6ROA+MPkw6b3WlNVxd/TSZWDLUIlgC4WDAKOkWHC/9ix9ts6jzYRvVWXqioi45pprZsbiG48f+MpDSEdpKiT4NlaaBropMdSfMVZSBlAKUKHh3Lwo0bk27oOkDl3gKCUoHeS+xDlQEUIlhCRult7cVZ7hHNx1iXXr1tm1MZ29iix+8IMfbH033nhja1NJoxLTmRKD917jOheuiJwJCZRazpG57HCFwiMM9YMrFEbEIRGxJIPCUr2l3fmO3tBDnTSRdE7h96Q2vY/ZLH05P8Q1H9InUrS3v/3tra15ZoUpGdv1wAMPzBxLGkgljugulTFM3cD08FIoMNEuFTB0d9M6+X/SadrhNC6VKlQ80KvfuWvp/kQMU2Yo9o2KMc6Ha9ZnQVbr/JhjjmltxULyXrJNhZuLmliJFAo9lIQrFEZE/eAKhRGxZErZBpiDWvYoJSFqQRpJzRkpmLR2pBjSakUMqZtLlkqaQg2gNIt07WLAJ13NLrrooogYUikFxkYMNZaCSw4bMaTRolVMGSFKGjGkYKJ5rE5ECsxICIH3hFSW90Xr57Xoyc97pBQKl1xySeu76qqrWttl1yJ1zKrV6N6T6vJ5oH1Omm1qlGkHpXbYfXoUpSwU/sdQP7hCYUSMQimFTEy7WtoZ9SNEJZnxiXSNdEKUkjSInu2kpaQ/QlZaafPmzREx8Wqfxsc+9rHWVsQBaTEpMIM3ZWymKxrdlO6///7WFq3i2l3ga8RE45i5a9FZQPSRe8Y5sqimHAs+/OEPtz4m5eU6XYQFKaPLbkZjuKtbETF5vrgePkeu1nmGA0UvS8IVCiPiYVOaEHSxkvTI0jUMMiD9/7F8o7HNt18vXbX7iOa82Ka0k1T5wAc+0Pre8Y53tDZtVXI5YoUfxtkxd6Ok7Pr161sfpYRzUZMD8TS4Zil/smo1PFYxaFRMEHSh2r59e0QM7V6UllS86NqUPtxf5zicuZTxPOeQvIjDMVESrlD4H0D94AqFEbHkaIEelXT/z9xoXPG77DzXn30Yk8boA50f585jPMKnOmeblEYU7cILL2x93/72t1ubdExuSKS9pIHMEib7Hd2qaF8iLRXFJT3lnrqa2bwW7WF0A9u1a9fMGmibZASAbIFZzWzuu8tExv2l+5jG4LjcE9o5NW4vLrPXt7/+5aIkXKEwIuoHVyiMiAMWLUA64bRD/D/tLqIe89CCnuaR1E00hdelFs1R2WwOnK80Y6R7tHuRSonanXbaaa2P2jdqPxXYSpsg3bxcRixGCzCvP/dEXvtMW8E5XH311a2toplZ6gFqJEVnOd8s4a3GyDJm8VNA9DFLQOuCRrNPAYdFss5Vje9C4RGG+sEVCiNi2ZQyo3PLpZS986ev7UDXIZetKkucqnVkBlSuU5oxzpduSJyDaCeT3LKGAudAdzWBhnyXgcoZ+iMmRumIiB07dkTEUPNIykivfa5DoLsc91JaxIx+ur3MMpK5yA2uLXMJc9pPlwSXOFDayAwl4QqFEbFkO9wiMW7uozOzyS3iDK235jzn6JgstTjfsFIAcI58qxJ6q9JOxA98vmH1lqY05Hwo4TZu3BgRw3TsyucYMYx3U9oJpnZnOoG9e/fOzCcrRklJpHVk94dz1xjZsc59j0otSlwqs9xYVMY45pE5uzuMEQNHlIQrFEZE/eAKhRGxotVz5lF0CD0auIhndzYux9A8MzcynidlASkTj3UJRXk+P/o5hj7w6ZbFGDfa8uTBz7HodrVv377WloKFMXLbtm1rbV5P8yWd5tpcLFl2L9y9zygaKbvGzaI8SBll68to4iLuWu6YRT5hVgIl4QqFEVE/uEJhRCw7WmDJhelAETKNpYOz52Tn8FgXGZCdJxrnCiRGDG0/okcuEHL6ui5igdpPZuWSZpF5/RmASo2mjmUdcmr6SNdc9jIiq3nt5tvbU9Jh5+GfaXYdVXWfB9PX0zGuYOb+zusdu5IoCVcojIj6wRUKI2LZhu9FjNbZsc4gPo/L2P7mNd0W/clKEjnDKqkYKRHHFe3MMoCRaurapJQEj1VS14xKkX5qHdSIktZybu5aHNdRTe5Tlk1N+0MantUD0Jr4fwaS9qhqpg3XMfO45DkUpSwU/sewbKXJUrN2ZW8h17dIpq3eHDLp4zJFZS5Emc1IYBoCKjc0bmbTY1tSiYoQSg+uQ7YqSrge5rGtOXAOVE6oP3PBcqV9s2fAScaMmfAeOsnYk4bzKOwqHq5QeISifnCFwog4YDW+e8goQs9FaKkuX44OZK5domZUlBCkLlKAZIUeCWdTyqBxSeGcmxiv11N+cA4ZFXP2UR7L9AdO6eTmFTGkl9ncBF5P+5qlTVjEvYxwCpYxUBKuUBgR9YMrFEbEsu1wmYvWIhodpy1caualntZ0nnnpetQwuvB9Xo+0jJSJVFN0LCvIyGO1r8yM5ebIY13qh+n59NJHOLthpnkkHPXL6KV7djKa6WhtLyLEaZynMTaVFErCFQojon5whcKIWLaWcpGgU8LluOAYGU3s0dZervhFDPXzGKjd9UgNOYa0nhntogZQxnXWMcjWpmOzHC3MtOU0mpwP3cAcjc72T/R7noDkngsW0SsjNs/cVgor4fpVEq5QGBHLlnBZUT1n48rctSgR9KZc6ttkJbKBOWnYy405j2JB0iNzE+M+qD9TSjlXqcyx29nLeC3n3Mzr8V5mzstOamU5IRfJ+OauS7j4vMwpfREcKGlZEq5QGBH1gysURsSKpljoefhT1JNKufMy951555VhpeOcnK0qm0PPpckVi+SeZVRV43JttCE65QVtgZmnfm+vnFJpHuXHIsU6e8eStkpptIhddqmfHUtFSbhCYUTUD65QGBErGi2QiWenGVtqRZzlUsKlaCv3d55zq8rQK/pImieNbxZV4bSFmSawlzZhEY/6pWqBl0vXFrHvZa5qTnPei+zgMRWAWig8wlA/uEJhRIwagNor0EfMU9rK/f/hwiIuY9mxzrC9VKN/L0gzO28lnAx66NG5Xh33efZvuaisXYXC/wAOiSWWHC4UCoujJFyhMCL+Dw2+U40oFcHhAAAAAElFTkSuQmCC" id="image19a3f9f1c6" 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 551.43 55.8 
L 553.41 55.8 
L 555.39 55.8 
L 557.37 55.8 
L 558.36 56.79 
L 559.35 57.78 
L 561.33 57.78 
L 562.32 58.77 
L 563.31 59.76 
L 564.3 60.75 
L 565.29 61.74 
L 567.27 61.74 
L 568.26 62.73 
L 569.25 63.72 
L 571.23 63.72 
L 572.22 64.71 
L 573.21 65.7 
L 575.19 65.7 
L 577.17 65.7 
L 578.16 66.69 
L 579.15 67.68 
L 580.14 68.67 
L 581.13 69.66 
L 582.12 70.65 
L 583.11 71.64 
L 584.1 72.63 
L 585.09 73.62 
L 586.08 74.61 
L 587.07 75.6 
L 589.05 75.6 
L 590.04 76.59 
L 591.03 77.58 
L 593.01 77.58 
L 594 78.57 
L 594 80.55 
L 594.99 81.54 
L 595.98 82.53 
L 596.97 83.52 
L 597.96 84.51 
L 598.95 85.5 
L 599.94 86.49 
L 599.94 88.47 
L 600.93 89.46 
L 601.92 90.45 
L 601.92 92.43 
L 601.92 94.41 
L 601.92 96.39 
L 602.91 97.38 
L 603.9 98.37 
L 603.9 100.35 
L 603.9 102.33 
L 604.89 103.32 
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 607.86 116.19 
L 608.85 117.18 
L 609.84 118.17 
L 609.84 120.15 
L 609.84 122.13 
L 609.84 124.11 
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 608.85 138.96 
L 607.86 139.95 
L 607.86 141.93 
L 607.86 143.91 
L 606.87 144.9 
L 605.88 145.89 
L 605.88 147.87 
L 604.89 148.86 
L 603.9 149.85 
L 602.91 150.84 
L 601.92 151.83 
L 600.93 152.82 
L 599.94 153.81 
L 599.94 155.79 
L 598.95 156.78 
L 597.96 157.77 
L 596.97 158.76 
L 595.98 159.75 
L 594.99 160.74 
L 594 161.73 
L 593.01 162.72 
L 591.03 162.72 
L 590.04 163.71 
L 589.05 164.7 
L 588.06 165.69 
L 588.06 167.67 
L 587.07 168.66 
L 585.09 168.66 
L 584.1 169.65 
L 583.11 170.64 
L 581.13 170.64 
L 580.14 171.63 
L 579.15 172.62 
L 577.17 172.62 
L 575.19 172.62 
L 574.2 173.61 
L 573.21 174.6 
L 571.23 174.6 
L 570.24 175.59 
L 569.25 176.58 
L 567.27 176.58 
L 566.28 177.57 
L 565.29 178.56 
L 563.31 178.56 
L 562.32 179.55 
L 561.33 180.54 
L 559.35 180.54 
L 558.36 179.55 
L 557.37 178.56 
L 555.39 178.56 
L 553.41 178.56 
L 552.42 179.55 
L 551.43 180.54 
L 550.44 179.55 
L 549.45 178.56 
L 548.46 179.55 
L 547.47 180.54 
L 546.48 179.55 
L 545.49 178.56 
L 543.51 178.56 
L 541.53 178.56 
L 539.55 178.56 
L 538.56 177.57 
L 537.57 176.58 
L 535.59 176.58 
L 533.61 176.58 
L 532.62 175.59 
L 531.63 174.6 
L 529.65 174.6 
L 527.67 174.6 
L 525.69 174.6 
L 524.7 173.61 
L 523.71 172.62 
L 521.73 172.62 
L 520.74 171.63 
L 519.75 170.64 
L 518.76 169.65 
L 517.77 168.66 
L 515.79 168.66 
L 514.8 167.67 
L 513.81 166.68 
L 512.82 165.69 
L 511.83 164.7 
L 510.84 163.71 
L 509.85 162.72 
L 508.86 161.73 
L 508.86 159.75 
L 507.87 158.76 
L 506.88 157.77 
L 505.89 156.78 
L 504.9 155.79 
L 504.9 153.81 
L 503.91 152.82 
L 502.92 151.83 
L 501.93 150.84 
L 500.94 149.85 
L 500.94 147.87 
L 499.95 146.88 
L 498.96 145.89 
L 498.96 143.91 
L 498.96 141.93 
L 497.97 140.94 
L 496.98 139.95 
L 496.98 137.97 
L 496.98 135.99 
L 496.98 134.01 
L 496.98 132.03 
L 496.98 130.05 
L 496.98 128.07 
L 496.98 126.09 
L 496.98 124.11 
L 496.98 122.13 
L 496.98 120.15 
L 497.97 119.16 
L 498.96 118.17 
L 498.96 116.19 
L 498.96 114.21 
L 499.95 113.22 
L 500.94 112.23 
L 500.94 110.25 
L 501.93 109.26 
L 502.92 108.27 
L 503.91 107.28 
L 504.9 106.29 
L 504.9 104.31 
L 505.89 103.32 
L 506.88 102.33 
L 506.88 100.35 
L 506.88 98.37 
L 506.88 96.39 
L 506.88 94.41 
L 506.88 92.43 
L 506.88 90.45 
L 507.87 89.46 
L 508.86 88.47 
L 508.86 86.49 
L 509.85 85.5 
L 511.83 85.5 
L 512.82 84.51 
L 513.81 83.52 
L 514.8 82.53 
L 515.79 81.54 
L 516.78 80.55 
L 517.77 79.56 
L 518.76 78.57 
L 519.75 77.58 
L 521.73 77.58 
L 522.72 76.59 
L 523.71 75.6 
L 525.69 75.6 
L 526.68 74.61 
L 526.68 72.63 
L 527.67 71.64 
L 528.66 70.65 
L 528.66 68.67 
L 529.65 67.68 
L 530.64 66.69 
L 531.63 65.7 
L 533.61 65.7 
L 534.6 64.71 
L 535.59 63.72 
L 536.58 62.73 
L 537.57 61.74 
L 539.55 61.74 
L 540.54 60.75 
L 541.53 59.76 
L 543.51 59.76 
L 545.49 59.76 
L 546.48 58.77 
L 547.47 57.78 
L 549.45 57.78 
L 550.44 56.79 
L 551.43 55.8 
z
" clip-path="url(#pfae045f6f2)" 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 499.18875 194.4 
L 499.18875 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-34" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#pf2d08c333e)">
    <image xlink:href="data:image/png;base64,
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" id="imagedad6b8ea39" 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 709.83 59.76 
L 711.81 59.76 
L 712.8 60.75 
L 713.79 61.74 
L 715.77 61.74 
L 717.75 61.74 
L 719.73 61.74 
L 720.72 62.73 
L 721.71 63.72 
L 722.7 64.71 
L 723.69 65.7 
L 724.68 66.69 
L 725.67 67.68 
L 727.65 67.68 
L 729.63 67.68 
L 730.62 68.67 
L 731.61 69.66 
L 732.6 70.65 
L 733.59 71.64 
L 735.57 71.64 
L 736.56 72.63 
L 737.55 73.62 
L 739.53 73.62 
L 740.52 74.61 
L 741.51 75.6 
L 742.5 76.59 
L 743.49 77.58 
L 745.47 77.58 
L 746.46 78.57 
L 747.45 79.56 
L 748.44 80.55 
L 749.43 81.54 
L 750.42 82.53 
L 751.41 83.52 
L 752.4 84.51 
L 752.4 86.49 
L 753.39 87.48 
L 754.38 88.47 
L 755.37 89.46 
L 756.36 90.45 
L 756.36 92.43 
L 757.35 93.42 
L 758.34 94.41 
L 758.34 96.39 
L 759.33 97.38 
L 760.32 98.37 
L 760.32 100.35 
L 760.32 102.33 
L 760.32 104.31 
L 761.31 105.3 
L 762.3 106.29 
L 762.3 108.27 
L 763.29 109.26 
L 764.28 110.25 
L 764.28 112.23 
L 765.27 113.22 
L 766.26 114.21 
L 766.26 116.19 
L 766.26 118.17 
L 767.25 119.16 
L 768.24 120.15 
L 768.24 122.13 
L 768.24 124.11 
L 768.24 126.09 
L 768.24 128.07 
L 768.24 130.05 
L 768.24 132.03 
L 767.25 133.02 
L 766.26 134.01 
L 766.26 135.99 
L 766.26 137.97 
L 766.26 139.95 
L 765.27 140.94 
L 764.28 141.93 
L 763.29 142.92 
L 762.3 143.91 
L 762.3 145.89 
L 761.31 146.88 
L 760.32 147.87 
L 759.33 148.86 
L 758.34 149.85 
L 758.34 151.83 
L 757.35 152.82 
L 755.37 152.82 
L 754.38 153.81 
L 754.38 155.79 
L 753.39 156.78 
L 752.4 157.77 
L 751.41 158.76 
L 750.42 159.75 
L 749.43 160.74 
L 748.44 161.73 
L 747.45 162.72 
L 746.46 163.71 
L 745.47 164.7 
L 744.48 165.69 
L 743.49 166.68 
L 742.5 167.67 
L 741.51 168.66 
L 739.53 168.66 
L 738.54 169.65 
L 737.55 170.64 
L 735.57 170.64 
L 734.58 171.63 
L 733.59 172.62 
L 731.61 172.62 
L 730.62 173.61 
L 729.63 174.6 
L 727.65 174.6 
L 725.67 174.6 
L 723.69 174.6 
L 722.7 175.59 
L 721.71 176.58 
L 719.73 176.58 
L 717.75 176.58 
L 715.77 176.58 
L 713.79 176.58 
L 712.8 175.59 
L 711.81 174.6 
L 709.83 174.6 
L 708.84 175.59 
L 707.85 176.58 
L 706.86 175.59 
L 705.87 174.6 
L 703.89 174.6 
L 701.91 174.6 
L 699.93 174.6 
L 697.95 174.6 
L 695.97 174.6 
L 693.99 174.6 
L 693 173.61 
L 692.01 172.62 
L 690.03 172.62 
L 688.05 172.62 
L 686.07 172.62 
L 685.08 171.63 
L 684.09 170.64 
L 682.11 170.64 
L 681.12 169.65 
L 680.13 168.66 
L 678.15 168.66 
L 677.16 167.67 
L 676.17 166.68 
L 675.18 165.69 
L 674.19 164.7 
L 673.2 163.71 
L 673.2 161.73 
L 672.21 160.74 
L 671.22 159.75 
L 670.23 158.76 
L 669.24 157.77 
L 668.25 156.78 
L 667.26 155.79 
L 666.27 154.8 
L 665.28 153.81 
L 665.28 151.83 
L 664.29 150.84 
L 663.3 149.85 
L 662.31 148.86 
L 661.32 147.87 
L 661.32 145.89 
L 660.33 144.9 
L 659.34 143.91 
L 659.34 141.93 
L 658.35 140.94 
L 657.36 139.95 
L 657.36 137.97 
L 657.36 135.99 
L 657.36 134.01 
L 657.36 132.03 
L 657.36 130.05 
L 657.36 128.07 
L 657.36 126.09 
L 657.36 124.11 
L 657.36 122.13 
L 657.36 120.15 
L 658.35 119.16 
L 659.34 118.17 
L 659.34 116.19 
L 660.33 115.2 
L 661.32 114.21 
L 661.32 112.23 
L 662.31 111.24 
L 663.3 110.25 
L 663.3 108.27 
L 664.29 107.28 
L 665.28 106.29 
L 665.28 104.31 
L 665.28 102.33 
L 665.28 100.35 
L 666.27 99.36 
L 667.26 98.37 
L 667.26 96.39 
L 667.26 94.41 
L 668.25 93.42 
L 669.24 92.43 
L 669.24 90.45 
L 670.23 89.46 
L 671.22 88.47 
L 672.21 87.48 
L 673.2 86.49 
L 674.19 85.5 
L 675.18 84.51 
L 676.17 83.52 
L 678.15 83.52 
L 679.14 82.53 
L 680.13 81.54 
L 681.12 80.55 
L 682.11 79.56 
L 683.1 78.57 
L 684.09 77.58 
L 686.07 77.58 
L 687.06 76.59 
L 688.05 75.6 
L 689.04 74.61 
L 689.04 72.63 
L 690.03 71.64 
L 692.01 71.64 
L 693 70.65 
L 693.99 69.66 
L 694.98 68.67 
L 695.97 67.68 
L 697.95 67.68 
L 699.93 67.68 
L 700.92 66.69 
L 701.91 65.7 
L 702.9 64.71 
L 703.89 63.72 
L 705.87 63.72 
L 706.86 62.73 
L 707.85 61.74 
L 708.84 60.75 
L 709.83 59.76 
z
" clip-path="url(#pf2d08c333e)" 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 665.22375 194.4 
L 665.22375 182.78625 
L 633.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=12 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) 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-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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p24ba7b1d94)">
    <image xlink:href="data:image/png;base64,
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" id="imageed302e4599" 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 866.25 67.68 
L 868.23 67.68 
L 870.21 67.68 
L 872.19 67.68 
L 873.18 68.67 
L 874.17 69.66 
L 876.15 69.66 
L 878.13 69.66 
L 879.12 70.65 
L 880.11 71.64 
L 881.1 72.63 
L 882.09 73.62 
L 884.07 73.62 
L 885.06 74.61 
L 886.05 75.6 
L 887.04 76.59 
L 888.03 77.58 
L 890.01 77.58 
L 891 78.57 
L 891.99 79.56 
L 893.97 79.56 
L 894.96 80.55 
L 895.95 81.54 
L 896.94 82.53 
L 897.93 83.52 
L 899.91 83.52 
L 900.9 84.51 
L 901.89 85.5 
L 903.87 85.5 
L 904.86 86.49 
L 905.85 87.48 
L 906.84 88.47 
L 907.83 89.46 
L 908.82 90.45 
L 908.82 92.43 
L 909.81 93.42 
L 910.8 94.41 
L 911.79 95.4 
L 912.78 96.39 
L 912.78 98.37 
L 912.78 100.35 
L 913.77 101.34 
L 914.76 102.33 
L 914.76 104.31 
L 914.76 106.29 
L 914.76 108.27 
L 915.75 109.26 
L 916.74 110.25 
L 916.74 112.23 
L 917.73 113.22 
L 918.72 114.21 
L 919.71 115.2 
L 920.7 116.19 
L 920.7 118.17 
L 920.7 120.15 
L 921.69 121.14 
L 922.68 122.13 
L 922.68 124.11 
L 922.68 126.09 
L 922.68 128.07 
L 922.68 130.05 
L 922.68 132.03 
L 921.69 133.02 
L 920.7 134.01 
L 919.71 135 
L 918.72 135.99 
L 917.73 136.98 
L 916.74 137.97 
L 916.74 139.95 
L 915.75 140.94 
L 914.76 141.93 
L 914.76 143.91 
L 914.76 145.89 
L 913.77 146.88 
L 912.78 147.87 
L 911.79 148.86 
L 910.8 149.85 
L 909.81 150.84 
L 908.82 151.83 
L 907.83 152.82 
L 906.84 153.81 
L 905.85 154.8 
L 904.86 155.79 
L 903.87 156.78 
L 902.88 157.77 
L 901.89 158.76 
L 900.9 159.75 
L 899.91 160.74 
L 898.92 161.73 
L 897.93 162.72 
L 896.94 163.71 
L 895.95 164.7 
L 894.96 165.69 
L 893.97 166.68 
L 891.99 166.68 
L 891 167.67 
L 890.01 168.66 
L 888.03 168.66 
L 886.05 168.66 
L 884.07 168.66 
L 882.09 168.66 
L 881.1 169.65 
L 880.11 170.64 
L 878.13 170.64 
L 876.15 170.64 
L 874.17 170.64 
L 872.19 170.64 
L 871.2 171.63 
L 870.21 172.62 
L 869.22 171.63 
L 868.23 170.64 
L 867.24 171.63 
L 866.25 172.62 
L 864.27 172.62 
L 863.28 171.63 
L 862.29 170.64 
L 860.31 170.64 
L 858.33 170.64 
L 856.35 170.64 
L 855.36 169.65 
L 854.37 168.66 
L 852.39 168.66 
L 850.41 168.66 
L 849.42 167.67 
L 848.43 166.68 
L 847.44 165.69 
L 846.45 164.7 
L 844.47 164.7 
L 843.48 163.71 
L 842.49 162.72 
L 841.5 161.73 
L 840.51 160.74 
L 839.52 159.75 
L 838.53 158.76 
L 837.54 157.77 
L 836.55 156.78 
L 835.56 155.79 
L 834.57 154.8 
L 833.58 153.81 
L 832.59 152.82 
L 831.6 151.83 
L 830.61 150.84 
L 829.62 149.85 
L 828.63 148.86 
L 827.64 147.87 
L 826.65 146.88 
L 825.66 145.89 
L 824.67 144.9 
L 823.68 143.91 
L 823.68 141.93 
L 823.68 139.95 
L 822.69 138.96 
L 821.7 137.97 
L 820.71 136.98 
L 819.72 135.99 
L 819.72 134.01 
L 819.72 132.03 
L 820.71 131.04 
L 821.7 130.05 
L 821.7 128.07 
L 820.71 127.08 
L 819.72 126.09 
L 820.71 125.1 
L 821.7 124.11 
L 821.7 122.13 
L 821.7 120.15 
L 822.69 119.16 
L 823.68 118.17 
L 823.68 116.19 
L 824.67 115.2 
L 825.66 114.21 
L 825.66 112.23 
L 825.66 110.25 
L 826.65 109.26 
L 827.64 108.27 
L 828.63 107.28 
L 829.62 106.29 
L 829.62 104.31 
L 829.62 102.33 
L 830.61 101.34 
L 831.6 100.35 
L 831.6 98.37 
L 831.6 96.39 
L 831.6 94.41 
L 832.59 93.42 
L 833.58 92.43 
L 834.57 91.44 
L 835.56 90.45 
L 836.55 89.46 
L 837.54 88.47 
L 838.53 87.48 
L 839.52 86.49 
L 840.51 85.5 
L 841.5 84.51 
L 842.49 83.52 
L 844.47 83.52 
L 845.46 82.53 
L 846.45 81.54 
L 848.43 81.54 
L 849.42 80.55 
L 850.41 79.56 
L 851.4 78.57 
L 852.39 77.58 
L 854.37 77.58 
L 855.36 76.59 
L 856.35 75.6 
L 858.33 75.6 
L 859.32 74.61 
L 860.31 73.62 
L 861.3 72.63 
L 862.29 71.64 
L 863.28 70.65 
L 864.27 69.66 
L 865.26 68.67 
L 866.25 67.68 
z
" clip-path="url(#p24ba7b1d94)" 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 823.62375 194.4 
L 823.62375 182.78625 
L 792 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=22 -->
    <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-32" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p4bcace0d8b)">
    <image xlink:href="data:image/png;base64,
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" id="image3edbb22014" 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 1026.63 77.58 
L 1028.61 77.58 
L 1029.6 78.57 
L 1030.59 79.56 
L 1032.57 79.56 
L 1033.56 80.55 
L 1034.55 81.54 
L 1036.53 81.54 
L 1038.51 81.54 
L 1040.49 81.54 
L 1042.47 81.54 
L 1043.46 82.53 
L 1044.45 83.52 
L 1045.44 84.51 
L 1046.43 85.5 
L 1047.42 86.49 
L 1048.41 87.48 
L 1050.39 87.48 
L 1051.38 88.47 
L 1052.37 89.46 
L 1053.36 90.45 
L 1054.35 91.44 
L 1055.34 92.43 
L 1056.33 93.42 
L 1057.32 94.41 
L 1058.31 95.4 
L 1059.3 96.39 
L 1060.29 97.38 
L 1061.28 98.37 
L 1062.27 99.36 
L 1063.26 100.35 
L 1063.26 102.33 
L 1063.26 104.31 
L 1063.26 106.29 
L 1063.26 108.27 
L 1064.25 109.26 
L 1065.24 110.25 
L 1065.24 112.23 
L 1066.23 113.22 
L 1067.22 114.21 
L 1067.22 116.19 
L 1068.21 117.18 
L 1069.2 118.17 
L 1069.2 120.15 
L 1069.2 122.13 
L 1069.2 124.11 
L 1070.19 125.1 
L 1071.18 126.09 
L 1070.19 127.08 
L 1069.2 128.07 
L 1069.2 130.05 
L 1069.2 132.03 
L 1069.2 134.01 
L 1068.21 135 
L 1067.22 135.99 
L 1067.22 137.97 
L 1066.23 138.96 
L 1065.24 139.95 
L 1064.25 140.94 
L 1063.26 141.93 
L 1062.27 142.92 
L 1061.28 143.91 
L 1060.29 144.9 
L 1059.3 145.89 
L 1059.3 147.87 
L 1058.31 148.86 
L 1057.32 149.85 
L 1056.33 150.84 
L 1055.34 151.83 
L 1054.35 152.82 
L 1053.36 153.81 
L 1052.37 154.8 
L 1051.38 155.79 
L 1051.38 157.77 
L 1050.39 158.76 
L 1048.41 158.76 
L 1047.42 159.75 
L 1046.43 160.74 
L 1044.45 160.74 
L 1042.47 160.74 
L 1041.48 161.73 
L 1040.49 162.72 
L 1039.5 163.71 
L 1038.51 164.7 
L 1036.53 164.7 
L 1034.55 164.7 
L 1032.57 164.7 
L 1031.58 163.71 
L 1030.59 162.72 
L 1028.61 162.72 
L 1027.62 163.71 
L 1026.63 164.7 
L 1024.65 164.7 
L 1022.67 164.7 
L 1020.69 164.7 
L 1018.71 164.7 
L 1016.73 164.7 
L 1015.74 163.71 
L 1014.75 162.72 
L 1012.77 162.72 
L 1011.78 161.73 
L 1010.79 160.74 
L 1008.81 160.74 
L 1007.82 159.75 
L 1006.83 158.76 
L 1004.85 158.76 
L 1003.86 157.77 
L 1002.87 156.78 
L 1001.88 155.79 
L 1000.89 154.8 
L 999.9 153.81 
L 998.91 152.82 
L 997.92 151.83 
L 997.92 149.85 
L 996.93 148.86 
L 995.94 147.87 
L 995.94 145.89 
L 994.95 144.9 
L 993.96 143.91 
L 993.96 141.93 
L 992.97 140.94 
L 991.98 139.95 
L 991.98 137.97 
L 990.99 136.98 
L 990 135.99 
L 989.01 135 
L 988.02 134.01 
L 988.02 132.03 
L 988.02 130.05 
L 988.02 128.07 
L 988.02 126.09 
L 988.02 124.11 
L 989.01 123.12 
L 990 122.13 
L 990 120.15 
L 990 118.17 
L 990.99 117.18 
L 991.98 116.19 
L 992.97 115.2 
L 993.96 114.21 
L 993.96 112.23 
L 993.96 110.25 
L 993.96 108.27 
L 994.95 107.28 
L 995.94 106.29 
L 995.94 104.31 
L 995.94 102.33 
L 996.93 101.34 
L 997.92 100.35 
L 997.92 98.37 
L 998.91 97.38 
L 999.9 96.39 
L 999.9 94.41 
L 1000.89 93.42 
L 1001.88 92.43 
L 1002.87 91.44 
L 1004.85 91.44 
L 1006.83 91.44 
L 1007.82 90.45 
L 1008.81 89.46 
L 1010.79 89.46 
L 1011.78 88.47 
L 1012.77 87.48 
L 1013.76 86.49 
L 1014.75 85.5 
L 1015.74 84.51 
L 1016.73 83.52 
L 1017.72 82.53 
L 1018.71 81.54 
L 1020.69 81.54 
L 1021.68 80.55 
L 1022.67 79.56 
L 1024.65 79.56 
L 1025.64 78.57 
L 1026.63 77.58 
z
" clip-path="url(#p4bcace0d8b)" 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=32 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) 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-33" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#pa113fdb56a)">
    <image xlink:href="data:image/png;base64,
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" id="image17252f60bb" 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 1183.05 85.5 
L 1185.03 85.5 
L 1187.01 85.5 
L 1188.99 85.5 
L 1190.97 85.5 
L 1192.95 85.5 
L 1194.93 85.5 
L 1196.91 85.5 
L 1197.9 86.49 
L 1198.89 87.48 
L 1199.88 88.47 
L 1200.87 89.46 
L 1202.85 89.46 
L 1203.84 90.45 
L 1204.83 91.44 
L 1206.81 91.44 
L 1208.79 91.44 
L 1209.78 92.43 
L 1209.78 94.41 
L 1210.77 95.4 
L 1211.76 96.39 
L 1212.75 97.38 
L 1213.74 98.37 
L 1214.73 99.36 
L 1215.72 100.35 
L 1215.72 102.33 
L 1215.72 104.31 
L 1215.72 106.29 
L 1215.72 108.27 
L 1215.72 110.25 
L 1216.71 111.24 
L 1217.7 112.23 
L 1217.7 114.21 
L 1218.69 115.2 
L 1219.68 116.19 
L 1220.67 117.18 
L 1221.66 118.17 
L 1221.66 120.15 
L 1221.66 122.13 
L 1222.65 123.12 
L 1223.64 124.11 
L 1223.64 126.09 
L 1223.64 128.07 
L 1223.64 130.05 
L 1222.65 131.04 
L 1221.66 132.03 
L 1221.66 134.01 
L 1220.67 135 
L 1219.68 135.99 
L 1219.68 137.97 
L 1218.69 138.96 
L 1217.7 139.95 
L 1216.71 140.94 
L 1215.72 141.93 
L 1214.73 142.92 
L 1213.74 143.91 
L 1213.74 145.89 
L 1212.75 146.88 
L 1211.76 147.87 
L 1211.76 149.85 
L 1210.77 150.84 
L 1209.78 151.83 
L 1208.79 152.82 
L 1207.8 153.81 
L 1206.81 154.8 
L 1205.82 155.79 
L 1204.83 156.78 
L 1202.85 156.78 
L 1200.87 156.78 
L 1198.89 156.78 
L 1196.91 156.78 
L 1195.92 157.77 
L 1194.93 158.76 
L 1192.95 158.76 
L 1190.97 158.76 
L 1188.99 158.76 
L 1187.01 158.76 
L 1185.03 158.76 
L 1183.05 158.76 
L 1181.07 158.76 
L 1179.09 158.76 
L 1177.11 158.76 
L 1175.13 158.76 
L 1173.15 158.76 
L 1171.17 158.76 
L 1169.19 158.76 
L 1168.2 157.77 
L 1167.21 156.78 
L 1165.23 156.78 
L 1164.24 155.79 
L 1163.25 154.8 
L 1162.26 153.81 
L 1162.26 151.83 
L 1162.26 149.85 
L 1161.27 148.86 
L 1160.28 147.87 
L 1159.29 146.88 
L 1158.3 145.89 
L 1158.3 143.91 
L 1157.31 142.92 
L 1156.32 141.93 
L 1156.32 139.95 
L 1155.33 138.96 
L 1154.34 137.97 
L 1154.34 135.99 
L 1153.35 135 
L 1152.36 134.01 
L 1152.36 132.03 
L 1152.36 130.05 
L 1152.36 128.07 
L 1152.36 126.09 
L 1152.36 124.11 
L 1152.36 122.13 
L 1153.35 121.14 
L 1154.34 120.15 
L 1154.34 118.17 
L 1155.33 117.18 
L 1156.32 116.19 
L 1156.32 114.21 
L 1157.31 113.22 
L 1158.3 112.23 
L 1159.29 111.24 
L 1160.28 110.25 
L 1160.28 108.27 
L 1160.28 106.29 
L 1160.28 104.31 
L 1160.28 102.33 
L 1160.28 100.35 
L 1161.27 99.36 
L 1162.26 98.37 
L 1163.25 97.38 
L 1164.24 96.39 
L 1165.23 95.4 
L 1167.21 95.4 
L 1168.2 94.41 
L 1169.19 93.42 
L 1170.18 92.43 
L 1171.17 91.44 
L 1172.16 90.45 
L 1173.15 89.46 
L 1175.13 89.46 
L 1176.12 88.47 
L 1177.11 87.48 
L 1179.09 87.48 
L 1181.07 87.48 
L 1182.06 86.49 
L 1183.05 85.5 
z
" clip-path="url(#pa113fdb56a)" 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=37 -->
    <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-33" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#ped9c7131de)">
    <image xlink:href="data:image/png;base64,
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" id="imageb8085f5f04" 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 1351.35 95.4 
L 1353.33 95.4 
L 1354.32 96.39 
L 1355.31 97.38 
L 1357.29 97.38 
L 1359.27 97.38 
L 1360.26 98.37 
L 1360.26 100.35 
L 1360.26 102.33 
L 1361.25 103.32 
L 1362.24 104.31 
L 1362.24 106.29 
L 1363.23 107.28 
L 1364.22 108.27 
L 1364.22 110.25 
L 1364.22 112.23 
L 1364.22 114.21 
L 1365.21 115.2 
L 1366.2 116.19 
L 1367.19 117.18 
L 1368.18 118.17 
L 1368.18 120.15 
L 1368.18 122.13 
L 1369.17 123.12 
L 1370.16 124.11 
L 1370.16 126.09 
L 1370.16 128.07 
L 1370.16 130.05 
L 1369.17 131.04 
L 1368.18 132.03 
L 1368.18 134.01 
L 1367.19 135 
L 1366.2 135.99 
L 1365.21 136.98 
L 1364.22 137.97 
L 1364.22 139.95 
L 1364.22 141.93 
L 1363.23 142.92 
L 1362.24 143.91 
L 1362.24 145.89 
L 1361.25 146.88 
L 1360.26 147.87 
L 1359.27 148.86 
L 1357.29 148.86 
L 1355.31 148.86 
L 1354.32 147.87 
L 1353.33 146.88 
L 1351.35 146.88 
L 1349.37 146.88 
L 1347.39 146.88 
L 1346.4 147.87 
L 1345.41 148.86 
L 1343.43 148.86 
L 1341.45 148.86 
L 1339.47 148.86 
L 1337.49 148.86 
L 1335.51 148.86 
L 1333.53 148.86 
L 1331.55 148.86 
L 1329.57 148.86 
L 1328.58 147.87 
L 1327.59 146.88 
L 1326.6 145.89 
L 1326.6 143.91 
L 1325.61 142.92 
L 1324.62 141.93 
L 1324.62 139.95 
L 1324.62 137.97 
L 1324.62 135.99 
L 1324.62 134.01 
L 1323.63 133.02 
L 1322.64 132.03 
L 1322.64 130.05 
L 1322.64 128.07 
L 1322.64 126.09 
L 1322.64 124.11 
L 1322.64 122.13 
L 1322.64 120.15 
L 1323.63 119.16 
L 1324.62 118.17 
L 1324.62 116.19 
L 1324.62 114.21 
L 1324.62 112.23 
L 1325.61 111.24 
L 1326.6 110.25 
L 1326.6 108.27 
L 1327.59 107.28 
L 1328.58 106.29 
L 1328.58 104.31 
L 1329.57 103.32 
L 1330.56 102.33 
L 1331.55 101.34 
L 1332.54 100.35 
L 1333.53 99.36 
L 1334.52 98.37 
L 1335.51 97.38 
L 1337.49 97.38 
L 1339.47 97.38 
L 1341.45 97.38 
L 1343.43 97.38 
L 1344.42 98.37 
L 1345.41 99.36 
L 1347.39 99.36 
L 1348.38 98.37 
L 1349.37 97.38 
L 1350.36 96.39 
L 1351.35 95.4 
z
" clip-path="url(#ped9c7131de)" 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=47 -->
    <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-34" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p377a6e3a4f)">
    <image xlink:href="data:image/png;base64,
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" id="imaged044016b4d" 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 1495.89 117.18 
L 1497.87 117.18 
L 1499.85 117.18 
L 1500.84 118.17 
L 1501.83 119.16 
L 1502.82 120.15 
L 1501.83 121.14 
L 1500.84 122.13 
L 1500.84 124.11 
L 1499.85 125.1 
L 1497.87 125.1 
L 1495.89 125.1 
L 1494.9 124.11 
L 1494.9 122.13 
L 1494.9 120.15 
L 1494.9 118.17 
L 1495.89 117.18 
z
" clip-path="url(#p377a6e3a4f)" 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=54 -->
    <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-35" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="pb19fa34229">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pab584e8efe">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8fd2d26aa1">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p284c30c6e4">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pfae045f6f2">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pf2d08c333e">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p24ba7b1d94">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p4bcace0d8b">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pa113fdb56a">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="ped9c7131de">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p377a6e3a4f">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>