ds005256-mriqc/sub-0010/figures/sub-0010_ses-01_acq-MPRAGEXp3X08mm_desc-artifacts_T1w.svg
Felix Hoffstaedter c1401854b1 [DATALAD RUNCMD] Compute MRIQC for sub-0010
=== Do not change lines below ===
{
 "chain": [],
 "cmd": "./code/containers/scripts/singularity_cmd exec code/containers/images/bids/bids-mriqc--24.0.2.sing mriqc sourcedata/raw . participant --participant-label sub-0010 --no-datalad-get --no-sub --verbose --nprocs 1 --mem 3000 --work-dir /tmp --float32 --verbose-reports",
 "dsid": "2d58dd48-4166-4dc3-9cd1-64f3d0665a8c",
 "exit": 0,
 "extra_inputs": [
  "code/containers/images/bids/bids-mriqc--24.0.2.sing"
 ],
 "inputs": [
  "sourcedata/raw/sub-0010",
  "sourcedata/raw/dataset_description.json"
 ],
 "outputs": [],
 "pwd": "."
}
^^^ Do not change lines above ^^^
2025-09-19 01:24:42 +02:00

893 lines
No EOL
189 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>2025-09-18T23:05:08.806791</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(#p4fb0106210)">
<image xlink:href="data:image/png;base64,
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" id="image4e74d46201" 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(#p56fe1548b2)">
<image xlink:href="data:image/png;base64,
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" id="imagedbf292e776" 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 clip-path="url(#p56fe1548b2)" 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=-85 -->
<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-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)"/>
<path id="DejaVuSans-35" d="M 691 4666
L 3169 4666
L 3169 4134
L 1269 4134
L 1269 2991
Q 1406 3038 1543 3061
Q 1681 3084 1819 3084
Q 2600 3084 3056 2656
Q 3513 2228 3513 1497
Q 3513 744 3044 326
Q 2575 -91 1722 -91
Q 1428 -91 1123 -41
Q 819 9 494 109
L 494 744
Q 775 591 1075 516
Q 1375 441 1709 441
Q 2250 441 2565 725
Q 2881 1009 2881 1497
Q 2881 1984 2565 2268
Q 2250 2553 1709 2553
Q 1456 2553 1204 2497
Q 953 2441 691 2322
L 691 4666
z
" transform="scale(0.015625)"/>
</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-38" x="172.363281"/>
<use xlink:href="#DejaVuSans-35" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_3">
<g clip-path="url(#p9c4982daf3)">
<image xlink:href="data:image/png;base64,
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" id="image1cde6a7a40" 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 clip-path="url(#p9c4982daf3)" 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=-76 -->
<g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-37" d="M 525 4666
L 3525 4666
L 3525 4397
L 1831 0
L 1172 0
L 2766 4134
L 525 4134
L 525 4666
z
" transform="scale(0.015625)"/>
<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-37" x="172.363281"/>
<use xlink:href="#DejaVuSans-36" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_4">
<g clip-path="url(#p15948aa69a)">
<image xlink:href="data:image/png;base64,
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" id="imageb2da235926" 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 clip-path="url(#p15948aa69a)" 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=-65 -->
<g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-36" x="172.363281"/>
<use xlink:href="#DejaVuSans-35" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_5">
<g clip-path="url(#pf505ce3973)">
<image xlink:href="data:image/png;base64,
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" id="image52edd8bc4e" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_4">
<path clip-path="url(#pf505ce3973)" 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=-56 -->
<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-35" x="172.363281"/>
<use xlink:href="#DejaVuSans-36" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_6">
<g clip-path="url(#p23bcb4c653)">
<image xlink:href="data:image/png;base64,
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" id="imageba95ac5ad2" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_5">
<path clip-path="url(#p23bcb4c653)" 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=-42 -->
<g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-34" d="M 2419 4116
L 825 1625
L 2419 1625
L 2419 4116
z
M 2253 4666
L 3047 4666
L 3047 1625
L 3713 1625
L 3713 1100
L 3047 1100
L 3047 0
L 2419 0
L 2419 1100
L 313 1100
L 313 1709
L 2253 4666
z
" transform="scale(0.015625)"/>
<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-34" x="172.363281"/>
<use xlink:href="#DejaVuSans-32" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_7">
<g clip-path="url(#p087e3da0c0)">
<image xlink:href="data:image/png;base64,
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" id="imagebf064c4178" transform="scale(1 -1) translate(0 -157.68)" x="792" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_6">
<path clip-path="url(#p087e3da0c0)" 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 827.953125 194.4
L 827.953125 182.78625
L 792 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-33 -->
<g style="fill: #ffffff" transform="translate(792 191.904375) 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-33" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_8">
<g clip-path="url(#p8d4dc30980)">
<image xlink:href="data:image/png;base64,
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" id="imagec8ec78832b" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_7">
<path clip-path="url(#p8d4dc30980)" 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 986.353125 194.4
L 986.353125 182.78625
L 950.4 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-22 -->
<g style="fill: #ffffff" transform="translate(950.4 191.904375) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-32" x="172.363281"/>
<use xlink:href="#DejaVuSans-32" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_9">
<g clip-path="url(#p71829d2462)">
<image xlink:href="data:image/png;base64,
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" id="imagee85196a569" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_8">
<path clip-path="url(#p71829d2462)" 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 1137.118125 194.4
L 1137.118125 182.78625
L 1108.8 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-8 -->
<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-2d" x="136.279297"/>
<use xlink:href="#DejaVuSans-38" x="172.363281"/>
</g>
</g>
</g>
<g id="axes_10">
<g clip-path="url(#pa43ca9d457)">
<image xlink:href="data:image/png;base64,
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" id="image553b348830" transform="scale(1 -1) translate(0 -157.68)" x="1267" y="-36.72" width="159.12" height="157.68"/>
</g>
<g id="QuadContourSet_9">
<path clip-path="url(#pa43ca9d457)" 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=2 -->
<g style="fill: #ffffff" transform="translate(1267.2 191.904375) scale(0.12 -0.12)">
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-32" x="136.279297"/>
</g>
</g>
</g>
<g id="axes_11">
<g clip-path="url(#p34102a87e2)">
<image xlink:href="data:image/png;base64,
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" id="imaged34294bbdd" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
</g>
<g id="QuadContourSet_10">
<path clip-path="url(#p34102a87e2)" 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=14 -->
<g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
<defs>
<path id="DejaVuSans-31" d="M 794 531
L 1825 531
L 1825 4091
L 703 3866
L 703 4441
L 1819 4666
L 2450 4666
L 2450 531
L 3481 531
L 3481 0
L 794 0
L 794 531
z
" transform="scale(0.015625)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-31" x="136.279297"/>
<use xlink:href="#DejaVuSans-34" x="199.902344"/>
</g>
</g>
</g>
</g>
<defs>
<clipPath id="p4fb0106210">
<rect x="0" y="0" width="1584" height="230.4"/>
</clipPath>
<clipPath id="p56fe1548b2">
<rect x="0" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p9c4982daf3">
<rect x="158.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p15948aa69a">
<rect x="316.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pf505ce3973">
<rect x="475.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p23bcb4c653">
<rect x="633.6" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p087e3da0c0">
<rect x="792" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p8d4dc30980">
<rect x="950.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p71829d2462">
<rect x="1108.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pa43ca9d457">
<rect x="1267.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p34102a87e2">
<rect x="1425.6" y="36" width="158.4" height="158.4"/>
</clipPath>
</defs>
</svg>