ds005266/sub-059/figures/sub-059_task-activeescape_run-07_desc-brainmask_bold.svg

2608 lines
No EOL
184 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>2026-03-27T01:32:45.046485</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(#p0fe0cb7d8e)">
<image xlink:href="data:image/png;base64,
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" id="image992e54e959" 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(#p6184163c0f)">
<image xlink:href="data:image/png;base64,
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" id="imageabb6310dd9" 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 52.47 91.44
L 54.45 91.44
L 55.44 92.43
L 56.43 93.42
L 57.42 94.41
L 57.42 96.39
L 58.41 97.38
L 59.4 98.37
L 59.4 100.35
L 60.39 101.34
L 61.38 102.33
L 62.37 103.32
L 63.36 104.31
L 63.36 106.29
L 63.36 108.27
L 63.36 110.25
L 62.37 111.24
L 61.38 112.23
L 60.39 113.22
L 59.4 114.21
L 58.41 115.2
L 57.42 116.19
L 56.43 117.18
L 54.45 117.18
L 52.47 117.18
L 50.49 117.18
L 48.51 117.18
L 46.53 117.18
L 44.55 117.18
L 43.56 116.19
L 42.57 115.2
L 40.59 115.2
L 38.61 115.2
L 36.63 115.2
L 35.64 114.21
L 35.64 112.23
L 35.64 110.25
L 34.65 109.26
L 33.66 108.27
L 33.66 106.29
L 33.66 104.31
L 33.66 102.33
L 34.65 101.34
L 35.64 100.35
L 36.63 99.36
L 38.61 99.36
L 39.6 98.37
L 40.59 97.38
L 41.58 98.37
L 42.57 99.36
L 43.56 100.35
L 44.55 101.34
L 45.54 100.35
L 46.53 99.36
L 47.52 98.37
L 48.51 97.38
L 49.5 96.39
L 50.49 95.4
L 51.48 94.41
L 51.48 92.43
L 52.47 91.44
z
M 101.97 91.44
L 102.96 92.43
L 103.95 93.42
L 104.94 94.41
L 105.93 95.4
L 106.92 96.39
L 106.92 98.37
L 106.92 100.35
L 105.93 101.34
L 104.94 102.33
L 103.95 103.32
L 101.97 103.32
L 99.99 103.32
L 98.01 103.32
L 97.02 104.31
L 96.03 105.3
L 95.04 106.29
L 94.05 107.28
L 93.06 106.29
L 93.06 104.31
L 94.05 103.32
L 95.04 102.33
L 96.03 101.34
L 97.02 100.35
L 97.02 98.37
L 98.01 97.38
L 99 96.39
L 99.99 95.4
L 100.98 94.41
L 100.98 92.43
L 101.97 91.44
z
M 80.19 136.98
L 82.17 136.98
L 84.15 136.98
L 85.14 137.97
L 86.13 138.96
L 88.11 138.96
L 89.1 139.95
L 90.09 140.94
L 92.07 140.94
L 93.06 141.93
L 94.05 142.92
L 95.04 143.91
L 96.03 144.9
L 97.02 145.89
L 97.02 147.87
L 97.02 149.85
L 97.02 151.83
L 97.02 153.81
L 96.03 154.8
L 95.04 155.79
L 95.04 157.77
L 94.05 158.76
L 93.06 159.75
L 92.07 160.74
L 90.09 160.74
L 88.11 160.74
L 86.13 160.74
L 84.15 160.74
L 82.17 160.74
L 81.18 159.75
L 80.19 158.76
L 79.2 157.77
L 78.21 156.78
L 77.22 155.79
L 76.23 154.8
L 75.24 153.81
L 74.25 152.82
L 72.27 152.82
L 71.28 151.83
L 71.28 149.85
L 70.29 148.86
L 69.3 147.87
L 69.3 145.89
L 70.29 144.9
L 71.28 143.91
L 72.27 142.92
L 73.26 141.93
L 74.25 140.94
L 75.24 139.95
L 76.23 138.96
L 78.21 138.96
L 79.2 137.97
L 80.19 136.98
z
" clip-path="url(#p6184163c0f)" 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=-62 -->
<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-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)"/>
<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-36" x="172.363281"/>
<use xlink:href="#DejaVuSans-32" x="235.986328"/>
</g>
</g>
</g>
<g id="axes_3">
<g clip-path="url(#pe00bed3a94)">
<image xlink:href="data:image/png;base64,
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" id="imagea6c14257f2" 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 234.63 51.84
L 236.61 51.84
L 238.59 51.84
L 240.57 51.84
L 241.56 52.83
L 242.55 53.82
L 244.53 53.82
L 245.52 54.81
L 246.51 55.8
L 248.49 55.8
L 250.47 55.8
L 252.45 55.8
L 254.43 55.8
L 256.41 55.8
L 258.39 55.8
L 259.38 56.79
L 260.37 57.78
L 261.36 58.77
L 262.35 59.76
L 263.34 60.75
L 264.33 61.74
L 265.32 62.73
L 265.32 64.71
L 266.31 65.7
L 267.3 66.69
L 268.29 67.68
L 270.27 67.68
L 271.26 68.67
L 272.25 69.66
L 273.24 70.65
L 273.24 72.63
L 274.23 73.62
L 276.21 73.62
L 277.2 74.61
L 278.19 75.6
L 279.18 76.59
L 279.18 78.57
L 280.17 79.56
L 281.16 80.55
L 282.15 81.54
L 283.14 82.53
L 284.13 83.52
L 285.12 84.51
L 285.12 86.49
L 286.11 87.48
L 287.1 88.47
L 287.1 90.45
L 287.1 92.43
L 287.1 94.41
L 288.09 95.4
L 289.08 96.39
L 289.08 98.37
L 290.07 99.36
L 291.06 100.35
L 291.06 102.33
L 291.06 104.31
L 291.06 106.29
L 291.06 108.27
L 292.05 109.26
L 293.04 110.25
L 293.04 112.23
L 293.04 114.21
L 293.04 116.19
L 293.04 118.17
L 294.03 119.16
L 295.02 120.15
L 294.03 121.14
L 293.04 122.13
L 293.04 124.11
L 293.04 126.09
L 293.04 128.07
L 293.04 130.05
L 294.03 131.04
L 295.02 132.03
L 295.02 134.01
L 295.02 135.99
L 294.03 136.98
L 293.04 137.97
L 293.04 139.95
L 293.04 141.93
L 292.05 142.92
L 291.06 143.91
L 291.06 145.89
L 291.06 147.87
L 290.07 148.86
L 289.08 149.85
L 289.08 151.83
L 288.09 152.82
L 287.1 153.81
L 287.1 155.79
L 286.11 156.78
L 285.12 157.77
L 284.13 158.76
L 283.14 159.75
L 282.15 160.74
L 281.16 161.73
L 281.16 163.71
L 280.17 164.7
L 279.18 165.69
L 278.19 166.68
L 276.21 166.68
L 275.22 167.67
L 274.23 168.66
L 273.24 169.65
L 272.25 170.64
L 271.26 171.63
L 270.27 172.62
L 268.29 172.62
L 267.3 173.61
L 266.31 174.6
L 265.32 175.59
L 264.33 176.58
L 262.35 176.58
L 261.36 177.57
L 260.37 178.56
L 259.38 179.55
L 258.39 180.54
L 256.41 180.54
L 255.42 181.53
L 254.43 182.52
L 252.45 182.52
L 251.46 183.51
L 250.47 184.5
L 248.49 184.5
L 246.51 184.5
L 244.53 184.5
L 242.55 184.5
L 240.57 184.5
L 238.59 184.5
L 236.61 184.5
L 234.63 184.5
L 232.65 184.5
L 230.67 184.5
L 228.69 184.5
L 226.71 184.5
L 224.73 184.5
L 222.75 184.5
L 220.77 184.5
L 219.78 183.51
L 218.79 182.52
L 216.81 182.52
L 214.83 182.52
L 213.84 181.53
L 212.85 180.54
L 211.86 179.55
L 210.87 178.56
L 208.89 178.56
L 207.9 177.57
L 206.91 176.58
L 205.92 175.59
L 204.93 174.6
L 202.95 174.6
L 200.97 174.6
L 199.98 173.61
L 198.99 172.62
L 198 171.63
L 197.01 170.64
L 196.02 169.65
L 195.03 168.66
L 194.04 167.67
L 193.05 166.68
L 192.06 165.69
L 192.06 163.71
L 191.07 162.72
L 190.08 161.73
L 189.09 160.74
L 188.1 159.75
L 187.11 158.76
L 186.12 157.77
L 186.12 155.79
L 185.13 154.8
L 184.14 153.81
L 183.15 152.82
L 182.16 151.83
L 182.16 149.85
L 182.16 147.87
L 181.17 146.88
L 180.18 145.89
L 180.18 143.91
L 180.18 141.93
L 180.18 139.95
L 180.18 137.97
L 180.18 135.99
L 180.18 134.01
L 180.18 132.03
L 180.18 130.05
L 180.18 128.07
L 180.18 126.09
L 180.18 124.11
L 180.18 122.13
L 180.18 120.15
L 180.18 118.17
L 180.18 116.19
L 180.18 114.21
L 181.17 113.22
L 182.16 112.23
L 182.16 110.25
L 183.15 109.26
L 184.14 108.27
L 184.14 106.29
L 185.13 105.3
L 186.12 104.31
L 186.12 102.33
L 187.11 101.34
L 188.1 100.35
L 188.1 98.37
L 189.09 97.38
L 190.08 96.39
L 189.09 95.4
L 188.1 94.41
L 188.1 92.43
L 189.09 91.44
L 190.08 90.45
L 190.08 88.47
L 191.07 87.48
L 192.06 86.49
L 193.05 85.5
L 194.04 84.51
L 194.04 82.53
L 195.03 81.54
L 196.02 80.55
L 196.02 78.57
L 197.01 77.58
L 198 76.59
L 198.99 75.6
L 199.98 74.61
L 200.97 73.62
L 201.96 72.63
L 202.95 71.64
L 204.93 71.64
L 205.92 70.65
L 205.92 68.67
L 206.91 67.68
L 207.9 66.69
L 208.89 65.7
L 210.87 65.7
L 211.86 64.71
L 212.85 63.72
L 213.84 62.73
L 213.84 60.75
L 214.83 59.76
L 215.82 58.77
L 216.81 57.78
L 218.79 57.78
L 219.78 56.79
L 220.77 55.8
L 222.75 55.8
L 224.73 55.8
L 226.71 55.8
L 228.69 55.8
L 230.67 55.8
L 231.66 54.81
L 232.65 53.82
L 233.64 52.83
L 234.63 51.84
z
" clip-path="url(#pe00bed3a94)" 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 186.718125 194.4
L 186.718125 182.78625
L 158.4 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=-7 -->
<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)"/>
</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"/>
</g>
</g>
</g>
<g id="axes_4">
<g clip-path="url(#p171429ef79)">
<image xlink:href="data:image/png;base64,
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" id="image2bb5350af5" 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 391.05 57.78
L 393.03 57.78
L 395.01 57.78
L 396.99 57.78
L 398.97 57.78
L 400.95 57.78
L 401.94 58.77
L 402.93 59.76
L 404.91 59.76
L 405.9 60.75
L 406.89 61.74
L 407.88 62.73
L 408.87 63.72
L 410.85 63.72
L 411.84 64.71
L 412.83 65.7
L 414.81 65.7
L 415.8 66.69
L 416.79 67.68
L 418.77 67.68
L 419.76 68.67
L 420.75 69.66
L 422.73 69.66
L 423.72 70.65
L 424.71 71.64
L 425.7 72.63
L 425.7 74.61
L 426.69 75.6
L 428.67 75.6
L 430.65 75.6
L 431.64 76.59
L 432.63 77.58
L 433.62 78.57
L 434.61 79.56
L 435.6 80.55
L 436.59 81.54
L 437.58 82.53
L 438.57 83.52
L 439.56 84.51
L 440.55 85.5
L 441.54 86.49
L 441.54 88.47
L 442.53 89.46
L 443.52 90.45
L 443.52 92.43
L 443.52 94.41
L 444.51 95.4
L 445.5 96.39
L 445.5 98.37
L 445.5 100.35
L 446.49 101.34
L 447.48 102.33
L 447.48 104.31
L 447.48 106.29
L 447.48 108.27
L 448.47 109.26
L 449.46 110.25
L 449.46 112.23
L 449.46 114.21
L 449.46 116.19
L 450.45 117.18
L 451.44 118.17
L 451.44 120.15
L 451.44 122.13
L 451.44 124.11
L 451.44 126.09
L 451.44 128.07
L 451.44 130.05
L 451.44 132.03
L 451.44 134.01
L 451.44 135.99
L 451.44 137.97
L 450.45 138.96
L 449.46 139.95
L 449.46 141.93
L 449.46 143.91
L 449.46 145.89
L 448.47 146.88
L 447.48 147.87
L 447.48 149.85
L 446.49 150.84
L 445.5 151.83
L 444.51 152.82
L 443.52 153.81
L 442.53 154.8
L 441.54 155.79
L 440.55 156.78
L 439.56 157.77
L 438.57 158.76
L 437.58 159.75
L 436.59 160.74
L 435.6 161.73
L 434.61 162.72
L 433.62 163.71
L 432.63 164.7
L 431.64 165.69
L 430.65 166.68
L 429.66 167.67
L 428.67 168.66
L 426.69 168.66
L 425.7 169.65
L 424.71 170.64
L 423.72 171.63
L 422.73 172.62
L 420.75 172.62
L 418.77 172.62
L 417.78 173.61
L 416.79 174.6
L 414.81 174.6
L 413.82 175.59
L 412.83 176.58
L 410.85 176.58
L 408.87 176.58
L 407.88 177.57
L 406.89 178.56
L 404.91 178.56
L 403.92 179.55
L 402.93 180.54
L 400.95 180.54
L 398.97 180.54
L 397.98 179.55
L 396.99 178.56
L 396 179.55
L 395.01 180.54
L 393.03 180.54
L 391.05 180.54
L 389.07 180.54
L 387.09 180.54
L 386.1 179.55
L 385.11 178.56
L 383.13 178.56
L 381.15 178.56
L 380.16 177.57
L 379.17 176.58
L 377.19 176.58
L 375.21 176.58
L 374.22 175.59
L 373.23 174.6
L 371.25 174.6
L 369.27 174.6
L 367.29 174.6
L 366.3 173.61
L 365.31 172.62
L 363.33 172.62
L 362.34 171.63
L 361.35 170.64
L 359.37 170.64
L 358.38 169.65
L 357.39 168.66
L 356.4 167.67
L 355.41 166.68
L 354.42 165.69
L 353.43 164.7
L 352.44 163.71
L 351.45 162.72
L 350.46 161.73
L 349.47 160.74
L 348.48 159.75
L 348.48 157.77
L 347.49 156.78
L 346.5 155.79
L 345.51 154.8
L 344.52 153.81
L 344.52 151.83
L 343.53 150.84
L 342.54 149.85
L 341.55 148.86
L 340.56 147.87
L 340.56 145.89
L 340.56 143.91
L 339.57 142.92
L 338.58 141.93
L 338.58 139.95
L 338.58 137.97
L 338.58 135.99
L 338.58 134.01
L 338.58 132.03
L 338.58 130.05
L 338.58 128.07
L 338.58 126.09
L 338.58 124.11
L 338.58 122.13
L 339.57 121.14
L 340.56 120.15
L 340.56 118.17
L 340.56 116.19
L 341.55 115.2
L 342.54 114.21
L 342.54 112.23
L 343.53 111.24
L 344.52 110.25
L 344.52 108.27
L 345.51 107.28
L 346.5 106.29
L 347.49 105.3
L 348.48 104.31
L 348.48 102.33
L 348.48 100.35
L 348.48 98.37
L 348.48 96.39
L 348.48 94.41
L 349.47 93.42
L 350.46 92.43
L 350.46 90.45
L 350.46 88.47
L 351.45 87.48
L 352.44 86.49
L 353.43 85.5
L 354.42 84.51
L 355.41 83.52
L 356.4 82.53
L 357.39 81.54
L 358.38 80.55
L 359.37 79.56
L 360.36 78.57
L 361.35 77.58
L 363.33 77.58
L 364.32 76.59
L 365.31 75.6
L 367.29 75.6
L 369.27 75.6
L 370.26 74.61
L 370.26 72.63
L 371.25 71.64
L 372.24 70.65
L 373.23 69.66
L 374.22 68.67
L 375.21 67.68
L 376.2 66.69
L 377.19 65.7
L 378.18 64.71
L 379.17 63.72
L 381.15 63.72
L 382.14 62.73
L 383.13 61.74
L 384.12 60.75
L 385.11 59.76
L 387.09 59.76
L 389.07 59.76
L 390.06 58.77
L 391.05 57.78
z
" clip-path="url(#p171429ef79)" 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 340.78875 194.4
L 340.78875 182.78625
L 316.8 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=4 -->
<g style="fill: #ffffff" transform="translate(316.8 191.904375) 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)"/>
</defs>
<use xlink:href="#DejaVuSans-7a"/>
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
<use xlink:href="#DejaVuSans-34" x="136.279297"/>
</g>
</g>
</g>
<g id="axes_5">
<g clip-path="url(#pc68ebb6df2)">
<image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAArOklEQVR4nO2dWcwlVfXFF9jO84SCCA4IrY04gRNoDM2gIWEwaYMtCooxUYwPJmriAz7Ik1ETYqKJcQiKYEKLGmwFhBiwZVBABgUZBBRHcJ5n/w//rHN/de/ennvvd7ugO3u9fCf1VZ06depW7VVrD2cXSf/VirDLLru09rp162b+z23/+Mc/Wvvf//73TB/3u9/9wn7/9a9/tfauu+4qSfrPf/6z1Bj/+9/40r0P/58d5zb/vwh8DVm/q0B2HWMdv2gf/H90L7LfxoMe9CBJ0j//+c+2jb8X/s4M/ia5bzT2VdyTXfu7FAqFVaEeuEJhROyi7UQpSZXuf//7SxqaZFLKiG6wL1II0kdThIyWLQv3xzFktNX7Zuflcd6X441oDpHRrx6t7dHlrK/eMdm+i1DriCZm6M3vAx/4wJltf//732fOxb6kybzz+Ow438OilIXCDoZ64AqFETErJW4H2JSTRi6r+kVUcxFqQvToERUsHs+2x0NqmClq08dI0gMe8IDWJv10O+s3otHLqonR9RAcV3bfok+BVdDPqC/OKbdbncw+BXic2/x/b7yrQFm4QmFEbDcLF1mURT6oszdl9OGb/X+RfiMfIt+ImdARCSzZdUZv4MhfKU0+4DM/UXS+zApTDHB/vPZsDN4nE3bYxyK+0OgecVuvr96+2fGRlRzDqhFl4QqFEVEPXKEwIkahlKZC89A5b5/nQ71HTXof8NyXtOohD3mIJOkRj3hE20bBh6FDD3vYw2a2kcKRjj34wQ+eGUtGW339DleShpQyClmiAENwLt1fRikjAYvXFvlBiXnC4SI/XEYDI7rM4zJRKQL39TXPQ5f/17jm2ZcoC1cojIh64AqFEbFSSpmpZH/729/+/2SgLj2TPI9PyTSEVCrKJuC5szGY7k0fZ5B6RJQx8+c4rE2S/vCHP8z0/5jHPKa1Iz8lx8swpMi/R/C4P/7xjzPbOQZS50gJ5fG+l9Pj9XEZTYzmJ/ORLeKXzT49om3RGBb5BFkFysIVCiOiHrhCYUSsOVuAZpj0iTDdyJSmRRydRESPMqr1yEc+cua8pESkYFbl/vSnP4V9RbQ1oyY8hynhPPTIVNXjnj4v6aX7y2gtj/N1ZlTMqqs0mYdMxeQ1//Wvf5U0vF5vmz5HFLCwSJgdEWWdzBOE4N8qfy+ky9srGbgsXKEwIlZq4egzit48mf8pKrGQ5TGxD5+P+9qHJg2tw1/+8hdJ0u9///u2jW9g9msRppdyz3PzGijicB4e+tCHShoyAR4X+dmyQGf24bmMRAz+X5pYrcc+9rFtG+ck8tllPkYKPr5H0b2c7sP7sK/MvxdZKF5bL/g4E/I8J1n5juzerxVl4QqFEVEPXKEwItbsh8sit3uhPFkfPf8IaavbT3jCE9o2fvj+7ne/a21TysxHRjrmNikcaU5EeejHy0QTUyiOkRSY/Ub5cFkGgPtgv6RwkZ/yt7/9rSLwfO4vq7D25z//eWY8FHN43ug6s98Dz+HryD5BiKgcQ+br6326bC+fXFm4QmFE1ANXKIyIUShl5B/JTL230+9CGmmlT5Ie9ahHSRr6yyJqKE2oCc/bS+ikkkeKxravn5SJ4/31r3/d2qZCPBfDqngdnrNomyQ9/elPb22f+0c/+lHbRgWWcB+k05xT0sQodI7zF1FNzinnif0+/vGPlzScpyyUz7Q2mvPp8UTHZ3646F6MgbJwhcKIqAeuUBgRa6aUvbr/0sR8ZxHh7MMqF1W/3XffPTyH6VakRk73EVGpzKH+8Ic/XJL0pCc9qW17xSte0do833e+8x1J0qMf/ei2bbfddmtt0i6fj8dv3LixtX/5y1+29je+8Q1JQ5pI+klK6XkljcyyIn74wx9Kkg488MC2jbSM6ufPfvYzSUNaGzmweT7OP+eXtNT7ZDSR1+nfAzMWes71rIgwfztRMAZ/G6VSFgo7AVaaD5cFfPaqSkUCyeMe97i2jW/g3/zmN63tNxatCMG3td9efDtmwdabNm2SJD3vec9r2/baa6/WftrTnjYznhtvvLFt23PPPVt7n332aW0LBz//+c/btiOOOCIcww9+8ANJ0hvf+Ma2jRabFuN73/ueJOmAAw5o22idzz777Nb2vLOv4447rrVvuumm1rYYc+utt7ZtP/3pT1v75ptvbm3f42y1Glpf78Mx0IrSupht+O/0OXjvo0pcmYUzMgGmV/dzWZSFKxRGRD1whcKIWHO2AOlgL+Qm+ygltaDgYPjjXRrSxCjshx/cLmkgTUSNzE935JFHtvb73vc+SUM/3LXXXtvaEQWmsMMxknZZeLnnnnvaNlJk+6fYL8WCO++8s7Xf9a53tfYFF1wgSbr77rvbto9+9KOt/ZOf/KS13R/p1dve9rbWZoaFx8D5ZejW1q1bW/uKK66QJH3/+99v2zgPvU8M0jn+Tryd94L+O16zz5f5V6NPj14xYGnyOytKWSjsYKgHrlAYEWumlNliiVFKPKkjj4voAtWwTO2KosOZFEmYqh5//PFt21Oe8pTWfu1rX9vapmAc469+9avWJs27/fbbJUlPfOIT2zaOh3T4Oc95zkxfpGj0uVm1O/roo9s2K5eS9KlPfaq1zzzzTE1j27Ztrf2lL32ptX2PSGuPOeaY1qYy68RUXi/vVRQm94lPfKJtO+uss8J9jWw1pSiqnzSTiiXbnutsje/ofFmpiShpdxUoC1cojIh64AqFEbE0pYyUpqz+hkEFjBHqpGN2smYVnyK6QFpBvOMd72jtd77znZKGVal6oMJINZF0zM5sjpGOb0bJOxyLFI3qJxGtXU26fNFFF7X2Bz/4QUnShRde2LZlGRZWNDkPvIfPfe5zZ8bA85Ii8zr32GMPSZPQMUn68pe/3Nof+tCHZsbDUDb+Xvg5YqWZ2Rica6rDPo6UPcskiRz1izjMl0VZuEJhRKzUwmVVpfx2okiRlQPwG5Q+NL6No9AhhjFdfvnlrU2/lmGRQxq+xfbee++ZfVnNipaIJR38NuX/OR5+lFu4obWkuLFhw4bWtt+QpRDo16Igcfjhh0uSnvWsZ4XXxnl3f/TNcf4ZhO03Pi0kwUBlWxoezzF85jOfae0zzjhD0tCSkQnwt+H7zW3Rb4vnzsQuWjjfF14DEZV0KD9cobCDoR64QmFEdCllb1G9jFLSX+NIe1KIG264ITyHaRyFkKxIqM9NP9Ohhx4aXsell14qaUiPKF7wOl7+8pdLkr7yla+E+3Ie9t9/f0nDEKM77rijtflR73Ymxjz5yU9ube/DcZH28jiLGqRlpN4UpdwfKSWpd1SdLBM0ovvN8zJMj/t6DKeffnrb5tAwaRjC5nnntfETIyolT3GOvx3SRx/H+5qV/ShKWSjsoKgHrlAYESsN7aJi9IxnPKO1reo5UVIaqm9R/X36T0gvSQlPPfVUSdLmzZvbtttuu621qVBF1bUyhcoUjTSRoWaEqRL9XlT96E/0dvabRbZ7fl796le3baRzvE7394tf/KJt4/yZ9kqTbAoqnpxT3k9vz/aNCq7yeCbE8jpNPxnqR3pJSv65z31O0nBOOQb6RKMqbvy0IdX0PvyNRGGDUlHKQmGHRT1whcKIWHNNE5pZqkdU1H784x9Lyit8kVrYwcl+WWGKke2mklGUvRQvT8Tz0rlOeunirdyXKhtVNDthsyK4pEKmhKQu7Jc02/SH46IjnvTR52DyLakUFUk7waN1yqevw6FXvK+cM4afeR8GBdx1112tzXvhEDTS5VNOOSW8Tt/Piy++uG1jcd2IhkeqtzSk5OvXr5ckXX311W1btMTadHutKAtXKIyIpS2c3yJZXhutA4NU24nxtmGojt9ofKsefPDBrc0qVz43z0vrwcpfBsUPvs2joGZeG9/Q9C/Z2vEtmC2y6O18kzIwmOP1/DBUjWFTFH88Tr7N6afjddoK8LzZikO+Tlphzi/9hp4/zm9WssBiikUOaTgnvLaTTjpJ0tASUSihoBaVj6AlZ7U0MzBbOkm65pprWjsTs4xlrV5ZuEJhRNQDVyiMiC6l7JV85rYoKl2amGfSHNInhtf4Q5y+NfvbpKEPK1rbmlSJVNZ0gsICKRrH4PHyXPSzkaJFeX/ZyjXul8dzXwo+HhtzzjgeUj9T8iw3MaoiRlGLY4jy6Dgu0mzmxln44n0nTWe/RlR2QRrm1B1yyCGSpC1btrRtBx10UGuT+pleUtjhnFCc86cA8/84RtLzqBzDsigLVyiMiHrgCoUR0aWUPTUmolTSMGTGppoUjiDlsZoVJY9KQ4XQVawyRY4R5qRmBtUujte+L44rU60ciU9/GSkY6Zr7I3UhBSPNs6JJnxPVxIiikRYT9AV6fkgHSbsYNmX/abRKjjRUCE3rOedUMfkJsd9++82clwm80b3nakHnnntua3PtBdPsbIFJhnZFpTFcVU2arIokDX8HEXqfWkRZuEJhRNQDVyiMiIUSUKNCmUywpOLDcCs7Q6PqXFJcxz0z44ySN8277rrr2jYqWJEaeNVVV80cL8WJiKSqBB2zplWkhlnImK+JNJyqH2miz5GFG1FttaJG6pjNX6SU8rykXVaMowpi0vDaPF4GMVC1Zh8eJ2kiFWXOieu08HdGnHbaaa39yU9+UtJw/kl7ucyYw8547Vx001kK0uS3kamURSkLhfso1kVhK0Rm4dymGMGPa77x6f8w+MHMtxA/XCPwDezFAxna9d3vfre1GTrkD3FaBvq12IffkBx3tAKNNBFbolqKUmx1OE+0ltxO4cXg2JlvaPGIFptv46haFa0s3/IUZswKGJDMOSED8O+B18M5iULcKAhR3GDVs8yyGa43Kkmf//znJQ1DuCjUcTyeh2wByShvMsr/m0Zk2fjclIUrFEZEPXCFwogI/XC9Sl1sk1LSt0OaYipkv440NN/8+H7zm988Mx76yOij8diYG0baRSrlNbg5rqwsgmkGP94ZMsawHx8X0bbpfr1PtpY0+zC1o/+K80DqbP8T6R7Py7l2v6RSDMHiNVsA4X3P8g1Nl3ltkVDC6yD1pu+MFNa0NVsVidTv/e9/v6RJhoE0/G2QqvqaSDOZ6bDvvvu2tj+POI+9T7EMZeEKhRFRD1yhMCLWLeJDIKwsZjSG9MjbSUey9cBZH98g5WR5g4geZRTM+7IvhnYR9gmRbvA4KnmeK+4brSUtTagb54lKKfswNc7WwaaqZ+rG87Iv+uQ8dvrLsiwO0yaei+C9970lbaNSTWXX9JCfIFSU6cP1ds4Z9yVtPe644yRJH/nIR9q2K6+8srU5P/YR8jfC9cn5O/TvK/vNEr1npyxcoTAi6oErFEbEQo5vmu8XvOAFkoYUj/tSaTJFy5SzKJSHIJ2LaqXQ0bnPPvu0dqSMkT5lNUtMuyJHaYas8lXkVOa4qLLRGW3VbuA0TdZxcH+kM3QqU1X1+TheUi1SLFNg9ks1kZTRajWVR84vHdAeL5VAnpf3yGPg5wipLKmx54fhfaSUpKpHHXWUpEnwBI+XhjTcc5atL7FIYmpZuEJhRKyL/GxZTT4+yX5jsaoU3zYMTGV9wulzTcNWIPLjScMPW7+R+LanCMG3rcfGfSl+EP4op/Xh240WyoIC3+bZnEVVxlgqgeOxJaEVIcPgeKJKXGQFnEvPQ5YzxjHYCmZiDVmM+6M15ZxEy1FToKFFiSwn8wo5D9zX8/qyl72sbfvsZz8b7mv2Mk+YncMJOYZeVa8MZeEKhRFRD1yhMCIGoV29SGfSMVMAmlbSEea+XX/99TN9MZzo2c9+dmub/pAOUgAgvXGYF0PGSHmilWsohGQhbPbR8OOd10aqNN2/NKQjDEWzyMNt7IvnM9VkJgXpZ5RHx49+ghTMggPngf+PKCXvO8dOf5jHnolhpMC+91zVJ6K90uTeM0uEVb34uWG4hMM0OJemvl4fXRoWguVcG6sof14WrlAYEfXAFQojopstQFpACmG6ltEjJg6aTpA20JeycePGmTGQ2pC2Uv20z410jtWfSE1MSTjerNKWr59joIpGJc4Ul74sUjD26z4Ywc59Se1MP7OKWb0MAP6fc+37xmsnFWUfPl+03rU0pF0+jvPA40j93AcpdLYuhcfGueG94KeLweRcgp8Yrsp18sknt21e1Uca/qZMgbMVkogK7SoU7kOoB65QGBHronr0WQgRHZUO6aJ6xFAdOlZNB0gV2OZa0EYUjiQNQ7c8BvblkDNJuuWWW1rb9IfhPTT/pBtOROQ8UDWNKA+pFttRVH9WPDeqg09anNHWaIycf/bhaH6Gw1EFJkyreD2cs2i9BV4Dfy+ksO6Da76zotYzn/nM1vY1Z7VUbr/99tbm789gcV0m7ToYI7qX09uf+tSnShpWFuP/F0FZuEJhRHTz4diOcsLoT6NQEr0JGVrDD1D64Qy+gZ///Oe3Nt9o3/zmN2eO44c6BQu3ozqR09vdxzz5e34DZ/MULfrIfemfit6wmWgSLafMfmnVKADYetNaUiTjvu4jq99JS+N7zPLmHC/z5NwHz8U5Y3ieLTkFLLIfMh73QUbkIGVpWELB954iWrRMtjSZ6yz0qxe8zPtSFq5QGBH1wBUKI2JdVujVoNknzbNfhb4Y5jzxA97tjB6RQtjPluWUkZZabOFKJ6SBHLspCfOuSLuiSlukbdw3EgCyDAHOqT/8OS6eg237pUjnIp8ez5eVeYiyENgvx0P4HFkmRBRexnFlZREcOsfMD5a74Dk8D1FZdWl4X6KCwyxffuaZZ86MnWPca6+9Wpu/k2hVoixPMfo9VCHYQuFeQj1whcKICCllRo+43WoUa+4zAZI0xiY3o09ReE5UPUoaUhb7j0hJSTcIUwiGGFE5I6WxmpUpk5FfivOUFXq1Ty6rxBVRO9JEUnZSeSt50cKLUpwtkCnGpIlucwzR/6XJnGQVvvjbcZbA+vXr2zb6R6lC+tqogHP+6D+NKGXkD5YmvylWDuPvl+O1PzcK/5tu91AWrlAYEfXAFQojInR8EzSXDONyRDYd0VQTab6j+hGkI9u2bWtth9GQ7pG20tlq5WqPPfYIx0664PNlFIOqnbdna4dHKmNWd54U2Nsj6sMxShOqxH6p9HFfnyNTVaM6LllIUxT0kH1isM211w1SMAZI3HHHHZIm91oa0rlouSrSzwyeB95XZmZwPB47Hdx0gvMeO3GV93KRdQbK8V0o3EtY1wtL4dPLp9pv/yzcKHobR6UJJOm8885r7de//vWShgIBrSg/ym3Z6DPhksRRuXWOgf3y49t+w6xkAfuIyppnbz8LHZmPkf16XrPVdaJ8NlpvWjCKEFG/3Deqd5n9BpjDZl8V7xvf7FGtSYpdtEoR62IgOkOwIiGEYFmFyNJT3OPYac0s4NFC8vdC1IKMhcJ9CPXAFQojIiyxQGR0IsqVIm2I6A3NLWkM85RMlbxutTQUP4455pjWvvnmmyVNPsKn+42qcnGMHA+phY/jh35WNNbXn62vzbbpHPvixzlFKc8DKVMUSjV9HdF5o5w6njf76Pc1kYqx3+j3wDGS+jGXzFW3mFnAMZIG2tfKsgkM5TvkkENaO8oRpL+S8+R5IDXneIlIjMnud3SuEk0KhXsJ9cAVCiMiDO3KwlaoEJpCkJpcdtllrX3iiSe2thWxLIKapvr444+XJH3hC19o25iAShpjWkUqEUXy83w8FxMSSQvcXxaK1kvazUK7PPaMGka0ivPUCwPjtRORApgVwY0yHTJ6xCh6h9RRySM2bNjQ2v4EoJLN87IPj52hX6TeEajmnnHGGa1NNdv9MoTw2GOPbe23vOUtre37Eq3UMz12oyhloXAfQD1whcKI6CagEqRzjjYnzaR6dOqpp7Z2FKZEUIW0qaf5Jm644YbWtnpEepUtdmiFkNkCDLGKlo2aZ9muKBMiW8jR10QqxX4jVTRTNDle0yI6azP6brpFlS2b62j98qwYrell1hcTkp0dQjWS1Jr9eoFOhntxbQEuqOhqX1avpWHdG356+H6xJspVV13V2rxHVlMZVMH56605UJSyULiX0A3tyuCgUPouKEIwmNW1IlmGnG9ufnz7bbJly5a2jQv/MS/Kbze+dbM6jn5rZm/gqMZiFmwdBS/PwxQiPxH7Yn1IvxWzsKtoCV+yDY4hehtniyUSFifoUyU4Z7a4WcUyBhH7OIZH8b7Q6lhAYXAzg4wZfGywClxmiXzNDHxniCF/Z74O/k4XeW4qtKtQuJdQD1yhMCIGoV2RH46gGTWFoKnnR/9Xv/rV1nYxTlZpIpUiJbz44oslSUcccUTbRorBj2RTE1KxTJixoJCVYOC1mRZxG+lpVHYiK1OQ5Z1F+9Jf5vnJcgy53XQtW7yRc2LqxjnvjScrdU4aaCGEtCta4YfXxuN53qhiFn1zDOdipS3jnHPOCccYiUpZVkoU6peVN898mhHKwhUKI6IeuEJhRHRDuwY+BFAim1xuo7JDSvnKV75S0pBGkqKxDytiPJ6LMJJCeAE9UgX61qKI7mwt7mglHR5PRS0K68myKqK5jKLWpaEKaSqUReeTMnrfjKYTpomZ74jjNbXOVlOiIul5528g8995LqPkXWlI8+w3JYW+4oorWvuwww5rbYeMnXLKKW1bRnF9ncxCoH+PVc183DxzFqH8cIXCvYR64AqFEbEuMpPzqJSmGaQVNPt0wtoR+dKXvrRtY4gWqYWpUpaQSNrkRfzocCcN3HPPPVvb1ISJrXSast+I+mWhW9GyUtn8kfoanLNsfWyDCivrlESVuHrhWPNkQngMvMc8B+m7x0AKR9Wa5/DaAoz6Z9Q+58khVqxpwvt6zTXXtPaHP/xhSTE15/VIk88UUkf+jngvfI+ykL1epTOiLFyhMCLW9T74iOhJ5luDafR8G996662SpE2bNrVt9MlxDH4jMVCUb7ETTjihte2b4duebx5+wPttyjdl5mfzePh2zMK8orIJ7CtaGJFvcFo4hlC5nfnp6JfyOTiGqLy5NLFQ2YKMvfw9/p/Cjceb1W7kcb5mXgNXuaFf1ePk9fC39fGPf7y1nTNHi0xrx/H4fBRKCM6P2Vpm4SJrV/lwhcJ9APXAFQojIgzt6m2TJjSDFIKmnkLH1VdfLUk6+uijw31JCW3KSTdOO+201qYf7sUvfrGk4UKR9OFw7FdeeaWk/MOYNMTHkUplWQamGVG2gRR/PGfR97xmiwiMjI/yEXm+rLIYx+7xZmFKROR/ykLYPJfMI8uEGV8n5+H8889vbeYs+lOA/XKueZzvIX+TDD0kDjzwQEnDfLmMsptS9oQSoihloXAfQD1whcKIWEilJHxcVLlJGvrhnF7PJERmA7CykkEFjBTiYx/7WGtHCZJsm0ZKk3CiLLyMdM3+o6xwbZSRwDGS2kUlFrKwIKqJpn6c0yzUzPuSElGdy+5LhF6oX0azTfnoT+PaAzzO95bUj21ep5Vvl1qQhr85ZhZ4HjLfG8fjNv3BLBIcrbGQZaL0MgSIsnCFwoioB65QGBFL1zSxGaWaQ9PKev8veclLJA0T/F74whe29qc//enWNq0ixWDFJ1ZW+ta3viVpqExGahj7I41k6FG0vBbPS5oYhXFlyaFRYVqOMaNormRGmkPFjdQ4SirlGHqfDZma2FtmLHIqk+qS7lFddmgX54bO7mgJNK5DQBrIeTAV5Xj5m3RVL46X61rwcyT6LFg2SIQoC1cojIju6jlE9ITzA5dCB30pl1xyiaThG/Hd7353a2/cuLG17Rfhh3EULCxNrCjfpPvuu2+4rz/mWQGM10Nr5jbfnmQCtGYWbqIyBtLQYvh87JfzFC1PzDctLQKX6/WSzJwnCjBsuw/uy3mg1fc+WXmJqPR6xgS4bLTZBK99v/32a21aQ1fVYqAzy+BHwhbHxTk9+OCDW9u1K8mOyAoY2N4rD09UiYVC4T6EeuAKhRGxEKXs5c5FkfHShGqSJjJbgIssXnfddZKG4V7ZGFxanSFjpHsUGUwp77zzzrAv0lJTkqyIKAWWiPoRER0mzcwi23sl1KNSEdkCkpwTtyluRNkP0kREiMojTB/na+N9owjBMbgP/p+0lQIJ/XoGqWgUcpflArL6m6vD8bdDqhp9PvXCueZBWbhCYUTUA1cojIiFKCURhf1kFMz+MFKBrVu3tvab3vSm1nYVpbvuuqtto9pFNdHn27ZtW9tmn980HCLE8Wb0yMoW/08Fi/u6HSVuSrFPif/nnEWrADEsi5TT5SWkCS2Nwpymx+bxZoobx+NrJvWjEs174X1IDakQMqzPY2DCMmk6C7m+9a1v1TTOPffccLyeH2aqbN68ubWZbGofLqkuxxv5HrOsiUWoZlm4QmFE1ANXKIyIpSllz3RGCY6kZTTvDK9xYuCll17atkXLQ0nS3XffLWm4PFHkaGY7WwebCp+VL6qqdB6T5kXrYJMeMbzM46Wyli2M6OuI1ueW4joupJFZ4qqzBTL1kw5mUzMmu3LfrN7K9PHSkGo6Uj9y9E8fZ3Cxz4yG+xwcF9ch+OIXv9ja3/72tyVJBxxwQNuWZXn00EtAJcrCFQojYmkLZ2RPMt8yfhtHqfPSsCrXiSeeKEk66KCD2jYGLPNtbWvFsCGv4iLF/qNsvLS+zqOjWMC3LvuwFczeiAwd8huU1omWlZYzCsFiX1FlK147LSvf3LYOtKZRqBqvjZaIQhL3dUAy/0/LyFw0/w54PJcUjsoifOADH2htspSIFTB3jnPK8vkOH6PQlAUnL+tzi1AWrlAYEfXAFQojYs2UMgMplmkMqQ3pGn1uzpl70Yte1LaRUhKmUswZc2iYJL3mNa9pbRcJZYUv0hyKOFGqPj/OSWlMnaNS6dLQd2bhhf6rLBfNVCirOkUK5kpkWTHaqHw5558iT1TOniD9JMX1eJmNQeGGc2bayblZv3592K/BEvVZPqHvG4UQhhBGVJTzNE8lM6NCuwqFHQD1wBUKI2KllLKXoEfql6XB29/iRRyl4WopVCRNLUiDSMGoru22226ShomO7MsJidKEbmT+Hqprpon33HNPeN5oJZdoLe/p8xmcM84vr8P92c/Hc0lx+YKsGC1hqpmtf8Dr3LBhg6RhVTAqllRjI78h/0/4HMzyiMphSBN6yAU8uXhjlOybrbGwSmWSKAtXKIyIeuAKhRGx5myBzPTSPEcJnaQ/pCl2llJtJEXg+axukhacd955M+eVJlHub3jDG9o2UlU6tk2LMioV0VYqZwwDi9bHziLUozWvM8c3qaqd3NyWKaWmYFQ0ST+jhNiomK00pI8+H1VKVmmjImzHNOuyZGs3vP3tb5+5BmYe8L7sv//+kob0lGMkFb3ppptmzpVRyt5vfRGUhSsURsSag5eXrdXHEK3If+TgUmkieEjDNHnnU/Hj/MILL2ztr33tazPnYE3DQw89tLXpM7IVcG6eNHzD8uPbi03SGkZWTZr43zgPtHa0Zh5vtioPVwGy9c7ysiKBivOfBYfbOvAeU8TheC3M0MKRCZBBeLycR+Kss85q7S1btkgaXjutGq2+/W+XX3552C9D6iIfY1aCPsKyAktZuEJhRNQDVyiMiF0kbReHQ5SLloG0ixQq+j+zCEw7s9T4yPfD0C6GAB122GGtbVrEik68BvrsHHJEnx6pEsUh0ziKR6xQRWrtUufsi9cTrebD40lzSBlNA0nxeA4KN5GIQ/GDRXddsJV0j2NkOJtLYvgYaVga//TTT29tX1MWzsV76N8OhR8eR6HEQlMk7kmL5bgtgrJwhcKIqAeuUBgRK6WUi9DIbJE/m/Usan333XdvbVMpHh9ROIKUJ1NNrVhu2rSpbTvppJNam/4lZzLQ38PKVlQhTeNItVhHn3TX15Gpo+wjKkJL6kdKaVpKdY+lJKK1IngNLMzK4wyuUHP99de3NufMVPW2225r21hmIypom60MxKwJj5f78h5T2fXva9k1ApZFWbhCYUTUA1cojIg1U8qMOpIGRgvaZW2bclJKUgjSG9MN0qNoEUZpQs0YQsT/R+oaqeFRRx3V2kyO9TipgJ188smtzSwCK3XZmuSMbLfSRmrDmiWkc1GVMTrtSS9N10hfGThAhc/0nfN/0UUXtfYFF1wwMzauwf66172utXk+3wvScJ6D1+HfRrZmebTWOSk0fy90fPcoY1HKQmEnwEqrdi0S7kIL1juObyyit3IN+/I+PFd2nC0fRYrLLrustflmdsAsQ8re8573tDb9ewbftBQWaO18zVnQNAOkLULQSvDaMlHJoEhB8ch5f7RO1157bWuzKpcDg9/73vfO9D+NqDYmfX6RiBYtbywNRZ4oFC0Ld1tkkcVVoixcoTAi6oErFEbESv1wUQQ2kdHIHiL6JMUrnNAHE52PVCvbN1oMkWCFKYN+Jq5Zfuyxx7b2CSecMNMvw8S4CpDXmGbO3t57793aDCWzUMRro7BA2mWRgUITKTIzM1zxyuuuS8MKapw/iy28J1nVM9+LrOQ758f78DcQXY80+RTIMiWi0K2ilIXCTox64AqFEbHdKGUvRT1dXSSgc1Tf6DtzH6QNVLBIq0xNSG3YFxFF9WfjsZLJtH+CtMtU8/DDD2/bqGLS/+SwJ5Yh4Bhc2FaazEM2BpYW8BoApHOXXHJJa3P+vv71r0uSbrnllraNvkkium8RjeR4qTwS9J2ZSmbKJOcsWt9hWcpYfrhCYSdAPXCFwogYpRDsMvVPqEqRKpBamEpm1I9tUyHW3GBfbEdUNaPDpjRZ6BGj650w6/WlpcnSWJL0qle9qrUdmkV6xbArKpJOBOWa2UwwpcP8xhtvlDSsikaayJovdnhngQfRJwTvVU8x5j3O+rUqHa1Vwb6m2xF69LKWqyoUdjKs2cJlb40oeDlbtLAXvMw3WuRXmWcMfpuyL4ZN0Z/jfrOP/mg83MY2V+WZHos0DADmNW/evFnSsEw5rTCFDPsF6bPjPG3durW1zz//fEnDcC363qIVZrIwMc5PVB4+8pNKk1CyzFLR12oLT4Ers7i930NkwRZhXatAWbhCYUTUA1cojIg1++F64VzEPJTSNCQrB9778M1EE1Oe7P9REdaMxkTXnIWtsR3RLoLlAo488siZ8zIfjmMwRSOlPOecc1qbhVEt8jC0i1H/nFNffyZ+EN6ezS8zEjwPPG9WPSui7Nw3+nSJSmtMw31kvuN5fMbLoCxcoTAi6oErFEbE0pTSJnkRlWceSml/FhWujFJGqlRGaUwzGNKUKW6ms/St0VcVUYysylhEL0mPsrUD7L9jqQSGeTE51tWouGghK2Jx/noR9RGVyq4tmgfOb0YprQhzXBE15DnmWaXJffQSlqfb0+ead/syKAtXKIyIeuAKhRGxNKW0+Z5niZ9FaIHpHGkOndI9KpCNwdszZ2ykfjJEK1teK6IvGa2Nio9mdNgR/gzRIsWlcugsgcz5zvmLwuwyhTBCb+wcI+eG82fama2v3UM2Bs9JtCbCNHq/31IpC4WdACsNXs7Cqnrp7NFbhm/EXqjOPDlPvRLqkeXL8uUIH8fxst/I55ZZFG63SMP/0+JGFcc43igYe/oc0f+jfTk3me+y52OkmGILlFn3yI/Wq2PK7fP41hbpd5UoC1cojIh64AqFETFqtgCR/d/UI/rQnz5fROeysfXoBvvoZQtEIg8/1HvVwDL6GW1n6XaOJ8oRzK6nR6UyWuv5pRCSVeVyH7x2jiESSBahcNlvIKLIPXqajbcnGK0CZeEKhRFRD1yhMCKWppQ28Vm2QGT2e9RQ6i+UF6mJGZUlIpUyikpnHxnFiCpIMbuBFCwKoaKSl43d+2TKI8/nfTOqxfAx01KOkeeIQrMymsg5i9TJ7DojzONL7aFXxS2isFUItlDYiVEPXKEwIhailMtWRfL2jKJFFCCLZo9qi2T0NKI5mSIXUc0sip7wOUjRMuew+yAdpPLI87neCo/nMlfc1+0sSyHKkKATnWPg+QwqjMxS4Jz0HPyLROdHfcwTauXfTkbpiSi0a5ExLIuycIXCiFjIwkVP+Co+dhcRWCILtaz/qRdMvYhfJivH0BM3IosiTfLHaLWiymLcJ1vgMLJ8mUWO2ETm1+J43M4Eiwjz/F56VqWXn7fIb7IX5lUWrlDYwVAPXKEwIrbbGt/ZPtG2ZanfvH0ti3n68j4ZleVih95OGkkKFoUZsbJVlmtmZHPG4xwqlpUhoPjh8bBfhppFpS+ybIFsnNF4Iwo8D72PqPUiOZqLZBksi7JwhcKIqAeuUBgRK01AzdBTinpJhNm+y5QDWCSlfpHEVu6bZQN4n6y0QE8h5JoEkT+SlDQqgsvtpIYcT0QpewmqxCJJxplPNKJ5mU806iOjlL1Pm6KUhcJOhnrgCoURsXRoV6/60yKIKFjmbI32XcTkL1sdqtffPGptbw1qXhspn5GFLEUJszxXr8oYEYVrZWNcBMtG6kcZABGd5r6rSCStmiaFwk6ANYd2zbPvMsdleWu91XrGKFe9SL+LiDE9K0mfHtGrSEYrEFmo3pytYtHCXs7iIqwgCtzmvr0g+uy8PTGmQrsKhR0M9cAVCiNiaT9cb/WcRUKz6D+Kiq/yeO4bfdSPkSbfwzwl3Xv7mvrNI1j0fIFrLSO+ijntiSa98WQ+O/oYjWj1nf81nt6+UbW1ZVEWrlAYEfXAFQojYqXZAjTl9BkZWY16wn2QKvSo0rJ+uJ6/ZhG1ax7qskh4WXSOjNL01M+1VsEiVqFY9s6VrTlgZHTZnxuLZCzMo6avskBsWbhCYUTUA1cojIh64AqFEVEPXKEwInaRlltyuFAoLI6ycIXCiPg/kfn/apZrLrwAAAAASUVORK5CYII=" id="image33a2481757" 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 d="M 551.43 63.72
L 553.41 63.72
L 555.39 63.72
L 557.37 63.72
L 559.35 63.72
L 560.34 64.71
L 561.33 65.7
L 563.31 65.7
L 564.3 66.69
L 565.29 67.68
L 566.28 68.67
L 567.27 69.66
L 569.25 69.66
L 570.24 70.65
L 571.23 71.64
L 572.22 72.63
L 573.21 73.62
L 575.19 73.62
L 576.18 74.61
L 577.17 75.6
L 578.16 76.59
L 579.15 77.58
L 581.13 77.58
L 583.11 77.58
L 584.1 78.57
L 585.09 79.56
L 586.08 80.55
L 587.07 81.54
L 589.05 81.54
L 590.04 82.53
L 591.03 83.52
L 592.02 84.51
L 592.02 86.49
L 593.01 87.48
L 594 88.47
L 594.99 89.46
L 595.98 90.45
L 596.97 91.44
L 597.96 92.43
L 597.96 94.41
L 598.95 95.4
L 599.94 96.39
L 599.94 98.37
L 599.94 100.35
L 600.93 101.34
L 601.92 102.33
L 601.92 104.31
L 601.92 106.29
L 602.91 107.28
L 603.9 108.27
L 603.9 110.25
L 604.89 111.24
L 605.88 112.23
L 605.88 114.21
L 606.87 115.2
L 607.86 116.19
L 607.86 118.17
L 607.86 120.15
L 608.85 121.14
L 609.84 122.13
L 609.84 124.11
L 609.84 126.09
L 609.84 128.07
L 609.84 130.05
L 608.85 131.04
L 607.86 132.03
L 607.86 134.01
L 607.86 135.99
L 607.86 137.97
L 607.86 139.95
L 606.87 140.94
L 605.88 141.93
L 604.89 142.92
L 603.9 143.91
L 602.91 144.9
L 601.92 145.89
L 600.93 146.88
L 599.94 147.87
L 599.94 149.85
L 598.95 150.84
L 597.96 151.83
L 596.97 152.82
L 595.98 153.81
L 594.99 154.8
L 594 155.79
L 593.01 156.78
L 592.02 157.77
L 592.02 159.75
L 591.03 160.74
L 590.04 161.73
L 589.05 162.72
L 588.06 163.71
L 587.07 164.7
L 586.08 165.69
L 585.09 166.68
L 583.11 166.68
L 582.12 167.67
L 581.13 168.66
L 580.14 169.65
L 579.15 170.64
L 577.17 170.64
L 576.18 171.63
L 575.19 172.62
L 573.21 172.62
L 571.23 172.62
L 570.24 173.61
L 569.25 174.6
L 567.27 174.6
L 565.29 174.6
L 563.31 174.6
L 561.33 174.6
L 559.35 174.6
L 557.37 174.6
L 555.39 174.6
L 553.41 174.6
L 551.43 174.6
L 549.45 174.6
L 547.47 174.6
L 545.49 174.6
L 543.51 174.6
L 541.53 174.6
L 539.55 174.6
L 538.56 173.61
L 537.57 172.62
L 535.59 172.62
L 533.61 172.62
L 531.63 172.62
L 529.65 172.62
L 528.66 171.63
L 527.67 170.64
L 525.69 170.64
L 524.7 169.65
L 523.71 168.66
L 522.72 167.67
L 521.73 166.68
L 519.75 166.68
L 518.76 165.69
L 517.77 164.7
L 516.78 163.71
L 515.79 162.72
L 514.8 161.73
L 513.81 160.74
L 512.82 159.75
L 511.83 158.76
L 510.84 157.77
L 509.85 156.78
L 508.86 155.79
L 508.86 153.81
L 507.87 152.82
L 506.88 151.83
L 505.89 150.84
L 504.9 149.85
L 504.9 147.87
L 503.91 146.88
L 502.92 145.89
L 501.93 144.9
L 500.94 143.91
L 500.94 141.93
L 500.94 139.95
L 499.95 138.96
L 498.96 137.97
L 498.96 135.99
L 498.96 134.01
L 498.96 132.03
L 498.96 130.05
L 498.96 128.07
L 498.96 126.09
L 498.96 124.11
L 499.95 123.12
L 500.94 122.13
L 500.94 120.15
L 501.93 119.16
L 502.92 118.17
L 502.92 116.19
L 503.91 115.2
L 504.9 114.21
L 504.9 112.23
L 505.89 111.24
L 506.88 110.25
L 506.88 108.27
L 506.88 106.29
L 507.87 105.3
L 508.86 104.31
L 508.86 102.33
L 509.85 101.34
L 510.84 100.35
L 510.84 98.37
L 510.84 96.39
L 511.83 95.4
L 512.82 94.41
L 512.82 92.43
L 513.81 91.44
L 514.8 90.45
L 515.79 89.46
L 516.78 88.47
L 516.78 86.49
L 517.77 85.5
L 519.75 85.5
L 520.74 84.51
L 521.73 83.52
L 522.72 82.53
L 523.71 81.54
L 525.69 81.54
L 526.68 80.55
L 527.67 79.56
L 528.66 78.57
L 529.65 77.58
L 530.64 76.59
L 531.63 75.6
L 532.62 74.61
L 533.61 73.62
L 535.59 73.62
L 536.58 72.63
L 537.57 71.64
L 539.55 71.64
L 540.54 70.65
L 541.53 69.66
L 543.51 69.66
L 544.5 68.67
L 545.49 67.68
L 546.48 66.69
L 547.47 65.7
L 549.45 65.7
L 550.44 64.71
L 551.43 63.72
z
" clip-path="url(#pc68ebb6df2)" 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 506.82375 194.4
L 506.82375 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)">
<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 id="axes_6">
<g clip-path="url(#pbac1be5a1a)">
<image xlink:href="data:image/png;base64,
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" id="imageb0528575ad" 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 d="M 707.85 67.68
L 709.83 67.68
L 711.81 67.68
L 713.79 67.68
L 715.77 67.68
L 717.75 67.68
L 718.74 68.67
L 719.73 69.66
L 721.71 69.66
L 722.7 70.65
L 723.69 71.64
L 724.68 72.63
L 725.67 73.62
L 727.65 73.62
L 728.64 74.61
L 729.63 75.6
L 730.62 76.59
L 731.61 77.58
L 733.59 77.58
L 734.58 78.57
L 735.57 79.56
L 737.55 79.56
L 738.54 80.55
L 739.53 81.54
L 740.52 82.53
L 741.51 83.52
L 742.5 84.51
L 743.49 85.5
L 745.47 85.5
L 747.45 85.5
L 748.44 86.49
L 749.43 87.48
L 750.42 88.47
L 751.41 89.46
L 752.4 90.45
L 752.4 92.43
L 753.39 93.42
L 754.38 94.41
L 754.38 96.39
L 755.37 97.38
L 756.36 98.37
L 756.36 100.35
L 756.36 102.33
L 756.36 104.31
L 757.35 105.3
L 758.34 106.29
L 758.34 108.27
L 758.34 110.25
L 759.33 111.24
L 760.32 112.23
L 761.31 113.22
L 762.3 114.21
L 763.29 115.2
L 764.28 116.19
L 764.28 118.17
L 764.28 120.15
L 765.27 121.14
L 766.26 122.13
L 766.26 124.11
L 766.26 126.09
L 766.26 128.07
L 766.26 130.05
L 766.26 132.03
L 766.26 134.01
L 765.27 135
L 764.28 135.99
L 764.28 137.97
L 763.29 138.96
L 762.3 139.95
L 761.31 140.94
L 760.32 141.93
L 759.33 142.92
L 758.34 143.91
L 757.35 144.9
L 756.36 145.89
L 756.36 147.87
L 755.37 148.86
L 754.38 149.85
L 753.39 150.84
L 752.4 151.83
L 751.41 152.82
L 750.42 153.81
L 749.43 154.8
L 748.44 155.79
L 747.45 156.78
L 746.46 157.77
L 746.46 159.75
L 745.47 160.74
L 744.48 161.73
L 743.49 162.72
L 742.5 163.71
L 741.51 164.7
L 740.52 165.69
L 739.53 166.68
L 737.55 166.68
L 736.56 167.67
L 735.57 168.66
L 733.59 168.66
L 732.6 169.65
L 731.61 170.64
L 729.63 170.64
L 727.65 170.64
L 725.67 170.64
L 724.68 171.63
L 723.69 172.62
L 721.71 172.62
L 719.73 172.62
L 717.75 172.62
L 715.77 172.62
L 713.79 172.62
L 711.81 172.62
L 709.83 172.62
L 707.85 172.62
L 705.87 172.62
L 703.89 172.62
L 701.91 172.62
L 700.92 171.63
L 699.93 170.64
L 698.94 171.63
L 697.95 172.62
L 696.96 171.63
L 695.97 170.64
L 693.99 170.64
L 693 169.65
L 692.01 168.66
L 690.03 168.66
L 689.04 167.67
L 688.05 166.68
L 686.07 166.68
L 685.08 165.69
L 684.09 164.7
L 683.1 163.71
L 682.11 162.72
L 680.13 162.72
L 679.14 161.73
L 678.15 160.74
L 677.16 159.75
L 676.17 158.76
L 675.18 157.77
L 674.19 156.78
L 673.2 155.79
L 672.21 154.8
L 671.22 153.81
L 670.23 152.82
L 669.24 151.83
L 668.25 150.84
L 667.26 149.85
L 666.27 148.86
L 665.28 147.87
L 665.28 145.89
L 664.29 144.9
L 663.3 143.91
L 662.31 142.92
L 661.32 141.93
L 661.32 139.95
L 661.32 137.97
L 660.33 136.98
L 659.34 135.99
L 659.34 134.01
L 659.34 132.03
L 659.34 130.05
L 659.34 128.07
L 660.33 127.08
L 661.32 126.09
L 661.32 124.11
L 661.32 122.13
L 662.31 121.14
L 663.3 120.15
L 663.3 118.17
L 664.29 117.18
L 665.28 116.19
L 665.28 114.21
L 666.27 113.22
L 667.26 112.23
L 667.26 110.25
L 667.26 108.27
L 668.25 107.28
L 669.24 106.29
L 670.23 105.3
L 671.22 104.31
L 671.22 102.33
L 672.21 101.34
L 673.2 100.35
L 673.2 98.37
L 673.2 96.39
L 673.2 94.41
L 674.19 93.42
L 675.18 92.43
L 676.17 91.44
L 677.16 90.45
L 678.15 89.46
L 679.14 88.47
L 679.14 86.49
L 680.13 85.5
L 682.11 85.5
L 683.1 84.51
L 684.09 83.52
L 685.08 82.53
L 686.07 81.54
L 688.05 81.54
L 689.04 80.55
L 690.03 79.56
L 691.02 78.57
L 692.01 77.58
L 693.99 77.58
L 694.98 76.59
L 695.97 75.6
L 697.95 75.6
L 698.94 74.61
L 699.93 73.62
L 701.91 73.62
L 702.9 72.63
L 703.89 71.64
L 704.88 70.65
L 705.87 69.66
L 706.86 68.67
L 707.85 67.68
z
" clip-path="url(#pbac1be5a1a)" 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 665.22375 194.4
L 665.22375 182.78625
L 633.6 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=19 -->
<g style="fill: #ffffff" transform="translate(633.6 191.904375) 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-31" x="136.279297"/>
<use xlink:href="#DejaVuSans-39" x="199.902344"/>
</g>
</g>
</g>
<g id="axes_7">
<g clip-path="url(#p254b2d4066)">
<image xlink:href="data:image/png;base64,
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" id="image7fcd35e556" 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 d="M 868.23 73.62
L 869.22 74.61
L 870.21 75.6
L 872.19 75.6
L 874.17 75.6
L 876.15 75.6
L 878.13 75.6
L 879.12 76.59
L 880.11 77.58
L 882.09 77.58
L 883.08 78.57
L 884.07 79.56
L 885.06 80.55
L 886.05 81.54
L 887.04 82.53
L 888.03 83.52
L 889.02 84.51
L 890.01 85.5
L 891.99 85.5
L 892.98 86.49
L 893.97 87.48
L 895.95 87.48
L 896.94 88.47
L 897.93 89.46
L 899.91 89.46
L 900.9 90.45
L 900.9 92.43
L 901.89 93.42
L 902.88 94.41
L 903.87 95.4
L 904.86 96.39
L 905.85 97.38
L 906.84 98.37
L 907.83 99.36
L 908.82 100.35
L 908.82 102.33
L 908.82 104.31
L 908.82 106.29
L 908.82 108.27
L 909.81 109.26
L 910.8 110.25
L 910.8 112.23
L 911.79 113.22
L 912.78 114.21
L 913.77 115.2
L 914.76 116.19
L 915.75 117.18
L 916.74 118.17
L 916.74 120.15
L 916.74 122.13
L 916.74 124.11
L 916.74 126.09
L 917.73 127.08
L 918.72 128.07
L 918.72 130.05
L 917.73 131.04
L 916.74 132.03
L 916.74 134.01
L 915.75 135
L 914.76 135.99
L 913.77 136.98
L 912.78 137.97
L 912.78 139.95
L 912.78 141.93
L 911.79 142.92
L 910.8 143.91
L 910.8 145.89
L 909.81 146.88
L 908.82 147.87
L 907.83 148.86
L 906.84 149.85
L 905.85 150.84
L 904.86 151.83
L 903.87 152.82
L 902.88 153.81
L 902.88 155.79
L 901.89 156.78
L 900.9 157.77
L 899.91 158.76
L 897.93 158.76
L 896.94 159.75
L 895.95 160.74
L 894.96 161.73
L 893.97 162.72
L 892.98 163.71
L 891.99 164.7
L 890.01 164.7
L 889.02 165.69
L 888.03 166.68
L 886.05 166.68
L 884.07 166.68
L 883.08 167.67
L 882.09 168.66
L 880.11 168.66
L 878.13 168.66
L 876.15 168.66
L 874.17 168.66
L 873.18 167.67
L 872.19 166.68
L 871.2 167.67
L 870.21 168.66
L 868.23 168.66
L 866.25 168.66
L 864.27 168.66
L 862.29 168.66
L 860.31 168.66
L 858.33 168.66
L 857.34 167.67
L 856.35 166.68
L 854.37 166.68
L 853.38 165.69
L 852.39 164.7
L 850.41 164.7
L 849.42 163.71
L 848.43 162.72
L 847.44 161.73
L 846.45 160.74
L 844.47 160.74
L 843.48 159.75
L 842.49 158.76
L 841.5 157.77
L 840.51 156.78
L 839.52 155.79
L 838.53 154.8
L 837.54 153.81
L 836.55 152.82
L 835.56 151.83
L 834.57 150.84
L 833.58 149.85
L 833.58 147.87
L 832.59 146.88
L 831.6 145.89
L 831.6 143.91
L 830.61 142.92
L 829.62 141.93
L 828.63 140.94
L 827.64 139.95
L 827.64 137.97
L 826.65 136.98
L 825.66 135.99
L 825.66 134.01
L 825.66 132.03
L 824.67 131.04
L 823.68 130.05
L 823.68 128.07
L 824.67 127.08
L 825.66 126.09
L 825.66 124.11
L 826.65 123.12
L 827.64 122.13
L 827.64 120.15
L 828.63 119.16
L 829.62 118.17
L 829.62 116.19
L 830.61 115.2
L 831.6 114.21
L 831.6 112.23
L 832.59 111.24
L 833.58 110.25
L 833.58 108.27
L 833.58 106.29
L 833.58 104.31
L 834.57 103.32
L 835.56 102.33
L 835.56 100.35
L 836.55 99.36
L 837.54 98.37
L 837.54 96.39
L 837.54 94.41
L 838.53 93.42
L 839.52 92.43
L 840.51 91.44
L 841.5 90.45
L 842.49 89.46
L 843.48 88.47
L 844.47 87.48
L 846.45 87.48
L 848.43 87.48
L 850.41 87.48
L 851.4 86.49
L 852.39 85.5
L 853.38 84.51
L 854.37 83.52
L 855.36 82.53
L 856.35 81.54
L 857.34 80.55
L 858.33 79.56
L 859.32 78.57
L 860.31 77.58
L 861.3 76.59
L 862.29 75.6
L 864.27 75.6
L 866.25 75.6
L 867.24 74.61
L 868.23 73.62
z
" clip-path="url(#p254b2d4066)" 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 823.62375 194.4
L 823.62375 182.78625
L 792 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=27 -->
<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-32" x="136.279297"/>
<use xlink:href="#DejaVuSans-37" x="199.902344"/>
</g>
</g>
</g>
<g id="axes_8">
<g clip-path="url(#p17e9213e04)">
<image xlink:href="data:image/png;base64,
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" id="imagefbfd5f2fac" 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 d="M 1026.63 79.56
L 1028.61 79.56
L 1029.6 80.55
L 1030.59 81.54
L 1032.57 81.54
L 1034.55 81.54
L 1035.54 82.53
L 1036.53 83.52
L 1037.52 82.53
L 1038.51 81.54
L 1039.5 82.53
L 1040.49 83.52
L 1042.47 83.52
L 1043.46 84.51
L 1044.45 85.5
L 1045.44 86.49
L 1046.43 87.48
L 1048.41 87.48
L 1049.4 88.47
L 1050.39 89.46
L 1051.38 90.45
L 1052.37 91.44
L 1053.36 92.43
L 1054.35 93.42
L 1055.34 94.41
L 1056.33 95.4
L 1057.32 96.39
L 1058.31 97.38
L 1059.3 98.37
L 1060.29 99.36
L 1061.28 100.35
L 1061.28 102.33
L 1062.27 103.32
L 1063.26 104.31
L 1063.26 106.29
L 1063.26 108.27
L 1063.26 110.25
L 1063.26 112.23
L 1064.25 113.22
L 1065.24 114.21
L 1066.23 115.2
L 1067.22 116.19
L 1067.22 118.17
L 1068.21 119.16
L 1069.2 120.15
L 1069.2 122.13
L 1069.2 124.11
L 1069.2 126.09
L 1069.2 128.07
L 1069.2 130.05
L 1069.2 132.03
L 1069.2 134.01
L 1068.21 135
L 1067.22 135.99
L 1067.22 137.97
L 1066.23 138.96
L 1065.24 139.95
L 1064.25 140.94
L 1063.26 141.93
L 1062.27 142.92
L 1061.28 143.91
L 1060.29 144.9
L 1059.3 145.89
L 1059.3 147.87
L 1058.31 148.86
L 1057.32 149.85
L 1057.32 151.83
L 1056.33 152.82
L 1055.34 153.81
L 1054.35 154.8
L 1053.36 155.79
L 1052.37 156.78
L 1051.38 157.77
L 1050.39 158.76
L 1048.41 158.76
L 1047.42 159.75
L 1046.43 160.74
L 1044.45 160.74
L 1043.46 161.73
L 1042.47 162.72
L 1041.48 163.71
L 1040.49 164.7
L 1038.51 164.7
L 1037.52 165.69
L 1036.53 166.68
L 1034.55 166.68
L 1033.56 165.69
L 1032.57 164.7
L 1030.59 164.7
L 1028.61 164.7
L 1026.63 164.7
L 1024.65 164.7
L 1022.67 164.7
L 1020.69 164.7
L 1018.71 164.7
L 1016.73 164.7
L 1015.74 163.71
L 1014.75 162.72
L 1013.76 161.73
L 1012.77 160.74
L 1010.79 160.74
L 1008.81 160.74
L 1007.82 159.75
L 1006.83 158.76
L 1004.85 158.76
L 1003.86 157.77
L 1002.87 156.78
L 1001.88 155.79
L 1000.89 154.8
L 999.9 153.81
L 999.9 151.83
L 998.91 150.84
L 997.92 149.85
L 996.93 148.86
L 995.94 147.87
L 995.94 145.89
L 995.94 143.91
L 994.95 142.92
L 993.96 141.93
L 993.96 139.95
L 992.97 138.96
L 991.98 137.97
L 990.99 136.98
L 990 135.99
L 989.01 135
L 988.02 134.01
L 988.02 132.03
L 988.02 130.05
L 988.02 128.07
L 988.02 126.09
L 989.01 125.1
L 990 124.11
L 990 122.13
L 990 120.15
L 990.99 119.16
L 991.98 118.17
L 991.98 116.19
L 992.97 115.2
L 993.96 114.21
L 994.95 113.22
L 995.94 112.23
L 995.94 110.25
L 995.94 108.27
L 995.94 106.29
L 996.93 105.3
L 997.92 104.31
L 997.92 102.33
L 998.91 101.34
L 999.9 100.35
L 999.9 98.37
L 999.9 96.39
L 1000.89 95.4
L 1001.88 94.41
L 1002.87 93.42
L 1003.86 92.43
L 1004.85 91.44
L 1006.83 91.44
L 1008.81 91.44
L 1010.79 91.44
L 1011.78 90.45
L 1011.78 88.47
L 1012.77 87.48
L 1014.75 87.48
L 1015.74 86.49
L 1016.73 85.5
L 1017.72 84.51
L 1018.71 83.52
L 1020.69 83.52
L 1021.68 82.53
L 1022.67 81.54
L 1024.65 81.54
L 1025.64 80.55
L 1026.63 79.56
z
" clip-path="url(#p17e9213e04)" 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 982.02375 194.4
L 982.02375 182.78625
L 950.4 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=32 -->
<g style="fill: #ffffff" transform="translate(950.4 191.904375) 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-33" x="136.279297"/>
<use xlink:href="#DejaVuSans-32" x="199.902344"/>
</g>
</g>
</g>
<g id="axes_9">
<g clip-path="url(#pbdcec990ae)">
<image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAAjLUlEQVR4nO2dWax0RRWFN/g7DzgPOIKCAoKiMjigIBI1GuPAk4kGHyTy4oMmJhoSfDFGjYlDYnwwMSqJGoNgVEQIDgxGRVFRFFFxnud5Fp9W3a9v70316dtdt//7r/VUqT6nqk6dPmevs/auXQdFxM2xy7j1rW/dyvv27YuIiP/+97+triqvCwcffHBERBx00EHp7//73/8Wbitrg+fz95tvvnmuPqvbXr9ov1W7U1C1K2jutvfBa16mb/5Heuezryn3agQO7h9iGMaq4AfOMAZi3251TGpCuiCQNoykkRERt7rVrebG0KMxFfXLjunRsqq/KTSyop/ZGKa0W12nyuu6V//5z39aObtXLP/73/9udaaUhnEAww+cYQzErlFKqZERs9RElGQEFWC/mYrG30ljepiiwvWoaNVWjxIuct6i6NFIljlPFb2ccp3Z79V/Q5SS/y2OYVlldpWwhTOMgdg1C8eP3czPti4Lt4gAkP1ejSd7a/Z8YAQtQuWf62HKsTt9y/P8zOov4mNcpaXJfG4c1xRxaARs4QxjIPzAGcZA7JhSLuvPodmnj0W0YNXmf5mQpoqqZeFLiwgLU/rI6qdQtJ7Is6wY0xNNCH4qrJLaVXOdUUp+ukyhteuiorZwhjEQfuAMYyB2TClXQdGIdfvfplC4RcK1RF8WGbfaq3xVGUVbZLwZleqtMqCvKhsj211E2dV19MLaqmtYluL1QgCn+E+JdSmatnCGMRB+4AxjIHbN8c2I7lWa7ymUpkfBKlWV9FH1i1CX7NhK6ZO6VlFOohfaRaUuU2urcnZN1dinUOudhpdVyKg1sUjY2bphC2cYAzHUwlVWYqdCyZQ3JsdQvQk1Hq7T61mXyqIQEioqK/Gvf/2rldU338S9oNzq2rLrXCT9QWYNeykUFmEFO03z0EMlsNjCGcYBBj9whjEQu0YpV7FOqRd93xNKqhCgrP2Kmoj69UQKHnuHO9yh1VE8IqW8zW1uExGzYW88j8f++c9/joiIO97xjunv2XgqGsn6zLfG8bCciTw9UWpd4XscQ5aCIWJ23kfCFs4wBsIPnGEMxBBK2aMQGXVbxSoE1otCZHRw+7Eqk4JU9JM0TsjURpZvd7vbpe2Szv3jH/+IiIjb3/72rU40M2KWzqm+SpirtiIi7nSnO831xWvgXKtv9vW3v/0tHYP6YL+VEt1LjrvTSP4q3KvnjxwBWzjDGAg/cIYxEEMoZaYA9pytyy4ArLKBif6QzoleVf3d5S53aXWkc//85z/n2uX5pF2klDrvT3/60y32G7FFNalMcs6kTEZs0bkq//7f//73uTHwWN4fXqdw29vetpXvcY97pO3+/ve/j4hZOl2F72V0LluEvL3cQy/RLvswpTSMAwBDRZMqnCYLPVokXCsLBqbIQMgK3Pve9251tHC0fLKSfLvSKv31r39tZb01eW20gLR22RuY1oPWTONlX5VFkLWi1frLX/7Sytn8cLy0RBRYfvvb30bErKXneZwzHpON91e/+lUra145TwSvredLzfx+ldVaJBB83bCFM4yB8ANnGAMxNLSrCo/aaaYoUqm73/3uad+idlVYFSGq+Yc//KHVkVKSJmZguyxrvBQmSGtJYSVkUJjgnJHOSUDhsZU/TG1Q3GCZx975zneOiFlay/n/3e9+18qaV47rQQ96UDoezR/pNCnwlIxk2bVl4simwBbOMAbCD5xhDMSuUcqKJmZKU3WsKAlpJOnaH//4x7nzqJbRZ0cqJHpTRZeTummcpKrVvgmqJ4X74Q9/mI5dY+OxVGCzEDVeA/slXcv8cNVCXPVN5bJSCNUu5+E3v/lNeqxCyejT+/nPf97KpKoZfa9C+bK92aekpRgBWzjDGAg/cIYxEEMoZW8FAKlURimr/Z1FTUiPbrjhhlbOFCxSQ7ZFJU6KZOaIjsidxvy9WoCajes+97lPK5M+ZfNAVY/n/eAHP5gbL+klFVa10cu7ErE177w/pNOE2uWcklJmuVv4KXDooYe2Mtv45S9/GRGzc8Yx8r71sqJ5uyrDOMCwaykWWOabWW8vWoxKQNGb8he/+EWroxXIdk7h+eyDwoLeprRkFC8IjZf9Vn4iCQscVxVwLKvy8Ic/vNU99KEPbeWHPOQhrfyhD30oImomkPn6OAZeG+dEY8hSP2y/No2d4VosU/BRH9UY73nPe84dS2ZSBZJnaSmIZbY6XjVs4QxjIPzAGcZADBVNSCH44Xvf+963lbWuinSlonOiRWzrfve7XyuThsj/pvYjZqkJqZ1oTEX92K58SRQTqsxWun5e73HHHdfK3/nOd1pZFIuU8rDDDmvlL3zhC638hCc8ISIiHv3oR7c6iQ0RER/84AdbWQILaRtpGcUWzU8lNJF+ZqsmSLMzsaVajcGQuox+8r5kqzyqVBO7lamLsIUzjIHwA2cYA7E2StnLgnXIIYe0MimWQp1o/qvsWqIkpG1Z6oGILR8X1TAqk6SXUtSoYN3rXvdK+1C7d73rXVsd6dPd7na3ubGTJp511lmtfMEFF8yN5+tf/3qrI10mpXzJS14SERFPf/rTW93RRx/dyhdddFErP+ABD4iI2QWjHDsp2s9+9rO5Yxkul/lPK/qfhWORypIy9lJC8HfSUl1H5YM0pTSMAwx+4AxjIFZKKXuR2fz9YQ97WCtnUe6knFVYj0BqSMqTLd4kraUzlvQmU7t++tOftvKDH/zgVpbad/rpp6e/n3POOa38zne+MyIirrvuulb3jne8o5VJx175ylfOHcuVDmeffXYrv+ENb4iIiI997GOtjlSW6uZJJ500M+6IiBNOOKGVSWEvvvjiiIi48sorWx0pOWmg5p3KZBW8IHrIe5kl1OV51bZeLGs8DHsjjcwW0o4O/bKFM4yBOCgi1vJY882hN5mW7EdEPOUpT2nlH//4x60sS0KLw496fqjro54iRrW2i1ZUoAXLMkXRGjK49swzz2zlV73qVTPnRMxmBstAK0xLfuGFF7by8573vIiI+PSnP93q3vSmN831GxFx6qmnzvVB6/LqV7+6lZ/61KdGxJbvLmJ2XVqGl7/85a18+eWXt/K3v/3tVhZbIKvgvaIlyrKiURThvco2eqQQwvmTgPWYxzym1XFtnXyQEVuWb0qK9VXAFs4wBsIPnGEMxJDQLlGII444otXRt0O6oeSj/DinD+z73/9+K4taVOufCFGd6nf6uHQM233Na17Tyi996UvTNhYFaRAhGkmcdtpprXzJJZe0MkUPUSVSOFLg448/vpUlpjC1A2kg511U/m1ve1urO//881v57W9/+9wYKISQ1pIyir6TwvETgudpvJyzanci3S+GtTFzmD5BiMpvuC56aQtnGAPhB84wBmKSStlLqlklepU6+aIXvajV/frXv25lZmxSyBIXW7Ktm266qZWr3PS3BFIeqpT0ySn0ilH2hx9++OS+tkOKGGmxQq0iZn1YGT7/+c+38jHHHNPKP/nJTyJii45H5JH8EVsqJennV77ylbkxRmyFh1X7NRBPe9rTImL2vn7rW99q5UyxrBbfZorx/e9//7RfKtjqj3T6cY97XCt/4xvfaGXRzmzh8fbx9OjlFPppC2cYA+EHzjAGoqtSTsnNXiXolMJEpenGG29s5SwvBVVMOsYz851l56rq+TspHBXU17/+9RExjUbSqZqtUojYcsLSsXv99de3MvOU6Lyjjjpq7hoiZkOwOD9ZWwrnIkivSKsYwqb+SNEYNkW8+93vjoiI8847r9XxHvO+6fp5f6o8JAo+oPLIa2NYmhzxpJ+kuCeffHIrX3rppRGRbye2HdnmjVWenR69tIUzjIGYsXCZNassXPbU8w2c+YQY0sSwKeYvlM+N/hGeR2SpGyroWL5JadW+9KUvzZ3DlAc8lpA/i8dWu+tku8YwYxlDpeRjpDVkQPJ3v/vdVtb1H3vssa3uEY94RDqGL37xixER8b3vfa/VcT0ig31lfau1ibxvRx55ZEREvO51r2t1XLNHK6xAZYZoZRsrskwWxBQMnHcdw/8L55pzqZyYTLkxRTSprFpvK2NbOMMYCD9whjEQqWjS2wCxOrbKyqVodPqJSE1IJ/TBS99ctuYpYouWkgoQ2XgYEnXKKaek5wk9Ghmx5fshHST14zov0ewTTzyx1XE82YqGa6+9tpXpD3vmM595i2P/5je/2cpMtyA6xjllRD0/BSQyfPazn211pOQMh8vqmD7iAx/4QCuL+lWp0LPNJDkurg6hmCJ/L6kqBR9STX26UOyq/kdZvUUTw9gP4AfOMAZiX6bwLUIpM3pJ5ZEUQKB/ilSAStGjHvWoiJg19TTTmXlfRKUUpWS6gUc+8pGtTKqkYxUyFTFLUxiyJDrGa6PyyD5El3/0ox+1OvrDnvGMZ8z1QXWPVCrLXEVFjj4whj/pvnF+6W984AMf2MqinVQI6dfiGDivAqm1Qsp4bdwTgtdG6NoyX23E7GeK/LxVWBvVTR3L30lllw3tMqU0jA2CHzjDGIgdL0CtVErSKlETRqVzoSPNutqrtl4iemFeWf25557b6qggZtnAqBAy/InURNdJOk2FlVRUKiPVOSpnnJMPf/jDERHxxCc+sdVR2dXv7LvaxonXpmPZbxUa97WvfW2uLTrJs5Axfio861nPamXSVl0n2/3c5z6Xjj3L2lXRQI2dv/Pa+OmieV0k0n+V21zZwhnGQOyb8qRmvofKf8LtZPWG5Uc22+KaMIUsVbulZD6azDptb0O5ImkxaFEYjnX11VdHxGwgL60Hg2ef/OQnR0TEVVdd1eroA6M1lODAeWDac37sKy0CRQr6zjgnOo/+tCr1utrjPDJrF5mJBBuKH1VKAqEKbqZ/TmOXBY3oBw5XLIf3TblOKx8jg5rFNjgPFXrhWlNgC2cYA+EHzjAGYl8VoiIsa0aZylyUhtSEpp50Q9HfpBDVWimNbRFaIErIaPbXvva1rUwqdcYZZ0TELNWlWMDrUCQ9l/Iz1Tn9aFqRQGGB1JD+OYWPcW44DwwDU+R/ldiWtFQ0musNScl5zfKt0dfFVQa8h6L3TMLKhLi8Zv0f+B+huNFbg1nRSwlbTM/BdYOs1zwwOTF9gdn/vvK3OcWCYWwo/MAZxkDsOMVC9Tuj4BW+VCmPVMm06JGqIOkRz8tA806aqP2vuaf2pz71qVbmygHRDaY3IN0g9VMkPSkRQ6y4443mipS02kBSZbZF5ZFQe6R4bIuqquglx8ssYvTPqT9G3Gd7RkRsUVTSaYIKoe4hU25cccUVrUz/p0C6zDHwf6K5ZtoFhs7x/6f2qKpyd50szMsqpWHsZ/ADZxgD0aWUlYrZ29COylZmiknXqLiJBi6yGFDtVgoX9ySQiki6QTpyzTXXtLIoGDNqMfqeC0EZLiQwDCxT1EhXGOZFuqwwLtLtysGf9ZUtfI3YcvzTOU8qxQh+jYHUjyomN6Gk6ikwRIsqpagqHd9s98tf/vLcGLKAh4jZOdG8Mz8NPyt4naLRpOzLZqgjvFrAMDYIM6/M7OOw9yRXTzTFAvk6GNRbhQvpjUPf0bIfq2xXb1C+7ZnKnNblhhtuiIh6/R/flHqzM8SIv9OPpuvguLLNByO23tycJwYv882uDF0UgSqRQfNLy0mLTH+jzuN947Xx2Mc//vERMSvAEAziVg5Lpm7n2sMqXFDIti+uxlvtnqPQQ2YkY3mV6c0JWzjDGAg/cIYxEJNEk15CTIIf8BIZqrVJpAWiLGy38r31QrqylOJco3X22We3MtfqiWKRPtGPxOsQXeZ6LtJpfpSLxlRCE+dMggNTIXAMFClEx6pNLrliQaFZ7JdjpM9TPkvSV9IyJnpVPf14DGsjlde95/XQf8ckt7rHVQp79qdj6a+kaMJ5kFjFe0xMycQ1BbZwhjEQfuAMYyC6iWB7qPbXpuIjSkIqQFWKUeOiUvShVdH1vTGQHikciwoWacypp57aykrqyr5IUxi2JsWNSl+1CFNUijSI42U4luaMqh/9WozEl++M18tjs1CoKsyO9aJ2XAFAms5js/3WH/vYx7YyKa4UTUbq0y/4nve8p5X1n6loXfbJw2unesyFuLq2yofb2y9gWcppC2cYA+EHzjAGYt+yqwGy30lNaMqlnjEkiiFNVBvVhrY/iphV/XqOUI6HKpkUN9I2RqWTWmgRLPuiykaKpWh/0hieR4ev6BbbqsKUVF9t28WcMaKSvDZSv2wfB94flqnqSb1k4ls6ktmuzmMiWVLKHt73vvfNjTFi6/9QZXHL6vk5w1C1LPsYVdfe1myrgC2cYQzEpBQLU1Iw8G2rtzQtHH0ihN6a/MAlemNgmW/Kt771rREx+/ZTWvWIiJtuumlu7JmIEZFnhWK77Jc+LoktTAtO68K3rcQdjiHbZYhj4A4+nD8GMiukqwopY6YyWWf2Sx8ZhSRdJ+eGKQ2ytXxcq/bRj340HY9QWZlMRKOV5n3hGCTcXHDBBWkfWdnr4QxjP4MfOMMYiB2nOicqsy+qVH3Ik0KIIpBu9DI6VTSSx0pwYET9c57znFamCHHppZdGRE6Lt49H1I0f7/Qv0dcnekMhhWkRSFuzdYEMQ6LfT3SuolIsaxUGs4zx2rPwO9JefhZwzaOEII7xwgsvbGX6WjU/5513XqujvzFbQ1h92mRJgkkdOb/Z7k4VZfdqAcPYA/ADZxgDkS5AJaaEsFT0R+oZlTXSBu6ZLVNPGtQbQ0VlSdHk92Ni0K9+9aut/IIXvGDufFHLiFl/Duml/HDcp4B0jT5ElatwLs6JKCOpNxVPqqqZ4kv6xHuhkDBSUqqjHI/65vXSf0r1U8dyHhiex2s+55xzImJ2ASrbor8sC+1iW9nnRhZyFjGbxkFUs9pph/BqAcPYT+EHzjAGYtIC1B6o8lAdEkXgAklSDy6ylKpHZaxySGYUoFIsRS9Jvz7+8Y+3MlU0je2ss85qdRdddFErkyZKeWW4FylRlgiWoV2kjBy7xksaxDwvpIGaVzq7Ob+cBymZpHuky6SUml+qrrwvmXKb3feI2Uxc6o+KZxXoMEUt1JxxXNV+3wr7W2XY1iKwhTOMgdixH45vGFqc7OObab25nosf+MpSxfP5psz6rt6CmX+PAcC0cLS+z3/+8yNi1uq98IUvbGXuIKO3P8dAa0joDcugXlo7Chmq54aN1113XSszp6Pe6LSWFJ1YrzHQwinMafu1yUrSqmVZsiK2RA+uFaRgQf+nGA39hr20E9XW1tmaRVp/Wjv2JytbsadVCiWELZxhDIQfOMMYiJWGdtEMZzveULBgGgImJZWpJ+UhFc3Cb3pL4wl+qJNekv5o326CIsQxxxzTyvrYp0+JFJg0UX2TTnPNHgUWzR/HyDEwZEzpKujL4nmkraJYHCND7rK9w0nhuN6Nu/LIR0gBhtfO8ejYRVIW9O4xqbPoLNM1cM5ILyVAVdnAenBol2HsB/ADZxgDsVJKWUFmn3SQKiQppfL6U+1imQske6gyeGV1V199dSu/+c1vjohZPxzHSOqnBZmkMaQ57EN+IiZQpd8qC2fj76RzWbuVMknaJDrHTGgM12J/omP0kZEOZ/4uKqlXXXVVK1955ZVzY18kE1fPT0YaLZpIiszwPn7SaOzVGDIK6wWohrGfwQ+cYQzEkAWoWcQ3zTsVSVEh7qPNTFGkc1LaFtm8UWMj7aIixxULWhh5/vnnt7r3v//9rcxQNFEoUrzKUSy1lceSlmUZqEhlSZWqxbECVxZwHjRnlXM4S+abbXoYMRvylVFVUsqM0lf7KmTUrQqw4HZgWkGxyB4L+rzp7Z2xatjCGcZArM0Pl4FvMe6eQ2umY3gsP+SZDkAfybRavfFU/hy+xWWV2C931zn66KNbWdvbVpv5sV0dwxAjWgz6GyUGUBSgeJTNGa0IWQOhsXGNHK0wz1MKhcpaUsQRyBRohTNmwXtc7YSk8XIeeR6tvsZeWWTOT08I8e45hrEH4AfOMAZiiB9OIB3hxyyzP8nsM/MSaUGWirtKxzBlrRN9TRpnlYmLCWSV7PTiiy9udaQ89HHpmkmfuIc3qcshhxwSEbOhaKRPmeDAEC6uo+N5EnQ4Z6TI2i88YivFBIWQHr3ihpfMxJWFrVG0qjKzqVylmmBIngSmrK/t6IWMrQu2cIYxEH7gDGMghlJKgrSKfitRiyr0i9H1op2kp5Va2AOPzfxaXJjJiHjtwnLmmWe2Oubfz1IL8NordU5UiGruoYce2spUL3UMI+OpQnJORMdIkUnXqMyKvlP14yqFDBwDU0Jk9JFz3qOX1cJXbuwparxIugbR8FVssjgFtnCGMRB+4AxjIHaNUlaLVTNKSSUvC5WqQoSy/qoQIdImqX38neeR1mZtVZtNamx0cHO82RgI0ic6qKXUkQpzgSn7y9qtAgt0X3htFaXUdlPvfe97W92NN9441xaxSD4R3W9+dhD8Pyh0K8s8tr3dVW5BNQW2cIYxELtm4YjsI5lvKX4EM7xJb/TsQ3/7edkbrZc+mx/9FBno45KFYkgTr4c+o5NPPjkiZtf0cR1dttsP159V8yBfoNYSRsxaOAooEl54DRRVstTg9AVyXRuFmyuuuCIiZjc45O9ZiBuvl9Y5y8rFeeR9o0ij/0wWwrUdoy2bYAtnGAPhB84wBmIjKGWGyk9HaqHwJ9KnKnV49dGdQfSGlOcTn/hEK1OwOOGEEyJi1l924okntvKTnvSkVtZ6LYayUdAgTdR4jzjiiFZH0YQ0UT5A0rkqvEk0me1yjEz/cNxxx0VExBvf+MZWxxUCb3nLW1pZ10SBi/clS7fOe8JPgWxdIOeG1Jrtak4WoYumlIZxAMAPnGEMxBBKOcXnkUVxk0KwLLWLYUFUuOhzyjKHUU3sbexH39s111zTyocddlhEzG7uSDr34he/uJUPP/zwiIi4/vrrWx1XRdDHJVVUlHV7v1QOpdQdddRRrY4bT3IelH7g2c9+dmR47nOfO1d3xhlntPInP/nJVuaGlVSVhYpSal6z3Y0i8pAvUmgqqZk/d5H/mf1whnEAwA+cYQzEQRGxO3JNB9X2RKR+UrZ4LNUsqoGiN9WCxCzMKNsKKSLi2GOPbWUplnSSc++BV7ziFXPHckEtr42rIgTm5Cc95SLYl73sZRExu4qBmatIcY8//viImKWkU8A9IbLsYxm13A5RSSrKRx55ZCtzTrSIleNloANpaS+4YRNgC2cYA7GxfrhF3lLy41TWkKkFZOH4ey8XIkOemNOQlkR+KwoTfBt/5jOfmRsvBQBuuHj66afPtVHtHKRsYRER1157bUREnHLKKa1OPsqI2ZCvd73rXREx6ys86aST0nYvu+yyuX4phDAcS6IH54HWjvdIli3b0HF7f7oH1VbSo1Mk7BS2cIYxEH7gDGMgNpZSZtH7FaoQLlI7feCTBmV7gEfkGxHST8QsVtmH+iWXXNLK9BtqPKRa3GeckfjnnntuRMymC6dww7GrD/reLr/88lbmnuMSPfg7I+7ZRpbolZSSoonqGXpXJXrN7if9nJxrnce+eps3VtgE+mkLZxgD4QfOMAZiYynllPAcggog6WPmdyK1y9S1bNFkxOzKAI2T7dNXRYVQY2MaA/rkuKONQsXoQ+OcMML/Ix/5yNwYeR73IdC18dq5eFaLWdkex1X5RLO0FL19HNhWtkKAyPZ2n4pNUDFt4QxjIPzAGcZAbGxo1xRkTtWIWRoihY8qGp3KpI+iWzyflCejn1XODeZCkXOXoUmkvWxD7Vb7CbBdKYRUG0lxSYEVgkaHO3/neaJ2pL0sU4GVylstAOb8qQ+eTwWWSqj62wQ6uArYwhnGQGysaLIsqoxN8s8xhIiWMcv21dt5JWIrpQCtHsPA6N9TIDLFjWwjyIgta0URiG9+5r7UddAic80Yr0PB3UzdrnTtHCPHznazNPC8Ds5pZrEjtq6T15Otc4zYO5ZNsIUzjIHwA2cYA7ERlHKnITeLnCOaQrpCqkVqp3K1yw2pkKgfxQ1SqSy6nsJE5TcUnWMdKSepqq6JYW28Hl5nlpaCIk6WnLXaQ51tZOdXaedF30l7qx2Q9hps4QxjIPzAGcZA7AlKSVTnK+SIfiTSGFI70bEqXQCpklS9Sh0lpZSSyb56mauqjQp5HqmmkNG9iC26RrU2S5XAdiuamF1zlUGNZfXB83neJkT1rwu2cIYxEH7gDGMgdo1SVgrWuiBqUiUnzfYeqCLYSe1UTypGJ3q2mLIKf8raza5he1ntMlMXqTMhWktHcxYmFpEnxK0URB1bOcZZLxo+ZZHxXoEtnGEMxK5ZuClvt1V+RFfhWnxzazy0RFXwso7l77QYPFbrzha5HlnGLDPWdqhvWq3KKqme/U5JHd67V1UKi956tr0mjlSwhTOMgfADZxgDMZRSZikRttevi1r02s2Si1bpAkg1RfN4bLW/tnxNVbawjAZyXNWxGgOFH66NI91VOdtZiG1FbM1ZtptNxGwIW5a9jGMnRtLHTfPp2cIZxkD4gTOMgRhKKXu5/ImKfq4SHEPWH+uqUCmtEiAVqyL8RfPoI6soWOazq8K5VM7UU46R10FFk22RJuo6KrWRtFU0muFwI3axmUIZs3vsDRkNYw/DD5xhDMRGrBbIsK6wnx6NZH11bJYrpcraRYjOkX5W7YoeVpH61WJUgTQyyyfC8WYJXSO26CN/r6izKGqlTGYbXo6mc5ugWNrCGcZADMlLqTdL9paLyEOHqmDhVY1lO2gx1HcVjpQFFmdByhH5Ro3VOjFCOTMrH1hPAKCgkVkd+gqJTCCpUk1kqeA5rl7WsxFWpie+WTQxjD0MP3CGMRC7JppUPpp1f1BX1DAL7apEkyw1wCJp0RnmJWQ+sogtyse6auVARhkZrsU2VKaQUlH2jI5VNLv32bCu9W7LCiG7JdzYwhnGQPiBM4yBGEIpp6hS2QLJdaFSC0XXSA0rSiSKVdFP0kC1V1HZzJ/GfqsQq0wNrMagPqowuyn7qVfj7B27Sjq3bBsjQgcz2MIZxkD4gTOMgdi4DRkztWtZhStTsOjg5u+kaKJbVb9Z/SIUpcpJsn2MLPdoGceT7aNd9bEINczuReWI780Jfx/p+K7GkwU3jIAtnGEMxMYFL6/yrddrqxcqtUggbq9fWhq95adY7MpKZFanstiZb2xZ1lBtI7yMCDE6mHjE+rwebOEMYyD8wBnGQGycaLJuVL63ngBAZFSztwaO7S4ihGRYNi1FLwRrFfRyyoqQ7PdViBdT/HtZBrUhvt+192AYRoMfOMMYiI1QKUcsNlUfFY3MdsqpFlASParUo13VebfU/iLHVKFbvfFO6Tujj9W1L5LaYqfYhExwPdjCGcZA+IEzjIHYCJVyhANUDugpUfKLjCtzOldtZKg2YezNQ2/Lp0otzOqmUL9qXNkqj8pR33O+j8x14gWohrGHsRGiybqQvaGrvIqZdVmF5c3GUFm1KVZ2yniW3QBxmT4W8TFuwoaMDu0yjAMAfuAMYyD2NKUkMspTbUqYUcoeJVrEf9ijUplgMUVYWHYnmd6xFe3N6PKyqRvW5YvdNNjCGcZA+IEzjIHYc5Sy2jgxy1bVUwurRZxTUiHsVCFcVo3s+fSmKJ7VPGTtVbv9VHsoZH3sZdjCGcZA+IEzjIHYCEq5rOKWrQDonccVAFWe/GVoYjX2HhbJWbJMW6tcrFqhtydERS8zmFIahrFybISFm4JsPVuVDpxv2GzDwCqtwrpDj9aVPWqKdVrWb9izjItcW3bfpvg892fYwhnGQPiBM4yB2DhKmVGWbEPBiOVDrLLzuYogS62wrICSYVlRpdfvIrRM5SlZynr9sr9FVjdofqvxZj7RvUItbeEMYyD8wBnGQGwspSTlqXw4oibLUqLe3tZTaOQiNHGK+rlMBq9FaFe2CmHZjFpTjs18ntX5PSV6E/YIWBa2cIYxEH7gDGMgNo5SiiJUYVe9CPRlt4JiW70EsJkStwgt64U/TRnvSJVyFY7oXs6YCplKub/RSMIWzjAGYiPyUhrGgQJbOMMYiP8DVXDehwDLRogAAAAASUVORK5CYII=" id="imaged816c4578b" 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 d="M 1181.07 87.48
L 1183.05 87.48
L 1185.03 87.48
L 1187.01 87.48
L 1188.99 87.48
L 1190.97 87.48
L 1192.95 87.48
L 1194.93 87.48
L 1195.92 88.47
L 1196.91 89.46
L 1198.89 89.46
L 1200.87 89.46
L 1201.86 90.45
L 1202.85 91.44
L 1204.83 91.44
L 1205.82 92.43
L 1206.81 93.42
L 1208.79 93.42
L 1209.78 94.41
L 1209.78 96.39
L 1210.77 97.38
L 1211.76 98.37
L 1212.75 99.36
L 1213.74 100.35
L 1213.74 102.33
L 1213.74 104.31
L 1213.74 106.29
L 1214.73 107.28
L 1215.72 108.27
L 1215.72 110.25
L 1215.72 112.23
L 1216.71 113.22
L 1217.7 114.21
L 1218.69 115.2
L 1219.68 116.19
L 1219.68 118.17
L 1220.67 119.16
L 1221.66 120.15
L 1221.66 122.13
L 1221.66 124.11
L 1222.65 125.1
L 1223.64 126.09
L 1223.64 128.07
L 1223.64 130.05
L 1222.65 131.04
L 1221.66 132.03
L 1221.66 134.01
L 1220.67 135
L 1219.68 135.99
L 1218.69 136.98
L 1217.7 137.97
L 1217.7 139.95
L 1216.71 140.94
L 1215.72 141.93
L 1214.73 142.92
L 1213.74 143.91
L 1213.74 145.89
L 1212.75 146.88
L 1211.76 147.87
L 1211.76 149.85
L 1210.77 150.84
L 1209.78 151.83
L 1208.79 152.82
L 1207.8 153.81
L 1206.81 154.8
L 1205.82 155.79
L 1204.83 156.78
L 1202.85 156.78
L 1200.87 156.78
L 1199.88 157.77
L 1198.89 158.76
L 1197.9 157.77
L 1196.91 156.78
L 1195.92 157.77
L 1194.93 158.76
L 1192.95 158.76
L 1190.97 158.76
L 1188.99 158.76
L 1187.01 158.76
L 1185.03 158.76
L 1183.05 158.76
L 1181.07 158.76
L 1179.09 158.76
L 1177.11 158.76
L 1175.13 158.76
L 1173.15 158.76
L 1171.17 158.76
L 1169.19 158.76
L 1168.2 157.77
L 1167.21 156.78
L 1166.22 155.79
L 1165.23 154.8
L 1163.25 154.8
L 1162.26 153.81
L 1162.26 151.83
L 1162.26 149.85
L 1161.27 148.86
L 1160.28 147.87
L 1159.29 146.88
L 1158.3 145.89
L 1158.3 143.91
L 1157.31 142.92
L 1156.32 141.93
L 1156.32 139.95
L 1155.33 138.96
L 1154.34 137.97
L 1154.34 135.99
L 1154.34 134.01
L 1153.35 133.02
L 1152.36 132.03
L 1152.36 130.05
L 1152.36 128.07
L 1152.36 126.09
L 1152.36 124.11
L 1153.35 123.12
L 1154.34 122.13
L 1154.34 120.15
L 1155.33 119.16
L 1156.32 118.17
L 1156.32 116.19
L 1157.31 115.2
L 1158.3 114.21
L 1158.3 112.23
L 1159.29 111.24
L 1160.28 110.25
L 1161.27 109.26
L 1162.26 108.27
L 1162.26 106.29
L 1162.26 104.31
L 1162.26 102.33
L 1162.26 100.35
L 1163.25 99.36
L 1164.24 98.37
L 1165.23 97.38
L 1166.22 96.39
L 1167.21 95.4
L 1169.19 95.4
L 1170.18 94.41
L 1171.17 93.42
L 1172.16 92.43
L 1173.15 91.44
L 1174.14 90.45
L 1175.13 89.46
L 1177.11 89.46
L 1179.09 89.46
L 1180.08 88.47
L 1181.07 87.48
z
" clip-path="url(#pbdcec990ae)" 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 1140.42375 194.4
L 1140.42375 182.78625
L 1108.8 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=37 -->
<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-33" x="136.279297"/>
<use xlink:href="#DejaVuSans-37" x="199.902344"/>
</g>
</g>
</g>
<g id="axes_10">
<g clip-path="url(#p73a4e4cbe4)">
<image xlink:href="data:image/png;base64,
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" id="image10251c9a1f" 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 d="M 1353.33 93.42
L 1354.32 94.41
L 1355.31 95.4
L 1357.29 95.4
L 1358.28 96.39
L 1359.27 97.38
L 1360.26 98.37
L 1361.25 99.36
L 1362.24 100.35
L 1362.24 102.33
L 1363.23 103.32
L 1364.22 104.31
L 1364.22 106.29
L 1365.21 107.28
L 1366.2 108.27
L 1366.2 110.25
L 1366.2 112.23
L 1367.19 113.22
L 1368.18 114.21
L 1368.18 116.19
L 1369.17 117.18
L 1370.16 118.17
L 1370.16 120.15
L 1371.15 121.14
L 1372.14 122.13
L 1372.14 124.11
L 1372.14 126.09
L 1372.14 128.07
L 1371.15 129.06
L 1370.16 130.05
L 1370.16 132.03
L 1370.16 134.01
L 1369.17 135
L 1368.18 135.99
L 1368.18 137.97
L 1368.18 139.95
L 1367.19 140.94
L 1366.2 141.93
L 1365.21 142.92
L 1364.22 143.91
L 1364.22 145.89
L 1364.22 147.87
L 1363.23 148.86
L 1362.24 149.85
L 1361.25 150.84
L 1359.27 150.84
L 1357.29 150.84
L 1355.31 150.84
L 1354.32 149.85
L 1353.33 148.86
L 1352.34 149.85
L 1351.35 150.84
L 1349.37 150.84
L 1347.39 150.84
L 1345.41 150.84
L 1343.43 150.84
L 1341.45 150.84
L 1339.47 150.84
L 1337.49 150.84
L 1335.51 150.84
L 1333.53 150.84
L 1331.55 150.84
L 1330.56 149.85
L 1329.57 148.86
L 1327.59 148.86
L 1326.6 147.87
L 1325.61 146.88
L 1323.63 146.88
L 1322.64 145.89
L 1322.64 143.91
L 1322.64 141.93
L 1322.64 139.95
L 1322.64 137.97
L 1321.65 136.98
L 1320.66 135.99
L 1320.66 134.01
L 1320.66 132.03
L 1320.66 130.05
L 1319.67 129.06
L 1318.68 128.07
L 1319.67 127.08
L 1320.66 126.09
L 1320.66 124.11
L 1320.66 122.13
L 1320.66 120.15
L 1321.65 119.16
L 1322.64 118.17
L 1322.64 116.19
L 1322.64 114.21
L 1323.63 113.22
L 1324.62 112.23
L 1324.62 110.25
L 1325.61 109.26
L 1326.6 108.27
L 1327.59 107.28
L 1328.58 106.29
L 1328.58 104.31
L 1329.57 103.32
L 1330.56 102.33
L 1331.55 101.34
L 1332.54 100.35
L 1332.54 98.37
L 1333.53 97.38
L 1334.52 96.39
L 1335.51 95.4
L 1337.49 95.4
L 1339.47 95.4
L 1341.45 95.4
L 1343.43 95.4
L 1344.42 96.39
L 1345.41 97.38
L 1347.39 97.38
L 1348.38 96.39
L 1349.37 95.4
L 1351.35 95.4
L 1352.34 94.41
L 1353.33 93.42
z
" clip-path="url(#p73a4e4cbe4)" 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 1298.82375 194.4
L 1298.82375 182.78625
L 1267.2 182.78625
z
" style="stroke: #000000; stroke-linejoin: miter"/>
</g>
<!-- z=44 -->
<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-34" x="136.279297"/>
<use xlink:href="#DejaVuSans-34" x="199.902344"/>
</g>
</g>
</g>
<g id="axes_11">
<g clip-path="url(#pb541bc90f7)">
<image xlink:href="data:image/png;base64,
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" id="imageee1b5d0ff7" 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(#pb541bc90f7)" 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=54 -->
<g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
<defs>
<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-35" x="136.279297"/>
<use xlink:href="#DejaVuSans-34" x="199.902344"/>
</g>
</g>
</g>
</g>
<defs>
<clipPath id="p0fe0cb7d8e">
<rect x="0" y="0" width="1584" height="230.4"/>
</clipPath>
<clipPath id="p6184163c0f">
<rect x="0" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pe00bed3a94">
<rect x="158.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p171429ef79">
<rect x="316.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pc68ebb6df2">
<rect x="475.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pbac1be5a1a">
<rect x="633.6" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p254b2d4066">
<rect x="792" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p17e9213e04">
<rect x="950.4" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pbdcec990ae">
<rect x="1108.8" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="p73a4e4cbe4">
<rect x="1267.2" y="36" width="158.4" height="158.4"/>
</clipPath>
<clipPath id="pb541bc90f7">
<rect x="1425.6" y="36" width="158.4" height="158.4"/>
</clipPath>
</defs>
</svg>