septum-mec/actions/longitudinal-comparisons-gr.../data/figures/neuron_317_rate_map.svg

563 lines
40 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="285.5pt" version="1.1" viewBox="0 0 566.234375 285.5" 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 0 285.5
L 566.234375 285.5
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 205.115
L 148.524375 205.115
L 148.524375 85.765
L 29.174375 85.765
z
" style="fill:#ffffff;"/>
</g>
<g clip-path="url(#p942bae41c1)">
<image height="119.52" id="imagef242fc1cbe" 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="-85.595"/>
</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">
<!-- 1833-290519 -->
<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 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"/>
<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"/>
<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 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"/>
</defs>
<g style="fill:#262626;" transform="translate(15.789375 180.803438)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-50"/>
<use x="311.376953" xlink:href="#ArialMT-57"/>
<use x="366.992188" xlink:href="#ArialMT-48"/>
<use x="422.607422" xlink:href="#ArialMT-53"/>
<use x="478.222656" xlink:href="#ArialMT-49"/>
<use x="533.837891" xlink:href="#ArialMT-57"/>
</g>
</g>
</g>
<g id="text_2">
<!-- -0.16 16.75 3.02 -->
<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 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 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"/>
</defs>
<g style="fill:#262626;" transform="translate(45.151562 79.765)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-49"/>
<use x="172.314453" xlink:href="#ArialMT-54"/>
<use x="227.929688" xlink:href="#ArialMT-32"/>
<use x="255.712891" xlink:href="#ArialMT-49"/>
<use x="311.328125" xlink:href="#ArialMT-54"/>
<use x="366.943359" xlink:href="#ArialMT-46"/>
<use x="394.726562" xlink:href="#ArialMT-55"/>
<use x="450.341797" xlink:href="#ArialMT-53"/>
<use x="505.957031" xlink:href="#ArialMT-32"/>
<use x="533.740234" xlink:href="#ArialMT-51"/>
<use x="589.355469" xlink:href="#ArialMT-46"/>
<use x="617.138672" xlink:href="#ArialMT-48"/>
<use x="672.753906" xlink:href="#ArialMT-50"/>
</g>
</g>
</g>
<g id="axes_2">
<g id="patch_3">
<path d="M 164.844375 274.8
L 284.194375 274.8
L 284.194375 16.08
L 164.844375 16.08
z
" style="fill:#ffffff;"/>
</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>
<g id="axes_3">
<g id="patch_4">
<path d="M 300.514375 205.115
L 419.864375 205.115
L 419.864375 85.765
L 300.514375 85.765
z
" style="fill:#ffffff;"/>
</g>
<g clip-path="url(#pdff163aaad)">
<image height="119.52" id="image9bce639b69" 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="-85.595"/>
</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_3">
<!-- 0.71 30.28 8.92 -->
<g style="fill:#262626;" transform="translate(318.489375 79.765)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-55"/>
<use x="139.013672" xlink:href="#ArialMT-49"/>
<use x="194.628906" xlink:href="#ArialMT-32"/>
<use x="222.412109" xlink:href="#ArialMT-51"/>
<use x="278.027344" xlink:href="#ArialMT-48"/>
<use x="333.642578" xlink:href="#ArialMT-46"/>
<use x="361.425781" xlink:href="#ArialMT-50"/>
<use x="417.041016" xlink:href="#ArialMT-56"/>
<use x="472.65625" xlink:href="#ArialMT-32"/>
<use x="500.439453" xlink:href="#ArialMT-56"/>
<use x="556.054688" xlink:href="#ArialMT-46"/>
<use x="583.837891" xlink:href="#ArialMT-57"/>
<use x="639.453125" xlink:href="#ArialMT-50"/>
</g>
</g>
</g>
<g id="axes_4">
<g id="patch_5">
<path d="M 436.184375 274.8
L 555.534375 274.8
L 555.534375 16.08
L 436.184375 16.08
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="text_4">
<!-- Neuron 317 -->
<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 17.50725)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-51"/>
<use x="411.376953" xlink:href="#ArialMT-49"/>
<use x="466.992188" xlink:href="#ArialMT-55"/>
</g>
</g>
</g>
<defs>
<clipPath id="p942bae41c1">
<rect height="119.35" width="119.35" x="29.174375" y="85.765"/>
</clipPath>
<clipPath id="pdff163aaad">
<rect height="119.35" width="119.35" x="300.514375" y="85.765"/>
</clipPath>
</defs>
</svg>