docs/img/chapter09/9.4/output_17_0.svg

<?xml version="1.0" encoding="utf-8" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN"
  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<!-- Created with matplotlib (https://matplotlib.org/) -->
<svg height="170.507701pt" version="1.1" viewBox="0 0 214.1375 170.507701" width="214.1375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
 <defs>
  <style type="text/css">
*{stroke-linecap:butt;stroke-linejoin:round;}
  </style>
 </defs>
 <g id="figure_1">
  <g id="patch_1">
   <path d="M 0 170.507701 
L 214.1375 170.507701 
L 214.1375 0 
L 0 0 
z
" style="fill:none;"/>
  </g>
  <g id="axes_1">
   <g id="patch_2">
    <path d="M 33.2875 146.629576 
L 206.9375 146.629576 
L 206.9375 10.729576 
L 33.2875 10.729576 
z
" style="fill:#ffffff;"/>
   </g>
   <g clip-path="url(#p0807f8224a)">
    <image height="136" id="imagee653996aba" transform="scale(1 -1)translate(0 -136)" width="174" x="33.2875" xlink:href="data:image/png;base64,
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" y="-10.629576"/>
   </g>
   <g id="patch_3">
    <path clip-path="url(#p0807f8224a)" d="M 103.259821 67.893862 
L 233.497305 67.893862 
L 233.497305 169.818862 
L 103.259821 169.818862 
z
" style="fill:none;stroke:#0000ff;stroke-linejoin:miter;stroke-width:2;"/>
   </g>
   <g id="patch_4">
    <path clip-path="url(#p0807f8224a)" d="M 76.286751 82.820439 
L 260.470396 82.820439 
L 260.470396 154.892293 
L 76.286751 154.892293 
z
" style="fill:none;stroke:#008000;stroke-linejoin:miter;stroke-width:2;"/>
   </g>
   <g id="patch_5">
    <path clip-path="url(#p0807f8224a)" d="M 122.332668 46.784503 
L 214.424483 46.784503 
L 214.424483 190.928224 
L 122.332668 190.928224 
z
" style="fill:none;stroke:#ff0000;stroke-linejoin:miter;stroke-width:2;"/>
   </g>
   <g id="patch_6">
    <path clip-path="url(#p0807f8224a)" d="M 124.966071 84.881362 
L 211.791055 84.881362 
L 211.791055 152.831362 
L 124.966071 152.831362 
z
" style="fill:none;stroke:#bf00bf;stroke-linejoin:miter;stroke-width:2;"/>
   </g>
   <g id="patch_7">
    <path clip-path="url(#p0807f8224a)" d="M 146.672321 101.868862 
L 190.084821 101.868862 
L 190.084821 135.843862 
L 146.672321 135.843862 
z
" style="fill:none;stroke:#00bfbf;stroke-linejoin:miter;stroke-width:2;"/>
   </g>
   <g id="matplotlib.axis_1">
    <g id="xtick_1">
     <g id="line2d_1">
      <defs>
       <path d="M 0 0 
L 0 3.5 
" id="mcd77f8d7b2" style="stroke:#000000;stroke-width:0.8;"/>
      </defs>
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.557143" xlink:href="#mcd77f8d7b2" y="146.629576"/>
      </g>
     </g>
     <g id="text_1">
      <!-- 0 -->
      <defs>
       <path d="M 31.78125 66.40625 
Q 24.171875 66.40625 20.328125 58.90625 
Q 16.5 51.421875 16.5 36.375 
Q 16.5 21.390625 20.328125 13.890625 
Q 24.171875 6.390625 31.78125 6.390625 
Q 39.453125 6.390625 43.28125 13.890625 
Q 47.125 21.390625 47.125 36.375 
Q 47.125 51.421875 43.28125 58.90625 
Q 39.453125 66.40625 31.78125 66.40625 
z
M 31.78125 74.21875 
Q 44.046875 74.21875 50.515625 64.515625 
Q 56.984375 54.828125 56.984375 36.375 
Q 56.984375 17.96875 50.515625 8.265625 
Q 44.046875 -1.421875 31.78125 -1.421875 
Q 19.53125 -1.421875 13.0625 8.265625 
Q 6.59375 17.96875 6.59375 36.375 
Q 6.59375 54.828125 13.0625 64.515625 
Q 19.53125 74.21875 31.78125 74.21875 
z
" id="DejaVuSans-48"/>
      </defs>
      <g transform="translate(30.375893 161.228013)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="xtick_2">
     <g id="line2d_2">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="87.485714" xlink:href="#mcd77f8d7b2" y="146.629576"/>
      </g>
     </g>
     <g id="text_2">
      <!-- 100 -->
      <defs>
       <path d="M 12.40625 8.296875 
L 28.515625 8.296875 
L 28.515625 63.921875 
L 10.984375 60.40625 
L 10.984375 69.390625 
L 28.421875 72.90625 
L 38.28125 72.90625 
L 38.28125 8.296875 
L 54.390625 8.296875 
L 54.390625 0 
L 12.40625 0 
z
" id="DejaVuSans-49"/>
      </defs>
      <g transform="translate(77.941964 161.228013)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-49"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="xtick_3">
     <g id="line2d_3">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="141.414286" xlink:href="#mcd77f8d7b2" y="146.629576"/>
      </g>
     </g>
     <g id="text_3">
      <!-- 200 -->
      <defs>
       <path d="M 19.1875 8.296875 
L 53.609375 8.296875 
L 53.609375 0 
L 7.328125 0 
L 7.328125 8.296875 
Q 12.9375 14.109375 22.625 23.890625 
Q 32.328125 33.6875 34.8125 36.53125 
Q 39.546875 41.84375 41.421875 45.53125 
Q 43.3125 49.21875 43.3125 52.78125 
Q 43.3125 58.59375 39.234375 62.25 
Q 35.15625 65.921875 28.609375 65.921875 
Q 23.96875 65.921875 18.8125 64.3125 
Q 13.671875 62.703125 7.8125 59.421875 
L 7.8125 69.390625 
Q 13.765625 71.78125 18.9375 73 
Q 24.125 74.21875 28.421875 74.21875 
Q 39.75 74.21875 46.484375 68.546875 
Q 53.21875 62.890625 53.21875 53.421875 
Q 53.21875 48.921875 51.53125 44.890625 
Q 49.859375 40.875 45.40625 35.40625 
Q 44.1875 33.984375 37.640625 27.21875 
Q 31.109375 20.453125 19.1875 8.296875 
z
" id="DejaVuSans-50"/>
      </defs>
      <g transform="translate(131.870536 161.228013)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-50"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="xtick_4">
     <g id="line2d_4">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="195.342857" xlink:href="#mcd77f8d7b2" y="146.629576"/>
      </g>
     </g>
     <g id="text_4">
      <!-- 300 -->
      <defs>
       <path d="M 40.578125 39.3125 
Q 47.65625 37.796875 51.625 33 
Q 55.609375 28.21875 55.609375 21.1875 
Q 55.609375 10.40625 48.1875 4.484375 
Q 40.765625 -1.421875 27.09375 -1.421875 
Q 22.515625 -1.421875 17.65625 -0.515625 
Q 12.796875 0.390625 7.625 2.203125 
L 7.625 11.71875 
Q 11.71875 9.328125 16.59375 8.109375 
Q 21.484375 6.890625 26.8125 6.890625 
Q 36.078125 6.890625 40.9375 10.546875 
Q 45.796875 14.203125 45.796875 21.1875 
Q 45.796875 27.640625 41.28125 31.265625 
Q 36.765625 34.90625 28.71875 34.90625 
L 20.21875 34.90625 
L 20.21875 43.015625 
L 29.109375 43.015625 
Q 36.375 43.015625 40.234375 45.921875 
Q 44.09375 48.828125 44.09375 54.296875 
Q 44.09375 59.90625 40.109375 62.90625 
Q 36.140625 65.921875 28.71875 65.921875 
Q 24.65625 65.921875 20.015625 65.03125 
Q 15.375 64.15625 9.8125 62.3125 
L 9.8125 71.09375 
Q 15.4375 72.65625 20.34375 73.4375 
Q 25.25 74.21875 29.59375 74.21875 
Q 40.828125 74.21875 47.359375 69.109375 
Q 53.90625 64.015625 53.90625 55.328125 
Q 53.90625 49.265625 50.4375 45.09375 
Q 46.96875 40.921875 40.578125 39.3125 
z
" id="DejaVuSans-51"/>
      </defs>
      <g transform="translate(185.799107 161.228013)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-51"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
   </g>
   <g id="matplotlib.axis_2">
    <g id="ytick_1">
     <g id="line2d_5">
      <defs>
       <path d="M 0 0 
L -3.5 0 
" id="m95ac95bf99" style="stroke:#000000;stroke-width:0.8;"/>
      </defs>
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="10.999219"/>
      </g>
     </g>
     <g id="text_5">
      <!-- 0 -->
      <g transform="translate(19.925 14.798437)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="ytick_2">
     <g id="line2d_6">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="37.963504"/>
      </g>
     </g>
     <g id="text_6">
      <!-- 50 -->
      <defs>
       <path d="M 10.796875 72.90625 
L 49.515625 72.90625 
L 49.515625 64.59375 
L 19.828125 64.59375 
L 19.828125 46.734375 
Q 21.96875 47.46875 24.109375 47.828125 
Q 26.265625 48.1875 28.421875 48.1875 
Q 40.625 48.1875 47.75 41.5 
Q 54.890625 34.8125 54.890625 23.390625 
Q 54.890625 11.625 47.5625 5.09375 
Q 40.234375 -1.421875 26.90625 -1.421875 
Q 22.3125 -1.421875 17.546875 -0.640625 
Q 12.796875 0.140625 7.71875 1.703125 
L 7.71875 11.625 
Q 12.109375 9.234375 16.796875 8.0625 
Q 21.484375 6.890625 26.703125 6.890625 
Q 35.15625 6.890625 40.078125 11.328125 
Q 45.015625 15.765625 45.015625 23.390625 
Q 45.015625 31 40.078125 35.4375 
Q 35.15625 39.890625 26.703125 39.890625 
Q 22.75 39.890625 18.8125 39.015625 
Q 14.890625 38.140625 10.796875 36.28125 
z
" id="DejaVuSans-53"/>
      </defs>
      <g transform="translate(13.5625 41.762723)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-53"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="ytick_3">
     <g id="line2d_7">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="64.92779"/>
      </g>
     </g>
     <g id="text_7">
      <!-- 100 -->
      <g transform="translate(7.2 68.727009)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-49"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="ytick_4">
     <g id="line2d_8">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="91.892076"/>
      </g>
     </g>
     <g id="text_8">
      <!-- 150 -->
      <g transform="translate(7.2 95.691295)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-49"/>
       <use x="63.623047" xlink:href="#DejaVuSans-53"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="ytick_5">
     <g id="line2d_9">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="118.856362"/>
      </g>
     </g>
     <g id="text_9">
      <!-- 200 -->
      <g transform="translate(7.2 122.65558)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-50"/>
       <use x="63.623047" xlink:href="#DejaVuSans-48"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
    <g id="ytick_6">
     <g id="line2d_10">
      <g>
       <use style="stroke:#000000;stroke-width:0.8;" x="33.2875" xlink:href="#m95ac95bf99" y="145.820647"/>
      </g>
     </g>
     <g id="text_10">
      <!-- 250 -->
      <g transform="translate(7.2 149.619866)scale(0.1 -0.1)">
       <use xlink:href="#DejaVuSans-50"/>
       <use x="63.623047" xlink:href="#DejaVuSans-53"/>
       <use x="127.246094" xlink:href="#DejaVuSans-48"/>
      </g>
     </g>
    </g>
   </g>
   <g id="patch_8">
    <path d="M 33.2875 146.629576 
L 33.2875 10.729576 
" style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
   </g>
   <g id="patch_9">
    <path d="M 206.9375 146.629576 
L 206.9375 10.729576 
" style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
   </g>
   <g id="patch_10">
    <path d="M 33.2875 146.629576 
L 206.9375 146.629576 
" style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
   </g>
   <g id="patch_11">
    <path d="M 33.2875 10.729576 
L 206.9375 10.729576 
" style="fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;"/>
   </g>
   <g id="text_11">
    <g id="patch_12">
     <path d="M 80.920603 74.817299 
L 125.59904 74.817299 
L 125.59904 60.970424 
L 80.920603 60.970424 
z
" style="fill:#0000ff;"/>
    </g>
    <!-- s=0.75, r=1 -->
    <defs>
     <path d="M 44.28125 53.078125 
L 44.28125 44.578125 
Q 40.484375 46.53125 36.375 47.5 
Q 32.28125 48.484375 27.875 48.484375 
Q 21.1875 48.484375 17.84375 46.4375 
Q 14.5 44.390625 14.5 40.28125 
Q 14.5 37.15625 16.890625 35.375 
Q 19.28125 33.59375 26.515625 31.984375 
L 29.59375 31.296875 
Q 39.15625 29.25 43.1875 25.515625 
Q 47.21875 21.78125 47.21875 15.09375 
Q 47.21875 7.46875 41.1875 3.015625 
Q 35.15625 -1.421875 24.609375 -1.421875 
Q 20.21875 -1.421875 15.453125 -0.5625 
Q 10.6875 0.296875 5.421875 2 
L 5.421875 11.28125 
Q 10.40625 8.6875 15.234375 7.390625 
Q 20.0625 6.109375 24.8125 6.109375 
Q 31.15625 6.109375 34.5625 8.28125 
Q 37.984375 10.453125 37.984375 14.40625 
Q 37.984375 18.0625 35.515625 20.015625 
Q 33.0625 21.96875 24.703125 23.78125 
L 21.578125 24.515625 
Q 13.234375 26.265625 9.515625 29.90625 
Q 5.8125 33.546875 5.8125 39.890625 
Q 5.8125 47.609375 11.28125 51.796875 
Q 16.75 56 26.8125 56 
Q 31.78125 56 36.171875 55.265625 
Q 40.578125 54.546875 44.28125 53.078125 
z
" id="DejaVuSans-115"/>
     <path d="M 10.59375 45.40625 
L 73.1875 45.40625 
L 73.1875 37.203125 
L 10.59375 37.203125 
z
M 10.59375 25.484375 
L 73.1875 25.484375 
L 73.1875 17.1875 
L 10.59375 17.1875 
z
" id="DejaVuSans-61"/>
     <path d="M 10.6875 12.40625 
L 21 12.40625 
L 21 0 
L 10.6875 0 
z
" id="DejaVuSans-46"/>
     <path d="M 8.203125 72.90625 
L 55.078125 72.90625 
L 55.078125 68.703125 
L 28.609375 0 
L 18.3125 0 
L 43.21875 64.59375 
L 8.203125 64.59375 
z
" id="DejaVuSans-55"/>
     <path d="M 11.71875 12.40625 
L 22.015625 12.40625 
L 22.015625 4 
L 14.015625 -11.625 
L 7.71875 -11.625 
L 11.71875 4 
z
" id="DejaVuSans-44"/>
     <path id="DejaVuSans-32"/>
     <path d="M 41.109375 46.296875 
Q 39.59375 47.171875 37.8125 47.578125 
Q 36.03125 48 33.890625 48 
Q 26.265625 48 22.1875 43.046875 
Q 18.109375 38.09375 18.109375 28.8125 
L 18.109375 0 
L 9.078125 0 
L 9.078125 54.6875 
L 18.109375 54.6875 
L 18.109375 46.1875 
Q 20.953125 51.171875 25.484375 53.578125 
Q 30.03125 56 36.53125 56 
Q 37.453125 56 38.578125 55.875 
Q 39.703125 55.765625 41.0625 55.515625 
z
" id="DejaVuSans-114"/>
    </defs>
    <g style="fill:#ffffff;" transform="translate(84.940603 69.549487)scale(0.06 -0.06)">
     <use xlink:href="#DejaVuSans-115"/>
     <use x="52.099609" xlink:href="#DejaVuSans-61"/>
     <use x="135.888672" xlink:href="#DejaVuSans-48"/>
     <use x="199.511719" xlink:href="#DejaVuSans-46"/>
     <use x="231.298828" xlink:href="#DejaVuSans-55"/>
     <use x="294.921875" xlink:href="#DejaVuSans-53"/>
     <use x="358.544922" xlink:href="#DejaVuSans-44"/>
     <use x="390.332031" xlink:href="#DejaVuSans-32"/>
     <use x="422.119141" xlink:href="#DejaVuSans-114"/>
     <use x="463.232422" xlink:href="#DejaVuSans-61"/>
     <use x="547.021484" xlink:href="#DejaVuSans-49"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 53.947533 89.743876 
L 98.62597 89.743876 
L 98.62597 75.897001 
L 53.947533 75.897001 
z
" style="fill:#008000;"/>
    </g>
    <!-- s=0.75, r=2 -->
    <g style="fill:#ffffff;" transform="translate(57.967533 84.476064)scale(0.06 -0.06)">
     <use xlink:href="#DejaVuSans-115"/>
     <use x="52.099609" xlink:href="#DejaVuSans-61"/>
     <use x="135.888672" xlink:href="#DejaVuSans-48"/>
     <use x="199.511719" xlink:href="#DejaVuSans-46"/>
     <use x="231.298828" xlink:href="#DejaVuSans-55"/>
     <use x="294.921875" xlink:href="#DejaVuSans-53"/>
     <use x="358.544922" xlink:href="#DejaVuSans-44"/>
     <use x="390.332031" xlink:href="#DejaVuSans-32"/>
     <use x="422.119141" xlink:href="#DejaVuSans-114"/>
     <use x="463.232422" xlink:href="#DejaVuSans-61"/>
     <use x="547.021484" xlink:href="#DejaVuSans-50"/>
    </g>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 97.131261 53.707941 
L 147.534074 53.707941 
L 147.534074 39.861066 
L 97.131261 39.861066 
z
" style="fill:#ff0000;"/>
    </g>
    <!-- s=0.55, r=0.5 -->
    <g style="fill:#ffffff;" transform="translate(101.151261 48.440128)scale(0.06 -0.06)">
     <use xlink:href="#DejaVuSans-115"/>
     <use x="52.099609" xlink:href="#DejaVuSans-61"/>
     <use x="135.888672" xlink:href="#DejaVuSans-48"/>
     <use x="199.511719" xlink:href="#DejaVuSans-46"/>
     <use x="231.298828" xlink:href="#DejaVuSans-53"/>
     <use x="294.921875" xlink:href="#DejaVuSans-53"/>
     <use x="358.544922" xlink:href="#DejaVuSans-44"/>
     <use x="390.332031" xlink:href="#DejaVuSans-32"/>
     <use x="422.119141" xlink:href="#DejaVuSans-114"/>
     <use x="463.232422" xlink:href="#DejaVuSans-61"/>
     <use x="547.021484" xlink:href="#DejaVuSans-48"/>
     <use x="610.644531" xlink:href="#DejaVuSans-46"/>
     <use x="642.431641" xlink:href="#DejaVuSans-53"/>
    </g>
   </g>
   <g id="text_14">
    <g id="patch_15">
     <path d="M 104.535603 91.804799 
L 145.39654 91.804799 
L 145.39654 77.957924 
L 104.535603 77.957924 
z
" style="fill:#bf00bf;"/>
    </g>
    <!-- s=0.5, r=1 -->
    <g style="fill:#ffffff;" transform="translate(108.555603 86.536987)scale(0.06 -0.06)">
     <use xlink:href="#DejaVuSans-115"/>
     <use x="52.099609" xlink:href="#DejaVuSans-61"/>
     <use x="135.888672" xlink:href="#DejaVuSans-48"/>
     <use x="199.511719" xlink:href="#DejaVuSans-46"/>
     <use x="231.298828" xlink:href="#DejaVuSans-53"/>
     <use x="294.921875" xlink:href="#DejaVuSans-44"/>
     <use x="326.708984" xlink:href="#DejaVuSans-32"/>
     <use x="358.496094" xlink:href="#DejaVuSans-114"/>
     <use x="399.609375" xlink:href="#DejaVuSans-61"/>
     <use x="483.398438" xlink:href="#DejaVuSans-49"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 124.333103 108.792299 
L 169.01154 108.792299 
L 169.01154 94.945424 
L 124.333103 94.945424 
z
" style="fill:#00bfbf;"/>
    </g>
    <!-- s=0.25, r=1 -->
    <g style="fill:#ffffff;" transform="translate(128.353103 103.524487)scale(0.06 -0.06)">
     <use xlink:href="#DejaVuSans-115"/>
     <use x="52.099609" xlink:href="#DejaVuSans-61"/>
     <use x="135.888672" xlink:href="#DejaVuSans-48"/>
     <use x="199.511719" xlink:href="#DejaVuSans-46"/>
     <use x="231.298828" xlink:href="#DejaVuSans-50"/>
     <use x="294.921875" xlink:href="#DejaVuSans-53"/>
     <use x="358.544922" xlink:href="#DejaVuSans-44"/>
     <use x="390.332031" xlink:href="#DejaVuSans-32"/>
     <use x="422.119141" xlink:href="#DejaVuSans-114"/>
     <use x="463.232422" xlink:href="#DejaVuSans-61"/>
     <use x="547.021484" xlink:href="#DejaVuSans-49"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p0807f8224a">
   <rect height="135.9" width="173.65" x="33.2875" y="10.729576"/>
  </clipPath>
 </defs>
</svg>