ds002345/sub-059/figures/sub-059_task-tunnel_desc-brainmask_bold.svg

2409 lines
No EOL
175 KiB (Stored with Git Annex)
XML

<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>2026-06-02T11:30:10.641965</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(#p8aee0957da)">
<image xlink:href="data:image/png;base64,
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" id="imagef707ca70e6" 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(#p04159cbaea)">
<image xlink:href="data:image/png;base64,
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" id="image70aba91ad9" 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 75.4875 107.775
L 77.9625 107.775
L 80.4375 107.775
L 81.675 109.0125
L 82.9125 110.25
L 85.3875 110.25
L 86.625 111.4875
L 86.625 113.9625
L 87.8625 115.2
L 90.3375 115.2
L 91.575 116.4375
L 92.8125 117.675
L 94.05 118.9125
L 94.05 121.3875
L 95.2875 122.625
L 97.7625 122.625
L 100.2375 122.625
L 101.475 123.8625
L 102.7125 125.1
L 103.95 126.3375
L 105.1875 127.575
L 107.6625 127.575
L 110.1375 127.575
L 112.6125 127.575
L 113.85 128.8125
L 115.0875 130.05
L 116.325 131.2875
L 117.5625 132.525
L 120.0375 132.525
L 121.275 133.7625
L 121.275 136.2375
L 121.275 138.7125
L 121.275 141.1875
L 121.275 143.6625
L 121.275 146.1375
L 120.0375 147.375
L 118.8 148.6125
L 118.8 151.0875
L 118.8 153.5625
L 117.5625 154.8
L 116.325 156.0375
L 116.325 158.5125
L 116.325 160.9875
L 115.0875 162.225
L 113.85 163.4625
L 112.6125 164.7
L 111.375 165.9375
L 110.1375 167.175
L 108.9 168.4125
L 107.6625 169.65
L 106.425 170.8875
L 105.1875 172.125
L 102.7125 172.125
L 101.475 173.3625
L 100.2375 174.6
L 97.7625 174.6
L 95.2875 174.6
L 94.05 175.8375
L 92.8125 177.075
L 90.3375 177.075
L 89.1 175.8375
L 87.8625 174.6
L 85.3875 174.6
L 82.9125 174.6
L 80.4375 174.6
L 79.2 173.3625
L 77.9625 172.125
L 75.4875 172.125
L 73.0125 172.125
L 71.775 173.3625
L 70.5375 174.6
L 68.0625 174.6
L 65.5875 174.6
L 64.35 175.8375
L 63.1125 177.075
L 60.6375 177.075
L 58.1625 177.075
L 56.925 175.8375
L 55.6875 174.6
L 53.2125 174.6
L 51.975 173.3625
L 50.7375 172.125
L 49.5 170.8875
L 48.2625 169.65
L 47.025 168.4125
L 45.7875 167.175
L 43.3125 167.175
L 42.075 165.9375
L 40.8375 164.7
L 39.6 163.4625
L 38.3625 162.225
L 37.125 160.9875
L 35.8875 159.75
L 34.65 158.5125
L 34.65 156.0375
L 34.65 153.5625
L 34.65 151.0875
L 33.4125 149.85
L 32.175 148.6125
L 32.175 146.1375
L 32.175 143.6625
L 32.175 141.1875
L 32.175 138.7125
L 32.175 136.2375
L 33.4125 135
L 34.65 133.7625
L 35.8875 132.525
L 38.3625 132.525
L 39.6 131.2875
L 40.8375 130.05
L 42.075 128.8125
L 43.3125 127.575
L 45.7875 127.575
L 47.025 126.3375
L 48.2625 125.1
L 50.7375 125.1
L 53.2125 125.1
L 54.45 123.8625
L 55.6875 122.625
L 56.925 121.3875
L 58.1625 120.15
L 59.4 118.9125
L 60.6375 117.675
L 63.1125 117.675
L 64.35 116.4375
L 65.5875 115.2
L 66.825 113.9625
L 68.0625 112.725
L 69.3 111.4875
L 70.5375 110.25
L 73.0125 110.25
L 74.25 109.0125
L 75.4875 107.775
z
M 77.9625 110.25
L 76.725 111.4875
L 77.9625 112.725
L 79.2 111.4875
L 77.9625 110.25
z
M 73.0125 122.625
L 71.775 123.8625
L 73.0125 125.1
L 74.25 123.8625
L 73.0125 122.625
z
M 73.0125 174.6
L 74.25 175.8375
L 73.0125 177.075
L 71.775 175.8375
L 73.0125 174.6
z
" clip-path="url(#p04159cbaea)" 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=-46 -->
<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-34" d="M 2419 4116
L 825 1625
L 2419 1625
L 2419 4116
z
M 2253 4666
L 3047 4666
L 3047 1625
L 3713 1625
L 3713 1100
L 3047 1100
L 3047 0
L 2419 0
L 2419 1100
L 313 1100
L 313 1709
L 2253 4666
z
" transform="scale(0.015625)"/>
<path id="DejaVuSans-36" d="M 2113 2584
Q 1688 2584 1439 2293
Q 1191 2003 1191 1497
Q 1191 994 1439 701
Q 1688 409 2113 409
Q 2538 409 2786 701
Q 3034 994 3034 1497
Q 3034 2003 2786 2293
Q 2538 2584 2113 2584
z
M 3366 4563
L 3366 3988
Q 3128 4100 2886 4159
Q 2644 4219 2406 4219
Q 1781 4219 1451 3797
Q 1122 3375 1075 2522
Q 1259 2794 1537 2939
Q 1816 3084 2150 3084
Q 2853 3084 3261 2657
Q 3669 2231 3669 1497
Q 3669 778 3244 343
Q 2819 -91 2113 -91
Q 1303 -91 875 529
Q 447 1150 447 2328
Q 447 3434 972 4092
Q 1497 4750 2381 4750
Q 2619 4750 2861 4703
Q 3103 4656 3366 4563
z
" transform="scale(0.015625)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-34" x="172.363281"/>
<use xlink:href="#DejaVuSans-36" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_3">
<g clip-path="url(#pc85978b5f3)">
<image xlink:href="data:image/png;base64,
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" id="image10c3e6a51f" 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 209.1375 80.55
L 211.6125 80.55
L 214.0875 80.55
L 216.5625 80.55
L 217.8 81.7875
L 219.0375 83.025
L 220.275 84.2625
L 221.5125 85.5
L 222.75 86.7375
L 223.9875 87.975
L 225.225 89.2125
L 225.225 91.6875
L 226.4625 92.925
L 227.7 94.1625
L 227.7 96.6375
L 227.7 99.1125
L 227.7 101.5875
L 228.9375 102.825
L 231.4125 102.825
L 233.8875 102.825
L 236.3625 102.825
L 238.8375 102.825
L 241.3125 102.825
L 242.55 104.0625
L 243.7875 105.3
L 246.2625 105.3
L 247.5 104.0625
L 247.5 101.5875
L 247.5 99.1125
L 248.7375 97.875
L 249.975 96.6375
L 249.975 94.1625
L 249.975 91.6875
L 251.2125 90.45
L 252.45 89.2125
L 252.45 86.7375
L 253.6875 85.5
L 256.1625 85.5
L 257.4 84.2625
L 258.6375 83.025
L 261.1125 83.025
L 263.5875 83.025
L 266.0625 83.025
L 268.5375 83.025
L 271.0125 83.025
L 273.4875 83.025
L 274.725 84.2625
L 275.9625 85.5
L 277.2 86.7375
L 278.4375 87.975
L 279.675 89.2125
L 279.675 91.6875
L 280.9125 92.925
L 282.15 94.1625
L 282.15 96.6375
L 283.3875 97.875
L 284.625 99.1125
L 284.625 101.5875
L 284.625 104.0625
L 284.625 106.5375
L 284.625 109.0125
L 284.625 111.4875
L 285.8625 112.725
L 287.1 113.9625
L 287.1 116.4375
L 287.1 118.9125
L 287.1 121.3875
L 285.8625 122.625
L 283.3875 122.625
L 280.9125 122.625
L 278.4375 122.625
L 277.2 121.3875
L 275.9625 120.15
L 274.725 118.9125
L 273.4875 117.675
L 271.0125 117.675
L 268.5375 117.675
L 267.3 116.4375
L 266.0625 115.2
L 263.5875 115.2
L 261.1125 115.2
L 258.6375 115.2
L 256.1625 115.2
L 254.925 113.9625
L 253.6875 112.725
L 252.45 113.9625
L 252.45 116.4375
L 253.6875 117.675
L 254.925 118.9125
L 256.1625 120.15
L 257.4 121.3875
L 258.6375 122.625
L 261.1125 122.625
L 262.35 123.8625
L 263.5875 125.1
L 266.0625 125.1
L 268.5375 125.1
L 269.775 126.3375
L 271.0125 127.575
L 272.25 128.8125
L 272.25 131.2875
L 273.4875 132.525
L 274.725 133.7625
L 275.9625 135
L 278.4375 135
L 280.9125 135
L 282.15 136.2375
L 283.3875 137.475
L 284.625 138.7125
L 284.625 141.1875
L 284.625 143.6625
L 284.625 146.1375
L 284.625 148.6125
L 283.3875 149.85
L 282.15 151.0875
L 282.15 153.5625
L 280.9125 154.8
L 279.675 156.0375
L 279.675 158.5125
L 279.675 160.9875
L 278.4375 162.225
L 277.2 163.4625
L 277.2 165.9375
L 275.9625 167.175
L 274.725 168.4125
L 274.725 170.8875
L 274.725 173.3625
L 273.4875 174.6
L 272.25 175.8375
L 272.25 178.3125
L 271.0125 179.55
L 269.775 180.7875
L 268.5375 182.025
L 266.0625 182.025
L 264.825 183.2625
L 263.5875 184.5
L 261.1125 184.5
L 259.875 185.7375
L 258.6375 186.975
L 256.1625 186.975
L 254.925 188.2125
L 253.6875 189.45
L 251.2125 189.45
L 249.975 190.6875
L 248.7375 191.925
L 246.2625 191.925
L 245.025 190.6875
L 243.7875 189.45
L 241.3125 189.45
L 238.8375 189.45
L 236.3625 189.45
L 233.8875 189.45
L 232.65 190.6875
L 231.4125 191.925
L 228.9375 191.925
L 226.4625 191.925
L 223.9875 191.925
L 221.5125 191.925
L 219.0375 191.925
L 217.8 190.6875
L 216.5625 189.45
L 214.0875 189.45
L 212.85 188.2125
L 211.6125 186.975
L 210.375 185.7375
L 209.1375 184.5
L 207.9 183.2625
L 206.6625 182.025
L 205.425 180.7875
L 204.1875 179.55
L 201.7125 179.55
L 200.475 178.3125
L 200.475 175.8375
L 199.2375 174.6
L 198 173.3625
L 198 170.8875
L 196.7625 169.65
L 195.525 168.4125
L 194.2875 167.175
L 193.05 165.9375
L 191.8125 164.7
L 190.575 163.4625
L 190.575 160.9875
L 189.3375 159.75
L 188.1 158.5125
L 188.1 156.0375
L 186.8625 154.8
L 185.625 153.5625
L 185.625 151.0875
L 185.625 148.6125
L 185.625 146.1375
L 185.625 143.6625
L 185.625 141.1875
L 185.625 138.7125
L 186.8625 137.475
L 189.3375 137.475
L 190.575 136.2375
L 191.8125 135
L 194.2875 135
L 195.525 133.7625
L 196.7625 132.525
L 199.2375 132.525
L 200.475 131.2875
L 201.7125 130.05
L 202.95 128.8125
L 204.1875 127.575
L 205.425 126.3375
L 206.6625 125.1
L 207.9 123.8625
L 209.1375 122.625
L 211.6125 122.625
L 214.0875 122.625
L 215.325 121.3875
L 216.5625 120.15
L 217.8 118.9125
L 219.0375 117.675
L 220.275 116.4375
L 220.275 113.9625
L 220.275 111.4875
L 219.0375 110.25
L 217.8 111.4875
L 216.5625 112.725
L 214.0875 112.725
L 212.85 113.9625
L 211.6125 115.2
L 209.1375 115.2
L 206.6625 115.2
L 204.1875 115.2
L 201.7125 115.2
L 199.2375 115.2
L 196.7625 115.2
L 194.2875 115.2
L 193.05 116.4375
L 191.8125 117.675
L 189.3375 117.675
L 188.1 116.4375
L 188.1 113.9625
L 189.3375 112.725
L 190.575 111.4875
L 190.575 109.0125
L 190.575 106.5375
L 190.575 104.0625
L 191.8125 102.825
L 193.05 101.5875
L 193.05 99.1125
L 193.05 96.6375
L 193.05 94.1625
L 193.05 91.6875
L 194.2875 90.45
L 195.525 89.2125
L 195.525 86.7375
L 196.7625 85.5
L 199.2375 85.5
L 200.475 84.2625
L 201.7125 83.025
L 204.1875 83.025
L 206.6625 83.025
L 207.9 81.7875
L 209.1375 80.55
z
" clip-path="url(#pc85978b5f3)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
</g>
<g id="text_4">
<g id="patch_5">
<path d="M 174.24 55.53375
L 180.92625 55.53375
L 180.92625 43.92
L 174.24 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- L -->
<g style="fill: #ffffff" transform="translate(174.24 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-4c"/>
</g>
</g>
<g id="text_5">
<g id="patch_6">
<path d="M 292.621875 55.53375
L 300.96 55.53375
L 300.96 43.92
L 292.621875 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- R -->
<g style="fill: #ffffff" transform="translate(292.621875 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-52"/>
</g>
</g>
<g id="text_6">
<g id="patch_7">
<path d="M 158.4 194.4
L 194.353125 194.4
L 194.353125 182.78625
L 158.4 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-34 -->
<g style="fill: #ffffff" transform="translate(158.4 191.904375) 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-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-33" x="172.363281"/>
<use xlink:href="#DejaVuSans-34" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_4">
<g clip-path="url(#p6de44e69ac)">
<image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAAN0AAADdCAYAAAA/xHcaAAAj6klEQVR4nO2dacxfRfXHD1pXxB3cqJWCpRSKlKK2xCAIiEtFisYoMRENxvDK+MrExMTwAhM1Rg1qIijGBBJjJAbjUhcMWFCgK1RoKbUFBERUVNzX/6vO/zMfew+/lnYocr6vzvPM/c2dmXsn93vWOSAi/hODcMABB3R//+c//3/rJzzhCTP/7nGPe9zktUcffXST77jjjiY//vGP76574IEHmvy0pz2ta/v3v//d5Cc+8Yld29y5c5v81re+tcmLFi3qrvvb3/7W5Gc/+9ldG++3Y8eO/57ELsYREXHBBRc0efHixU2+9957u+s+8IEPNPmPf/xj1zZ//vwmf+ELX+jatm/f3uQ1a9Y02ev9r3/9q8lPetKTujau14MPPti1Pfe5z23yvHnzurZt27Y1+f7772/ynDlzJu+dvQf//Oc/u7/5rvF94v9HYXrUhUJhn6A2XaEwGHMe+pJ9h+wzP0UHInoqauq2adOmXV5HWuI233vZsmVNXrp0ade2cOHCJh966KFNfspTntJdd999903e+5e//GVM4ZBDDmmyqRUp04c+9KEmf+pTn+que/GLX9zkjRs3dm2/+93vmnzuued2bRznn/70pyZ/5jOf6a5bv359kzPa/uQnP7lr+8c//tHktWvXdm3Lly9v8h/+8Idd/iaifxdMv0k3/Uz9Dj2SqC9doTAYtekKhcGoTVcoDMYBsZ+4DGz+5bVPf/rTuzaawZ/xjGd0bTTV//3vf5/snybrlStXdm2nnnpqk6nbRPQ6xm9+85sm2+VBU7pdEn/5y1+aTB0xImLz5s1NfvWrX921cZxnnHFGk88555zuOpr7jzjiiK7t5ptvbjLdHxERv//975vMdX3mM5/ZXXf11Vc3+Utf+lLXdttttzXZa8K//Uz/+te/Nvmggw5qMvU7/229jTpe5mbideUyKBQeA6hNVygMxlCXQWa2ddtTn/rUJts0fOyxxzb5F7/4RdfGa0mLlixZ0l133nnnNdkU489//vPkOElZSZFsHqe53y4Duhd+/etfd22kQY6qIK2+5557mkxqFtGb8T0XjssuCVJzUmCPg2t58cUXd21XXHFFky+77LLJcdnVQNClQheKx5yt3awug+yd3FfUs750hcJg1KYrFAajNl2hMBj73GVAzpzx5wMPPLD7e0p3iujN9tZnqFvRXH7hhRdO3o+hYxERz3nOc5rsKHrqSNQ97BZgtL3nRt3DLo/MjfKrX/2qyQx/cyYE18d90M3hMf/2t79tMs321B8jIg4++OAmH3nkkV0b9ddLLrmka1u1alWTGSYX0etq1F39zlDHcx+ct+0Ae5JZUDpdofA/gtp0hcJgDHUZ+JNPSpElsfozT3O2+2Q/Z599dpPtWiBoKo/oox7ouojoI1Se9axnTV5HWkeqFtFHfpBG+96mpTTdU7b5nXTTLgNSdVM33o/ZAi984Qu76xjVktG/888/v2sjff3e977XtXHe7MMRQcySsMtjKuokol/nSmItFB5jqE1XKAxGbbpCYTCGugyySHxz6+c973lNvvPOO7u2LCP8fe97X5Nf/vKXN5m6QESvvziSnXBGOHUFjt/jYJt1M+pg1j3o8nCf1GHYv+dG07ldEpkLh7+j3ulxUC+024G64Ate8IKujeN829ve1rVxbnQDHXXUUd111Nu2bNnStVE3zzJaOJ/S6QqFxwBq0xUKgzGUXtp0TnOwo8lJI0yfSM+cwHnyySc3mREjphuMejBF4r0dkcK/M9MzaaMpHmlcZrY3Hec6mPYSjtIhOFfPbSoSxLUzM5WB/ZuWMml23bp1XdvHP/7xJt91111NtivmxBNPbPLq1au7Nj43Ru8YpvREVhBrb1HR+tIVCoNRm65QGIzadIXCYOzzMDByfoftUNdxG6PhrRuQW5Pjux+GaTnanlnl1oHI5a3vTRVCdfEe6lzug6ZthzkxbMvZFZwbdR2GV0XkbgeGiGU6ypRrxL+zO4TZ3Cx6G9GH4rnoEsO0PvjBDzbZ+vztt9/eZGaDRPRraXeFMyV2wu9Fpu9lmenEQ+l+9aUrFAajNl2hMBh7hV5myal0E5hK0U3g4jf8mzQxIuINb3hDk01LTXemxkjawqTMiJ6uMaMhoqeUL3rRi5rsTAVSQ1MW0jX2EdGb530EFukZjwTLiiKZOnNds7MS+DufF0GK7SyG7Pgqnv3gokJMOOY743Xl71wzlOuVZbRkdS9nLVT0cNwH9aUrFAajNl2hMBi16QqFwdgnLgPyYuov5ufZUbnUnc4666yujaFfzhCgjsE+bdKnuyILmzJ3pynaIUoEx+/r6EZxRjuj6p1d/e1vf7vJn//855vs8+5ofneYFvVj69Fs41HIXmPqXF47rpfbOFcehRzRny3BjH+flUBXksfPDAe7W7gO1Ol8/h2xt864cz/1pSsUBqM2XaEwGPuEXjILgKZ5Ux2a4x3JTlP6CSec0LUxqdUmfUZ/MCrEbgdSEUdc0LVhczyvpXncbgea2U0hOS4mi/reGzZs6NpInUl1TNtJpW3C571NG0mD+KzcB9fc96Zp3v2zn+wcghUrVjT50ksv7a4jpSQFjuifjbMMuF6M0smOUDaddHTPnqK+dIXCYNSmKxQGI6WXs1prXHdxyrrlwF9aF01hSClt2WQgLU/+jOitVoxOsZVq1hojTrwlSLNME2mZNYXhfBy0y9/Z+sf1Ix13cC8psS2nnFtW7j2jwOzTUS20nNpqR4uxk3BJiZ///Oc3efny5d111157bZOpInhcVjsIWz2nUGXVC4X/EdSmKxQGozZdoTAYqU6XFWmZMsFG9DoedZSsRqKL9xx22GGTbUxI9L2nzjmwW4DmbLsFOG+3cQ7UH3fs2NFdx2OcsiJCjpxYu3Ztk1euXNm1vfGNb2zy1q1bm+w1oH5kXZZ/+4wCritdHlkSsd8LRpoweiSifwbWE2+99dYmv/SlL23yggULuuuuueaaJls347xntUf4uiwDYW+hvnSFwmDUpisUBmPmiBR/aqeiFyL6zz4pjGt58NNuszcphmttMMDX5nia0rPoC5rLHVUxFbAd0ZvESY99GirvbdM8qZspGMd50kkndW0MCua6uoYkTf8+iovU31EhjNohTbc7h8/b68M+va6kqfPnz+/aXPd06v9MXDWl53vHJN+IiJ///OdN5hpkwe5G1b0sFB6lqE1XKAxGbbpCYTA6nW53kvTI623SJ7fmdQ7Nob7hLAD2mdUidHIqo/QZwmXTOfUL6yz8nXk8dbWpYje+znoVx2id7vjjj9/lOCJ63Y3XORSLR0j53tSd/Ts+Kz5DP19G8DsEkL9z0SXOx7ogMyhYwOiYY47prqOr4corr+zaONfFixd3bVyv6667rsl33HFHd52LZxGz7o+qe1ko7GeoTVcoDMac7JOZndrZdSKawk80zfs2nZPi2cRLE7ypSFa7kTSS93ZNDlImR6uzT1MFjoWUyFEnpDoveclLurb169c3mafFRvQ01a4Yrh+puk8r3bZtW5M/+tGPdm0sWX7cccd1bZwDMy/sDsmijOgy4Gm6Ef3cnPR7//33N5l032t39913N5m1MiN6+n3DDTd0bUuXLm0y3QSmwFy7LBLn4aC+dIXCYNSmKxQGozZdoTAYc/aUp1Kvcmb3VGauXQbUnWzizTKos+wB6j3sI6ux7zXg+LPsCoacWTfg3Lwe1FOcOU4XgvVE9sO1tNn+zDPPbDJ1uIj+Wfl5cB2yY6GoD9vEzqwJvxfU/+jW8O8YLmi9kMdbU7+LiFizZs0u7xXRVxhgBojDD/lu+Z3Z07MMqu5lofAIozZdoTAYMyexZjBNMd2Zuo4mXyeL8tNukzWpQ3aSKannrPUr/bfnQjM+ZZq8I3qTuOkxaaMpJOfqe/NaZipkJ7Ha5E56zAJAEX2CKN0JpGMRPb30GGlmNzXntY7gmXID+Z1h5JKp86pVq5rsJFlmrfB5uCT9CNSXrlAYjNp0hcJg1KYrFAZj5iwDt1HvcSgWuTv1DetVDIGy/nj99dc32SFi5P92GdhUvBPWq1iY1BkInI/7J6bCpiIiNm7c2GRHynOMzgLg3Bw2RxM8dSJnxVPfc/gbn4HN5YsWLdrlOFw8ifqSnxvnY3cIdWDr6fwdZbsdaAfwO8kj1C644IKujbot18DuHD5TvxdZ0aLdcSHUl65QGIzadIXCYMyZNZPAZnVSSBbMiejpDumZKR7Nyzbd/uxnP2vyy172sq6Nn33TFNI8mpddJId92O1AWmTqRmpCk7uL/PAsBkfU063h8bN/rzkpcebWIFzbcipTIaJ/PkwO5ng95t05Popz87vG6BKOwwm0fFZWJegW8DtJ+sfn6/eC6pDnliVTF70sFPZj1KYrFAajNl2hMBidrT/jpeazvNa8+PDDD28yM3GtQ7BPm69PP/30yXvTZG03xJS+4bmxbr/1Kpq2XTCJ/XAc1ttYXOfee+/t2qhT2CxNk3WW/UA4w4E48sgju7/pQvDZddSROEZn1vNZZUc7OzzNmfAE3RJ0Gbg4E9eSaxzRr8P73//+ru2iiy5qMosXb968ubuO71r2zj8c1JeuUBiM2nSFwmCkSaw062bXZZ57mrMd8U6Tu6kn6ZqjNmhGZiKpx8k+TUPZlh0RbJO1r90JUzBSbpu2aYI3fc2O1Zo6ijl7NsuWLev+5tkAHjPdO1yfuXPndtfRnWBqzjMD7PKguT8rZsXf3XXXXd11pMc33nhj18aEV9N9Ul2eo8DxRvRrYLVpT4/RqiTWQuERRm26QmEw9risOq91RMdUbcjTTjutu46WqHe9611dG49BcrLl9u3bm2xqOzUH01BSBwcWk4pmAb2cp2kiLZumKbS6ZRTGkSZTlCaLSPHcpsYf0dMz0kZbTbnGnjetkBn1tyWT/bD/O++8s7uO75MjZRjFZOpMip/VNeW8rdZk+6MiUgqF/Ri16QqFwahNVygMRpplwL+tN7DNehXN7OS6jsygC8H8n9kCTsQk17ZuQC7PyAMXDsoKAHFu1huo71Ff8vgZ8b5p06aujeZrRu88FKYiUjJkx/vaPcFMD66xdXaunTNA+Kz8O7ohrAtSz8oijui+sJvp8ssvb/Itt9zStTFbhM/X/fs5Enta99KoL12hMBi16QqFwUjrXvIz7AgCmrYdlUC6xugCn3p54oknNtl1Crdu3dpk01fSVNfhoAme1MrREVnyJeeW1ZTkmriOCMujO5GUJb5NL3nKqSmYqdBOuI5IduIpaZaja0gvueYex1QdGt/P1J/PwzSO1/I607hZXUk33XRT10b1gmoNa2VG9BTeAc98rzOqXyexFgr7GWrTFQqDUZuuUBiMmc8yyOr82TRMXZD8PzvWyqZt6hTm1hnnn0pctV7IsThUKjsDgfoS72UdJdOJmFjqMDC6KJgRkMFuDY5x4cKFXRtdMV7XV77ylU2etfCR633yWuvN1IMcpkX3BdfSujh1ZT/78847r8nUjSN6nY7r4/UnZk0i3l3Ul65QGIzadIXCYMwckWKqQBph0zM/w/yUs9x3RB/V7jbS0uw4Jn/yp0y+mYvA/XM+NnuzjaZ6rx1pkOu/sD6LKTfdEK65abfEVB+kZzbvk9Y5KZbuEfbhhFBSMrcxSsTUkK4lU2JGwGSnoXL9rZIsWbKkyeeee27X9uMf/7jJXC+/u1yDPY068btQSayFwiOM2nSFwmDUpisUBmMO+XOWGZsdV2udiHX9qbetXbu2u456g03z1PEyU63HPKVzZbqfeT379O+os7DNEfvUpTJ9z64MmvgdgsbwN+qoDjOjeZxhU/77qKOO6tr4rDgf65LZ88jCwLgO1ie5Xnwv7Irhu+bwQ76jzmhhyFh2lkTmHuG8H0pvy1BfukJhMGrTFQqDkUakEP58kjq4gAujARYsWNDkLPoiO47JGQ4sn80ajP5d9sknvTF1JnXLjkfiuEw3ONcvfvGLXdvrXve6JtvszTqPdnOQBjPKxaXNGWFjkzuzMlavXt218VkxOdXPJjudNiusNHXUV0SvTmR1R5mp8prXvKZr4+m3XleehkuXjeeWleKfFZVlUCjsZ6hNVygMRm26QmEw0qOyshCxjLszA5lmaYdD0U1g8zgzF1yYiPpkVlSIY7ReSC5/3333dW3M5s5C49jH7oQTMTI/CzOzTkdXTJbFwDFa36Y+9s1vfrNrO+uss5rMkCq7CDKzOu/n66jH+VwLPh/qdzb9U8dzdsvFF1/cZD9TukCoA9tlsDsFl6dQYWCFwn6G2nSFwmDMnGXgNn6WHVXBCAaazh21wWJENFdH9Amc2XkCNvny7yyaPEuUZP+OxiANolnaRXLoynBBJq6DKSRpKet2RvRmfPbp9WHEi10qrPdPM3pExFve8pYmk/rPWsQpoj96yu8F187PjREpXHPTP1Jpu6BIRa+//vqu7ZRTTmkyn5sjY0jhH85xWBnqS1coDEZtukJhMGrTFQqDscdhYNSD3EY9IjuTYN26dU0++eSTuzaGkjnSnPqls6vnzZvXZOsNBHWRLDzNxWxp4mc4ml0eXAOb9JkF4OJD1HPd59T5EdTTIvqsA68BM6iXLl3atVGXpd6ZuQisO00VpfK4bO7nODN3CJ+V9b2LLrqoyStWrOja2Cff3b1VbGh3UF+6QmEwatMVCoMxZ1ZTp10GpCI2KfNTzs836z1GRFx11VWTfZCamEIyKsHUh/SP1/lYJbaZYpDq+JwAUhq6JBwNT/pk6rx+/frJe3PttmzZ0rWddNJJu7y3nyHv/ZGPfKRre+9737vL/nY1h1nAI8Ei+iwJJybTZeDoJKohXHO7Hej64b3cRtN/RB9hwzarLpnalGWc7A7qS1coDEZtukJhMOZkAZ5ZWXXSuqwWBuGoENKI7373u13ba1/72iZnZdsd0EsKQ8rqgGfSuqkjqCL+m97QesZoBs+ZNMURL8uXL58cP6+ldTSir2FCWuSoCs6Nx5FF9FEutszOCo7Z9JgW6t2JcJrqw0eokRpaZXj3u9/dZFttaU3O7s22LAHg4VDN+tIVCoNRm65QGIzadIXCYMwckWIenOlL5PxZbf758+c3edOmTV3baaed1mSb7RmlYH2G96N+ZN2JfXj85PLWKahncVzm/9QpnIHg46WI448/frKNoEuFa2VYn5y1f8K6E90VjjLie+HnxuRmuxrYjxNXCerUN954Y9dGfc/RMFPRPNZr+dwcqcRnXHUvC4VHEWrTFQqDMSf7ZBKZ+dRmdSZRMqjWdIMmcFOFKdN8xJ7VXfQYSWdMPRnsa5pCCkNaairCMXM9PC5Tz72NU089dbLNtSHpOuE6OvmYcEQH6WXmkrjtttu6vw899NAm07VkdxHpve/N8fveViF2IjuJNXN52GWQuRqM+tIVCoNRm65QGIzadIXCYKRhYER2nSP9qQOQd9tlwNqHDhFjTca3v/3tXdtURHpEnwVA07Mj6Klz2S1AvcThRNQ9qO/RHB6R1+0kpnSNiP8+o+CSSy5pMvVa64VnnHFGk32M1te//vUm+7mx3iTdOU605Ro7hI66Tha+5z7vvPPOJnM+TlSl/n3CCSd0bXxnXJCJ68xnZb0wQxb6VS6DQmE/Rm26QmEwZo5IMbLPKaMgmGiYZSq47ctf/nKTSeki+iOSnOFA6sk+7XbgdaaepCL+Hes68lRTUw/WqDR9/drXvtZkUsGInk597nOf69oeeOCBXY7fyZykkO6ftM6/u+yyy5rMiBG7FpgB4mRU0lmvCV1ELntOZDU9SelNnbMoIGZDcD7OksiOSdvTo7OM+tIVCoNRm65QGIzadIXCYOxx3Uuaf11UiHydbgJHvL/iFa9osvU2/u66667r2l71qlc1mfUxI3peT33Dpnnyepvm2efmzZu7NoYNMdSIeo7vR3N4RH98mM85YA1LZ17wWmZJ3H333d11Rx99dJNdoOdNb3pTk62znHPOOU2m7rdhw4buOoZw2Q3005/+tMkuyJSdUcDnkRVIympW8r079thjuzbWGmVIoF1V1l+J3Qn1ylBfukJhMGrTFQqDsVdcBllRnuw0VJrfHYlPGpdlMThihFEVjJZw/xyL+1+8eHGTDz744K6NZdsZaeIjtUgpHfFOSvbZz362a+P9TMEY6cOS66ZjdAU4e+Pmm29u8ic/+cmuzVEiO3Hcccd1fy9atKjJV155Zde2bNmyJpu6ZRH9U2Z8R7ww0uTWW2/t2rgmdknQ1ZC5hPyeEFPvdURFpBQK+zVq0xUKg1GbrlAYjFSnm7XwZlakhXqI+TkzBJyhTV3NR0H5CCmC+hlN6c42Z9HVbdu2dW3Uz3wsM8fCgj0eP8371KMi+vAu6wbUU5yxzblloUzUWVxU6Pvf/36TP/axj3VtF154YZP5TK33EAzJi+h16gwMaYuYvRgsswxuuummro06tl1JDDnku2WXCtcye6/LZVAoPIpQm65QGIy0MFH2Cc1+N0VLHblCkzgj0CN6iuSa/kyOdA3JAw88sMnMQDD9Y1TFDTfc0LVxzD7ei38zSdbJkKShn/70p7s2UiSvMSmSk0y5XuzDpnhSz+w02lWrVnV/M6n4/PPPb3J2IqzpK83qdhlwro6iYWIp3TJbt27truP6f+UrX+na6JrxulKVoarh58bfef2pCsya/L2rsdSXrlAYjNp0hcJgzFwjxZj12KDMykaK5EBTWhcdKE3LlykraSOp5hFHHNFdRxp3zTXXdG0cp/v/1re+1WRaOS+99NLuOloanVB5zz33NNlzI61mdEdEnwzLqBNbAvm3k3z5t5/b5Zdf3mTSxne84x3ddfydrX8c/zHHHNO1keK7jZZaBqCb2n74wx9usinq2Wef3WRTuu3btzeZ75rff66P39c6ibVQeJSiNl2hMBi16QqFwdgrWQbWG8h9yYvNiWkCNwdnJLsj5ZmQaFcAQTP0N77xja7t6quvbvKWLVu6NkaQMOkzojfBMyrfNRjZh+s/ch28JnRDMFk3ol+jH/7wh01mtkZEfoQX15ym+YjePE/5O9/5Tncd3TSO5mFBIycHM3vD7wznTZ3riiuu6K6je2flypVdG2t1+qwE6sNcn1ndXXsT9aUrFAajNl2hMBgdvczcB1miatbGYFlTCsK1NpYsWdLkNWvWdG0/+clPmmyKQVO0a5MQTBalayGir61ikzXN/aSlPln0zDPPbPLhhx/etbHmiyMiSBUdbfPOd76zyQz2df1K0l6Xeyd1c/8cC2mjx7hx48YmOwH42muvbbKpPyNUTjnllK6Nz+qqq65qsl0SrCdqN9Dtt9/eZD4n35suHKoqEblbYHeOkstQX7pCYTBq0xUKg1GbrlAYjE6ny3hpprdl2QPkyD6+iHydtRojer3hzW9+c9dGc/9Xv/rVro2mbvJ1JzxyXI6UZ8iQOT4TcVn85vWvf3133Y9+9KNdyhG9C8H6JGtiUkeJ6DMx6FKxy4M6mIsb8W8np1IX5Lj8fLMMB74X1hlZQ9Qmfb57XGMenx3RvwvW2fmOch0j+vckC2Hk3+UyKBT+R1CbrlAYjDmzUkp/hm0qJhydvRM2X7Neo/tn2XCbrElFf/CDH3RtNHVz/E5IzKLtGUlhszcpK5MhP/GJT3TXkbLSzB3R09fMrO4aKRwXa4BktSHt8qC53BRsijbyWUT0R1Q5GobU2fVSWDrfLiK6MlwnlFi7dm2T586d27WRLjsDgc+KtNfvxayUsmqkFAqPItSmKxQGozZdoTAYaZbBrEWL3EYdibqBs8Ops9j8u3Dhwsk26ik2idu8vRN2V1B/sX5BPYvXRfThXsySdrgSw8xWrFjRtTFq3/dmLX0Xa+JYps4diOh1POuF1DV9TBfHwvVyzVA+m1tuuaVr45rYZUB3gteV7xB/xwz/iH6dmbVg2I3CMbNolNd/b9W2zFBfukJhMGrTFQqDsVdOYs3oJWHzLKmgaQrNwT6llfTJNIKuACaW2mxPauVoFRb2MbUipWHipekr3QI+zZVuB9eGZEEmR6sQpOrO3iClNA3lta6JScpHCs96mBG9SZ/ug4g+4yGL2PeY6Wrg+JnxEdGvl9WVHTt2NNlZBoSLQRF7g1I+VB/1pSsUBqM2XaEwGLXpCoXBmPmorAzm7vwd+bN1OuoUPq8gC5WaOoLY96P52iFo1AWt2zCMzYViqUewbfXq1d111NtsHqdO6rkxy9xZAMxqyI7wZYie9UKOmcV6Ivo14Tytk7pQLMECvJ43n43DCPnO8N58DyL6igIOf6OObV2cejqf975yC2SoL12hMBi16QqFwZg5IiVDFq1Ct0BmQnYyJOmZE1xJP3yUFSkSqYn7p0nZVIc0yPSVFI8UJnOpmGaxPqOjNkg3TZ84ZlJ100tGbThBl6b6devWdW1cIz4rmuI9LtLciD6KxmcszHrUFOkf6WpE75pxcjDdFX4efAZZhszewEMdOVdfukJhMGrTFQqDUZuuUBiMPT7LYFZkteGpO9m0TV2HUeEREQsWLGiys5+pf1AvdCYxXRR2JzD0iFH/EX32wK233tpk64ycj/U29uEse+pqXi9m0FPvsduBbQ554lytK/OcAI7LY3Rk/lSbM86p47lQ7IYNG5pMHdVuDeqrPkeBOqOrDbDPWasl7Kk7ocLACoX9DLXpCoXB2Cv0MjOXZ59amv5N/zKTtaNECLooKJuCHXbYYbscR0RuXubcSClNwUjrXC+ffTr5lfTPUTo09/Por/e85z2T43c0P+/NwlAeM10BjiTKiiIxW8DPnnSTKoLvnR0zxkJIfm6klB4X27L3c0SESn3pCoXBqE1XKAzGUOtlhuwz77onU0c6RfQWMkYvOImVkSWOemCbxzVV09M0jtTHR1nRumjrKCmf65swkmXTpk1NdgIwa8qYHvNa0/Qpuuw1IPV3Ei4TXE0NSfFNbZkoy/E7GZVU3e9FFvHEa4teFgqPMdSmKxQGozZdoTAY+1ynI0fOCsKYn08lwkb8dzEigrz+wQcfbLJ1Mf7taHjqKa6rSZ2CZmnrTtSP7BZgmyMneF6BdSLOh9H8rO8f0euQPsuAfTiKhmvC5+GEUM6bhZQiep3ObiBGq/h5UI+m7udnT304O+ZqSveOGFPbMkN96QqFwahNVygMxlB6aTpA6pCZpbNAaYNmdtIg1s+I6E38pk884skmcSaFZrU2MgrDAGjfmwG+DixmNAavM0XNKCRpe0bBuP5e76z2JNfECa7s06Xy+Xwou7Q818QqyVRJ/Yjpk4NndWlF7D0qWl+6QmEwatMVCoNRm65QGIxHNAxs1qO4zNWpp1gnoh7B69yHdRGCoVnWq6bcCQ7n4jh870yX5d8uaMQxs0/PJZs3x2VdjToX5+Y1ZviY9Tbqkx4/z6Swjk23CrMrPDdmPLiN87H9gOswpd+NQn3pCoXBqE1XKAzGPqGXU1Hcu3PcVkZLpxJJI3r6RxrhqBP24VoejC5xVAjdEDS5m2YRpjq81smWdGV4vUj5svtx3l5H/m7WMdu14DWZ6t9zY4KuaTvri5JC+rnRZeN1nVVdeaRRX7pCYTBq0xUKg1GbrlAYjAMiYq+T3SmdLtPbsqOR3ZZlCLNPZic7C4B1KbOzDGyWZogYs52dOU7dw1kGhAsmUSfNdEHCR31x/A4Ry/Q46lnUvzw3ws80C9FjP+6T4+J6WWfPQrgyO0C5DAqFxzBq0xUKg7FP6GV3gxnLqmcUMqMsmdmYfbp/0pmMxs2dO7drI6Wk6dxmddaGzKLhPS6O37SXER7Z2tH8bjpJ2mtqyzlwbjbvk3L72fBauwwcoUJw3llRpIxCcix+HlPJ1Jmqsq9QX7pCYTBq0xUKg1GbrlAYjH2u06U3T4oPzaoLmpPzd2zLsph5dFVEr8d5XCxMRL3HRzpRp7B5PDtrINP3ptYkyw63DsT7WaebN29ek1ncyEVpqTO6+BCz213UiXPLivjOGs6V6Xez6mql0xUKjwHUpisUBmO/cRlk0QWmeFkUAe9BSmmqQ2rliBHWbswSRGnS97kDpC3ug2M0vcyo4VSkfFbwyfPm+N2/Tfw74eJMPPvB1HzqtNiI/lwCu0NILzmuLAHY48+KWU2h6l4WCo8B1KYrFAajNl2hMBj7vDBRhoxPZ5HgNKVnbYccckiTWeA1oteleI5dRK+DOXSJ/VMP8XG+DIc6/fTTu7aDDjqoyTzqN6IvcMRQsoi+mA/vbV2Ma0c3gMdlN8dUsSPrZnxuPiuB2Rs+54Br7nPneI9Zw+R2p1DsFB6JDPP60hUKg1GbrlAYjP8DhuUtNczMmy4AAAAASUVORK5CYII=" id="imageb29b65333f" 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 373.725 193.1625
L 372.4875 191.925
L 370.0125 191.925
L 368.775 190.6875
L 367.5375 189.45
L 365.0625 189.45
L 363.825 188.2125
L 362.5875 186.975
L 361.35 185.7375
L 360.1125 184.5
L 358.875 183.2625
L 357.6375 182.025
L 356.4 180.7875
L 355.1625 179.55
L 353.925 178.3125
L 352.6875 177.075
L 351.45 175.8375
L 351.45 173.3625
L 350.2125 172.125
L 348.975 170.8875
L 347.7375 169.65
L 346.5 168.4125
L 346.5 165.9375
L 345.2625 164.7
L 344.025 163.4625
L 344.025 160.9875
L 342.7875 159.75
L 341.55 158.5125
L 341.55 156.0375
L 341.55 153.5625
L 341.55 151.0875
L 340.3125 149.85
L 339.075 148.6125
L 339.075 146.1375
L 339.075 143.6625
L 339.075 141.1875
L 339.075 138.7125
L 339.075 136.2375
L 337.8375 135
L 336.6 133.7625
L 336.6 131.2875
L 336.6 128.8125
L 336.6 126.3375
L 337.8375 125.1
L 339.075 123.8625
L 339.075 121.3875
L 339.075 118.9125
L 339.075 116.4375
L 339.075 113.9625
L 339.075 111.4875
L 340.3125 110.25
L 341.55 109.0125
L 341.55 106.5375
L 341.55 104.0625
L 342.7875 102.825
L 344.025 101.5875
L 345.2625 100.35
L 346.5 99.1125
L 346.5 96.6375
L 346.5 94.1625
L 347.7375 92.925
L 348.975 91.6875
L 348.975 89.2125
L 348.975 86.7375
L 350.2125 85.5
L 351.45 84.2625
L 351.45 81.7875
L 352.6875 80.55
L 353.925 79.3125
L 355.1625 78.075
L 356.4 76.8375
L 357.6375 75.6
L 358.875 74.3625
L 357.6375 73.125
L 356.4 71.8875
L 357.6375 70.65
L 360.1125 70.65
L 362.5875 70.65
L 363.825 71.8875
L 363.825 74.3625
L 365.0625 75.6
L 367.5375 75.6
L 370.0125 75.6
L 372.4875 75.6
L 374.9625 75.6
L 377.4375 75.6
L 378.675 74.3625
L 379.9125 73.125
L 381.15 71.8875
L 381.15 69.4125
L 381.15 66.9375
L 382.3875 65.7
L 383.625 64.4625
L 384.8625 63.225
L 386.1 61.9875
L 387.3375 60.75
L 388.575 59.5125
L 389.8125 58.275
L 391.05 57.0375
L 392.2875 55.8
L 394.7625 55.8
L 397.2375 55.8
L 399.7125 55.8
L 400.95 57.0375
L 402.1875 58.275
L 404.6625 58.275
L 405.9 59.5125
L 407.1375 60.75
L 409.6125 60.75
L 410.85 61.9875
L 410.85 64.4625
L 410.85 66.9375
L 410.85 69.4125
L 410.85 71.8875
L 412.0875 73.125
L 413.325 74.3625
L 413.325 76.8375
L 414.5625 78.075
L 415.8 79.3125
L 417.0375 80.55
L 419.5125 80.55
L 421.9875 80.55
L 423.225 79.3125
L 424.4625 78.075
L 426.9375 78.075
L 428.175 79.3125
L 429.4125 80.55
L 430.65 79.3125
L 431.8875 78.075
L 433.125 79.3125
L 434.3625 80.55
L 435.6 81.7875
L 436.8375 83.025
L 439.3125 83.025
L 440.55 84.2625
L 441.7875 85.5
L 443.025 86.7375
L 444.2625 87.975
L 445.5 89.2125
L 445.5 91.6875
L 445.5 94.1625
L 445.5 96.6375
L 445.5 99.1125
L 445.5 101.5875
L 446.7375 102.825
L 447.975 104.0625
L 447.975 106.5375
L 447.975 109.0125
L 449.2125 110.25
L 450.45 111.4875
L 450.45 113.9625
L 450.45 116.4375
L 450.45 118.9125
L 450.45 121.3875
L 450.45 123.8625
L 450.45 126.3375
L 450.45 128.8125
L 450.45 131.2875
L 450.45 133.7625
L 450.45 136.2375
L 450.45 138.7125
L 450.45 141.1875
L 450.45 143.6625
L 449.2125 144.9
L 447.975 146.1375
L 447.975 148.6125
L 446.7375 149.85
L 445.5 151.0875
L 445.5 153.5625
L 444.2625 154.8
L 443.025 156.0375
L 443.025 158.5125
L 441.7875 159.75
L 440.55 160.9875
L 440.55 163.4625
L 440.55 165.9375
L 439.3125 167.175
L 438.075 168.4125
L 438.075 170.8875
L 436.8375 172.125
L 435.6 173.3625
L 434.3625 174.6
L 433.125 175.8375
L 431.8875 177.075
L 430.65 178.3125
L 430.65 180.7875
L 429.4125 182.025
L 428.175 183.2625
L 426.9375 184.5
L 425.7 185.7375
L 424.4625 186.975
L 421.9875 186.975
L 420.75 188.2125
L 419.5125 189.45
L 418.275 190.6875
L 417.0375 191.925
L 414.5625 191.925
L 412.0875 191.925
L 410.85 193.1625
M 397.2375 58.275
L 396 59.5125
L 397.2375 60.75
L 398.475 59.5125
L 397.2375 58.275
z
M 407.1375 87.975
L 405.9 89.2125
L 404.6625 90.45
L 403.425 91.6875
L 402.1875 92.925
L 400.95 94.1625
L 399.7125 95.4
L 398.475 96.6375
L 398.475 99.1125
L 399.7125 100.35
L 402.1875 100.35
L 403.425 99.1125
L 403.425 96.6375
L 404.6625 95.4
L 405.9 94.1625
L 407.1375 92.925
L 408.375 91.6875
L 408.375 89.2125
L 407.1375 87.975
z
" clip-path="url(#p6de44e69ac)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
</g>
<g id="text_7">
<g id="patch_8">
<path d="M 332.64 55.53375
L 339.32625 55.53375
L 339.32625 43.92
L 332.64 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- L -->
<g style="fill: #ffffff" transform="translate(332.64 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-4c"/>
</g>
</g>
<g id="text_8">
<g id="patch_9">
<path d="M 451.021875 55.53375
L 459.36 55.53375
L 459.36 43.92
L 451.021875 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- R -->
<g style="fill: #ffffff" transform="translate(451.021875 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-52"/>
</g>
</g>
<g id="text_9">
<g id="patch_10">
<path d="M 316.8 194.4
L 352.753125 194.4
L 352.753125 182.78625
L 316.8 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-18 -->
<g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-31" d="M 794 531
L 1825 531
L 1825 4091
L 703 3866
L 703 4441
L 1819 4666
L 2450 4666
L 2450 531
L 3481 531
L 3481 0
L 794 0
L 794 531
z
" transform="scale(0.015625)"/>
<path id="DejaVuSans-38" d="M 2034 2216
Q 1584 2216 1326 1975
Q 1069 1734 1069 1313
Q 1069 891 1326 650
Q 1584 409 2034 409
Q 2484 409 2743 651
Q 3003 894 3003 1313
Q 3003 1734 2745 1975
Q 2488 2216 2034 2216
z
M 1403 2484
Q 997 2584 770 2862
Q 544 3141 544 3541
Q 544 4100 942 4425
Q 1341 4750 2034 4750
Q 2731 4750 3128 4425
Q 3525 4100 3525 3541
Q 3525 3141 3298 2862
Q 3072 2584 2669 2484
Q 3125 2378 3379 2068
Q 3634 1759 3634 1313
Q 3634 634 3220 271
Q 2806 -91 2034 -91
Q 1263 -91 848 271
Q 434 634 434 1313
Q 434 1759 690 2068
Q 947 2378 1403 2484
z
M 1172 3481
Q 1172 3119 1398 2916
Q 1625 2713 2034 2713
Q 2441 2713 2670 2916
Q 2900 3119 2900 3481
Q 2900 3844 2670 4047
Q 2441 4250 2034 4250
Q 1625 4250 1398 4047
Q 1172 3844 1172 3481
z
" transform="scale(0.015625)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-31" x="172.363281"/>
<use xlink:href="#DejaVuSans-38" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_5">
<g clip-path="url(#p378521af63)">
<image xlink:href="data:image/png;base64,
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" id="imagea0a55a932b" transform="scale(1 -1) translate(0 -158.4)" x="475" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_4">
<path d="M 532.125 193.1625
L 530.8875 191.925
L 528.4125 191.925
L 525.9375 189.45
L 523.4625 189.45
L 507.375 173.3625
L 507.375 170.8875
L 504.9 168.4125
L 504.9 165.9375
L 499.95 160.9875
L 499.95 148.6125
L 497.475 146.1375
L 497.475 143.6625
L 495 141.1875
L 495 126.3375
L 497.475 123.8625
L 497.475 109.0125
L 499.95 106.5375
L 499.95 104.0625
L 502.425 101.5875
L 502.425 99.1125
L 504.9 96.6375
L 504.9 91.6875
L 507.375 89.2125
L 507.375 86.7375
L 512.325 81.7875
L 512.325 76.8375
L 509.85 74.3625
L 509.85 69.4125
L 514.8 64.4625
L 514.8 61.9875
L 516.0375 60.75
L 518.5125 60.75
L 520.9875 63.225
L 523.4625 63.225
L 525.9375 65.7
L 533.3625 65.7
L 535.8375 68.175
L 537.075 66.9375
L 537.075 64.4625
L 548.2125 53.325
L 550.6875 53.325
L 553.1625 55.8
L 555.6375 55.8
L 558.1125 53.325
L 560.5875 53.325
L 563.0625 55.8
L 568.0125 55.8
L 571.725 59.5125
L 571.725 69.4125
L 575.4375 73.125
L 582.8625 73.125
L 585.3375 70.65
L 587.8125 70.65
L 592.7625 65.7
L 596.475 69.4125
L 596.475 81.7875
L 603.9 89.2125
L 603.9 99.1125
L 606.375 101.5875
L 606.375 111.4875
L 608.85 113.9625
L 608.85 128.8125
L 611.325 131.2875
L 611.325 136.2375
L 608.85 138.7125
L 608.85 143.6625
L 606.375 146.1375
L 606.375 151.0875
L 603.9 153.5625
L 603.9 156.0375
L 601.425 158.5125
L 601.425 160.9875
L 598.95 163.4625
L 598.95 165.9375
L 594 170.8875
L 594 173.3625
L 586.575 180.7875
L 586.575 183.2625
L 585.3375 184.5
L 580.3875 184.5
L 579.15 185.7375
L 579.15 188.2125
L 577.9125 189.45
L 575.4375 189.45
L 572.9625 191.925
L 570.4875 191.925
L 569.25 193.1625
L 569.25 193.1625
" clip-path="url(#p378521af63)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
</g>
<g id="text_10">
<g id="patch_11">
<path d="M 491.04 55.53375
L 497.72625 55.53375
L 497.72625 43.92
L 491.04 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- L -->
<g style="fill: #ffffff" transform="translate(491.04 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-4c"/>
</g>
</g>
<g id="text_11">
<g id="patch_12">
<path d="M 609.421875 55.53375
L 617.76 55.53375
L 617.76 43.92
L 609.421875 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- R -->
<g style="fill: #ffffff" transform="translate(609.421875 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-52"/>
</g>
</g>
<g id="text_12">
<g id="patch_13">
<path d="M 475.2 194.4
L 511.153125 194.4
L 511.153125 182.78625
L 475.2 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-14 -->
<g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-31" x="172.363281"/>
<use xlink:href="#DejaVuSans-34" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_6">
<g clip-path="url(#p7aaaf1b8f8)">
<image xlink:href="data:image/png;base64,
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" id="image92df442359" transform="scale(1 -1) translate(0 -158.4)" x="634" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_5">
<path d="M 690.525 193.1625
L 689.2875 191.925
L 686.8125 191.925
L 684.3375 189.45
L 681.8625 189.45
L 665.775 173.3625
L 665.775 170.8875
L 660.825 165.9375
L 660.825 163.4625
L 658.35 160.9875
L 658.35 153.5625
L 655.875 151.0875
L 655.875 146.1375
L 653.4 143.6625
L 653.4 118.9125
L 655.875 116.4375
L 655.875 111.4875
L 658.35 109.0125
L 658.35 104.0625
L 660.825 101.5875
L 660.825 96.6375
L 663.3 94.1625
L 663.3 91.6875
L 668.25 86.7375
L 668.25 76.8375
L 665.775 74.3625
L 665.775 71.8875
L 668.25 69.4125
L 668.25 66.9375
L 670.725 64.4625
L 670.725 61.9875
L 674.4375 58.275
L 679.3875 58.275
L 681.8625 60.75
L 684.3375 60.75
L 691.7625 53.325
L 696.7125 53.325
L 699.1875 55.8
L 714.0375 55.8
L 716.5125 53.325
L 731.3625 53.325
L 733.8375 50.85
L 735.075 52.0875
L 735.075 59.5125
L 736.3125 60.75
L 738.7875 58.275
L 741.2625 60.75
L 743.7375 60.75
L 746.2125 58.275
L 751.1625 58.275
L 757.35 64.4625
L 757.35 69.4125
L 759.825 71.8875
L 759.825 76.8375
L 757.35 79.3125
L 757.35 84.2625
L 759.825 86.7375
L 759.825 89.2125
L 762.3 91.6875
L 762.3 96.6375
L 764.775 99.1125
L 764.775 111.4875
L 767.25 113.9625
L 767.25 123.8625
L 769.725 126.3375
L 769.725 133.7625
L 767.25 136.2375
L 767.25 143.6625
L 764.775 146.1375
L 764.775 153.5625
L 759.825 158.5125
L 759.825 160.9875
L 757.35 163.4625
L 757.35 165.9375
L 754.875 168.4125
L 754.875 170.8875
L 736.3125 189.45
L 733.8375 189.45
L 731.3625 191.925
L 728.8875 191.925
L 727.65 193.1625
M 712.8 193.1625
L 711.5625 191.925
L 710.325 193.1625
M 717.75 193.1625
L 716.5125 191.925
L 715.275 193.1625
L 715.275 193.1625
" clip-path="url(#p7aaaf1b8f8)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
</g>
<g id="text_13">
<g id="patch_14">
<path d="M 649.44 55.53375
L 656.12625 55.53375
L 656.12625 43.92
L 649.44 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- L -->
<g style="fill: #ffffff" transform="translate(649.44 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-4c"/>
</g>
</g>
<g id="text_14">
<g id="patch_15">
<path d="M 767.821875 55.53375
L 776.16 55.53375
L 776.16 43.92
L 767.821875 43.92
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- R -->
<g style="fill: #ffffff" transform="translate(767.821875 53.038125) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-52"/>
</g>
</g>
<g id="text_15">
<g id="patch_16">
<path d="M 633.6 194.4
L 669.553125 194.4
L 669.553125 182.78625
L 633.6 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-10 -->
<g style="fill: #ffffff" transform="translate(633.6 191.904375) 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-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-31" x="172.363281"/>
<use xlink:href="#DejaVuSans-30" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_7">
<g clip-path="url(#p2268e058ac)">
<image xlink:href="data:image/png;base64,
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" id="image01655eeea0" transform="scale(1 -1) translate(0 -158.4)" x="792" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_6">
<path d="M 848.925 193.1625
L 847.6875 191.925
L 845.2125 191.925
L 840.2625 186.975
L 837.7875 186.975
L 821.7 170.8875
L 821.7 168.4125
L 819.225 165.9375
L 819.225 163.4625
L 816.75 160.9875
L 816.75 156.0375
L 814.275 153.5625
L 814.275 146.1375
L 811.8 143.6625
L 811.8 123.8625
L 814.275 121.3875
L 814.275 111.4875
L 816.75 109.0125
L 816.75 104.0625
L 819.225 101.5875
L 819.225 91.6875
L 824.175 86.7375
L 824.175 69.4125
L 826.65 66.9375
L 826.65 64.4625
L 829.125 61.9875
L 829.125 59.5125
L 832.8375 55.8
L 840.2625 55.8
L 841.5 54.5625
L 841.5 52.0875
L 845.2125 48.375
L 847.6875 50.85
L 850.1625 48.375
L 852.6375 50.85
L 855.1125 50.85
L 860.0625 55.8
L 872.4375 55.8
L 874.9125 53.325
L 887.2875 53.325
L 889.7625 50.85
L 902.1375 50.85
L 904.6125 53.325
L 907.0875 53.325
L 915.75 61.9875
L 915.75 64.4625
L 918.225 66.9375
L 918.225 71.8875
L 920.7 74.3625
L 920.7 79.3125
L 918.225 81.7875
L 918.225 89.2125
L 920.7 91.6875
L 920.7 94.1625
L 923.175 96.6375
L 923.175 111.4875
L 925.65 113.9625
L 925.65 121.3875
L 928.125 123.8625
L 928.125 133.7625
L 925.65 136.2375
L 925.65 146.1375
L 923.175 148.6125
L 923.175 151.0875
L 920.7 153.5625
L 920.7 156.0375
L 918.225 158.5125
L 918.225 160.9875
L 915.75 163.4625
L 915.75 168.4125
L 908.325 175.8375
L 908.325 178.3125
L 904.6125 182.025
L 902.1375 182.025
L 894.7125 189.45
L 892.2375 189.45
L 889.7625 191.925
L 887.2875 191.925
L 886.05 193.1625
L 886.05 193.1625
" clip-path="url(#p2268e058ac)" 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 820.318125 194.4
L 820.318125 182.78625
L 792 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-6 -->
<g style="fill: #ffffff" transform="translate(792 191.904375) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-36" x="172.363281"/>
</g>
</g>
</g>
<g id="axes_8">
<g clip-path="url(#pd40ce3d1e3)">
<image xlink:href="data:image/png;base64,
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" id="image792325c11f" transform="scale(1 -1) translate(0 -158.4)" x="950" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_7">
<path d="M 1009.8 193.1625
L 1008.5625 191.925
L 1006.0875 191.925
L 1003.6125 189.45
L 1001.1375 189.45
L 998.6625 186.975
L 996.1875 186.975
L 982.575 173.3625
L 982.575 170.8875
L 980.1 168.4125
L 980.1 165.9375
L 975.15 160.9875
L 975.15 156.0375
L 972.675 153.5625
L 972.675 146.1375
L 970.2 143.6625
L 970.2 126.3375
L 972.675 123.8625
L 972.675 116.4375
L 975.15 113.9625
L 975.15 101.5875
L 977.625 99.1125
L 977.625 91.6875
L 980.1 89.2125
L 980.1 76.8375
L 982.575 74.3625
L 982.575 69.4125
L 985.05 66.9375
L 985.05 64.4625
L 990 59.5125
L 990 57.0375
L 996.1875 50.85
L 998.6625 50.85
L 1001.1375 48.375
L 1011.0375 48.375
L 1013.5125 50.85
L 1015.9875 50.85
L 1020.9375 55.8
L 1023.4125 55.8
L 1025.8875 53.325
L 1030.8375 53.325
L 1033.3125 50.85
L 1040.7375 50.85
L 1043.2125 53.325
L 1045.6875 50.85
L 1050.6375 50.85
L 1053.1125 48.375
L 1055.5875 50.85
L 1058.0625 48.375
L 1060.5375 48.375
L 1067.9625 55.8
L 1070.4375 55.8
L 1074.15 59.5125
L 1074.15 61.9875
L 1076.625 64.4625
L 1076.625 66.9375
L 1079.1 69.4125
L 1079.1 91.6875
L 1081.575 94.1625
L 1081.575 106.5375
L 1084.05 109.0125
L 1084.05 123.8625
L 1086.525 126.3375
L 1086.525 131.2875
L 1084.05 133.7625
L 1084.05 146.1375
L 1081.575 148.6125
L 1081.575 153.5625
L 1079.1 156.0375
L 1079.1 158.5125
L 1076.625 160.9875
L 1076.625 163.4625
L 1074.15 165.9375
L 1074.15 168.4125
L 1072.9125 169.65
L 1070.4375 169.65
L 1069.2 170.8875
L 1069.2 173.3625
L 1066.725 175.8375
L 1066.725 178.3125
L 1063.0125 182.025
L 1060.5375 182.025
L 1053.1125 189.45
L 1050.6375 189.45
L 1048.1625 191.925
L 1043.2125 191.925
L 1041.975 193.1625
M 1034.55 193.1625
L 1033.3125 191.925
L 1028.3625 191.925
L 1027.125 193.1625
L 1027.125 193.1625
" clip-path="url(#pd40ce3d1e3)" 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 978.718125 194.4
L 978.718125 182.78625
L 950.4 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-2 -->
<g style="fill: #ffffff" transform="translate(950.4 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-32" d="M 1228 531
L 3431 531
L 3431 0
L 469 0
L 469 531
Q 828 903 1448 1529
Q 2069 2156 2228 2338
Q 2531 2678 2651 2914
Q 2772 3150 2772 3378
Q 2772 3750 2511 3984
Q 2250 4219 1831 4219
Q 1534 4219 1204 4116
Q 875 4013 500 3803
L 500 4441
Q 881 4594 1212 4672
Q 1544 4750 1819 4750
Q 2544 4750 2975 4387
Q 3406 4025 3406 3419
Q 3406 3131 3298 2873
Q 3191 2616 2906 2266
Q 2828 2175 2409 1742
Q 1991 1309 1228 531
z
" transform="scale(0.015625)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-32" x="172.363281"/>
</g>
</g>
</g>
<g id="axes_9">
<g clip-path="url(#pce376bdaaa)">
<image xlink:href="data:image/png;base64,
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" id="imagedc40882325" transform="scale(1 -1) translate(0 -158.4)" x="1109" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_8">
<path d="M 1168.2 193.1625
L 1166.9625 191.925
L 1164.4875 191.925
L 1162.0125 189.45
L 1159.5375 189.45
L 1157.0625 186.975
L 1154.5875 186.975
L 1140.975 173.3625
L 1140.975 170.8875
L 1138.5 168.4125
L 1138.5 165.9375
L 1133.55 160.9875
L 1133.55 153.5625
L 1131.075 151.0875
L 1131.075 143.6625
L 1128.6 141.1875
L 1128.6 128.8125
L 1131.075 126.3375
L 1131.075 118.9125
L 1133.55 116.4375
L 1133.55 109.0125
L 1136.025 106.5375
L 1136.025 91.6875
L 1138.5 89.2125
L 1138.5 79.3125
L 1140.975 76.8375
L 1140.975 69.4125
L 1143.45 66.9375
L 1143.45 64.4625
L 1153.35 54.5625
L 1153.35 52.0875
L 1157.0625 48.375
L 1171.9125 48.375
L 1174.3875 50.85
L 1176.8625 50.85
L 1179.3375 53.325
L 1186.7625 53.325
L 1191.7125 48.375
L 1218.9375 48.375
L 1223.8875 53.325
L 1226.3625 53.325
L 1230.075 57.0375
L 1230.075 59.5125
L 1235.025 64.4625
L 1235.025 66.9375
L 1237.5 69.4125
L 1237.5 74.3625
L 1239.975 76.8375
L 1239.975 79.3125
L 1237.5 81.7875
L 1237.5 84.2625
L 1239.975 86.7375
L 1239.975 109.0125
L 1242.45 111.4875
L 1242.45 121.3875
L 1244.925 123.8625
L 1244.925 133.7625
L 1242.45 136.2375
L 1242.45 146.1375
L 1239.975 148.6125
L 1239.975 153.5625
L 1237.5 156.0375
L 1237.5 158.5125
L 1232.55 163.4625
L 1232.55 168.4125
L 1225.125 175.8375
L 1225.125 178.3125
L 1221.4125 182.025
L 1218.9375 182.025
L 1213.9875 186.975
L 1211.5125 186.975
L 1209.0375 189.45
L 1206.5625 189.45
L 1204.0875 191.925
L 1199.1375 191.925
L 1197.9 193.1625
M 1192.95 193.1625
L 1191.7125 191.925
L 1184.2875 191.925
L 1183.05 193.1625
L 1183.05 193.1625
" clip-path="url(#pce376bdaaa)" 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 1132.78875 194.4
L 1132.78875 182.78625
L 1108.8 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=1 -->
<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-31" x="136.279297"/>
</g>
</g>
</g>
<g id="axes_10">
<g clip-path="url(#p1df986432d)">
<image xlink:href="data:image/png;base64,
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" id="imagebf8eeaa43c" transform="scale(1 -1) translate(0 -158.4)" x="1267" y="-36" width="159.12" height="158.4"/>
</g>
<g id="QuadContourSet_9">
<path d="M 1335.2625 43.425
L 1337.7375 43.425
L 1340.2125 43.425
L 1342.6875 43.425
L 1343.925 44.6625
L 1345.1625 45.9
L 1346.4 47.1375
L 1347.6375 48.375
L 1350.1125 48.375
L 1351.35 47.1375
L 1352.5875 45.9
L 1355.0625 45.9
L 1356.3 44.6625
L 1357.5375 43.425
L 1360.0125 43.425
L 1361.25 44.6625
L 1362.4875 45.9
L 1364.9625 45.9
L 1367.4375 45.9
L 1369.9125 45.9
L 1371.15 47.1375
L 1372.3875 48.375
L 1374.8625 48.375
L 1376.1 49.6125
L 1377.3375 50.85
L 1378.575 52.0875
L 1379.8125 53.325
L 1382.2875 53.325
L 1383.525 54.5625
L 1384.7625 55.8
L 1386 57.0375
L 1387.2375 58.275
L 1388.475 59.5125
L 1389.7125 60.75
L 1390.95 61.9875
L 1390.95 64.4625
L 1392.1875 65.7
L 1393.425 66.9375
L 1393.425 69.4125
L 1394.6625 70.65
L 1395.9 71.8875
L 1395.9 74.3625
L 1395.9 76.8375
L 1397.1375 78.075
L 1398.375 79.3125
L 1398.375 81.7875
L 1398.375 84.2625
L 1398.375 86.7375
L 1399.6125 87.975
L 1400.85 89.2125
L 1400.85 91.6875
L 1400.85 94.1625
L 1400.85 96.6375
L 1400.85 99.1125
L 1400.85 101.5875
L 1400.85 104.0625
L 1400.85 106.5375
L 1400.85 109.0125
L 1400.85 111.4875
L 1400.85 113.9625
L 1400.85 116.4375
L 1400.85 118.9125
L 1400.85 121.3875
L 1400.85 123.8625
L 1400.85 126.3375
L 1400.85 128.8125
L 1400.85 131.2875
L 1400.85 133.7625
L 1400.85 136.2375
L 1400.85 138.7125
L 1400.85 141.1875
L 1400.85 143.6625
L 1400.85 146.1375
L 1399.6125 147.375
L 1398.375 148.6125
L 1398.375 151.0875
L 1397.1375 152.325
L 1395.9 153.5625
L 1395.9 156.0375
L 1394.6625 157.275
L 1393.425 158.5125
L 1393.425 160.9875
L 1392.1875 162.225
L 1390.95 163.4625
L 1390.95 165.9375
L 1389.7125 167.175
L 1388.475 168.4125
L 1388.475 170.8875
L 1387.2375 172.125
L 1386 173.3625
L 1384.7625 174.6
L 1383.525 175.8375
L 1382.2875 177.075
L 1381.05 178.3125
L 1379.8125 179.55
L 1378.575 180.7875
L 1377.3375 182.025
L 1376.1 183.2625
L 1374.8625 184.5
L 1372.3875 184.5
L 1371.15 185.7375
L 1369.9125 186.975
L 1367.4375 186.975
L 1366.2 188.2125
L 1364.9625 189.45
L 1362.4875 189.45
L 1361.25 190.6875
L 1360.0125 191.925
L 1357.5375 191.925
L 1355.0625 191.925
L 1352.5875 191.925
L 1350.1125 191.925
L 1347.6375 191.925
L 1346.4 190.6875
L 1345.1625 189.45
L 1343.925 190.6875
L 1342.6875 191.925
L 1340.2125 191.925
L 1337.7375 191.925
L 1335.2625 191.925
L 1332.7875 191.925
L 1330.3125 191.925
L 1329.075 190.6875
L 1327.8375 189.45
L 1325.3625 189.45
L 1322.8875 189.45
L 1320.4125 189.45
L 1319.175 188.2125
L 1317.9375 186.975
L 1315.4625 186.975
L 1314.225 185.7375
L 1312.9875 184.5
L 1310.5125 184.5
L 1309.275 183.2625
L 1308.0375 182.025
L 1306.8 180.7875
L 1305.5625 179.55
L 1304.325 178.3125
L 1303.0875 177.075
L 1301.85 175.8375
L 1301.85 173.3625
L 1300.6125 172.125
L 1299.375 170.8875
L 1298.1375 169.65
L 1296.9 168.4125
L 1296.9 165.9375
L 1295.6625 164.7
L 1294.425 163.4625
L 1294.425 160.9875
L 1293.1875 159.75
L 1291.95 158.5125
L 1291.95 156.0375
L 1291.95 153.5625
L 1290.7125 152.325
L 1289.475 151.0875
L 1289.475 148.6125
L 1289.475 146.1375
L 1289.475 143.6625
L 1289.475 141.1875
L 1289.475 138.7125
L 1289.475 136.2375
L 1289.475 133.7625
L 1289.475 131.2875
L 1289.475 128.8125
L 1289.475 126.3375
L 1289.475 123.8625
L 1289.475 121.3875
L 1290.7125 120.15
L 1291.95 118.9125
L 1291.95 116.4375
L 1291.95 113.9625
L 1291.95 111.4875
L 1291.95 109.0125
L 1291.95 106.5375
L 1291.95 104.0625
L 1293.1875 102.825
L 1294.425 101.5875
L 1294.425 99.1125
L 1294.425 96.6375
L 1294.425 94.1625
L 1294.425 91.6875
L 1295.6625 90.45
L 1296.9 89.2125
L 1296.9 86.7375
L 1296.9 84.2625
L 1296.9 81.7875
L 1298.1375 80.55
L 1299.375 79.3125
L 1299.375 76.8375
L 1299.375 74.3625
L 1299.375 71.8875
L 1300.6125 70.65
L 1301.85 69.4125
L 1301.85 66.9375
L 1303.0875 65.7
L 1304.325 64.4625
L 1305.5625 63.225
L 1306.8 61.9875
L 1306.8 59.5125
L 1308.0375 58.275
L 1309.275 57.0375
L 1310.5125 55.8
L 1311.75 54.5625
L 1311.75 52.0875
L 1312.9875 50.85
L 1315.4625 50.85
L 1316.7 49.6125
L 1317.9375 48.375
L 1320.4125 48.375
L 1321.65 47.1375
L 1322.8875 45.9
L 1325.3625 45.9
L 1327.8375 45.9
L 1330.3125 45.9
L 1332.7875 45.9
L 1334.025 44.6625
L 1335.2625 43.425
z
" clip-path="url(#p1df986432d)" 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 1291.18875 194.4
L 1291.18875 182.78625
L 1267.2 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=9 -->
<g style="fill: #ffffff" transform="translate(1267.2 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-39" d="M 703 97
L 703 672
Q 941 559 1184 500
Q 1428 441 1663 441
Q 2288 441 2617 861
Q 2947 1281 2994 2138
Q 2813 1869 2534 1725
Q 2256 1581 1919 1581
Q 1219 1581 811 2004
Q 403 2428 403 3163
Q 403 3881 828 4315
Q 1253 4750 1959 4750
Q 2769 4750 3195 4129
Q 3622 3509 3622 2328
Q 3622 1225 3098 567
Q 2575 -91 1691 -91
Q 1453 -91 1209 -44
Q 966 3 703 97
z
M 1959 2075
Q 2384 2075 2632 2365
Q 2881 2656 2881 3163
Q 2881 3666 2632 3958
Q 2384 4250 1959 4250
Q 1534 4250 1286 3958
Q 1038 3666 1038 3163
Q 1038 2656 1286 2365
Q 1534 2075 1959 2075
z
" transform="scale(0.015625)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-39" x="136.279297"/>
</g>
</g>
</g>
<g id="axes_11">
<g clip-path="url(#pafb9d01c76)">
<image xlink:href="data:image/png;base64,
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" id="image9a9d70e65b" transform="scale(1 -1) translate(0 -158.4)" x="1426" y="-36" width="158.4" height="158.4"/>
</g>
<g id="QuadContourSet_10">
<path d="M 1491.1875 43.425
L 1493.6625 43.425
L 1496.1375 43.425
L 1498.6125 43.425
L 1501.0875 43.425
L 1502.325 44.6625
L 1503.5625 45.9
L 1504.8 47.1375
L 1506.0375 48.375
L 1507.275 47.1375
L 1508.5125 45.9
L 1510.9875 45.9
L 1513.4625 45.9
L 1515.9375 45.9
L 1518.4125 45.9
L 1520.8875 45.9
L 1523.3625 45.9
L 1525.8375 45.9
L 1527.075 47.1375
L 1528.3125 48.375
L 1530.7875 48.375
L 1533.2625 48.375
L 1535.7375 48.375
L 1536.975 49.6125
L 1538.2125 50.85
L 1539.45 52.0875
L 1540.6875 53.325
L 1541.925 54.5625
L 1543.1625 55.8
L 1544.4 57.0375
L 1545.6375 58.275
L 1546.875 59.5125
L 1546.875 61.9875
L 1548.1125 63.225
L 1549.35 64.4625
L 1550.5875 65.7
L 1551.825 66.9375
L 1551.825 69.4125
L 1551.825 71.8875
L 1553.0625 73.125
L 1554.3 74.3625
L 1554.3 76.8375
L 1554.3 79.3125
L 1555.5375 80.55
L 1556.775 81.7875
L 1556.775 84.2625
L 1556.775 86.7375
L 1556.775 89.2125
L 1558.0125 90.45
L 1559.25 91.6875
L 1559.25 94.1625
L 1559.25 96.6375
L 1559.25 99.1125
L 1559.25 101.5875
L 1559.25 104.0625
L 1559.25 106.5375
L 1559.25 109.0125
L 1559.25 111.4875
L 1559.25 113.9625
L 1559.25 116.4375
L 1559.25 118.9125
L 1559.25 121.3875
L 1559.25 123.8625
L 1559.25 126.3375
L 1559.25 128.8125
L 1559.25 131.2875
L 1559.25 133.7625
L 1559.25 136.2375
L 1559.25 138.7125
L 1559.25 141.1875
L 1559.25 143.6625
L 1558.0125 144.9
L 1556.775 146.1375
L 1556.775 148.6125
L 1556.775 151.0875
L 1555.5375 152.325
L 1554.3 153.5625
L 1554.3 156.0375
L 1553.0625 157.275
L 1551.825 158.5125
L 1551.825 160.9875
L 1551.825 163.4625
L 1550.5875 164.7
L 1549.35 165.9375
L 1549.35 168.4125
L 1548.1125 169.65
L 1546.875 170.8875
L 1545.6375 172.125
L 1544.4 173.3625
L 1543.1625 174.6
L 1541.925 175.8375
L 1540.6875 177.075
L 1539.45 178.3125
L 1538.2125 179.55
L 1536.975 180.7875
L 1535.7375 182.025
L 1534.5 183.2625
L 1533.2625 184.5
L 1530.7875 184.5
L 1529.55 185.7375
L 1528.3125 186.975
L 1525.8375 186.975
L 1523.3625 186.975
L 1522.125 188.2125
L 1520.8875 189.45
L 1518.4125 189.45
L 1517.175 190.6875
L 1515.9375 191.925
L 1513.4625 191.925
L 1510.9875 191.925
L 1509.75 190.6875
L 1508.5125 189.45
L 1506.0375 189.45
L 1503.5625 189.45
L 1501.0875 189.45
L 1498.6125 189.45
L 1497.375 190.6875
L 1496.1375 191.925
L 1493.6625 191.925
L 1491.1875 191.925
L 1489.95 190.6875
L 1488.7125 189.45
L 1486.2375 189.45
L 1483.7625 189.45
L 1482.525 188.2125
L 1481.2875 186.975
L 1478.8125 186.975
L 1476.3375 186.975
L 1473.8625 186.975
L 1472.625 185.7375
L 1471.3875 184.5
L 1470.15 183.2625
L 1468.9125 182.025
L 1467.675 180.7875
L 1466.4375 179.55
L 1465.2 178.3125
L 1463.9625 177.075
L 1462.725 175.8375
L 1461.4875 174.6
L 1460.25 173.3625
L 1459.0125 172.125
L 1457.775 170.8875
L 1456.5375 169.65
L 1455.3 168.4125
L 1455.3 165.9375
L 1455.3 163.4625
L 1454.0625 162.225
L 1452.825 160.9875
L 1452.825 158.5125
L 1451.5875 157.275
L 1450.35 156.0375
L 1450.35 153.5625
L 1450.35 151.0875
L 1450.35 148.6125
L 1449.1125 147.375
L 1447.875 146.1375
L 1447.875 143.6625
L 1447.875 141.1875
L 1447.875 138.7125
L 1447.875 136.2375
L 1447.875 133.7625
L 1447.875 131.2875
L 1447.875 128.8125
L 1447.875 126.3375
L 1447.875 123.8625
L 1447.875 121.3875
L 1449.1125 120.15
L 1450.35 118.9125
L 1450.35 116.4375
L 1450.35 113.9625
L 1450.35 111.4875
L 1450.35 109.0125
L 1450.35 106.5375
L 1450.35 104.0625
L 1450.35 101.5875
L 1451.5875 100.35
L 1452.825 99.1125
L 1452.825 96.6375
L 1452.825 94.1625
L 1452.825 91.6875
L 1454.0625 90.45
L 1455.3 89.2125
L 1455.3 86.7375
L 1455.3 84.2625
L 1455.3 81.7875
L 1456.5375 80.55
L 1457.775 79.3125
L 1459.0125 78.075
L 1460.25 76.8375
L 1460.25 74.3625
L 1460.25 71.8875
L 1460.25 69.4125
L 1461.4875 68.175
L 1462.725 66.9375
L 1463.9625 65.7
L 1465.2 64.4625
L 1465.2 61.9875
L 1466.4375 60.75
L 1467.675 59.5125
L 1468.9125 58.275
L 1470.15 57.0375
L 1470.15 54.5625
L 1471.3875 53.325
L 1472.625 52.0875
L 1473.8625 50.85
L 1476.3375 50.85
L 1477.575 49.6125
L 1478.8125 48.375
L 1481.2875 48.375
L 1482.525 47.1375
L 1483.7625 45.9
L 1486.2375 45.9
L 1488.7125 45.9
L 1489.95 44.6625
L 1491.1875 43.425
z
" clip-path="url(#pafb9d01c76)" 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=13 -->
<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-31" x="136.279297"/>
<use xlink:href="#DejaVuSans-33" x="199.902344"/>
</g>
</g>
</g>
</g>
<defs>
<clipPath id="p8aee0957da">
<rect x="0" y="0" width="1584" height="230.4"/>
</clipPath>
<clipPath id="p04159cbaea">
<rect x="0" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pc85978b5f3">
<rect x="158.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p6de44e69ac">
<rect x="316.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p378521af63">
<rect x="475.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p7aaaf1b8f8">
<rect x="633.6" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p2268e058ac">
<rect x="792" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pd40ce3d1e3">
<rect x="950.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pce376bdaaa">
<rect x="1108.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p1df986432d">
<rect x="1267.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pafb9d01c76">
<rect x="1425.6" y="36" width="158.4" height="158.4"/>
</clipPath>
</defs>
</svg>