763 lines
72 KiB (Stored with Git LFS)
XML
763 lines
72 KiB (Stored with Git LFS)
XML
<?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="568.12pt" version="1.1" viewBox="0 0 566.234375 568.12" width="566.234375pt" 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 0 568.12
|
|
L 566.234375 568.12
|
|
L 566.234375 0
|
|
L 0 0
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g id="axes_1">
|
|
<g id="patch_2">
|
|
<path d="M 29.174375 212.313656
|
|
L 148.524375 212.313656
|
|
L 148.524375 92.963656
|
|
L 29.174375 92.963656
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g clip-path="url(#p871cf310c9)">
|
|
<image height="119.52" id="imageb7220cdb72" transform="scale(1 -1)translate(0 -119.52)" width="119.52" x="29.174375" xlink:href="data:image/png;base64,
|
|
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" y="-92.793656"/>
|
|
</g>
|
|
<g id="matplotlib.axis_1">
|
|
<g id="xtick_1"/>
|
|
<g id="xtick_2"/>
|
|
<g id="xtick_3"/>
|
|
</g>
|
|
<g id="matplotlib.axis_2">
|
|
<g id="ytick_1"/>
|
|
<g id="ytick_2"/>
|
|
<g id="ytick_3"/>
|
|
<g id="text_1">
|
|
<!-- 1833-50619 -->
|
|
<defs>
|
|
<path d="M 37.25 0
|
|
L 28.46875 0
|
|
L 28.46875 56
|
|
Q 25.296875 52.984375 20.140625 49.953125
|
|
Q 14.984375 46.921875 10.890625 45.40625
|
|
L 10.890625 53.90625
|
|
Q 18.265625 57.375 23.78125 62.296875
|
|
Q 29.296875 67.234375 31.59375 71.875
|
|
L 37.25 71.875
|
|
z
|
|
" id="ArialMT-49"/>
|
|
<path d="M 17.671875 38.8125
|
|
Q 12.203125 40.828125 9.5625 44.53125
|
|
Q 6.9375 48.25 6.9375 53.421875
|
|
Q 6.9375 61.234375 12.546875 66.546875
|
|
Q 18.171875 71.875 27.484375 71.875
|
|
Q 36.859375 71.875 42.578125 66.421875
|
|
Q 48.296875 60.984375 48.296875 53.171875
|
|
Q 48.296875 48.1875 45.671875 44.5
|
|
Q 43.0625 40.828125 37.75 38.8125
|
|
Q 44.34375 36.671875 47.78125 31.875
|
|
Q 51.21875 27.09375 51.21875 20.453125
|
|
Q 51.21875 11.28125 44.71875 5.03125
|
|
Q 38.234375 -1.21875 27.640625 -1.21875
|
|
Q 17.046875 -1.21875 10.546875 5.046875
|
|
Q 4.046875 11.328125 4.046875 20.703125
|
|
Q 4.046875 27.6875 7.59375 32.390625
|
|
Q 11.140625 37.109375 17.671875 38.8125
|
|
z
|
|
M 15.921875 53.71875
|
|
Q 15.921875 48.640625 19.1875 45.40625
|
|
Q 22.46875 42.1875 27.6875 42.1875
|
|
Q 32.765625 42.1875 36.015625 45.375
|
|
Q 39.265625 48.578125 39.265625 53.21875
|
|
Q 39.265625 58.0625 35.90625 61.359375
|
|
Q 32.5625 64.65625 27.59375 64.65625
|
|
Q 22.5625 64.65625 19.234375 61.421875
|
|
Q 15.921875 58.203125 15.921875 53.71875
|
|
z
|
|
M 13.09375 20.65625
|
|
Q 13.09375 16.890625 14.875 13.375
|
|
Q 16.65625 9.859375 20.171875 7.921875
|
|
Q 23.6875 6 27.734375 6
|
|
Q 34.03125 6 38.125 10.046875
|
|
Q 42.234375 14.109375 42.234375 20.359375
|
|
Q 42.234375 26.703125 38.015625 30.859375
|
|
Q 33.796875 35.015625 27.4375 35.015625
|
|
Q 21.234375 35.015625 17.15625 30.90625
|
|
Q 13.09375 26.8125 13.09375 20.65625
|
|
z
|
|
" id="ArialMT-56"/>
|
|
<path d="M 4.203125 18.890625
|
|
L 12.984375 20.0625
|
|
Q 14.5 12.59375 18.140625 9.296875
|
|
Q 21.78125 6 27 6
|
|
Q 33.203125 6 37.46875 10.296875
|
|
Q 41.75 14.59375 41.75 20.953125
|
|
Q 41.75 27 37.796875 30.921875
|
|
Q 33.84375 34.859375 27.734375 34.859375
|
|
Q 25.25 34.859375 21.53125 33.890625
|
|
L 22.515625 41.609375
|
|
Q 23.390625 41.5 23.921875 41.5
|
|
Q 29.546875 41.5 34.03125 44.421875
|
|
Q 38.53125 47.359375 38.53125 53.46875
|
|
Q 38.53125 58.296875 35.25 61.46875
|
|
Q 31.984375 64.65625 26.8125 64.65625
|
|
Q 21.6875 64.65625 18.265625 61.421875
|
|
Q 14.84375 58.203125 13.875 51.765625
|
|
L 5.078125 53.328125
|
|
Q 6.6875 62.15625 12.390625 67.015625
|
|
Q 18.109375 71.875 26.609375 71.875
|
|
Q 32.46875 71.875 37.390625 69.359375
|
|
Q 42.328125 66.84375 44.9375 62.5
|
|
Q 47.5625 58.15625 47.5625 53.265625
|
|
Q 47.5625 48.640625 45.0625 44.828125
|
|
Q 42.578125 41.015625 37.703125 38.765625
|
|
Q 44.046875 37.3125 47.5625 32.6875
|
|
Q 51.078125 28.078125 51.078125 21.140625
|
|
Q 51.078125 11.765625 44.234375 5.25
|
|
Q 37.40625 -1.265625 26.953125 -1.265625
|
|
Q 17.53125 -1.265625 11.296875 4.34375
|
|
Q 5.078125 9.96875 4.203125 18.890625
|
|
z
|
|
" id="ArialMT-51"/>
|
|
<path d="M 3.171875 21.484375
|
|
L 3.171875 30.328125
|
|
L 30.171875 30.328125
|
|
L 30.171875 21.484375
|
|
z
|
|
" id="ArialMT-45"/>
|
|
<path d="M 4.15625 18.75
|
|
L 13.375 19.53125
|
|
Q 14.40625 12.796875 18.140625 9.390625
|
|
Q 21.875 6 27.15625 6
|
|
Q 33.5 6 37.890625 10.78125
|
|
Q 42.28125 15.578125 42.28125 23.484375
|
|
Q 42.28125 31 38.0625 35.34375
|
|
Q 33.84375 39.703125 27 39.703125
|
|
Q 22.75 39.703125 19.328125 37.765625
|
|
Q 15.921875 35.84375 13.96875 32.765625
|
|
L 5.71875 33.84375
|
|
L 12.640625 70.609375
|
|
L 48.25 70.609375
|
|
L 48.25 62.203125
|
|
L 19.671875 62.203125
|
|
L 15.828125 42.96875
|
|
Q 22.265625 47.46875 29.34375 47.46875
|
|
Q 38.71875 47.46875 45.15625 40.96875
|
|
Q 51.609375 34.46875 51.609375 24.265625
|
|
Q 51.609375 14.546875 45.953125 7.46875
|
|
Q 39.0625 -1.21875 27.15625 -1.21875
|
|
Q 17.390625 -1.21875 11.203125 4.25
|
|
Q 5.03125 9.71875 4.15625 18.75
|
|
z
|
|
" id="ArialMT-53"/>
|
|
<path d="M 4.15625 35.296875
|
|
Q 4.15625 48 6.765625 55.734375
|
|
Q 9.375 63.484375 14.515625 67.671875
|
|
Q 19.671875 71.875 27.484375 71.875
|
|
Q 33.25 71.875 37.59375 69.546875
|
|
Q 41.9375 67.234375 44.765625 62.859375
|
|
Q 47.609375 58.5 49.21875 52.21875
|
|
Q 50.828125 45.953125 50.828125 35.296875
|
|
Q 50.828125 22.703125 48.234375 14.96875
|
|
Q 45.65625 7.234375 40.5 3
|
|
Q 35.359375 -1.21875 27.484375 -1.21875
|
|
Q 17.140625 -1.21875 11.234375 6.203125
|
|
Q 4.15625 15.140625 4.15625 35.296875
|
|
z
|
|
M 13.1875 35.296875
|
|
Q 13.1875 17.671875 17.3125 11.828125
|
|
Q 21.4375 6 27.484375 6
|
|
Q 33.546875 6 37.671875 11.859375
|
|
Q 41.796875 17.71875 41.796875 35.296875
|
|
Q 41.796875 52.984375 37.671875 58.78125
|
|
Q 33.546875 64.59375 27.390625 64.59375
|
|
Q 21.34375 64.59375 17.71875 59.46875
|
|
Q 13.1875 52.9375 13.1875 35.296875
|
|
z
|
|
" id="ArialMT-48"/>
|
|
<path d="M 49.75 54.046875
|
|
L 41.015625 53.375
|
|
Q 39.84375 58.546875 37.703125 60.890625
|
|
Q 34.125 64.65625 28.90625 64.65625
|
|
Q 24.703125 64.65625 21.53125 62.3125
|
|
Q 17.390625 59.28125 14.984375 53.46875
|
|
Q 12.59375 47.65625 12.5 36.921875
|
|
Q 15.671875 41.75 20.265625 44.09375
|
|
Q 24.859375 46.4375 29.890625 46.4375
|
|
Q 38.671875 46.4375 44.84375 39.96875
|
|
Q 51.03125 33.5 51.03125 23.25
|
|
Q 51.03125 16.5 48.125 10.71875
|
|
Q 45.21875 4.9375 40.140625 1.859375
|
|
Q 35.0625 -1.21875 28.609375 -1.21875
|
|
Q 17.625 -1.21875 10.6875 6.859375
|
|
Q 3.765625 14.9375 3.765625 33.5
|
|
Q 3.765625 54.25 11.421875 63.671875
|
|
Q 18.109375 71.875 29.4375 71.875
|
|
Q 37.890625 71.875 43.28125 67.140625
|
|
Q 48.6875 62.40625 49.75 54.046875
|
|
z
|
|
M 13.875 23.1875
|
|
Q 13.875 18.65625 15.796875 14.5
|
|
Q 17.71875 10.359375 21.1875 8.171875
|
|
Q 24.65625 6 28.46875 6
|
|
Q 34.03125 6 38.03125 10.484375
|
|
Q 42.046875 14.984375 42.046875 22.703125
|
|
Q 42.046875 30.125 38.078125 34.390625
|
|
Q 34.125 38.671875 28.125 38.671875
|
|
Q 22.171875 38.671875 18.015625 34.390625
|
|
Q 13.875 30.125 13.875 23.1875
|
|
z
|
|
" id="ArialMT-54"/>
|
|
<path d="M 5.46875 16.546875
|
|
L 13.921875 17.328125
|
|
Q 14.984375 11.375 18.015625 8.6875
|
|
Q 21.046875 6 25.78125 6
|
|
Q 29.828125 6 32.875 7.859375
|
|
Q 35.9375 9.71875 37.890625 12.8125
|
|
Q 39.84375 15.921875 41.15625 21.1875
|
|
Q 42.484375 26.46875 42.484375 31.9375
|
|
Q 42.484375 32.515625 42.4375 33.6875
|
|
Q 39.796875 29.5 35.234375 26.875
|
|
Q 30.671875 24.265625 25.34375 24.265625
|
|
Q 16.453125 24.265625 10.296875 30.703125
|
|
Q 4.15625 37.15625 4.15625 47.703125
|
|
Q 4.15625 58.59375 10.578125 65.234375
|
|
Q 17 71.875 26.65625 71.875
|
|
Q 33.640625 71.875 39.421875 68.109375
|
|
Q 45.21875 64.359375 48.21875 57.390625
|
|
Q 51.21875 50.4375 51.21875 37.25
|
|
Q 51.21875 23.53125 48.234375 15.40625
|
|
Q 45.265625 7.28125 39.375 3.03125
|
|
Q 33.5 -1.21875 25.59375 -1.21875
|
|
Q 17.1875 -1.21875 11.859375 3.4375
|
|
Q 6.546875 8.109375 5.46875 16.546875
|
|
z
|
|
M 41.453125 48.140625
|
|
Q 41.453125 55.71875 37.421875 60.15625
|
|
Q 33.40625 64.59375 27.734375 64.59375
|
|
Q 21.875 64.59375 17.53125 59.8125
|
|
Q 13.1875 55.03125 13.1875 47.40625
|
|
Q 13.1875 40.578125 17.3125 36.296875
|
|
Q 21.4375 32.03125 27.484375 32.03125
|
|
Q 33.59375 32.03125 37.515625 36.296875
|
|
Q 41.453125 40.578125 41.453125 48.140625
|
|
z
|
|
" id="ArialMT-57"/>
|
|
</defs>
|
|
<g style="fill:#262626;" transform="translate(15.789375 184.665531)rotate(-90)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-49"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-56"/>
|
|
<use x="111.230469" xlink:href="#ArialMT-51"/>
|
|
<use x="166.845703" xlink:href="#ArialMT-51"/>
|
|
<use x="222.460938" xlink:href="#ArialMT-45"/>
|
|
<use x="255.761719" xlink:href="#ArialMT-53"/>
|
|
<use x="311.376953" xlink:href="#ArialMT-48"/>
|
|
<use x="366.992188" xlink:href="#ArialMT-54"/>
|
|
<use x="422.607422" xlink:href="#ArialMT-49"/>
|
|
<use x="478.222656" xlink:href="#ArialMT-57"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="text_2">
|
|
<!-- 0.11 74.49 17.11 -->
|
|
<defs>
|
|
<path d="M 9.078125 0
|
|
L 9.078125 10.015625
|
|
L 19.09375 10.015625
|
|
L 19.09375 0
|
|
z
|
|
" id="ArialMT-46"/>
|
|
<path id="ArialMT-32"/>
|
|
<path d="M 4.734375 62.203125
|
|
L 4.734375 70.65625
|
|
L 51.078125 70.65625
|
|
L 51.078125 63.8125
|
|
Q 44.234375 56.546875 37.515625 44.484375
|
|
Q 30.8125 32.421875 27.15625 19.671875
|
|
Q 24.515625 10.6875 23.78125 0
|
|
L 14.75 0
|
|
Q 14.890625 8.453125 18.0625 20.40625
|
|
Q 21.234375 32.375 27.171875 43.484375
|
|
Q 33.109375 54.59375 39.796875 62.203125
|
|
z
|
|
" id="ArialMT-55"/>
|
|
<path d="M 32.328125 0
|
|
L 32.328125 17.140625
|
|
L 1.265625 17.140625
|
|
L 1.265625 25.203125
|
|
L 33.9375 71.578125
|
|
L 41.109375 71.578125
|
|
L 41.109375 25.203125
|
|
L 50.78125 25.203125
|
|
L 50.78125 17.140625
|
|
L 41.109375 17.140625
|
|
L 41.109375 0
|
|
z
|
|
M 32.328125 25.203125
|
|
L 32.328125 57.46875
|
|
L 9.90625 25.203125
|
|
z
|
|
" id="ArialMT-52"/>
|
|
</defs>
|
|
<g style="fill:#262626;" transform="translate(43.825937 86.963656)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-48"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-46"/>
|
|
<use x="83.398438" xlink:href="#ArialMT-49"/>
|
|
<use x="138.904297" xlink:href="#ArialMT-49"/>
|
|
<use x="194.519531" xlink:href="#ArialMT-32"/>
|
|
<use x="222.302734" xlink:href="#ArialMT-55"/>
|
|
<use x="277.917969" xlink:href="#ArialMT-52"/>
|
|
<use x="333.533203" xlink:href="#ArialMT-46"/>
|
|
<use x="361.316406" xlink:href="#ArialMT-52"/>
|
|
<use x="416.931641" xlink:href="#ArialMT-57"/>
|
|
<use x="472.546875" xlink:href="#ArialMT-32"/>
|
|
<use x="500.330078" xlink:href="#ArialMT-49"/>
|
|
<use x="555.945312" xlink:href="#ArialMT-55"/>
|
|
<use x="611.560547" xlink:href="#ArialMT-46"/>
|
|
<use x="639.34375" xlink:href="#ArialMT-49"/>
|
|
<use x="694.849609" xlink:href="#ArialMT-49"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_2">
|
|
<g id="patch_3">
|
|
<path d="M 164.844375 212.313656
|
|
L 284.194375 212.313656
|
|
L 284.194375 92.963656
|
|
L 164.844375 92.963656
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g clip-path="url(#p0bb69eae8f)">
|
|
<image height="119.52" id="imageb9bae121fd" transform="scale(1 -1)translate(0 -119.52)" width="119.52" x="164.844375" xlink:href="data:image/png;base64,
|
|
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" y="-92.793656"/>
|
|
</g>
|
|
<g id="matplotlib.axis_3">
|
|
<g id="xtick_4"/>
|
|
<g id="xtick_5"/>
|
|
<g id="xtick_6"/>
|
|
</g>
|
|
<g id="matplotlib.axis_4">
|
|
<g id="ytick_4"/>
|
|
<g id="ytick_5"/>
|
|
<g id="ytick_6"/>
|
|
</g>
|
|
<g id="text_3">
|
|
<!-- 0.35 44.75 12.52 -->
|
|
<defs>
|
|
<path d="M 50.34375 8.453125
|
|
L 50.34375 0
|
|
L 3.03125 0
|
|
Q 2.9375 3.171875 4.046875 6.109375
|
|
Q 5.859375 10.9375 9.828125 15.625
|
|
Q 13.8125 20.3125 21.34375 26.46875
|
|
Q 33.015625 36.03125 37.109375 41.625
|
|
Q 41.21875 47.21875 41.21875 52.203125
|
|
Q 41.21875 57.421875 37.46875 61
|
|
Q 33.734375 64.59375 27.734375 64.59375
|
|
Q 21.390625 64.59375 17.578125 60.78125
|
|
Q 13.765625 56.984375 13.71875 50.25
|
|
L 4.6875 51.171875
|
|
Q 5.609375 61.28125 11.65625 66.578125
|
|
Q 17.71875 71.875 27.9375 71.875
|
|
Q 38.234375 71.875 44.234375 66.15625
|
|
Q 50.25 60.453125 50.25 52
|
|
Q 50.25 47.703125 48.484375 43.546875
|
|
Q 46.734375 39.40625 42.65625 34.8125
|
|
Q 38.578125 30.21875 29.109375 22.21875
|
|
Q 21.1875 15.578125 18.9375 13.203125
|
|
Q 16.703125 10.84375 15.234375 8.453125
|
|
z
|
|
" id="ArialMT-50"/>
|
|
</defs>
|
|
<g style="fill:#262626;" transform="translate(179.482812 86.963656)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-48"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-46"/>
|
|
<use x="83.398438" xlink:href="#ArialMT-51"/>
|
|
<use x="139.013672" xlink:href="#ArialMT-53"/>
|
|
<use x="194.628906" xlink:href="#ArialMT-32"/>
|
|
<use x="222.412109" xlink:href="#ArialMT-52"/>
|
|
<use x="278.027344" xlink:href="#ArialMT-52"/>
|
|
<use x="333.642578" xlink:href="#ArialMT-46"/>
|
|
<use x="361.425781" xlink:href="#ArialMT-55"/>
|
|
<use x="417.041016" xlink:href="#ArialMT-53"/>
|
|
<use x="472.65625" xlink:href="#ArialMT-32"/>
|
|
<use x="500.439453" xlink:href="#ArialMT-49"/>
|
|
<use x="556.054688" xlink:href="#ArialMT-50"/>
|
|
<use x="611.669922" xlink:href="#ArialMT-46"/>
|
|
<use x="639.453125" xlink:href="#ArialMT-53"/>
|
|
<use x="695.068359" xlink:href="#ArialMT-50"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_3">
|
|
<g id="patch_4">
|
|
<path d="M 300.514375 212.313656
|
|
L 419.864375 212.313656
|
|
L 419.864375 92.963656
|
|
L 300.514375 92.963656
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g clip-path="url(#p8c3a8f9afa)">
|
|
<image height="119.52" id="image92b785838b" transform="scale(1 -1)translate(0 -119.52)" width="119.52" x="300.514375" xlink:href="data:image/png;base64,
|
|
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" y="-92.793656"/>
|
|
</g>
|
|
<g id="matplotlib.axis_5">
|
|
<g id="xtick_7"/>
|
|
<g id="xtick_8"/>
|
|
<g id="xtick_9"/>
|
|
</g>
|
|
<g id="matplotlib.axis_6">
|
|
<g id="ytick_7"/>
|
|
<g id="ytick_8"/>
|
|
<g id="ytick_9"/>
|
|
</g>
|
|
<g id="text_4">
|
|
<!-- -0.04 43.94 10.04 -->
|
|
<g style="fill:#262626;" transform="translate(313.155 86.963656)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-45"/>
|
|
<use x="33.300781" xlink:href="#ArialMT-48"/>
|
|
<use x="88.916016" xlink:href="#ArialMT-46"/>
|
|
<use x="116.699219" xlink:href="#ArialMT-48"/>
|
|
<use x="172.314453" xlink:href="#ArialMT-52"/>
|
|
<use x="227.929688" xlink:href="#ArialMT-32"/>
|
|
<use x="255.712891" xlink:href="#ArialMT-52"/>
|
|
<use x="311.328125" xlink:href="#ArialMT-51"/>
|
|
<use x="366.943359" xlink:href="#ArialMT-46"/>
|
|
<use x="394.726562" xlink:href="#ArialMT-57"/>
|
|
<use x="450.341797" xlink:href="#ArialMT-52"/>
|
|
<use x="505.957031" xlink:href="#ArialMT-32"/>
|
|
<use x="533.740234" xlink:href="#ArialMT-49"/>
|
|
<use x="589.355469" xlink:href="#ArialMT-48"/>
|
|
<use x="644.970703" xlink:href="#ArialMT-46"/>
|
|
<use x="672.753906" xlink:href="#ArialMT-48"/>
|
|
<use x="728.369141" xlink:href="#ArialMT-52"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_4">
|
|
<g id="patch_5">
|
|
<path d="M 436.184375 294.577312
|
|
L 555.534375 294.577312
|
|
L 555.534375 10.7
|
|
L 436.184375 10.7
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g id="matplotlib.axis_7">
|
|
<g id="xtick_10"/>
|
|
<g id="xtick_11"/>
|
|
<g id="xtick_12"/>
|
|
</g>
|
|
<g id="matplotlib.axis_8">
|
|
<g id="ytick_10"/>
|
|
<g id="ytick_11"/>
|
|
<g id="ytick_12"/>
|
|
</g>
|
|
</g>
|
|
<g id="axes_5">
|
|
<g id="patch_6">
|
|
<path d="M 29.174375 557.42
|
|
L 148.524375 557.42
|
|
L 148.524375 273.542688
|
|
L 29.174375 273.542688
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g id="matplotlib.axis_9">
|
|
<g id="xtick_13"/>
|
|
<g id="xtick_14"/>
|
|
<g id="xtick_15"/>
|
|
</g>
|
|
<g id="matplotlib.axis_10">
|
|
<g id="ytick_13"/>
|
|
<g id="ytick_14"/>
|
|
<g id="ytick_15"/>
|
|
<g id="text_5">
|
|
<!-- 1833-120619 -->
|
|
<g style="fill:#262626;" transform="translate(15.789375 450.844781)rotate(-90)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-49"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-56"/>
|
|
<use x="111.230469" xlink:href="#ArialMT-51"/>
|
|
<use x="166.845703" xlink:href="#ArialMT-51"/>
|
|
<use x="222.460938" xlink:href="#ArialMT-45"/>
|
|
<use x="255.761719" xlink:href="#ArialMT-49"/>
|
|
<use x="311.376953" xlink:href="#ArialMT-50"/>
|
|
<use x="366.992188" xlink:href="#ArialMT-48"/>
|
|
<use x="422.607422" xlink:href="#ArialMT-54"/>
|
|
<use x="478.222656" xlink:href="#ArialMT-49"/>
|
|
<use x="533.837891" xlink:href="#ArialMT-57"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_6">
|
|
<g id="patch_7">
|
|
<path d="M 164.844375 557.42
|
|
L 284.194375 557.42
|
|
L 284.194375 273.542688
|
|
L 164.844375 273.542688
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g id="matplotlib.axis_11">
|
|
<g id="xtick_16"/>
|
|
<g id="xtick_17"/>
|
|
<g id="xtick_18"/>
|
|
</g>
|
|
<g id="matplotlib.axis_12">
|
|
<g id="ytick_16"/>
|
|
<g id="ytick_17"/>
|
|
<g id="ytick_18"/>
|
|
</g>
|
|
</g>
|
|
<g id="axes_7">
|
|
<g id="patch_8">
|
|
<path d="M 300.514375 475.156344
|
|
L 419.864375 475.156344
|
|
L 419.864375 355.806344
|
|
L 300.514375 355.806344
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g clip-path="url(#p29f8f6d273)">
|
|
<image height="119.52" id="image6b8d7cac5f" transform="scale(1 -1)translate(0 -119.52)" width="119.52" x="300.514375" xlink:href="data:image/png;base64,
|
|
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" y="-355.636344"/>
|
|
</g>
|
|
<g id="matplotlib.axis_13">
|
|
<g id="xtick_19"/>
|
|
<g id="xtick_20"/>
|
|
<g id="xtick_21"/>
|
|
</g>
|
|
<g id="matplotlib.axis_14">
|
|
<g id="ytick_19"/>
|
|
<g id="ytick_20"/>
|
|
<g id="ytick_21"/>
|
|
</g>
|
|
<g id="text_6">
|
|
<!-- 0.68 48.81 16.21 -->
|
|
<g style="fill:#262626;" transform="translate(315.152812 349.806344)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-48"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-46"/>
|
|
<use x="83.398438" xlink:href="#ArialMT-54"/>
|
|
<use x="139.013672" xlink:href="#ArialMT-56"/>
|
|
<use x="194.628906" xlink:href="#ArialMT-32"/>
|
|
<use x="222.412109" xlink:href="#ArialMT-52"/>
|
|
<use x="278.027344" xlink:href="#ArialMT-56"/>
|
|
<use x="333.642578" xlink:href="#ArialMT-46"/>
|
|
<use x="361.425781" xlink:href="#ArialMT-56"/>
|
|
<use x="417.041016" xlink:href="#ArialMT-49"/>
|
|
<use x="472.65625" xlink:href="#ArialMT-32"/>
|
|
<use x="500.439453" xlink:href="#ArialMT-49"/>
|
|
<use x="556.054688" xlink:href="#ArialMT-54"/>
|
|
<use x="611.669922" xlink:href="#ArialMT-46"/>
|
|
<use x="639.453125" xlink:href="#ArialMT-50"/>
|
|
<use x="695.068359" xlink:href="#ArialMT-49"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_8">
|
|
<g id="patch_9">
|
|
<path d="M 436.184375 475.156344
|
|
L 555.534375 475.156344
|
|
L 555.534375 355.806344
|
|
L 436.184375 355.806344
|
|
z
|
|
" style="fill:#ffffff;"/>
|
|
</g>
|
|
<g clip-path="url(#p2f315ce888)">
|
|
<image height="119.52" id="image8d3f935cfd" transform="scale(1 -1)translate(0 -119.52)" width="119.52" x="436.184375" xlink:href="data:image/png;base64,
|
|
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" y="-355.636344"/>
|
|
</g>
|
|
<g id="matplotlib.axis_15">
|
|
<g id="xtick_22"/>
|
|
<g id="xtick_23"/>
|
|
<g id="xtick_24"/>
|
|
</g>
|
|
<g id="matplotlib.axis_16">
|
|
<g id="ytick_22"/>
|
|
<g id="ytick_23"/>
|
|
<g id="ytick_24"/>
|
|
</g>
|
|
<g id="text_7">
|
|
<!-- 0.35 38.17 14.64 -->
|
|
<g style="fill:#262626;" transform="translate(450.822812 349.806344)scale(0.12 -0.12)">
|
|
<use xlink:href="#ArialMT-48"/>
|
|
<use x="55.615234" xlink:href="#ArialMT-46"/>
|
|
<use x="83.398438" xlink:href="#ArialMT-51"/>
|
|
<use x="139.013672" xlink:href="#ArialMT-53"/>
|
|
<use x="194.628906" xlink:href="#ArialMT-32"/>
|
|
<use x="222.412109" xlink:href="#ArialMT-51"/>
|
|
<use x="278.027344" xlink:href="#ArialMT-56"/>
|
|
<use x="333.642578" xlink:href="#ArialMT-46"/>
|
|
<use x="361.425781" xlink:href="#ArialMT-49"/>
|
|
<use x="417.041016" xlink:href="#ArialMT-55"/>
|
|
<use x="472.65625" xlink:href="#ArialMT-32"/>
|
|
<use x="500.439453" xlink:href="#ArialMT-49"/>
|
|
<use x="556.054688" xlink:href="#ArialMT-52"/>
|
|
<use x="611.669922" xlink:href="#ArialMT-46"/>
|
|
<use x="639.453125" xlink:href="#ArialMT-54"/>
|
|
<use x="695.068359" xlink:href="#ArialMT-52"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="text_8">
|
|
<!-- Neuron 232 -->
|
|
<defs>
|
|
<path d="M 7.625 0
|
|
L 7.625 71.578125
|
|
L 17.328125 71.578125
|
|
L 54.9375 15.375
|
|
L 54.9375 71.578125
|
|
L 64.015625 71.578125
|
|
L 64.015625 0
|
|
L 54.296875 0
|
|
L 16.703125 56.25
|
|
L 16.703125 0
|
|
z
|
|
" id="ArialMT-78"/>
|
|
<path d="M 42.09375 16.703125
|
|
L 51.171875 15.578125
|
|
Q 49.03125 7.625 43.21875 3.21875
|
|
Q 37.40625 -1.171875 28.375 -1.171875
|
|
Q 17 -1.171875 10.328125 5.828125
|
|
Q 3.65625 12.84375 3.65625 25.484375
|
|
Q 3.65625 38.578125 10.390625 45.796875
|
|
Q 17.140625 53.03125 27.875 53.03125
|
|
Q 38.28125 53.03125 44.875 45.953125
|
|
Q 51.46875 38.875 51.46875 26.03125
|
|
Q 51.46875 25.25 51.421875 23.6875
|
|
L 12.75 23.6875
|
|
Q 13.234375 15.140625 17.578125 10.59375
|
|
Q 21.921875 6.0625 28.421875 6.0625
|
|
Q 33.25 6.0625 36.671875 8.59375
|
|
Q 40.09375 11.140625 42.09375 16.703125
|
|
z
|
|
M 13.234375 30.90625
|
|
L 42.1875 30.90625
|
|
Q 41.609375 37.453125 38.875 40.71875
|
|
Q 34.671875 45.796875 27.984375 45.796875
|
|
Q 21.921875 45.796875 17.796875 41.75
|
|
Q 13.671875 37.703125 13.234375 30.90625
|
|
z
|
|
" id="ArialMT-101"/>
|
|
<path d="M 40.578125 0
|
|
L 40.578125 7.625
|
|
Q 34.515625 -1.171875 24.125 -1.171875
|
|
Q 19.53125 -1.171875 15.546875 0.578125
|
|
Q 11.578125 2.34375 9.640625 5
|
|
Q 7.71875 7.671875 6.9375 11.53125
|
|
Q 6.390625 14.109375 6.390625 19.734375
|
|
L 6.390625 51.859375
|
|
L 15.1875 51.859375
|
|
L 15.1875 23.09375
|
|
Q 15.1875 16.21875 15.71875 13.8125
|
|
Q 16.546875 10.359375 19.234375 8.375
|
|
Q 21.921875 6.390625 25.875 6.390625
|
|
Q 29.828125 6.390625 33.296875 8.421875
|
|
Q 36.765625 10.453125 38.203125 13.9375
|
|
Q 39.65625 17.4375 39.65625 24.078125
|
|
L 39.65625 51.859375
|
|
L 48.4375 51.859375
|
|
L 48.4375 0
|
|
z
|
|
" id="ArialMT-117"/>
|
|
<path d="M 6.5 0
|
|
L 6.5 51.859375
|
|
L 14.40625 51.859375
|
|
L 14.40625 44
|
|
Q 17.4375 49.515625 20 51.265625
|
|
Q 22.5625 53.03125 25.640625 53.03125
|
|
Q 30.078125 53.03125 34.671875 50.203125
|
|
L 31.640625 42.046875
|
|
Q 28.421875 43.953125 25.203125 43.953125
|
|
Q 22.3125 43.953125 20.015625 42.21875
|
|
Q 17.71875 40.484375 16.75 37.40625
|
|
Q 15.28125 32.71875 15.28125 27.15625
|
|
L 15.28125 0
|
|
z
|
|
" id="ArialMT-114"/>
|
|
<path d="M 3.328125 25.921875
|
|
Q 3.328125 40.328125 11.328125 47.265625
|
|
Q 18.015625 53.03125 27.640625 53.03125
|
|
Q 38.328125 53.03125 45.109375 46.015625
|
|
Q 51.90625 39.015625 51.90625 26.65625
|
|
Q 51.90625 16.65625 48.90625 10.90625
|
|
Q 45.90625 5.171875 40.15625 2
|
|
Q 34.421875 -1.171875 27.640625 -1.171875
|
|
Q 16.75 -1.171875 10.03125 5.8125
|
|
Q 3.328125 12.796875 3.328125 25.921875
|
|
z
|
|
M 12.359375 25.921875
|
|
Q 12.359375 15.96875 16.703125 11.015625
|
|
Q 21.046875 6.0625 27.640625 6.0625
|
|
Q 34.1875 6.0625 38.53125 11.03125
|
|
Q 42.875 16.015625 42.875 26.21875
|
|
Q 42.875 35.84375 38.5 40.796875
|
|
Q 34.125 45.75 27.640625 45.75
|
|
Q 21.046875 45.75 16.703125 40.8125
|
|
Q 12.359375 35.890625 12.359375 25.921875
|
|
z
|
|
" id="ArialMT-111"/>
|
|
<path d="M 6.59375 0
|
|
L 6.59375 51.859375
|
|
L 14.5 51.859375
|
|
L 14.5 44.484375
|
|
Q 20.21875 53.03125 31 53.03125
|
|
Q 35.6875 53.03125 39.625 51.34375
|
|
Q 43.5625 49.65625 45.515625 46.921875
|
|
Q 47.46875 44.1875 48.25 40.4375
|
|
Q 48.734375 37.984375 48.734375 31.890625
|
|
L 48.734375 0
|
|
L 39.9375 0
|
|
L 39.9375 31.546875
|
|
Q 39.9375 36.921875 38.90625 39.578125
|
|
Q 37.890625 42.234375 35.28125 43.8125
|
|
Q 32.671875 45.40625 29.15625 45.40625
|
|
Q 23.53125 45.40625 19.453125 41.84375
|
|
Q 15.375 38.28125 15.375 28.328125
|
|
L 15.375 0
|
|
z
|
|
" id="ArialMT-110"/>
|
|
</defs>
|
|
<g style="fill:#262626;" transform="translate(244.549875 17.88725)scale(0.144 -0.144)">
|
|
<use xlink:href="#ArialMT-78"/>
|
|
<use x="72.216797" xlink:href="#ArialMT-101"/>
|
|
<use x="127.832031" xlink:href="#ArialMT-117"/>
|
|
<use x="183.447266" xlink:href="#ArialMT-114"/>
|
|
<use x="216.748047" xlink:href="#ArialMT-111"/>
|
|
<use x="272.363281" xlink:href="#ArialMT-110"/>
|
|
<use x="327.978516" xlink:href="#ArialMT-32"/>
|
|
<use x="355.761719" xlink:href="#ArialMT-50"/>
|
|
<use x="411.376953" xlink:href="#ArialMT-51"/>
|
|
<use x="466.992188" xlink:href="#ArialMT-50"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<defs>
|
|
<clipPath id="p871cf310c9">
|
|
<rect height="119.35" width="119.35" x="29.174375" y="92.963656"/>
|
|
</clipPath>
|
|
<clipPath id="p0bb69eae8f">
|
|
<rect height="119.35" width="119.35" x="164.844375" y="92.963656"/>
|
|
</clipPath>
|
|
<clipPath id="p8c3a8f9afa">
|
|
<rect height="119.35" width="119.35" x="300.514375" y="92.963656"/>
|
|
</clipPath>
|
|
<clipPath id="p29f8f6d273">
|
|
<rect height="119.35" width="119.35" x="300.514375" y="355.806344"/>
|
|
</clipPath>
|
|
<clipPath id="p2f315ce888">
|
|
<rect height="119.35" width="119.35" x="436.184375" y="355.806344"/>
|
|
</clipPath>
|
|
</defs>
|
|
</svg>
|