3121 lines
No EOL
201 KiB
(Stored with Git Annex)
XML
3121 lines
No EOL
201 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>2026-03-27T00:57:37.272002</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(#pf3fd5f62ba)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="imagebe40a1d7f0" 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(#p65ebdc9b36)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="image33b339c05d" 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 70.29 49.86
|
|
L 71.28 50.85
|
|
L 72.27 51.84
|
|
L 74.25 51.84
|
|
L 76.23 51.84
|
|
L 77.22 52.83
|
|
L 78.21 53.82
|
|
L 79.2 52.83
|
|
L 80.19 51.84
|
|
L 82.17 51.84
|
|
L 83.16 50.85
|
|
L 84.15 49.86
|
|
L 86.13 49.86
|
|
L 88.11 49.86
|
|
L 90.09 49.86
|
|
L 91.08 50.85
|
|
L 92.07 51.84
|
|
L 94.05 51.84
|
|
L 95.04 52.83
|
|
L 96.03 53.82
|
|
L 97.02 54.81
|
|
L 98.01 55.8
|
|
L 99.99 55.8
|
|
L 100.98 56.79
|
|
L 101.97 57.78
|
|
L 102.96 58.77
|
|
L 103.95 59.76
|
|
L 104.94 60.75
|
|
L 105.93 61.74
|
|
L 107.91 61.74
|
|
L 108.9 62.73
|
|
L 109.89 63.72
|
|
L 110.88 64.71
|
|
L 111.87 65.7
|
|
L 112.86 66.69
|
|
L 113.85 67.68
|
|
L 114.84 68.67
|
|
L 115.83 69.66
|
|
L 116.82 70.65
|
|
L 117.81 71.64
|
|
L 118.8 72.63
|
|
L 118.8 74.61
|
|
L 118.8 76.59
|
|
L 119.79 77.58
|
|
L 120.78 78.57
|
|
L 121.77 79.56
|
|
L 122.76 80.55
|
|
L 122.76 82.53
|
|
L 123.75 83.52
|
|
L 124.74 84.51
|
|
L 124.74 86.49
|
|
L 124.74 88.47
|
|
L 124.74 90.45
|
|
L 124.74 92.43
|
|
L 124.74 94.41
|
|
L 124.74 96.39
|
|
L 124.74 98.37
|
|
L 124.74 100.35
|
|
L 124.74 102.33
|
|
L 124.74 104.31
|
|
L 124.74 106.29
|
|
L 125.73 107.28
|
|
L 126.72 108.27
|
|
L 126.72 110.25
|
|
L 127.71 111.24
|
|
L 128.7 112.23
|
|
L 128.7 114.21
|
|
L 129.69 115.2
|
|
L 130.68 116.19
|
|
L 130.68 118.17
|
|
L 131.67 119.16
|
|
L 132.66 120.15
|
|
L 132.66 122.13
|
|
L 133.65 123.12
|
|
L 134.64 124.11
|
|
L 134.64 126.09
|
|
L 134.64 128.07
|
|
L 134.64 130.05
|
|
L 134.64 132.03
|
|
L 134.64 134.01
|
|
L 133.65 135
|
|
L 131.67 135
|
|
L 130.68 135.99
|
|
L 129.69 136.98
|
|
L 127.71 136.98
|
|
L 125.73 136.98
|
|
L 123.75 136.98
|
|
L 121.77 136.98
|
|
L 120.78 137.97
|
|
L 119.79 138.96
|
|
L 117.81 138.96
|
|
L 115.83 138.96
|
|
L 113.85 138.96
|
|
L 111.87 138.96
|
|
L 110.88 139.95
|
|
L 109.89 140.94
|
|
L 108.9 141.93
|
|
L 109.89 142.92
|
|
L 111.87 142.92
|
|
L 113.85 142.92
|
|
L 114.84 143.91
|
|
L 114.84 145.89
|
|
L 113.85 146.88
|
|
L 112.86 147.87
|
|
L 113.85 148.86
|
|
L 114.84 149.85
|
|
L 115.83 150.84
|
|
L 117.81 150.84
|
|
L 119.79 150.84
|
|
L 120.78 151.83
|
|
L 120.78 153.81
|
|
L 121.77 154.8
|
|
L 122.76 155.79
|
|
L 122.76 157.77
|
|
L 122.76 159.75
|
|
L 121.77 160.74
|
|
L 120.78 161.73
|
|
L 120.78 163.71
|
|
L 120.78 165.69
|
|
L 119.79 166.68
|
|
L 118.8 167.67
|
|
L 118.8 169.65
|
|
L 117.81 170.64
|
|
L 116.82 171.63
|
|
L 115.83 172.62
|
|
L 114.84 173.61
|
|
L 113.85 174.6
|
|
L 112.86 175.59
|
|
L 111.87 176.58
|
|
L 110.88 177.57
|
|
L 109.89 178.56
|
|
L 107.91 178.56
|
|
L 106.92 179.55
|
|
L 105.93 180.54
|
|
L 103.95 180.54
|
|
L 101.97 180.54
|
|
L 99.99 180.54
|
|
L 98.01 180.54
|
|
L 96.03 180.54
|
|
L 94.05 180.54
|
|
L 92.07 180.54
|
|
L 91.08 179.55
|
|
L 90.09 178.56
|
|
L 88.11 178.56
|
|
L 86.13 178.56
|
|
L 85.14 177.57
|
|
L 84.15 176.58
|
|
L 82.17 176.58
|
|
L 81.18 175.59
|
|
L 80.19 174.6
|
|
L 78.21 174.6
|
|
L 76.23 174.6
|
|
L 74.25 174.6
|
|
L 73.26 175.59
|
|
L 72.27 176.58
|
|
L 70.29 176.58
|
|
L 69.3 177.57
|
|
L 68.31 178.56
|
|
L 66.33 178.56
|
|
L 64.35 178.56
|
|
L 62.37 178.56
|
|
L 61.38 179.55
|
|
L 60.39 180.54
|
|
L 58.41 180.54
|
|
L 56.43 180.54
|
|
L 54.45 180.54
|
|
L 52.47 180.54
|
|
L 51.48 179.55
|
|
L 50.49 178.56
|
|
L 48.51 178.56
|
|
L 46.53 178.56
|
|
L 44.55 178.56
|
|
L 43.56 177.57
|
|
L 42.57 176.58
|
|
L 40.59 176.58
|
|
L 39.6 175.59
|
|
L 38.61 174.6
|
|
L 37.62 173.61
|
|
L 36.63 172.62
|
|
L 35.64 171.63
|
|
L 34.65 170.64
|
|
L 33.66 169.65
|
|
L 32.67 168.66
|
|
L 31.68 167.67
|
|
L 31.68 165.69
|
|
L 31.68 163.71
|
|
L 30.69 162.72
|
|
L 29.7 161.73
|
|
L 29.7 159.75
|
|
L 29.7 157.77
|
|
L 28.71 156.78
|
|
L 27.72 155.79
|
|
L 27.72 153.81
|
|
L 27.72 151.83
|
|
L 27.72 149.85
|
|
L 28.71 148.86
|
|
L 29.7 147.87
|
|
L 30.69 146.88
|
|
L 32.67 146.88
|
|
L 34.65 146.88
|
|
L 35.64 145.89
|
|
L 36.63 144.9
|
|
L 38.61 144.9
|
|
L 40.59 144.9
|
|
L 41.58 143.91
|
|
L 41.58 141.93
|
|
L 41.58 139.95
|
|
L 41.58 137.97
|
|
L 41.58 135.99
|
|
L 40.59 135
|
|
L 38.61 135
|
|
L 36.63 135
|
|
L 35.64 134.01
|
|
L 34.65 133.02
|
|
L 32.67 133.02
|
|
L 30.69 133.02
|
|
L 28.71 133.02
|
|
L 26.73 133.02
|
|
L 24.75 133.02
|
|
L 23.76 132.03
|
|
L 22.77 131.04
|
|
L 21.78 130.05
|
|
L 21.78 128.07
|
|
L 20.79 127.08
|
|
L 19.8 126.09
|
|
L 19.8 124.11
|
|
L 19.8 122.13
|
|
L 20.79 121.14
|
|
L 21.78 120.15
|
|
L 21.78 118.17
|
|
L 22.77 117.18
|
|
L 23.76 116.19
|
|
L 23.76 114.21
|
|
L 24.75 113.22
|
|
L 25.74 112.23
|
|
L 25.74 110.25
|
|
L 26.73 109.26
|
|
L 27.72 108.27
|
|
L 28.71 107.28
|
|
L 29.7 106.29
|
|
L 29.7 104.31
|
|
L 29.7 102.33
|
|
L 29.7 100.35
|
|
L 30.69 99.36
|
|
L 31.68 98.37
|
|
L 31.68 96.39
|
|
L 31.68 94.41
|
|
L 32.67 93.42
|
|
L 33.66 92.43
|
|
L 33.66 90.45
|
|
L 33.66 88.47
|
|
L 33.66 86.49
|
|
L 33.66 84.51
|
|
L 33.66 82.53
|
|
L 34.65 81.54
|
|
L 35.64 80.55
|
|
L 35.64 78.57
|
|
L 36.63 77.58
|
|
L 37.62 76.59
|
|
L 37.62 74.61
|
|
L 38.61 73.62
|
|
L 39.6 72.63
|
|
L 40.59 71.64
|
|
L 41.58 70.65
|
|
L 42.57 69.66
|
|
L 43.56 68.67
|
|
L 44.55 67.68
|
|
L 45.54 66.69
|
|
L 46.53 65.7
|
|
L 47.52 64.71
|
|
L 47.52 62.73
|
|
L 48.51 61.74
|
|
L 49.5 60.75
|
|
L 50.49 59.76
|
|
L 51.48 58.77
|
|
L 52.47 57.78
|
|
L 54.45 57.78
|
|
L 55.44 56.79
|
|
L 56.43 55.8
|
|
L 57.42 54.81
|
|
L 58.41 53.82
|
|
L 60.39 53.82
|
|
L 62.37 53.82
|
|
L 63.36 52.83
|
|
L 64.35 51.84
|
|
L 66.33 51.84
|
|
L 68.31 51.84
|
|
L 69.3 50.85
|
|
L 70.29 49.86
|
|
z
|
|
" clip-path="url(#p65ebdc9b36)" 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=-67 -->
|
|
<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-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-36" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-37" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_3">
|
|
<g clip-path="url(#p312d883c3c)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="imageb8d144c1cb" 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 242.55 49.86
|
|
L 244.53 49.86
|
|
L 246.51 49.86
|
|
L 247.5 50.85
|
|
L 248.49 51.84
|
|
L 250.47 51.84
|
|
L 251.46 52.83
|
|
L 252.45 53.82
|
|
L 254.43 53.82
|
|
L 255.42 54.81
|
|
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 266.31 63.72
|
|
L 267.3 64.71
|
|
L 268.29 65.7
|
|
L 269.28 66.69
|
|
L 270.27 67.68
|
|
L 271.26 68.67
|
|
L 272.25 69.66
|
|
L 274.23 69.66
|
|
L 275.22 70.65
|
|
L 276.21 71.64
|
|
L 277.2 72.63
|
|
L 278.19 73.62
|
|
L 279.18 74.61
|
|
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 283.14 84.51
|
|
L 283.14 86.49
|
|
L 283.14 88.47
|
|
L 283.14 90.45
|
|
L 284.13 91.44
|
|
L 285.12 92.43
|
|
L 285.12 94.41
|
|
L 285.12 96.39
|
|
L 285.12 98.37
|
|
L 285.12 100.35
|
|
L 285.12 102.33
|
|
L 285.12 104.31
|
|
L 285.12 106.29
|
|
L 286.11 107.28
|
|
L 287.1 108.27
|
|
L 287.1 110.25
|
|
L 287.1 112.23
|
|
L 288.09 113.22
|
|
L 289.08 114.21
|
|
L 289.08 116.19
|
|
L 290.07 117.18
|
|
L 291.06 118.17
|
|
L 291.06 120.15
|
|
L 292.05 121.14
|
|
L 293.04 122.13
|
|
L 293.04 124.11
|
|
L 294.03 125.1
|
|
L 295.02 126.09
|
|
L 295.02 128.07
|
|
L 295.02 130.05
|
|
L 295.02 132.03
|
|
L 295.02 134.01
|
|
L 294.03 135
|
|
L 293.04 135.99
|
|
L 293.04 137.97
|
|
L 292.05 138.96
|
|
L 291.06 139.95
|
|
L 290.07 140.94
|
|
L 289.08 141.93
|
|
L 288.09 142.92
|
|
L 287.1 143.91
|
|
L 287.1 145.89
|
|
L 286.11 146.88
|
|
L 285.12 147.87
|
|
L 285.12 149.85
|
|
L 285.12 151.83
|
|
L 284.13 152.82
|
|
L 283.14 153.81
|
|
L 282.15 154.8
|
|
L 281.16 155.79
|
|
L 281.16 157.77
|
|
L 281.16 159.75
|
|
L 281.16 161.73
|
|
L 281.16 163.71
|
|
L 281.16 165.69
|
|
L 280.17 166.68
|
|
L 279.18 167.67
|
|
L 278.19 168.66
|
|
L 277.2 169.65
|
|
L 276.21 170.64
|
|
L 275.22 171.63
|
|
L 274.23 172.62
|
|
L 273.24 173.61
|
|
L 272.25 174.6
|
|
L 271.26 175.59
|
|
L 270.27 176.58
|
|
L 269.28 177.57
|
|
L 268.29 178.56
|
|
L 267.3 179.55
|
|
L 266.31 180.54
|
|
L 264.33 180.54
|
|
L 262.35 180.54
|
|
L 261.36 181.53
|
|
L 260.37 182.52
|
|
L 259.38 181.53
|
|
L 258.39 180.54
|
|
L 256.41 180.54
|
|
L 254.43 180.54
|
|
L 252.45 180.54
|
|
L 250.47 180.54
|
|
L 248.49 180.54
|
|
L 246.51 180.54
|
|
L 244.53 180.54
|
|
L 242.55 180.54
|
|
L 241.56 179.55
|
|
L 240.57 178.56
|
|
L 238.59 178.56
|
|
L 237.6 177.57
|
|
L 236.61 176.58
|
|
L 234.63 176.58
|
|
L 233.64 177.57
|
|
L 232.65 178.56
|
|
L 231.66 179.55
|
|
L 230.67 180.54
|
|
L 228.69 180.54
|
|
L 226.71 180.54
|
|
L 224.73 180.54
|
|
L 222.75 180.54
|
|
L 220.77 180.54
|
|
L 218.79 180.54
|
|
L 216.81 180.54
|
|
L 214.83 180.54
|
|
L 212.85 180.54
|
|
L 211.86 179.55
|
|
L 210.87 178.56
|
|
L 208.89 178.56
|
|
L 206.91 178.56
|
|
L 205.92 177.57
|
|
L 204.93 176.58
|
|
L 202.95 176.58
|
|
L 201.96 175.59
|
|
L 200.97 174.6
|
|
L 199.98 173.61
|
|
L 198.99 172.62
|
|
L 197.01 172.62
|
|
L 196.02 171.63
|
|
L 195.03 170.64
|
|
L 194.04 169.65
|
|
L 193.05 168.66
|
|
L 192.06 167.67
|
|
L 191.07 166.68
|
|
L 190.08 165.69
|
|
L 189.09 164.7
|
|
L 188.1 163.71
|
|
L 188.1 161.73
|
|
L 187.11 160.74
|
|
L 186.12 159.75
|
|
L 186.12 157.77
|
|
L 186.12 155.79
|
|
L 186.12 153.81
|
|
L 186.12 151.83
|
|
L 186.12 149.85
|
|
L 186.12 147.87
|
|
L 186.12 145.89
|
|
L 186.12 143.91
|
|
L 186.12 141.93
|
|
L 185.13 140.94
|
|
L 184.14 139.95
|
|
L 183.15 138.96
|
|
L 181.17 138.96
|
|
L 180.18 137.97
|
|
L 180.18 135.99
|
|
L 179.19 135
|
|
L 178.2 134.01
|
|
L 178.2 132.03
|
|
L 178.2 130.05
|
|
L 178.2 128.07
|
|
L 178.2 126.09
|
|
L 178.2 124.11
|
|
L 178.2 122.13
|
|
L 179.19 121.14
|
|
L 180.18 120.15
|
|
L 180.18 118.17
|
|
L 181.17 117.18
|
|
L 182.16 116.19
|
|
L 183.15 115.2
|
|
L 184.14 114.21
|
|
L 184.14 112.23
|
|
L 185.13 111.24
|
|
L 186.12 110.25
|
|
L 186.12 108.27
|
|
L 186.12 106.29
|
|
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 188.1 96.39
|
|
L 188.1 94.41
|
|
L 189.09 93.42
|
|
L 190.08 92.43
|
|
L 190.08 90.45
|
|
L 190.08 88.47
|
|
L 191.07 87.48
|
|
L 192.06 86.49
|
|
L 192.06 84.51
|
|
L 192.06 82.53
|
|
L 193.05 81.54
|
|
L 194.04 80.55
|
|
L 194.04 78.57
|
|
L 195.03 77.58
|
|
L 196.02 76.59
|
|
L 197.01 75.6
|
|
L 198 74.61
|
|
L 198.99 73.62
|
|
L 199.98 72.63
|
|
L 199.98 70.65
|
|
L 200.97 69.66
|
|
L 202.95 69.66
|
|
L 203.94 68.67
|
|
L 204.93 67.68
|
|
L 205.92 66.69
|
|
L 205.92 64.71
|
|
L 206.91 63.72
|
|
L 207.9 62.73
|
|
L 208.89 61.74
|
|
L 209.88 60.75
|
|
L 210.87 59.76
|
|
L 212.85 59.76
|
|
L 213.84 58.77
|
|
L 214.83 57.78
|
|
L 215.82 56.79
|
|
L 216.81 55.8
|
|
L 217.8 54.81
|
|
L 218.79 53.82
|
|
L 220.77 53.82
|
|
L 222.75 53.82
|
|
L 223.74 52.83
|
|
L 224.73 51.84
|
|
L 226.71 51.84
|
|
L 228.69 51.84
|
|
L 230.67 51.84
|
|
L 232.65 51.84
|
|
L 234.63 51.84
|
|
L 235.62 52.83
|
|
L 236.61 53.82
|
|
L 238.59 53.82
|
|
L 239.58 52.83
|
|
L 240.57 51.84
|
|
L 241.56 50.85
|
|
L 242.55 49.86
|
|
z
|
|
" clip-path="url(#p312d883c3c)" 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=-60 -->
|
|
<g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
|
|
<defs>
|
|
<path id="DejaVuSans-30" d="M 2034 4250
|
|
Q 1547 4250 1301 3770
|
|
Q 1056 3291 1056 2328
|
|
Q 1056 1369 1301 889
|
|
Q 1547 409 2034 409
|
|
Q 2525 409 2770 889
|
|
Q 3016 1369 3016 2328
|
|
Q 3016 3291 2770 3770
|
|
Q 2525 4250 2034 4250
|
|
z
|
|
M 2034 4750
|
|
Q 2819 4750 3233 4129
|
|
Q 3647 3509 3647 2328
|
|
Q 3647 1150 3233 529
|
|
Q 2819 -91 2034 -91
|
|
Q 1250 -91 836 529
|
|
Q 422 1150 422 2328
|
|
Q 422 3509 836 4129
|
|
Q 1250 4750 2034 4750
|
|
z
|
|
" transform="scale(0.015625)"/>
|
|
</defs>
|
|
<use xlink:href="#DejaVuSans-7a"/>
|
|
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
|
|
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
|
|
<use xlink:href="#DejaVuSans-36" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-30" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_4">
|
|
<g clip-path="url(#p1d0f2e48dd)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="imagef67a6ffddb" 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 385.11 55.8
|
|
L 387.09 55.8
|
|
L 389.07 55.8
|
|
L 391.05 55.8
|
|
L 393.03 55.8
|
|
L 395.01 55.8
|
|
L 396.99 55.8
|
|
L 398.97 55.8
|
|
L 400.95 55.8
|
|
L 402.93 55.8
|
|
L 404.91 55.8
|
|
L 405.9 56.79
|
|
L 406.89 57.78
|
|
L 408.87 57.78
|
|
L 410.85 57.78
|
|
L 411.84 58.77
|
|
L 412.83 59.76
|
|
L 414.81 59.76
|
|
L 415.8 60.75
|
|
L 416.79 61.74
|
|
L 417.78 62.73
|
|
L 418.77 63.72
|
|
L 420.75 63.72
|
|
L 422.73 63.72
|
|
L 423.72 64.71
|
|
L 424.71 65.7
|
|
L 425.7 66.69
|
|
L 426.69 67.68
|
|
L 427.68 68.67
|
|
L 428.67 69.66
|
|
L 429.66 70.65
|
|
L 430.65 71.64
|
|
L 431.64 72.63
|
|
L 432.63 73.62
|
|
L 433.62 74.61
|
|
L 434.61 75.6
|
|
L 435.6 76.59
|
|
L 436.59 77.58
|
|
L 437.58 78.57
|
|
L 438.57 79.56
|
|
L 439.56 80.55
|
|
L 440.55 81.54
|
|
L 441.54 82.53
|
|
L 441.54 84.51
|
|
L 442.53 85.5
|
|
L 443.52 86.49
|
|
L 443.52 88.47
|
|
L 444.51 89.46
|
|
L 445.5 90.45
|
|
L 445.5 92.43
|
|
L 445.5 94.41
|
|
L 445.5 96.39
|
|
L 445.5 98.37
|
|
L 445.5 100.35
|
|
L 445.5 102.33
|
|
L 446.49 103.32
|
|
L 447.48 104.31
|
|
L 447.48 106.29
|
|
L 447.48 108.27
|
|
L 447.48 110.25
|
|
L 447.48 112.23
|
|
L 447.48 114.21
|
|
L 447.48 116.19
|
|
L 448.47 117.18
|
|
L 449.46 118.17
|
|
L 449.46 120.15
|
|
L 450.45 121.14
|
|
L 451.44 122.13
|
|
L 451.44 124.11
|
|
L 452.43 125.1
|
|
L 453.42 126.09
|
|
L 453.42 128.07
|
|
L 453.42 130.05
|
|
L 452.43 131.04
|
|
L 451.44 132.03
|
|
L 451.44 134.01
|
|
L 451.44 135.99
|
|
L 451.44 137.97
|
|
L 451.44 139.95
|
|
L 451.44 141.93
|
|
L 451.44 143.91
|
|
L 450.45 144.9
|
|
L 449.46 145.89
|
|
L 449.46 147.87
|
|
L 448.47 148.86
|
|
L 447.48 149.85
|
|
L 447.48 151.83
|
|
L 446.49 152.82
|
|
L 445.5 153.81
|
|
L 444.51 154.8
|
|
L 443.52 155.79
|
|
L 442.53 156.78
|
|
L 441.54 157.77
|
|
L 440.55 158.76
|
|
L 439.56 159.75
|
|
L 439.56 161.73
|
|
L 438.57 162.72
|
|
L 437.58 163.71
|
|
L 437.58 165.69
|
|
L 436.59 166.68
|
|
L 435.6 167.67
|
|
L 435.6 169.65
|
|
L 434.61 170.64
|
|
L 433.62 171.63
|
|
L 432.63 172.62
|
|
L 431.64 173.61
|
|
L 431.64 175.59
|
|
L 430.65 176.58
|
|
L 428.67 176.58
|
|
L 427.68 177.57
|
|
L 426.69 178.56
|
|
L 424.71 178.56
|
|
L 422.73 178.56
|
|
L 421.74 179.55
|
|
L 420.75 180.54
|
|
L 418.77 180.54
|
|
L 416.79 180.54
|
|
L 414.81 180.54
|
|
L 413.82 181.53
|
|
L 412.83 182.52
|
|
L 410.85 182.52
|
|
L 408.87 182.52
|
|
L 406.89 182.52
|
|
L 404.91 182.52
|
|
L 402.93 182.52
|
|
L 400.95 182.52
|
|
L 399.96 183.51
|
|
L 398.97 184.5
|
|
L 396.99 184.5
|
|
L 395.01 184.5
|
|
L 394.02 183.51
|
|
L 393.03 182.52
|
|
L 391.05 182.52
|
|
L 389.07 182.52
|
|
L 387.09 182.52
|
|
L 386.1 181.53
|
|
L 385.11 180.54
|
|
L 383.13 180.54
|
|
L 382.14 181.53
|
|
L 381.15 182.52
|
|
L 380.16 181.53
|
|
L 379.17 180.54
|
|
L 377.19 180.54
|
|
L 375.21 180.54
|
|
L 373.23 180.54
|
|
L 371.25 180.54
|
|
L 370.26 179.55
|
|
L 369.27 178.56
|
|
L 367.29 178.56
|
|
L 366.3 177.57
|
|
L 365.31 176.58
|
|
L 363.33 176.58
|
|
L 362.34 175.59
|
|
L 361.35 174.6
|
|
L 359.37 174.6
|
|
L 357.39 174.6
|
|
L 356.4 173.61
|
|
L 355.41 172.62
|
|
L 353.43 172.62
|
|
L 352.44 171.63
|
|
L 352.44 169.65
|
|
L 351.45 168.66
|
|
L 350.46 167.67
|
|
L 349.47 166.68
|
|
L 348.48 165.69
|
|
L 348.48 163.71
|
|
L 347.49 162.72
|
|
L 346.5 161.73
|
|
L 345.51 160.74
|
|
L 344.52 159.75
|
|
L 344.52 157.77
|
|
L 343.53 156.78
|
|
L 342.54 155.79
|
|
L 341.55 154.8
|
|
L 340.56 153.81
|
|
L 340.56 151.83
|
|
L 339.57 150.84
|
|
L 338.58 149.85
|
|
L 338.58 147.87
|
|
L 338.58 145.89
|
|
L 338.58 143.91
|
|
L 337.59 142.92
|
|
L 336.6 141.93
|
|
L 336.6 139.95
|
|
L 336.6 137.97
|
|
L 336.6 135.99
|
|
L 336.6 134.01
|
|
L 336.6 132.03
|
|
L 336.6 130.05
|
|
L 337.59 129.06
|
|
L 338.58 128.07
|
|
L 338.58 126.09
|
|
L 337.59 125.1
|
|
L 336.6 124.11
|
|
L 337.59 123.12
|
|
L 338.58 122.13
|
|
L 338.58 120.15
|
|
L 338.58 118.17
|
|
L 339.57 117.18
|
|
L 340.56 116.19
|
|
L 340.56 114.21
|
|
L 340.56 112.23
|
|
L 340.56 110.25
|
|
L 341.55 109.26
|
|
L 342.54 108.27
|
|
L 342.54 106.29
|
|
L 342.54 104.31
|
|
L 343.53 103.32
|
|
L 344.52 102.33
|
|
L 344.52 100.35
|
|
L 344.52 98.37
|
|
L 344.52 96.39
|
|
L 344.52 94.41
|
|
L 345.51 93.42
|
|
L 346.5 92.43
|
|
L 346.5 90.45
|
|
L 346.5 88.47
|
|
L 347.49 87.48
|
|
L 348.48 86.49
|
|
L 349.47 85.5
|
|
L 350.46 84.51
|
|
L 350.46 82.53
|
|
L 350.46 80.55
|
|
L 351.45 79.56
|
|
L 352.44 78.57
|
|
L 353.43 77.58
|
|
L 354.42 76.59
|
|
L 355.41 75.6
|
|
L 356.4 74.61
|
|
L 357.39 73.62
|
|
L 359.37 73.62
|
|
L 360.36 72.63
|
|
L 361.35 71.64
|
|
L 362.34 70.65
|
|
L 363.33 69.66
|
|
L 364.32 68.67
|
|
L 365.31 67.68
|
|
L 366.3 66.69
|
|
L 367.29 65.7
|
|
L 369.27 65.7
|
|
L 370.26 64.71
|
|
L 371.25 63.72
|
|
L 372.24 62.73
|
|
L 373.23 61.74
|
|
L 374.22 60.75
|
|
L 375.21 59.76
|
|
L 377.19 59.76
|
|
L 378.18 58.77
|
|
L 379.17 57.78
|
|
L 381.15 57.78
|
|
L 383.13 57.78
|
|
L 384.12 56.79
|
|
L 385.11 55.8
|
|
z
|
|
" clip-path="url(#p1d0f2e48dd)" 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=-45 -->
|
|
<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)"/>
|
|
<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-34" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-35" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_5">
|
|
<g clip-path="url(#p8cead6f7d4)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="image03844d696b" 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 553.41 57.78
|
|
L 555.39 57.78
|
|
L 556.38 58.77
|
|
L 557.37 59.76
|
|
L 559.35 59.76
|
|
L 560.34 58.77
|
|
L 561.33 57.78
|
|
L 562.32 58.77
|
|
L 563.31 59.76
|
|
L 565.29 59.76
|
|
L 566.28 60.75
|
|
L 567.27 61.74
|
|
L 569.25 61.74
|
|
L 571.23 61.74
|
|
L 572.22 62.73
|
|
L 573.21 63.72
|
|
L 575.19 63.72
|
|
L 576.18 64.71
|
|
L 577.17 65.7
|
|
L 579.15 65.7
|
|
L 581.13 65.7
|
|
L 582.12 66.69
|
|
L 583.11 67.68
|
|
L 584.1 68.67
|
|
L 585.09 69.66
|
|
L 586.08 70.65
|
|
L 587.07 71.64
|
|
L 588.06 72.63
|
|
L 589.05 73.62
|
|
L 590.04 74.61
|
|
L 591.03 75.6
|
|
L 592.02 76.59
|
|
L 593.01 77.58
|
|
L 594 78.57
|
|
L 594.99 79.56
|
|
L 595.98 80.55
|
|
L 596.97 81.54
|
|
L 597.96 82.53
|
|
L 598.95 83.52
|
|
L 599.94 84.51
|
|
L 600.93 85.5
|
|
L 601.92 86.49
|
|
L 601.92 88.47
|
|
L 601.92 90.45
|
|
L 601.92 92.43
|
|
L 602.91 93.42
|
|
L 603.9 94.41
|
|
L 603.9 96.39
|
|
L 604.89 97.38
|
|
L 605.88 98.37
|
|
L 605.88 100.35
|
|
L 605.88 102.33
|
|
L 605.88 104.31
|
|
L 606.87 105.3
|
|
L 607.86 106.29
|
|
L 607.86 108.27
|
|
L 607.86 110.25
|
|
L 607.86 112.23
|
|
L 607.86 114.21
|
|
L 607.86 116.19
|
|
L 607.86 118.17
|
|
L 607.86 120.15
|
|
L 607.86 122.13
|
|
L 607.86 124.11
|
|
L 608.85 125.1
|
|
L 609.84 126.09
|
|
L 609.84 128.07
|
|
L 609.84 130.05
|
|
L 609.84 132.03
|
|
L 609.84 134.01
|
|
L 609.84 135.99
|
|
L 609.84 137.97
|
|
L 609.84 139.95
|
|
L 608.85 140.94
|
|
L 607.86 141.93
|
|
L 607.86 143.91
|
|
L 607.86 145.89
|
|
L 607.86 147.87
|
|
L 607.86 149.85
|
|
L 606.87 150.84
|
|
L 605.88 151.83
|
|
L 604.89 152.82
|
|
L 603.9 153.81
|
|
L 602.91 154.8
|
|
L 601.92 155.79
|
|
L 600.93 156.78
|
|
L 599.94 157.77
|
|
L 598.95 158.76
|
|
L 597.96 159.75
|
|
L 597.96 161.73
|
|
L 596.97 162.72
|
|
L 595.98 163.71
|
|
L 595.98 165.69
|
|
L 594.99 166.68
|
|
L 594 167.67
|
|
L 593.01 168.66
|
|
L 592.02 169.65
|
|
L 592.02 171.63
|
|
L 591.03 172.62
|
|
L 590.04 173.61
|
|
L 589.05 174.6
|
|
L 588.06 175.59
|
|
L 587.07 176.58
|
|
L 585.09 176.58
|
|
L 584.1 177.57
|
|
L 583.11 178.56
|
|
L 581.13 178.56
|
|
L 580.14 179.55
|
|
L 579.15 180.54
|
|
L 577.17 180.54
|
|
L 576.18 181.53
|
|
L 575.19 182.52
|
|
L 573.21 182.52
|
|
L 571.23 182.52
|
|
L 569.25 182.52
|
|
L 567.27 182.52
|
|
L 565.29 182.52
|
|
L 563.31 182.52
|
|
L 561.33 182.52
|
|
L 560.34 183.51
|
|
L 559.35 184.5
|
|
L 557.37 184.5
|
|
L 555.39 184.5
|
|
L 553.41 184.5
|
|
L 551.43 184.5
|
|
L 549.45 184.5
|
|
L 547.47 184.5
|
|
L 545.49 184.5
|
|
L 544.5 183.51
|
|
L 543.51 182.52
|
|
L 541.53 182.52
|
|
L 539.55 182.52
|
|
L 537.57 182.52
|
|
L 535.59 182.52
|
|
L 533.61 182.52
|
|
L 532.62 181.53
|
|
L 531.63 180.54
|
|
L 529.65 180.54
|
|
L 527.67 180.54
|
|
L 526.68 179.55
|
|
L 525.69 178.56
|
|
L 523.71 178.56
|
|
L 522.72 177.57
|
|
L 521.73 176.58
|
|
L 519.75 176.58
|
|
L 518.76 175.59
|
|
L 517.77 174.6
|
|
L 516.78 173.61
|
|
L 515.79 172.62
|
|
L 513.81 172.62
|
|
L 512.82 171.63
|
|
L 511.83 170.64
|
|
L 510.84 169.65
|
|
L 509.85 168.66
|
|
L 508.86 167.67
|
|
L 508.86 165.69
|
|
L 507.87 164.7
|
|
L 506.88 163.71
|
|
L 506.88 161.73
|
|
L 505.89 160.74
|
|
L 504.9 159.75
|
|
L 504.9 157.77
|
|
L 503.91 156.78
|
|
L 502.92 155.79
|
|
L 501.93 154.8
|
|
L 500.94 153.81
|
|
L 499.95 152.82
|
|
L 498.96 151.83
|
|
L 498.96 149.85
|
|
L 497.97 148.86
|
|
L 496.98 147.87
|
|
L 496.98 145.89
|
|
L 496.98 143.91
|
|
L 495.99 142.92
|
|
L 495 141.93
|
|
L 495 139.95
|
|
L 495 137.97
|
|
L 495 135.99
|
|
L 495 134.01
|
|
L 495 132.03
|
|
L 495 130.05
|
|
L 495 128.07
|
|
L 495 126.09
|
|
L 495.99 125.1
|
|
L 496.98 124.11
|
|
L 496.98 122.13
|
|
L 496.98 120.15
|
|
L 496.98 118.17
|
|
L 497.97 117.18
|
|
L 498.96 116.19
|
|
L 498.96 114.21
|
|
L 498.96 112.23
|
|
L 498.96 110.25
|
|
L 498.96 108.27
|
|
L 498.96 106.29
|
|
L 499.95 105.3
|
|
L 500.94 104.31
|
|
L 500.94 102.33
|
|
L 501.93 101.34
|
|
L 502.92 100.35
|
|
L 502.92 98.37
|
|
L 502.92 96.39
|
|
L 503.91 95.4
|
|
L 504.9 94.41
|
|
L 504.9 92.43
|
|
L 504.9 90.45
|
|
L 505.89 89.46
|
|
L 506.88 88.47
|
|
L 506.88 86.49
|
|
L 507.87 85.5
|
|
L 508.86 84.51
|
|
L 509.85 83.52
|
|
L 510.84 82.53
|
|
L 511.83 81.54
|
|
L 512.82 80.55
|
|
L 512.82 78.57
|
|
L 513.81 77.58
|
|
L 515.79 77.58
|
|
L 516.78 76.59
|
|
L 517.77 75.6
|
|
L 518.76 74.61
|
|
L 519.75 73.62
|
|
L 520.74 72.63
|
|
L 521.73 71.64
|
|
L 523.71 71.64
|
|
L 524.7 70.65
|
|
L 525.69 69.66
|
|
L 526.68 68.67
|
|
L 527.67 67.68
|
|
L 528.66 66.69
|
|
L 529.65 65.7
|
|
L 530.64 64.71
|
|
L 531.63 63.72
|
|
L 533.61 63.72
|
|
L 535.59 63.72
|
|
L 536.58 62.73
|
|
L 537.57 61.74
|
|
L 539.55 61.74
|
|
L 541.53 61.74
|
|
L 543.51 61.74
|
|
L 544.5 60.75
|
|
L 545.49 59.76
|
|
L 547.47 59.76
|
|
L 549.45 59.76
|
|
L 551.43 59.76
|
|
L 552.42 58.77
|
|
L 553.41 57.78
|
|
z
|
|
" clip-path="url(#p8cead6f7d4)" 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=-37 -->
|
|
<g style="fill: #ffffff" transform="translate(475.2 191.904375) 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-37" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_6">
|
|
<g clip-path="url(#pb73bead9be)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="image7286796529" 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 703.89 61.74
|
|
L 705.87 61.74
|
|
L 707.85 61.74
|
|
L 709.83 61.74
|
|
L 710.82 62.73
|
|
L 711.81 63.72
|
|
L 713.79 63.72
|
|
L 715.77 63.72
|
|
L 717.75 63.72
|
|
L 718.74 62.73
|
|
L 719.73 61.74
|
|
L 721.71 61.74
|
|
L 722.7 62.73
|
|
L 723.69 63.72
|
|
L 724.68 64.71
|
|
L 725.67 65.7
|
|
L 727.65 65.7
|
|
L 728.64 66.69
|
|
L 729.63 67.68
|
|
L 731.61 67.68
|
|
L 732.6 68.67
|
|
L 733.59 69.66
|
|
L 735.57 69.66
|
|
L 736.56 70.65
|
|
L 737.55 71.64
|
|
L 739.53 71.64
|
|
L 740.52 72.63
|
|
L 741.51 73.62
|
|
L 742.5 74.61
|
|
L 743.49 75.6
|
|
L 745.47 75.6
|
|
L 746.46 76.59
|
|
L 747.45 77.58
|
|
L 748.44 78.57
|
|
L 749.43 79.56
|
|
L 750.42 80.55
|
|
L 751.41 81.54
|
|
L 752.4 82.53
|
|
L 753.39 83.52
|
|
L 754.38 84.51
|
|
L 755.37 85.5
|
|
L 756.36 86.49
|
|
L 757.35 87.48
|
|
L 758.34 88.47
|
|
L 758.34 90.45
|
|
L 759.33 91.44
|
|
L 760.32 92.43
|
|
L 760.32 94.41
|
|
L 760.32 96.39
|
|
L 761.31 97.38
|
|
L 762.3 98.37
|
|
L 762.3 100.35
|
|
L 762.3 102.33
|
|
L 763.29 103.32
|
|
L 764.28 104.31
|
|
L 764.28 106.29
|
|
L 765.27 107.28
|
|
L 766.26 108.27
|
|
L 766.26 110.25
|
|
L 766.26 112.23
|
|
L 766.26 114.21
|
|
L 766.26 116.19
|
|
L 766.26 118.17
|
|
L 766.26 120.15
|
|
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 766.26 135.99
|
|
L 766.26 137.97
|
|
L 765.27 138.96
|
|
L 764.28 139.95
|
|
L 764.28 141.93
|
|
L 764.28 143.91
|
|
L 764.28 145.89
|
|
L 764.28 147.87
|
|
L 763.29 148.86
|
|
L 762.3 149.85
|
|
L 762.3 151.83
|
|
L 761.31 152.82
|
|
L 760.32 153.81
|
|
L 760.32 155.79
|
|
L 759.33 156.78
|
|
L 758.34 157.77
|
|
L 757.35 158.76
|
|
L 756.36 159.75
|
|
L 755.37 160.74
|
|
L 754.38 161.73
|
|
L 753.39 162.72
|
|
L 752.4 163.71
|
|
L 751.41 164.7
|
|
L 749.43 164.7
|
|
L 748.44 165.69
|
|
L 748.44 167.67
|
|
L 747.45 168.66
|
|
L 746.46 169.65
|
|
L 745.47 170.64
|
|
L 744.48 171.63
|
|
L 744.48 173.61
|
|
L 743.49 174.6
|
|
L 742.5 175.59
|
|
L 741.51 176.58
|
|
L 739.53 176.58
|
|
L 738.54 177.57
|
|
L 737.55 178.56
|
|
L 735.57 178.56
|
|
L 734.58 179.55
|
|
L 733.59 180.54
|
|
L 731.61 180.54
|
|
L 730.62 181.53
|
|
L 729.63 182.52
|
|
L 727.65 182.52
|
|
L 725.67 182.52
|
|
L 723.69 182.52
|
|
L 721.71 182.52
|
|
L 720.72 183.51
|
|
L 719.73 184.5
|
|
L 717.75 184.5
|
|
L 715.77 184.5
|
|
L 714.78 183.51
|
|
L 713.79 182.52
|
|
L 711.81 182.52
|
|
L 710.82 183.51
|
|
L 709.83 184.5
|
|
L 707.85 184.5
|
|
L 705.87 184.5
|
|
L 703.89 184.5
|
|
L 701.91 184.5
|
|
L 699.93 184.5
|
|
L 698.94 183.51
|
|
L 697.95 182.52
|
|
L 695.97 182.52
|
|
L 693.99 182.52
|
|
L 693 181.53
|
|
L 692.01 180.54
|
|
L 690.03 180.54
|
|
L 688.05 180.54
|
|
L 687.06 179.55
|
|
L 686.07 178.56
|
|
L 684.09 178.56
|
|
L 683.1 177.57
|
|
L 682.11 176.58
|
|
L 681.12 175.59
|
|
L 680.13 174.6
|
|
L 679.14 173.61
|
|
L 678.15 172.62
|
|
L 676.17 172.62
|
|
L 675.18 171.63
|
|
L 674.19 170.64
|
|
L 673.2 169.65
|
|
L 672.21 168.66
|
|
L 671.22 167.67
|
|
L 671.22 165.69
|
|
L 670.23 164.7
|
|
L 669.24 163.71
|
|
L 669.24 161.73
|
|
L 668.25 160.74
|
|
L 667.26 159.75
|
|
L 666.27 158.76
|
|
L 665.28 157.77
|
|
L 664.29 156.78
|
|
L 663.3 155.79
|
|
L 662.31 154.8
|
|
L 661.32 153.81
|
|
L 660.33 152.82
|
|
L 659.34 151.83
|
|
L 658.35 150.84
|
|
L 657.36 149.85
|
|
L 657.36 147.87
|
|
L 657.36 145.89
|
|
L 657.36 143.91
|
|
L 657.36 141.93
|
|
L 656.37 140.94
|
|
L 655.38 139.95
|
|
L 655.38 137.97
|
|
L 655.38 135.99
|
|
L 655.38 134.01
|
|
L 655.38 132.03
|
|
L 656.37 131.04
|
|
L 657.36 130.05
|
|
L 656.37 129.06
|
|
L 655.38 128.07
|
|
L 655.38 126.09
|
|
L 656.37 125.1
|
|
L 657.36 124.11
|
|
L 656.37 123.12
|
|
L 655.38 122.13
|
|
L 655.38 120.15
|
|
L 655.38 118.17
|
|
L 655.38 116.19
|
|
L 656.37 115.2
|
|
L 657.36 114.21
|
|
L 657.36 112.23
|
|
L 657.36 110.25
|
|
L 657.36 108.27
|
|
L 658.35 107.28
|
|
L 659.34 106.29
|
|
L 659.34 104.31
|
|
L 660.33 103.32
|
|
L 661.32 102.33
|
|
L 661.32 100.35
|
|
L 661.32 98.37
|
|
L 662.31 97.38
|
|
L 663.3 96.39
|
|
L 663.3 94.41
|
|
L 664.29 93.42
|
|
L 665.28 92.43
|
|
L 666.27 91.44
|
|
L 667.26 90.45
|
|
L 667.26 88.47
|
|
L 668.25 87.48
|
|
L 669.24 86.49
|
|
L 669.24 84.51
|
|
L 670.23 83.52
|
|
L 672.21 83.52
|
|
L 673.2 82.53
|
|
L 674.19 81.54
|
|
L 676.17 81.54
|
|
L 677.16 80.55
|
|
L 678.15 79.56
|
|
L 679.14 78.57
|
|
L 680.13 77.58
|
|
L 681.12 76.59
|
|
L 682.11 75.6
|
|
L 683.1 74.61
|
|
L 684.09 73.62
|
|
L 685.08 72.63
|
|
L 686.07 71.64
|
|
L 688.05 71.64
|
|
L 690.03 71.64
|
|
L 691.02 70.65
|
|
L 692.01 69.66
|
|
L 693 68.67
|
|
L 693.99 67.68
|
|
L 695.97 67.68
|
|
L 696.96 66.69
|
|
L 697.95 65.7
|
|
L 699.93 65.7
|
|
L 700.92 64.71
|
|
L 701.91 63.72
|
|
L 702.9 62.73
|
|
L 703.89 61.74
|
|
z
|
|
" clip-path="url(#pb73bead9be)" 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=-27 -->
|
|
<g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
|
|
<defs>
|
|
<path id="DejaVuSans-32" d="M 1228 531
|
|
L 3431 531
|
|
L 3431 0
|
|
L 469 0
|
|
L 469 531
|
|
Q 828 903 1448 1529
|
|
Q 2069 2156 2228 2338
|
|
Q 2531 2678 2651 2914
|
|
Q 2772 3150 2772 3378
|
|
Q 2772 3750 2511 3984
|
|
Q 2250 4219 1831 4219
|
|
Q 1534 4219 1204 4116
|
|
Q 875 4013 500 3803
|
|
L 500 4441
|
|
Q 881 4594 1212 4672
|
|
Q 1544 4750 1819 4750
|
|
Q 2544 4750 2975 4387
|
|
Q 3406 4025 3406 3419
|
|
Q 3406 3131 3298 2873
|
|
Q 3191 2616 2906 2266
|
|
Q 2828 2175 2409 1742
|
|
Q 1991 1309 1228 531
|
|
z
|
|
" transform="scale(0.015625)"/>
|
|
</defs>
|
|
<use xlink:href="#DejaVuSans-7a"/>
|
|
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
|
|
<use xlink:href="#DejaVuSans-2d" x="136.279297"/>
|
|
<use xlink:href="#DejaVuSans-32" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-37" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_7">
|
|
<g clip-path="url(#p4a577bb70d)">
|
|
<image xlink:href="data:image/png;base64,
|
|
iVBORw0KGgoAAAANSUhEUgAAANwAAADbCAYAAAAGX/85AAApkUlEQVR4nO2daawlVfXFN9rOs6KiAiqjKAooAY1KWgxRCSgqmigaTTRqTJz9YPCLGmIkKFHjFIP6RaNxAhMjEaIRmQREmrmbURAQ53me/h/+rvN+9d7afe697/bpBvf68k7Oqzp1qupW7VVrD2eniPhPLAk77bST7b/rXe8aERH/+c9/1vRFRNztbndr7X//+98REfGPf/zDjsUx2HZzmOf/7Hfn8a9//au173KXu2z1GOzrbdtDds2yfuGf//xna2/YsGHNfpwX23/729+2ui2vjTs3/p/XbJ5zd/cluz9uPjyufk+r29qWfb3fzjJwl/4mhUJhWagHrlAYiA39TWZHZoad+abZJ/25+93vvtWxMto6K0iDetuQqmX0yNEubkto7tyWdJrnJkrNsTgfbivKSBrO/zsqyuMSjspn9NNRzezcec34O+ihRynduNmxep8N24pGEmXhCoWBqAeuUBiIpVLKDD3z7agmKQ9pDrd1FIA0x1GwjJI6usGxqPT9/e9/X3M8zoXbujn0qGHEilr417/+tfXd8573tOOq/3e/+50d6973vndri77z3DguKaHmxmvOcUX/CXdtIiL+8pe/2LkLPbUwU5T5O9Gxs7GIRRTuZaAsXKEwEEMs3CJvi8yX0hM9MqukfvZlb269gfnm71nk7E16r3vdq7X1Br7//e9vt+UcZNl+85vftL6HPOQhrU2rdd/73jciIn7729+2vl/+8petvfPOO7e2tmHfgx70oNa+5pprWltWlufLa6LjRkT86U9/WjMv7keW4vxlmX+1t6277rP4Ph2LmUfMWRRl4QqFgagHrlAYiKGUchZfjKjDPe5xjzV9GUgL+CFPiqaPa9K5jH4++MEPjoiIhz/84Xa+3E80kULAz3/+89am6CHsttturU0K5ujN1Vdfbef4gAc8oLXvc5/7rNmfIJ174AMfuGYOpKoUPUQ/f/rTn7Y+Xl8e76EPfeia8/njH//Y2vS16twYRpb5aHvhZdzW/U6yULTthe0/g0Lhfwj1wBUKA7FuSjlL9L36s1ApbitqQQqSRck7ukEqKqoVsUITd91119ZHikY1UPST9Iq0y50naVemjOk8SDnpR+LcBV4HUjCOoXPjWKKOERE333zzmrn94he/aH2c+89+9rM185UCuRr0rT3iEY9Ycw5UQqlu/v73v4+Iqarayw7JPkF4fba2f4T/nY1GWbhCYSDqgSsUBmLdlHIWp7ZzDmfOSW2TUQG3H/tII6kyitLssssure+KK65o7V/96letLapEJe+6666z8xE1IUUhBePcbrvttoiYOsNFByOmyqMoFmkt26Rg97vf/SJiShPZplIqlZHObiqhvA7u3EgDH/awh7U2Ka5ARZjnJnpO+spz43zd74ufGNzPObOz3+eIzACHsnCFwkDsFEsssTAZuBNyk/lShFkCfPXBzBCjRz3qUfZ4avNNe9VVV7U2A381XuYj41ueYoBA4YBWQP20IhQ6+Gb/wx/+EBFT60LrzTf0kUceGRFTK/yTn/yktQ866KDWPvjggyMi4vzzz7fzpdX58Y9/HBFTi51ZXF0r3otDDjmkta+99to1x6MFvPXWW1ubIo6uCcWRrO3KPGSCmxNNKh+uULiToR64QmEglhra1UuDpxnPKKPLW+O2bEsAePSjH936SDEkUkSs0Jjrr7/ezp1UVXSOoUmkXTwPUSju/+EPf7i1n/Oc56yZG8Wa73//+619wQUXtPYNN9wQEdPo/Ve96lWtfemll7b2ySefPJl3RMRNN93U2vvss09ri8Z94xvfaH2ijhERW7ZsaW2JMbwOpJykfvos4OcB6fYtt9zS2vKFkkJTzCJVVdZD5sMlep8xFJoc/RyBsnCFwkDUA1coDMRSVcoepcwKpJIuuJIFVOfoPxKl5P+pILoIdYYjkbqQEv75z39esz/nyPAwqaKidRERT3nKU2K9OPPMMyMi4pWvfGXr+8AHPtDaJ510UmtfeeWVETH1vSl6P8KXachKN5A+btq0KSIivvnNb7Y+0vQLL7ywtaXyMvyMflCGmt1+++0RMfVBKtxr9Xx0X0hlf/3rX7c276GjiVSBnaI52h9XFq5QGIh64AqFgdhmKqWL6p8lGVD9THRkpP5jHvOY1hb1E/WJmKqJT3jCE1pbihqpIWkkaYwc06RXdIJv3Lixtd/+9rdHxJQekeZcfvnlra3xOC9G1BOipXTUZxRYyEK0SMcUrsbrQJWXjutnPOMZk78RUyVUSmpExCc+8YmIiDjttNPsfKmEau6kn1nYmqjxIx/5yNbHIAXChXbNUkB2JMrCFQoDsVTRJKuA5HwdWalt+X5o4fjxzXAgfQRnvjX6ax7/+MdHxPRN+axnPau1GYKlMCRahv3226+1X/Oa17S23twMXeK2P/zhD1tb1opWRHlkq48nS/3e97639e2xxx6tzetz7LHHRsQ0gJhCEi0GrYrA+7Pnnnu2tqxhdq8I+Qvf/OY3t75zzjmntXkvNDcyF4KCjn5TtMK0lgwJ0+8h89sS2ra3GtOyURauUBiIeuAKhYFYaomFXn/2AUvKolwxmnf6TySURKzQVn5w86Oevh9RpXe/+92tjwIMfTuKvqfwQHGDYopClkjVLr744tZ2+Vos53DggQe2NqmxqND+++/f+j72sY+19umnn97an/rUpybnGBGx9957t7arykVKyrnTjynqS7rNArP8hBBdfu5zn9v6zj333NbmPdb1o1DFOfKzQTSb14w+Rt4j/TZ4rKxEfS/vskqdFwp3AtQDVygMxJAFGXur3JBaSMGSWhkxpXCkHgoRIs2kH44R6KKlTDolBSNNkeLIyPmswKnOg2FVpLKkY5ov/6+wrIgppVTI2L777tv6TjzxxNbmOWs8JqBSmeQYUgtJKTkWfVzyLZJG6hwipkqoaOBll13W+uhDJFXVpwCvGT8bSId1X7g/VWD2K0MiyyZw61X01ilYNsrCFQoDUQ9coTAQQwvB8v90SJL6ieqQxhx66KGtzcRKOXqpRPEYdJiLoj32sY9tfU61ilihY1TGGM3OGh+iJqTApMg8D43Lc+e4hNS3LGmXyZ9SOqnQZhkUUiRJ91hFjNvKwUyazvMh9dP1e+pTn9r6mDzLhFndYx6XaiP7d99994iYBgXwmvC3ISd4tiQZ4RJme1iGclkWrlAYiHWHds2ypKuEBb6hKX6oklRExI033hgRU7GBgcHnnXdeazuLwXy54447rrUVgMvAYe5Ha6aPeYoQzv8XsWJJOBb/Tysqy5f9nxaK4V8CrylZgfNr0cLxLa6AY14ngoKQzokWh6yBwpeEDN5X5s59+tOfbm1ZyYsuuqj1sewEz4PlIQRad4bGSYAi26B1Jptw1cAWDfOaZ9uycIXCQNQDVygMxFyiiRNCMkrpyk3T9DJqn7RKH/Us6Mqoc44r2sUP6mOOOaa13/GOd7S26Br9bcxVY1UpUQ/SSLbpkxOtZXgUqSH9Ye5DnfSHtErUjpSKIoXzcfEcKOxQRBA95P/pkyPF0twZKsU2sxPkQ+S4zG444YQTWltlLiiUvOxlL2ttii2aD32mDLNjQVvNjdSRvyNea90D0vuMUjrK2PPfZTSzLFyhMBD1wBUKAzEXpZxHjSGNkdpF5Y20jKn6ClOiEsVKWzTfz3/+8yMi4qijjmp9DGPifKV6SgWNmNIJqpSiaNka4G41GvqnSKtIwUjd3P/lc4pYoXNcI4DKosugcONHTCm7ritpGcO5GHam60Clj9syql+LPro1wiMinvSkJ7W2aC2rn33mM59p7Re/+MWtrYwO0m1XgiFi5VpRVeV8SMN1HrMszNj7fCqVslDYQVEPXKEwEAuHds0TWS1KwrAqqk4M15LTk3X2ST0OO+yw1n7DG94QEVNnNiPQf/SjH7W26BpVLSqPdCSL4rr6KZxjxAqVJDWhGuZUSjrJOQf2i9pRCaQa6xJ0SSmztqg8j0XqRzosasb/Z3VrRN14HUnhSOVFZ+mcpxp79NFHt7YURwYhcM1yLpqptqPFEVOnvMLWMjrokqVn2bZHL8vCFQoDsbAfzoFvP364Ssjg24hvKX6IKxyIb8+99tqrtV/96le3tsajP41vQoYhybdDsSbzl+ltnfli+NbUfrSGHJdii7alFeG29OXp/GnVaDnpa9IYmT+N/bLO3J/3jRZX4hAFFldZLGLFYtK3xt8LBTOJYLzmnMMzn/nM1lZ+HX169NNRUHv6058eEdOqXrzfLm+SAhh/c7OIKYugLFyhMBD1wBUKA7HN/HAUFuQDY/Q4/UvMBpAIwWMxpIkUTJW2GCpF+kMqJTrGUB/SHFc6IKOcbGtcF90fMaUmCtciDeK5kzJKcCBV5X6EqKgr8hoxpXaiVTxu5ucUtSYFdmFtESvnyTnwflOk0ecGrxnPnWF/uoecwxlnnNHa9H+KHvK+87663ySzI7Lixcus4FUWrlAYiHrgCoWBWGrVLsKl5TPMhtSEdEM0jr6Ul770pa3NhEMdg6Fh9O2QKol2UkWjOsp+Ny/OndRD58H9ee4uqjxbK4H0R/PN1r4mjVZ4WFbCgvRIcyOF4zWjeilqxuvIY/AeShXlpwLPjfRR25Li8V5wW/luqT7zfKgCb968OSKmxXNZCY3XT7+jZYRrzYOycIXCQNQDVygMxDZbkJF0wUXUH3DAAa191llntbboxgte8ILWx0pQdOgq8p3HyhZcFC3KIvlJaXQeWR0TtkWBqdjRmUrVTnMjXSGNdGFVPB/Ol9dS558ppaR2olVOYVy9rbbhNSctY3CDzpnzJb3k3HgMgZ8Q3FZqIp3h3JZUXp8WrJFD+k6HuM4pc+q7al5VtatQuIPBWrhZApO1TbYKDn0psjT8yGZQLj/U9QH/ute9zh6Xbx6NQYtCq0SLobcT3+y0Ei6Uh9aJvh2KCDrnLEyJ10Tzoe8n84Hp2Dw3Wmy+mbUfLQ7Hdb4mjpuJPBJWeD5OiOI2tIa83wwcloXKqmu5ZZa1oGZExPHHH9/a73vf+9Zsy/vKhRwZTqjzZ44hA99d6YXKhysU7mCoB65QGIh1V+3KyhDwY1bUgzSI5pvURHly9KXQZJMmaj6kI4zkJ70U/cxCtHhumg/poKNPEX5daSeqcAwKD6R2pIQaIysayzno/EnNee68fq4SF6mfWxs8E48c3eU5ZGFg3G/1OURM74VEJQotyoOMiDjllFNaWyIN/bIbN25sbV4zXSuKd5mvr1e1ax6UhSsUBqIeuEJhICaUsqdOOjPKfahMUhkTFXra057W+ugToQLIUCaBhWCdP4w0k7SB/hpRPypVpGhuxZWsnADboib0BVKpI8XVtcoKwfJaSg3M7gnPWdea94e0jXPTefLcOB/OXePy/xyLx3PjUgEkZdS2vD9UhPk5omutsK2IaXmOd77zna39lre8JSKmCjiP62grz5c+O37y9BKSiR79LAtXKAxEPXCFwkBscJSFtID/Z79Ac8mQnCOOOKK1Tz311IiYUoUsufOFL3zhmmOwiCiphVQpJlOSInC+ogVUzqjUuWyALPyJiqToFhVCXhPnUCcto/rm1Ds6ml1x3Ww/zp3b6tgZjeR10PVx60RETGmgrmvmGCdc5oZbAozn4dTpiGnRWIVmffSjH219mRNc67hzPQb+fl1tlgrtKhTuYJhYOLUzC8c3pbZhqWm+TVhLUhZqy5YtrY8fzHwTqhIXA0kpqrBEgt6mDDzO3ux6W/NDnuXN+WbWfplvredTyq6Z4PLIVs9Blo/H5X1x42bCDa2W3tIcl/sRsqgcKxNxZO04lkpgREwthhNYKITwGPqdZMs483f22te+NiIivvSlL7U+incMat60adNkLhE+1zJiev5CxmKcNZywxDUjFQqFbYZ64AqFgZj44RzdyHxR6qeppxl+z3ve09paJJE0keOSFiilnpTThUdFrNBD9rFSFPsparhxnRhAKkHqyHG1X+bT43mKGpMOUgzgGM4PR5GC11oUNwtVc6Fd3D/7hNDxeD68JjwPjesyKVYfw1Uk43wId278HVHokADC+XIVJq3zHrGSvcBrmoXZqT8rDjuP/7osXKEwEPXAFQoDsdQSC6QYVIdk9t1ChhHThQhVQ95lG0RMKZiL6icVII2UMkg6QjifUUatnWpFSuQoJ0Eqy2O4hNes+pZbf5xhYllpBs2dY5GuZXRY4Lm5MXgsgvdF88x8erzHUqC1MGPEVBl36zhwXP4GSNn1O7vkkktaH1VVzlfXIaOOvcyCUikLhe2EeuAKhYHY0Itudgv/RfgIataiYJUl9dO0MivgTW9605o5UF3iMld0nj/ucY+LiOmCjgwLclHjWdFTwimPGUShSINc5kHECh2bJepc6i9pjquExjEyakjonEgNM/VNtDSjUi4wIAvn4rXUPDnurbfe2tr89BB9JKXktpy7Pk1Y/4RLW3FuCsbg7/D0009vbVULi1j5vHEhfRG5ki+USlkobCdYCzfTjv99gzIc5nnPe15rc7lffSTzzUVreeihh64Zn5aIlpP9V1111Zr9mH/maixmb2CHbIFDl0uW+Zy4H4UOIcuz07a0Whmc5aRF4Xk4fxfnm1UcEzKhQ8iC3d0Sx5kvkP2ycGQjPC7FDfluWVZBCzpGTOufHn744RERcfbZZ9u5OzErC2YnasnhQmEHQj1whcJArHuNb37IM+L7xhtvbG1Ruyytn8KActvoa6Ep58fzFVdcERHTdPgsx02mPgvR6oVrZdHhooxZIVgnkGSCBa+ly8mjn80JJNmCgqS12i8L53IiT5Y14bITsrGcTzP7PTC/UT5cUkeGAvITQ8egYMRPDJbXkOBGfy/D0khbXSHYWYolr94/oixcoTAU9cAVCgPRpZQ91YV08POf/3xr048hukFTz1rze+2115pxmfpO1YrZAI7Osc3wMvVnNNGpgZnayLZTq1xRWR7P1a1fPa6oEhNme8m1RLYeeKauubF6vjWXncBtM1+gK3LLqH9SSt0vUj/eFyYfyz+XrcTDe69PE9JijuvWpZgH2T5l4QqFgagHrlAYiLkKwbq1lWl6r7zyytameqT9nAqXgdSGC/u5LAKOlSlNomA9ZZLItiV6EfU9ZGsH6DxmcUo7NbF3bkSmQrr/ZwqsUylJkV2ND/4eSE8Z1ieFmxklpKr8dJGD/8lPfnLr++QnP9nazBRRBS9SzmxZLs29CsEWCncw2LqUmb/BvWH5JuUb2vXzY/a4447b6sSyEuAupZ6gn41vZoVKZUJJlh/m/s9xdW6ZdXHVvrK3o/NbcdyeyEO4nD2O4cSR1XOfpx6j9uNxszqazseYlVOX8MW8tyc+8YmtTYHFQeXPIyJe//rXt7Z+JxyXjCgTfBxmsXxCWbhCYSDqgSsUBmKDS+HPPtRpZhVqwz6uPsLobn0EM2+N4ocD6SLnyA9f+edIC0hFWehV2zJiP6OBji5nYoDQKwwasXItewtBZuNmYVNuPtncnciT7efmmwksjoIxS4FzkA82K29OwWLvvfeOiOnnSI9GEvydMXtEvxl+omRz6OUxuntUfrhCYQdAPXCFwkBYP1ymUjqlztX6j5guzvjsZz87IiK+8IUvtD7Wh3cgjSEVICVSP6kLVUqXGZCpYS45NPNlOQqRUbiMEvag8+ytxBOxcp7ZHLiWgaOt2WeDi+rP9nPrrWf3zVXBcusJRKwoh1npDPrhBPrxuJIO+/XJwywEzp0hY8Is97JUykJhB0I9cIXCQGyYhbIILtSJzm6G1BBSL5ko+oMf/GCrx9IaA6uPccABB6xM/r/0hw7LbO1w0V32kbb2nMq9CP+e2kiQtmW0VedEOkjKzn4Ht6Y2kTnGHVXKEkkdzc6c2VSPpQxS8eR8Oa6yUdjHhRUdpWSdHWalUPnW5wR/OwwG6BV3zVAqZaGwA2FDLywle6O5nKbLL7+8tblMsD5yKbC8/OUv3+rE+Gai/4799L+5OboS37QSWUhTz9K7alTzBDdzjpmFkwXLQrtcLcR5xJpMCHG/h1n8fy7Xj/mIbgzm+lG8cDU3s5Lv9MuKSV1wwQWt73vf+15r85zly6OwRmGGDEJWexZL71DBy4XCdkI9cIXCQNiQ6Fmi2fWxybLTpAL8cGXlJGHz5s1bnRgphFY6iZjSGPlSSMtIC1wZAgoIWe6cRJqsuGtGRR0WzZeTX5ChR25dbx6D/+d14Dn3yrc7WprRT+f3c3l6EdP7phxKhmiRfnLuopo777xz62MIIX12An9bpK0M89Lx+NvkdXI+wiwXkKjVcwqFHQj1wBUKA7Ghp8gRTsljVgDNKdUj0QL6aL74xS+2NlfaecUrXhERU6Vpn332aW1SBPlgeCyWY3D+J6pSpL0MNdM2pEGZitmr2tVTszL/k1thxqmuq8dwx+2Fc/XWcSdIWx2FJR3k+XBbUUmuGcE2qabG42dFD7fffntrswQIj6G58f8MRXP3vueDXN12KAtXKAxEPXCFwkCse41vml46C7m2gOjRfvvt1/ouvvji1v7sZz/b2qKUXMKKppz14UUdGD1O2sr5aD/SBtIcFyXfo44RKxSC1yGrF+IoWrZkk1S0rBgtz0PHoAKZ7edqpRCOfmaLD5LuSqEmHcxq/Lv93Vhs875m64iff/75ERFx2mmntT6eJ9el0HVnxkimUjr0ggwqtKtQ2AHQtXDZk67+7K3AN5raBx54YOs755xzWpvW0IGiCI8nHwytBH0ttHxacYXzog/R+eEWDUjOQrDcuPw/37YupIlwIWy0prwmFAbceD3RJBML3DLCPBZD+WiVdI84R/f/iBXBjX46CmcE890EXlMuRbxp06Y1x+Xc3eKLWemMeVAWrlAYiHrgCoWBWFg0cRHqbNM8K0eNiyzS1JMyfuc734mIlbIMEVO6xw9frSNOOsecO0J0g/OimOB8Z5k/zZV8z/LLCNGXWULnnA+RYUz8v3yhFBuyLAQdI6ORjnJmkfqkhG4dbPo26fOUb433gqswEfos4HyZW8frcMopp0TEVFjjb2ffffdtbYl2zFLg50ZWpn1rfbOgLFyhMBD1wBUKAzHX6jluW9IKRnQ7enT00Ue3vjPPPLO1L7rootbWmgM33HBD6yONJEQzSF14DlQhRbsy5XGehEJXDDUrm8B+0RtSv17RXVd2YfW4ouc8N1J2hrPpGJmq6sLHsih5159RMSqPUoyZTEy/IvdT+B7vD6mo1MaIFbWb9JS/T1aSO/XUUyPCU/OI/nreRSkLhTsA6oErFAZiQ890ZnAhLFR5WEjzc5/7XEREHHnkka3viCOOaG2pjRErdUq+/vWvtz6Fe62GkjNJP7meAIu7KsyLSadU/XqFYEkDnXM4o1qEqGi29JWLrs9UQZf8ma1/4Jz22X13YUpZxgLhFujkfnRW6xOAYWBUCxmSpzY/VwgqkmpzXH7G8B5qDvOsuzALKlugUNiBMBFN5vkQ1FuebzSCbyn5wL785S+3Pr55mA8nPxwtHAWAY489trV1bPplaFn5ptN8aSVY9YtWQNbFLbwYkfvn3P8JjUdfFefDXDIdj29+ih8ujCtbIpnXT5aPlipb3FHHyPK9aBF0PFoR3guep8uP5PlwbmQkAitxnXjiia2t3xznyOpxFNHExlzQ+uox5skZ7aEsXKEwEPXAFQoDsWEeGumoFMUG+olYFkHbKl8pYiqgkFKqBDp9c1dffXVry4cTsZIzR9Eko7g9CuzObZZFDd1KMBlc9adsPqJV2aKRhKgzr38mZqnfUejVcxPdcmu7r+7XGOxjxTFC15fzIl0mzVPJe+ZPvvWtb21thvKJfnINcIYTfutb32ptJ5LNEp63XpSFKxQGoh64QmEgbLbAPPQoS78nVZIP5oorrmh99L3RvEtxZJgNV8T54Ac/2Nrvete7ImK60g5XU+F5qBwDlUBX2DZiRSF0Efur93OU3JU0yJApnrquWekBKnw6HpVhhru50C2ORSXU+e9mWVVG/Rk9pR9NFDgLBWSYl2jpV77yldbHRFP6XTWG1gVfPV8msSqsjGFgmUq5aBiXQ1m4QmEg6oErFAZiQ48+zhP6RTpBmigaxxCtww47rLVZ9FWUkAVdSZ/OOOOM1hbl+chHPtL6sipZapOuUCUj1RSt6lXqilihZqRzbm1xngfnla1JrmtJpY/Ujo5kUSVefzq7SaU0X/6fx+C2Aq8Dt2VonBTCLAuBTnCX3cCKbgwDO/744yNiulY358DjqZ/JrgQLwbpE3B4WXaSRKAtXKAxE1w/X+38mIPBjVr4QLtjICl58o23ZsiUiphby2muvtcdT5a+zzjqr9R188MGtTQumj+Tbbrut9TEkjNZBVoAf1NlKMJo7LQY/6l0oFN+qtFROcMiqdvHNTqvt5si5yUrSImcVvpzfkEIHxRZZj2wZYZe/l4XO0V8mkYzn6ES2iJWyHDzWnnvu2dqHH354ays8LAuBczVJs3CvKnVeKOygqAeuUBiIhQvBuo/NrFyABBB+tLIc9THHHNPaoggMybnkkktam+KG6MAJJ5zQ+thmufRrrrkmIqaUiSn3+n+Ej+onfWK/PtRJiSgmsLSAqCrpCP1hpHluUUhSKdI1jcEwp155cp4PaRmpqISOTAhx1b547jwu56brzv8zdOtDH/pQa4vmUVDiHJjxIbq7cePG1nfQQQe1tsoqRKycZyaE9KjhogJKWbhCYSDqgSsUBqJLKTNz2VtlhRAtour3xje+sbWvuuqq1ha9YbYBKzMxZEnUjrTsu9/9bmu/5CUvae3dd989IqZJsAwfcwsNMoHVlWuI8KvRUMkj9VN4WaY8clzRbypn/D/HUFhaFopGWqo2+zgW188W5ev5CiNWrgND5PhZwGK/ostUpy+77LLWZnaIU0pJ6bl+wSGHHBIRU7p80kkntbZKfURE3HLLLZPxI5YbwpWhLFyhMBD1wBUKA7HuBRmJTNGUIkSlisVdGQku1e9FL3pR62M2AJegEi1iOBLHIr1529veFhH5ms+kfqI8pJFZCJC2ZbgRt+UxNB6VNReaFLFC10hz3FgcI1s6zGVFcH/SS9JAzYFKK2m4W16LAQ/8hKASqn4lG0dEnH766a3NMXRO2W/L1bj52te+1vo+/vGPtzYVbs19Fme2c3wTpVIWCjsolmrhsiddbydaIn588+2nINhzzz239fFD3tWH5Bua/2c5dVlX+mi4nysHQGtIC8i3vED/E8Ujl8qfrUbD66cxshV+aM0kImSr4LillV0+XcS0SpauD8UN7kdr6BZJdAJMxEqoHsUwVtRySzZz/1122aW1999//9b+6le/GhHT8hy0wmRYbrFJYpmVuoiycIXCQNQDVygMxFIpJdHzb7j1mCNWKA9DfeRDi5jSI1Eh+l2yKmIKD2MIFtd8Zlv0kqFfpEesEqZj8IOcWQqu6Gu2ag/FFM2BvjdScmY9yGeZ5dmRJur6ZoVg3Qo9pMtc8YZilsBzk98xYpoBoGK/FFVIa12mA+/7+9///tZmdoh8blmIG+mlfgdFKQuFOzHqgSsUBmKIH079WZUsUiXRG9JQJq5yW6lk2UJ6VCxF15jqn6mqChdiiBYp8B577NHaokVMkCSF43w1N5YAIPXj3OT7Ip0mBSOlVDJvtngjaanC1TKfE6mm9iONJEj7pehed911rY+V2agcujUASBlJz7UtaS9VbSUhR0Rcf/31EeH9gxHTe+H8nCNQFq5QGIh64AqFgRjq+CaoqJEquf9n1EN0I1P6SE2kZGod6Igpfdq8efOacVkDg8oZKY0UPCqlzoEdsULndtttt9ZHVZUFb3UedPKSVp199tmtLTrL86Ea65zgLJbKc6ODX/eFGRoMx/r2t7/d2qJxpJScA1VehefxHpMGcg5uDfWTTz65tZllICqfKYzZOuxCZQsUCncybDM/XA/ZAod66/FtRAGA22oMWjJuS6ujNvOy9JEd4UuDX3jhha3vqKOOWvP/iBUBhH3039FXJd9aFiZGkUbnxOugHK6IqVVSCQvm7xHcVhaTYVk33XRTa9NKyo9Gy0t/GvfTfcmqkLnFGTmvrIKXriuZC+8x2YaCnrOVjnqr44zIjSsLVygMRD1whcJAbDdKyQ9bJ6pk5p+mXoIDaQUpEUN89FHOcSlCuIpZFDRYjp00RduyOhTPh/l7pEoCaS/nLjGGfjqGjHFRQu3HbVkAlaFZoq30FdKXRXFDpQ7o8yM1dJXBSP14PqTGnKfA++JyAEkjeQzeI+2X5biNLqfgUBauUBiIeuAKhYEYQillyt0Cfqv71SaFyBI2tQ1pA6mJS9LMkkNJf7SNW+yPY3FbhpGdd955dlttwzmyWC2TYOUDY1kFlqUgFRVt5Xw5Fn1nl156aURMw7XUt3pcgZQyW8DQVS/j/53fK8tY4LVUOFZWpNWtw74odSw/XKFwJ0M9cIXCQOwUEdvcjopaZJQyW0RRIPXIanwIpDSOxmTHosN2a/uvnoOOl4V+OVpLKksn+a677trapHkC64aQasqZT8c3lUkqizfffPOacbMCslJueZ1YwcutZc6xshormjsDFqjm8r5STRX4O3LXN8ta2V7KJFEWrlAYiCEWrrdUsXvz8M3VC8+Z5SNZ42V5YHwD603JN3D2oa5ts9Lhrqy5KxG+ul9WMFvul9dE4WGZ/4mBwbK+9IXRr0XLqDGyql6u3IUTn1aPq/nw/7Rw7jyypa/ZXvS3MRJl4QqFgagHrlAYiKGhXZl5d/3sy8QL59/L0Puopx9IdI2hWJnAojlk/j/SOdfHY5DaaT5ZSBR9VW5epMMc163gk+UTyidH3xwppbuH2UKQPIZ8a9kii+5+urXSI3aMDIB5UBauUBiIeuAKhYEYQikdTcwgurDo2ssZRHVcnf3V4zp1jnDnQcqUFR/VuXFcUj/6y7Qfx3ULK7KdLZboaC3HJa3ltgr/4rE4R9JwXRNeU7dGQMRKha+McvZ+J5myu73KJsyDsnCFwkDUA1coDMQ2o5SOLsyyoJ0oSaZKLVrzvbc8ESEFMMtYcOplpqqSdjlqTXrJJFhXgYp0ziXMshgt6ZwLo8tC5FwEP6+Di84nMuWX16wXgtVD5vh2IYSzZKiMRFm4QmEgtls+XIaeD2bWfXjcbA7ZKjYuHIvbZiFU7v9uQUaX0xcxtQhq07pnIoT8ZJlY44KMszc/58O2kIkU6ue8MjbR+z0ser91rTJf4I4goJSFKxQGoh64QmEgttnqOT2/yjwfsPOEgWXHcDQmyxzo0UTCfahzfxddn/n3SH+0bRZ976gxj5WFgenYvUK8RHYv3XXK8g17YtUyBA1XtWtHQ1m4QmEg6oErFAZiSAKq6FHmw3F+oKwwqENGOV07ozZujHmKiGa0lrTKbZP5jOSPnIWW9ZI0XSZDRk/XS+3m2WeeY83is3MZC1RVe4mtVbWrULiToR64QmEghqzx7Zyi3NZVjcrGcmPMUqVpHgVrnuyGeWiim0NGaUQDM5roQt96YVcRfg317RXytIxjuevjlNbVx3PqcjbuMq9JWbhCYSAWtnDuDZot6breEtSZn2gei7FooGxvPj1r2JtDz1/Zs5arx3D/d2/8ZVuyeViBm0PPlzpPHdNsW3e8RcPLFkVZuEJhIOqBKxQGYmFKOU9U/yLR37P41pa5Msp66ecs575oFPysx1620OQwT1Hf3rbzhORl/5/nd1j5cIXC/xjqgSsUBmKpfrisYKsLo5knm4BYJi3r0cDtuQrLPNRukbUbln0OTvVbhkrs7kWPGrp1Ilbv53yXI1AWrlAYiHrgCoWBGFK1S5hlySFRhCxKflHKOI/atUwnuTveMlS0RSnnIgEHsyitPfWTWC9lzzIwtJ9bRivbdvRnQ1m4QmEg1m3hZvH9uJqQvY/+zKr1wnN6486z7TKw3vISi6J3nosGLy/jOs0zRu/6zfP/8sMVCv9jqAeuUBiIpYomWR6SMAuNcSvB9JDRhl5IU080mUfcyMZaZvhZD8umhvNkACySLTAPZskW0DZZeQ6XQbFo6fxFURauUBiIeuAKhYFYN6XMEh1drf7eWt3cpld4dZb5LBLylM2LmKeo6TxwlHAWWrvMOSx6jB4N7+2/DD+o7ktWqav32xmhYpaFKxQGoh64QmEgtpnje9EwGrdUVLbtemnToqFUy0iA7B1jvZRmxHVaL33cVrRtnmK/o1EWrlAYiJ0itn2p80Kh8P8oC1coDMT/AdaYIRPzqF9MAAAAAElFTkSuQmCC" id="imageeefd657e08" 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 864.27 65.7
|
|
L 866.25 65.7
|
|
L 868.23 65.7
|
|
L 870.21 65.7
|
|
L 871.2 66.69
|
|
L 872.19 67.68
|
|
L 874.17 67.68
|
|
L 875.16 68.67
|
|
L 876.15 69.66
|
|
L 878.13 69.66
|
|
L 880.11 69.66
|
|
L 881.1 70.65
|
|
L 882.09 71.64
|
|
L 884.07 71.64
|
|
L 886.05 71.64
|
|
L 888.03 71.64
|
|
L 889.02 72.63
|
|
L 890.01 73.62
|
|
L 891.99 73.62
|
|
L 892.98 74.61
|
|
L 892.98 76.59
|
|
L 893.97 77.58
|
|
L 895.95 77.58
|
|
L 896.94 78.57
|
|
L 897.93 79.56
|
|
L 899.91 79.56
|
|
L 900.9 80.55
|
|
L 901.89 81.54
|
|
L 903.87 81.54
|
|
L 904.86 82.53
|
|
L 905.85 83.52
|
|
L 906.84 84.51
|
|
L 907.83 85.5
|
|
L 908.82 86.49
|
|
L 909.81 87.48
|
|
L 910.8 88.47
|
|
L 910.8 90.45
|
|
L 911.79 91.44
|
|
L 912.78 92.43
|
|
L 913.77 93.42
|
|
L 914.76 94.41
|
|
L 915.75 95.4
|
|
L 916.74 96.39
|
|
L 916.74 98.37
|
|
L 917.73 99.36
|
|
L 918.72 100.35
|
|
L 918.72 102.33
|
|
L 919.71 103.32
|
|
L 920.7 104.31
|
|
L 920.7 106.29
|
|
L 920.7 108.27
|
|
L 921.69 109.26
|
|
L 922.68 110.25
|
|
L 922.68 112.23
|
|
L 922.68 114.21
|
|
L 923.67 115.2
|
|
L 924.66 116.19
|
|
L 924.66 118.17
|
|
L 924.66 120.15
|
|
L 924.66 122.13
|
|
L 924.66 124.11
|
|
L 924.66 126.09
|
|
L 924.66 128.07
|
|
L 924.66 130.05
|
|
L 924.66 132.03
|
|
L 923.67 133.02
|
|
L 922.68 134.01
|
|
L 922.68 135.99
|
|
L 922.68 137.97
|
|
L 921.69 138.96
|
|
L 920.7 139.95
|
|
L 920.7 141.93
|
|
L 920.7 143.91
|
|
L 919.71 144.9
|
|
L 918.72 145.89
|
|
L 918.72 147.87
|
|
L 917.73 148.86
|
|
L 916.74 149.85
|
|
L 915.75 150.84
|
|
L 914.76 151.83
|
|
L 914.76 153.81
|
|
L 913.77 154.8
|
|
L 912.78 155.79
|
|
L 911.79 156.78
|
|
L 910.8 157.77
|
|
L 910.8 159.75
|
|
L 909.81 160.74
|
|
L 908.82 161.73
|
|
L 907.83 162.72
|
|
L 906.84 163.71
|
|
L 905.85 164.7
|
|
L 903.87 164.7
|
|
L 902.88 165.69
|
|
L 901.89 166.68
|
|
L 900.9 167.67
|
|
L 900.9 169.65
|
|
L 900.9 171.63
|
|
L 899.91 172.62
|
|
L 898.92 173.61
|
|
L 897.93 174.6
|
|
L 895.95 174.6
|
|
L 893.97 174.6
|
|
L 892.98 175.59
|
|
L 891.99 176.58
|
|
L 891 177.57
|
|
L 890.01 178.56
|
|
L 888.03 178.56
|
|
L 886.05 178.56
|
|
L 885.06 179.55
|
|
L 884.07 180.54
|
|
L 882.09 180.54
|
|
L 880.11 180.54
|
|
L 878.13 180.54
|
|
L 876.15 180.54
|
|
L 874.17 180.54
|
|
L 872.19 180.54
|
|
L 870.21 180.54
|
|
L 868.23 180.54
|
|
L 866.25 180.54
|
|
L 865.26 181.53
|
|
L 864.27 182.52
|
|
L 862.29 182.52
|
|
L 861.3 181.53
|
|
L 860.31 180.54
|
|
L 858.33 180.54
|
|
L 856.35 180.54
|
|
L 854.37 180.54
|
|
L 853.38 179.55
|
|
L 852.39 178.56
|
|
L 851.4 177.57
|
|
L 850.41 176.58
|
|
L 848.43 176.58
|
|
L 847.44 175.59
|
|
L 846.45 174.6
|
|
L 844.47 174.6
|
|
L 843.48 173.61
|
|
L 842.49 172.62
|
|
L 840.51 172.62
|
|
L 838.53 172.62
|
|
L 837.54 171.63
|
|
L 836.55 170.64
|
|
L 835.56 169.65
|
|
L 834.57 168.66
|
|
L 833.58 167.67
|
|
L 833.58 165.69
|
|
L 832.59 164.7
|
|
L 831.6 163.71
|
|
L 830.61 162.72
|
|
L 829.62 161.73
|
|
L 828.63 160.74
|
|
L 827.64 159.75
|
|
L 826.65 158.76
|
|
L 825.66 157.77
|
|
L 824.67 156.78
|
|
L 823.68 155.79
|
|
L 823.68 153.81
|
|
L 822.69 152.82
|
|
L 821.7 151.83
|
|
L 821.7 149.85
|
|
L 820.71 148.86
|
|
L 819.72 147.87
|
|
L 819.72 145.89
|
|
L 819.72 143.91
|
|
L 818.73 142.92
|
|
L 817.74 141.93
|
|
L 817.74 139.95
|
|
L 817.74 137.97
|
|
L 817.74 135.99
|
|
L 817.74 134.01
|
|
L 817.74 132.03
|
|
L 816.75 131.04
|
|
L 815.76 130.05
|
|
L 815.76 128.07
|
|
L 815.76 126.09
|
|
L 815.76 124.11
|
|
L 815.76 122.13
|
|
L 815.76 120.15
|
|
L 815.76 118.17
|
|
L 815.76 116.19
|
|
L 815.76 114.21
|
|
L 815.76 112.23
|
|
L 816.75 111.24
|
|
L 817.74 110.25
|
|
L 817.74 108.27
|
|
L 817.74 106.29
|
|
L 818.73 105.3
|
|
L 819.72 104.31
|
|
L 819.72 102.33
|
|
L 820.71 101.34
|
|
L 821.7 100.35
|
|
L 822.69 99.36
|
|
L 823.68 98.37
|
|
L 824.67 97.38
|
|
L 825.66 96.39
|
|
L 826.65 95.4
|
|
L 827.64 94.41
|
|
L 827.64 92.43
|
|
L 828.63 91.44
|
|
L 829.62 90.45
|
|
L 829.62 88.47
|
|
L 830.61 87.48
|
|
L 831.6 86.49
|
|
L 832.59 85.5
|
|
L 833.58 84.51
|
|
L 834.57 83.52
|
|
L 836.55 83.52
|
|
L 837.54 82.53
|
|
L 837.54 80.55
|
|
L 838.53 79.56
|
|
L 840.51 79.56
|
|
L 841.5 78.57
|
|
L 842.49 77.58
|
|
L 844.47 77.58
|
|
L 845.46 76.59
|
|
L 846.45 75.6
|
|
L 848.43 75.6
|
|
L 849.42 74.61
|
|
L 850.41 73.62
|
|
L 852.39 73.62
|
|
L 853.38 72.63
|
|
L 854.37 71.64
|
|
L 856.35 71.64
|
|
L 858.33 71.64
|
|
L 859.32 70.65
|
|
L 860.31 69.66
|
|
L 861.3 68.67
|
|
L 862.29 67.68
|
|
L 863.28 66.69
|
|
L 864.27 65.7
|
|
z
|
|
" clip-path="url(#p4a577bb70d)" 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=-17 -->
|
|
<g style="fill: #ffffff" transform="translate(792 191.904375) 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-2d" x="136.279297"/>
|
|
<use xlink:href="#DejaVuSans-31" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-37" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_8">
|
|
<g clip-path="url(#p9b991da194)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="image7720d335dd" 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 1022.67 71.64
|
|
L 1024.65 71.64
|
|
L 1025.64 72.63
|
|
L 1026.63 73.62
|
|
L 1028.61 73.62
|
|
L 1030.59 73.62
|
|
L 1032.57 73.62
|
|
L 1034.55 73.62
|
|
L 1036.53 73.62
|
|
L 1037.52 74.61
|
|
L 1038.51 75.6
|
|
L 1039.5 76.59
|
|
L 1040.49 77.58
|
|
L 1042.47 77.58
|
|
L 1044.45 77.58
|
|
L 1046.43 77.58
|
|
L 1047.42 78.57
|
|
L 1048.41 79.56
|
|
L 1049.4 80.55
|
|
L 1050.39 81.54
|
|
L 1051.38 80.55
|
|
L 1052.37 79.56
|
|
L 1053.36 80.55
|
|
L 1054.35 81.54
|
|
L 1056.33 81.54
|
|
L 1057.32 82.53
|
|
L 1058.31 83.52
|
|
L 1059.3 84.51
|
|
L 1060.29 85.5
|
|
L 1061.28 86.49
|
|
L 1062.27 87.48
|
|
L 1063.26 88.47
|
|
L 1064.25 89.46
|
|
L 1065.24 90.45
|
|
L 1065.24 92.43
|
|
L 1066.23 93.42
|
|
L 1067.22 94.41
|
|
L 1068.21 95.4
|
|
L 1070.19 95.4
|
|
L 1071.18 96.39
|
|
L 1071.18 98.37
|
|
L 1072.17 99.36
|
|
L 1073.16 100.35
|
|
L 1073.16 102.33
|
|
L 1074.15 103.32
|
|
L 1075.14 104.31
|
|
L 1075.14 106.29
|
|
L 1076.13 107.28
|
|
L 1077.12 108.27
|
|
L 1077.12 110.25
|
|
L 1078.11 111.24
|
|
L 1079.1 112.23
|
|
L 1079.1 114.21
|
|
L 1080.09 115.2
|
|
L 1081.08 116.19
|
|
L 1081.08 118.17
|
|
L 1081.08 120.15
|
|
L 1081.08 122.13
|
|
L 1081.08 124.11
|
|
L 1081.08 126.09
|
|
L 1081.08 128.07
|
|
L 1081.08 130.05
|
|
L 1080.09 131.04
|
|
L 1079.1 132.03
|
|
L 1079.1 134.01
|
|
L 1079.1 135.99
|
|
L 1079.1 137.97
|
|
L 1078.11 138.96
|
|
L 1077.12 139.95
|
|
L 1076.13 140.94
|
|
L 1075.14 141.93
|
|
L 1075.14 143.91
|
|
L 1074.15 144.9
|
|
L 1073.16 145.89
|
|
L 1073.16 147.87
|
|
L 1072.17 148.86
|
|
L 1071.18 149.85
|
|
L 1071.18 151.83
|
|
L 1070.19 152.82
|
|
L 1069.2 153.81
|
|
L 1069.2 155.79
|
|
L 1068.21 156.78
|
|
L 1067.22 157.77
|
|
L 1066.23 158.76
|
|
L 1065.24 159.75
|
|
L 1064.25 160.74
|
|
L 1063.26 161.73
|
|
L 1062.27 162.72
|
|
L 1061.28 163.71
|
|
L 1060.29 164.7
|
|
L 1058.31 164.7
|
|
L 1056.33 164.7
|
|
L 1055.34 165.69
|
|
L 1054.35 166.68
|
|
L 1053.36 167.67
|
|
L 1053.36 169.65
|
|
L 1052.37 170.64
|
|
L 1051.38 171.63
|
|
L 1050.39 172.62
|
|
L 1048.41 172.62
|
|
L 1047.42 173.61
|
|
L 1046.43 174.6
|
|
L 1044.45 174.6
|
|
L 1043.46 175.59
|
|
L 1042.47 176.58
|
|
L 1040.49 176.58
|
|
L 1038.51 176.58
|
|
L 1036.53 176.58
|
|
L 1034.55 176.58
|
|
L 1032.57 176.58
|
|
L 1030.59 176.58
|
|
L 1029.6 175.59
|
|
L 1028.61 174.6
|
|
L 1026.63 174.6
|
|
L 1024.65 174.6
|
|
L 1022.67 174.6
|
|
L 1021.68 175.59
|
|
L 1020.69 176.58
|
|
L 1018.71 176.58
|
|
L 1016.73 176.58
|
|
L 1014.75 176.58
|
|
L 1013.76 175.59
|
|
L 1012.77 174.6
|
|
L 1011.78 173.61
|
|
L 1010.79 172.62
|
|
L 1008.81 172.62
|
|
L 1007.82 171.63
|
|
L 1006.83 170.64
|
|
L 1004.85 170.64
|
|
L 1002.87 170.64
|
|
L 1001.88 169.65
|
|
L 1000.89 168.66
|
|
L 999.9 167.67
|
|
L 998.91 166.68
|
|
L 997.92 165.69
|
|
L 996.93 164.7
|
|
L 995.94 163.71
|
|
L 994.95 162.72
|
|
L 992.97 162.72
|
|
L 991.98 161.73
|
|
L 990.99 160.74
|
|
L 990 159.75
|
|
L 990 157.77
|
|
L 989.01 156.78
|
|
L 988.02 155.79
|
|
L 987.03 154.8
|
|
L 986.04 153.81
|
|
L 985.05 152.82
|
|
L 984.06 151.83
|
|
L 983.07 150.84
|
|
L 982.08 149.85
|
|
L 982.08 147.87
|
|
L 981.09 146.88
|
|
L 980.1 145.89
|
|
L 980.1 143.91
|
|
L 980.1 141.93
|
|
L 980.1 139.95
|
|
L 979.11 138.96
|
|
L 978.12 137.97
|
|
L 978.12 135.99
|
|
L 978.12 134.01
|
|
L 978.12 132.03
|
|
L 977.13 131.04
|
|
L 976.14 130.05
|
|
L 976.14 128.07
|
|
L 976.14 126.09
|
|
L 976.14 124.11
|
|
L 976.14 122.13
|
|
L 976.14 120.15
|
|
L 975.15 119.16
|
|
L 974.16 118.17
|
|
L 975.15 117.18
|
|
L 976.14 116.19
|
|
L 976.14 114.21
|
|
L 976.14 112.23
|
|
L 977.13 111.24
|
|
L 978.12 110.25
|
|
L 978.12 108.27
|
|
L 979.11 107.28
|
|
L 980.1 106.29
|
|
L 981.09 105.3
|
|
L 982.08 104.31
|
|
L 983.07 103.32
|
|
L 984.06 102.33
|
|
L 984.06 100.35
|
|
L 985.05 99.36
|
|
L 986.04 98.37
|
|
L 987.03 97.38
|
|
L 988.02 96.39
|
|
L 989.01 95.4
|
|
L 990 94.41
|
|
L 990.99 93.42
|
|
L 991.98 92.43
|
|
L 991.98 90.45
|
|
L 992.97 89.46
|
|
L 993.96 88.47
|
|
L 994.95 87.48
|
|
L 995.94 86.49
|
|
L 996.93 85.5
|
|
L 997.92 84.51
|
|
L 998.91 83.52
|
|
L 1000.89 83.52
|
|
L 1001.88 82.53
|
|
L 1002.87 81.54
|
|
L 1004.85 81.54
|
|
L 1005.84 80.55
|
|
L 1006.83 79.56
|
|
L 1008.81 79.56
|
|
L 1010.79 79.56
|
|
L 1011.78 78.57
|
|
L 1012.77 77.58
|
|
L 1013.76 76.59
|
|
L 1014.75 75.6
|
|
L 1015.74 76.59
|
|
L 1016.73 77.58
|
|
L 1018.71 77.58
|
|
L 1019.7 76.59
|
|
L 1020.69 75.6
|
|
L 1021.68 74.61
|
|
L 1021.68 72.63
|
|
L 1022.67 71.64
|
|
z
|
|
" clip-path="url(#p9b991da194)" 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=-10 -->
|
|
<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-31" x="172.363281"/>
|
|
<use xlink:href="#DejaVuSans-30" x="235.986328"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_9">
|
|
<g clip-path="url(#pfd88229550)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="image257de02bdb" 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 1183.05 77.58
|
|
L 1185.03 77.58
|
|
L 1187.01 77.58
|
|
L 1188.99 77.58
|
|
L 1190.97 77.58
|
|
L 1192.95 77.58
|
|
L 1193.94 78.57
|
|
L 1194.93 79.56
|
|
L 1196.91 79.56
|
|
L 1198.89 79.56
|
|
L 1199.88 80.55
|
|
L 1200.87 81.54
|
|
L 1202.85 81.54
|
|
L 1203.84 82.53
|
|
L 1204.83 83.52
|
|
L 1206.81 83.52
|
|
L 1208.79 83.52
|
|
L 1210.77 83.52
|
|
L 1211.76 84.51
|
|
L 1212.75 85.5
|
|
L 1213.74 86.49
|
|
L 1213.74 88.47
|
|
L 1214.73 89.46
|
|
L 1215.72 90.45
|
|
L 1215.72 92.43
|
|
L 1216.71 93.42
|
|
L 1218.69 93.42
|
|
L 1219.68 94.41
|
|
L 1220.67 95.4
|
|
L 1221.66 96.39
|
|
L 1222.65 97.38
|
|
L 1223.64 98.37
|
|
L 1224.63 99.36
|
|
L 1225.62 100.35
|
|
L 1226.61 101.34
|
|
L 1227.6 102.33
|
|
L 1227.6 104.31
|
|
L 1228.59 105.3
|
|
L 1229.58 106.29
|
|
L 1229.58 108.27
|
|
L 1230.57 109.26
|
|
L 1231.56 110.25
|
|
L 1231.56 112.23
|
|
L 1232.55 113.22
|
|
L 1233.54 114.21
|
|
L 1233.54 116.19
|
|
L 1234.53 117.18
|
|
L 1235.52 118.17
|
|
L 1235.52 120.15
|
|
L 1235.52 122.13
|
|
L 1235.52 124.11
|
|
L 1235.52 126.09
|
|
L 1235.52 128.07
|
|
L 1234.53 129.06
|
|
L 1233.54 130.05
|
|
L 1233.54 132.03
|
|
L 1233.54 134.01
|
|
L 1233.54 135.99
|
|
L 1232.55 136.98
|
|
L 1231.56 137.97
|
|
L 1231.56 139.95
|
|
L 1231.56 141.93
|
|
L 1230.57 142.92
|
|
L 1229.58 143.91
|
|
L 1229.58 145.89
|
|
L 1228.59 146.88
|
|
L 1227.6 147.87
|
|
L 1227.6 149.85
|
|
L 1226.61 150.84
|
|
L 1225.62 151.83
|
|
L 1224.63 152.82
|
|
L 1223.64 153.81
|
|
L 1223.64 155.79
|
|
L 1222.65 156.78
|
|
L 1221.66 157.77
|
|
L 1220.67 158.76
|
|
L 1218.69 158.76
|
|
L 1217.7 159.75
|
|
L 1216.71 160.74
|
|
L 1215.72 161.73
|
|
L 1214.73 162.72
|
|
L 1212.75 162.72
|
|
L 1210.77 162.72
|
|
L 1209.78 163.71
|
|
L 1208.79 164.7
|
|
L 1207.8 165.69
|
|
L 1206.81 166.68
|
|
L 1204.83 166.68
|
|
L 1203.84 167.67
|
|
L 1202.85 168.66
|
|
L 1201.86 167.67
|
|
L 1200.87 166.68
|
|
L 1199.88 167.67
|
|
L 1198.89 168.66
|
|
L 1196.91 168.66
|
|
L 1194.93 168.66
|
|
L 1192.95 168.66
|
|
L 1190.97 168.66
|
|
L 1188.99 168.66
|
|
L 1187.01 168.66
|
|
L 1185.03 168.66
|
|
L 1183.05 168.66
|
|
L 1181.07 168.66
|
|
L 1179.09 168.66
|
|
L 1177.11 168.66
|
|
L 1175.13 168.66
|
|
L 1173.15 168.66
|
|
L 1171.17 168.66
|
|
L 1170.18 167.67
|
|
L 1169.19 166.68
|
|
L 1167.21 166.68
|
|
L 1165.23 166.68
|
|
L 1164.24 165.69
|
|
L 1163.25 164.7
|
|
L 1161.27 164.7
|
|
L 1160.28 163.71
|
|
L 1159.29 162.72
|
|
L 1157.31 162.72
|
|
L 1156.32 161.73
|
|
L 1155.33 160.74
|
|
L 1154.34 159.75
|
|
L 1153.35 158.76
|
|
L 1152.36 157.77
|
|
L 1151.37 156.78
|
|
L 1149.39 156.78
|
|
L 1148.4 155.79
|
|
L 1147.41 154.8
|
|
L 1146.42 153.81
|
|
L 1146.42 151.83
|
|
L 1145.43 150.84
|
|
L 1144.44 149.85
|
|
L 1144.44 147.87
|
|
L 1144.44 145.89
|
|
L 1143.45 144.9
|
|
L 1142.46 143.91
|
|
L 1142.46 141.93
|
|
L 1142.46 139.95
|
|
L 1141.47 138.96
|
|
L 1140.48 137.97
|
|
L 1140.48 135.99
|
|
L 1140.48 134.01
|
|
L 1140.48 132.03
|
|
L 1139.49 131.04
|
|
L 1138.5 130.05
|
|
L 1138.5 128.07
|
|
L 1138.5 126.09
|
|
L 1138.5 124.11
|
|
L 1137.51 123.12
|
|
L 1136.52 122.13
|
|
L 1136.52 120.15
|
|
L 1136.52 118.17
|
|
L 1136.52 116.19
|
|
L 1137.51 115.2
|
|
L 1138.5 114.21
|
|
L 1139.49 113.22
|
|
L 1140.48 112.23
|
|
L 1140.48 110.25
|
|
L 1141.47 109.26
|
|
L 1142.46 108.27
|
|
L 1142.46 106.29
|
|
L 1143.45 105.3
|
|
L 1144.44 104.31
|
|
L 1145.43 103.32
|
|
L 1146.42 102.33
|
|
L 1147.41 101.34
|
|
L 1148.4 100.35
|
|
L 1149.39 99.36
|
|
L 1151.37 99.36
|
|
L 1152.36 98.37
|
|
L 1152.36 96.39
|
|
L 1153.35 95.4
|
|
L 1155.33 95.4
|
|
L 1156.32 94.41
|
|
L 1156.32 92.43
|
|
L 1157.31 91.44
|
|
L 1158.3 90.45
|
|
L 1159.29 89.46
|
|
L 1160.28 88.47
|
|
L 1161.27 87.48
|
|
L 1162.26 86.49
|
|
L 1163.25 85.5
|
|
L 1164.24 84.51
|
|
L 1165.23 83.52
|
|
L 1167.21 83.52
|
|
L 1168.2 82.53
|
|
L 1169.19 81.54
|
|
L 1171.17 81.54
|
|
L 1173.15 81.54
|
|
L 1175.13 81.54
|
|
L 1177.11 81.54
|
|
L 1179.09 81.54
|
|
L 1180.08 80.55
|
|
L 1181.07 79.56
|
|
L 1182.06 78.57
|
|
L 1183.05 77.58
|
|
z
|
|
" clip-path="url(#pfd88229550)" 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=-2 -->
|
|
<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-32" x="172.363281"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_10">
|
|
<g clip-path="url(#p448f5d794e)">
|
|
<image xlink:href="data:image/png;base64,
|
|
iVBORw0KGgoAAAANSUhEUgAAAN0AAADbCAYAAADpnZQHAAAgwklEQVR4nO2dWYwuVRWFN4Kz4jwLggOoOABRcEZvEI0aNRqMD8YnYwyRFxMTTfTBaHwTXw0mJhCNcYiaSATHxIEhghOCiIqA8wSKirPi0zr9Vf973/qr+u/T1feu9XRyuoZzTnXVXv/awzkiIu6IheOII45I23fcccdK+6ijjkqP/d///pe2x+6X3aP6e3WNDNV5+w3ZPDm37O/Vcxl7zofKmt1prwdgGIcb/NIZRmccNX7I3uNOd9r6NoxRl3XoCq+n49ehjBnGaOThiOp5ZRij8rye6aVhGLPgl84wOmPR9FLUo6JwpJKiHqQ21XkZTVmHuuh6UxTLig7PpbNLw5iim82/WpNqHbJnO6ZALxm2dIbRGYu2dEceeWREjIsnRPUF5FeSGLNe2b3niiebsGhj490rrPOMdrpuhwpTsKUzjM7wS2cYnbE4ejkmRmziR/pOKeM6x2bjqdo7vd8649ltCjZ3DFPGtd9oZAVbOsPoDL90htEZR8TCsgykWEbkqtV///vfHd+jUsEyjFEajje7B8/P/IpsT1H95lKtdfyGwlxfWA9/2hQf7NJgS2cYneGXzjA6YxH0snJcC1NUv7kJplMUySpjIYuur+gVaXKW6TDWnkvbKno5Nva5aut+oHu9YUtnGJ2xCD/dmD9tSjDyWN/B+rO/Z+073/nOra+ydDr23//+d+v7z3/+c9DrVpaHJSjU/69//Wt0PlPEkczSrbPuPUO0prCYJVtYWzrD6Ay/dIbRGYugl1NCpab41Sq6RmR+trGMhLve9a6t7573vGdr3+1ud2ttUcl//OMfrY9U8y9/+cvKdXlfjov3E7UlTST9ZD+vkdHS6n6kwdl1x6jb1Hy5dXGoiDm2dIbRGX7pDKMzFkcvp9CCKdkC6yiDGUgZdew97nGP1leFgekepJ+kibzu3//+95Ux8u+8x9FHHx0Rw7lnNDIi4i53uUtri5aS7nI8xN/+9reIiPjrX/+6Msbt9xDtJP3kfUmphaXRvd6wpTOMzvBLZxidsWf0ctN1RjIFkPcgjSQdE1UUpdoOHqtrkPoR97rXvVpbNI4UjW062NW+z33uk/6dSqeURVJc0rmKPoqW/va3v219d7/73VubNPif//zn4JyIiF//+tetzWcgNZRhbbwvj9Ux64T1bSKLYqmwpTOMzliEpatyzqZcY8zXxa86j5HVov+K1oJjk6XjdW+//fbWvvXWW1tbAgLvxTHImvBY3otjoCXTOHldXotr8sc//rG1//SnP63Mk3jQgx7U2pon2QHnRqsmC8nnVoXGaZwUV+YGVY+hKu2+BEtoS2cYneGXzjA6Y8/y6TaxS07mb8uEj4iI+93vfq395z//eeUY9hEUGEQPSY9IA8c2nuTYs1AriidTqp6Rflb+u8wXyPtRmMmoOudJgUXiEef72Mc+trW/+93vtrboLiku25uonCZUgtomyn3sFLZ0htEZfukMozO6q5cZdZli8itaKt9QpRbSt/aHP/yhtbMwLlKljP6wj2PP9jvnGElLeV6WOVCNR+MlPa2oGP1lGltFjUk1RbV5fpWFcNttt0XEkL4/7GEPa+3f/e53ra1nQCX0lltuae1KcZxDCafsf9EbtnSG0Rl+6QyjM/aMXhJjxUmr+hukPPe+970jYkh96Lge23OcVIrnEbqHKBX7IobhWll0fUWp1aYKyaj+MdUzq6ESMaR5mh/pHtu8n6gm58AwOY5HFPX4449vfccee2xrX3nlla194oknRkTEzTffnM6HtJ3j2SmWtoGkLZ1hdEZ3S5dVjxr7ElVhRRRHdL0qzKkSEHQ8v7gMPKY1lWV4+MMf3vqqQGpZQ94rs1I8jz7B+9///q193/ved2UMFCAoGJ166qmtfeaZZ7b2DTfcMDg/IuKKK65obYob8tnxGXEMZAIa549+9KPW9/vf/761eQ2Foj3hCU9ofXz2P/vZz1o7yzdcx3c3tnvTEmBLZxid4ZfOMDpjz+glUflnRAsqCpdF+/NazG+jb24sx4uCCO8toeMxj3lM6yO1+9WvfrUyJ1Ix0kdmADz4wQ+OiKGvi36z5z3vea197bXXRkTE9ddf3/oYwsYQrFe96lUrYyP9ZnbCjTfeuDJP5v+RnjMMTNfj33le5t8jVaXoUolgv/jFLyJi96qM9YYtnWF0hl86w+iMxVUDY1sUq6rYReVLlOa4445rfaRwpC70h2XVrEhL2X/SSSdFRMSrX/3q1kda9cUvfrG1RWdJ94455pjWZtkEqaH0q1100UXpGETNHvrQh7a+F73oRa1NOsd7a86kc1dffXVrc32e9rSnRUTEhRde2PpI56666qrWlhpKv2OmKkdsqZNcfybPPvCBD2xtqre//OUvYzsqerk0pTKDLZ1hdIZfOsPojEXQS9JH0hzRyyzsaPuxUtR+85vftL6qdkhWk6UKRWN42Ate8IKIGFJKOqAV5hSx5QiWMhkxdApfeumlK8eS1l5yySWtzZAohWORqh44cKC1uT5S/SK26C7p5WmnndbanLPoJekuq4GdccYZrX3xxRevjFfziRhSSSm9P/3pT1sfnyETaR/5yEe29kMe8pCIGDrd+byymitLppy2dIbRGYso11B9ieS3ojhAnxS/cPrxzh/jtBAUVegDk++M16V1e/SjH93a733veyNi6I+jb43ihr7qvC+Do+mHUsgYw8ve//73p/OQP+01r3lN63vZy17W2gylol9QVlhWIyLi+9//fms/6lGPSuck0CLRmgrnnXdea7/nPe9p7czHWq0D509WIKt22WWXtT6uCf2CY7l3S/Dp2dIZRmf4pTOMzlgcvSQdkVjAv/PHNGmOfoRX5b2ZA/eABzygtU8++eSIiHj5y1/e+k455ZTWpijwzGc+MyKGVLSis6JozEPjj/8f//jHK8fSN/WhD32otS+44IKV8z784Q+nY+Q1GK6mcZJ+Uowhhc8oGDMvSDW1xjznWc961sp4I7aeAQWayj9Kf6vWh8+eOXlsZ/TSxWYN4zCHXzrD6IxFlGuoNkNUyBOpD/1FjJgXZWQyJv10vO5rX/va1j7nnHMiYhgyRZCWipoxYZPKYab60U9FHyIpoSgRVThSP/Y/+clPjoghtWZIGekuFUnRPCqaXHdS8Ztuuiki6nAurrvUUP6d2Q3vete7WlshX1wHZhxQjSYtlZLJtST9ZAaJ1mru/hg9YEtnGJ3hl84wOmPX6OVY6A0pIykPFSzRLtI2qlNMphRdy5S1iK0QroiIN73pTa0tynLNNdek5xFy3jKB9HOf+1w6NoVb0RFPZZY0UNSY0fScm1TTiIjLL788IoZ7BJB+8h4MpdJ6U0ElFScVfeITnxgRQ3pOjCmA5557bmvz2b31rW+NiKFznJSSCcGE1oX/G4973ONam8EKCjGrauUsAbZ0htEZiwh4Zk4Voa8Wv5ZZblnEVnAvLQR9S/wyqjJWxJYwQd8RfWu0evKB8Vh+UTnOn//85xExtDZV5SuBFov3ZejWC1/4woiIeMUrXpHOhxYrqylZhaURmgeFFFok+gIFiS8RQ5HjDW94Q2urgtkHPvCB1kcrxfnTlyr/XFU39IQTTlg5llZ8abClM4zO8EtnGJ2xEXo55nvLfnjz74zOZ1Uq0RgKDPSn0Yeme1CgIS2rNkBUSBdpIKkSc+QEZh784Ac/aG1SMFE7zqf6ca950HfH8Z5++ukr51B8IqXm3EgvRcV/8pOftD7Sb2YciK6RfvLYDKS1FSRg8V7MK2QVtmy3JFJGhuLxf0nUn38nFV1CFTFbOsPoDL90htEZG6GXmZkeM91UxqiGscSAFDz6i+iHyur5kwa97nWva23SLpYbEEhBeA2OU6AKScWSvjddj5SI5zGkSfSSc2P78Y9/fGtLfSR94vpQDeQzEHXlGFg2gVRSbY6xosa6N2n9d77zndZ++tOf3tpaV/pJ6Zv7zGc+09pjpTiqrBFlVpDWc32cZWAYhyH80hlGZ+yaekkznu1VQFpG1Y+qnAqZkn6SPpGCqOrWdddd1/qoAE6ZA8fOraVEcxjhz8RVjkf9PJ80iAEBmn+2Z3nEUE3N9hxnnZFqH3E5nhlKxSAA3ltrzPFWe0SItpPuMRAhw3Oe85y0zbVieJ3WnUm5qlgWMcxIkBKuULaI4caUhJ5zb8ppS2cYnbFrQkr1d33B6Zvjl5pWLyvBwFAhfn31dZ1i3SK2LAYFD/64z3x6HEMWuByxZXEpMNBCMBxLghGtDe9L669cPlbO4vrQemU1Jbm+FE8olEigYh/nwTWWf64q5zAFb3/721v7e9/7XmtrTpwnx8aQOllc+lIrS7dXsKUzjM7wS2cYnVHSS9HASmAgtRsDjxV1I5XiD2H+WBZtIP0kzaEf6ZWvfOXa4yEFE+2iL4elEgjRS2YZKJsgYljGQf08lmFevJ9y77LQp4ghXdOmkBSXuA6koqTMavPvFD8o7Ei44H25ZqSoynDgc+OzZQWvKptEeMYzntHab3vb21r7He94x8p1ueMQfbsaJzMdSDUZUqj50XdZVQ7Te8Bj54aU2dIZRmf4pTOMzijp5VhoV2Vmx64llYvnU/miqifqR/pAysMdc9785jcfdAwElUGBlJJUihRN48h20YkY+shEhUitq6KwomsM7SKVYviT+tlHVZRrTXVSVJKUkufxGWhOpINUdKswuAxjlHKd87SuvG+VYKuxc33oN6TPM9vhhxgrUjvXv2dLZxid4ZfOMDpj1Dk+1/QSpAWih3Qwk1ZRiZOzudrc8ayzzjrofeeCe2qT5ojaMYK9UnFFx5gJwXUiFZXCR9pa1XpRuBsd1BwP70GlV+tOek4HO8ejObGPm0nyeWX1UuaCPyOyxNRKKSYV1xZiH/3oR1sfN7/keDWPSikm9D/Mcc1VMm3pDKMzZoeBTSnRkO3Kw4DVz3/+863N8DCJKvyi8At/0kknzRp7Booc3JCQAdYKQ+IY6EPkF1elB/h3/vinACP/HC0PLSjbKiv/iEc8YuV83jdiKBhpzBw7A4wpqshC0tJV85BloKDCMhl89jqW60RkWx5HRJx//vkRMXwWFE9YDUzrw3WoQtgy31sP2NIZRmf4pTOMzjiq8rGpv6KJ2Xk049VGjzqG4gCj8/lDVnSuEgcqmpKBO7uwkKt8WSxc++1vf7u1s4pjpG1jGRBVzhrFoeOPPz4ihpSIZdOf/exnt7boUZaNsX08FKV0Hmkkr0F/ZOZjrELUdO+Mtm3HlOfFY+Vn+/rXv976KOZwPB/5yEciYij88NlznForrllFNadk0ozBls4wOsMvnWF0xlHr+OEO1kdUfgu2VSz2y1/+cutjaj03OFREeKaARUR86lOfam1V+GKFK0b4M9mU1E4KHu9BHxmh0CL67kgpq3AsgTQnqxxGhZCR8fRf6ViOl7SU1yAlVHYBFUmGiXFsUg5JT7nunLPA+VJlpCI5FjJGcH6il/xZUJXJ0M8WUmOqtJwT6bWwSRpZwZbOMDrDL51hdMZGnONjVJTHKjyK1I9tKknaJ4CJl4wYp5Kp0C063SuQpiisis5xJl6SmojSUC3ktXgNUdSqPj9pjpQ4Op25tzppq44hNeI6kPoyBE30UfONGNJLUjRRX55PhZnnSfXlfPgzg9fQOCv6XkHrVv18Yb/+V0iBqUyzrYwD/s9t8udWBVs6w+iM0XINlcUaK93APn7B9dW++eabW99Xv/rV1j5w4EBr68tYCSm0OAqGrSwd8/T4g147yPBLza8zrZe+9vS90cpwnpo/rVu19bB8RxSR6Keib2nsujw2qz6W5Z5tn4eux3XneHk/WVb6MxlUTKs2pcQHoVxHsgoKQmxrXarg8Uzgq/yKu1UP05bOMDrDL51hdMaokELTm5VH335M1scfqqJgpIb05ZDGiE5Q2GDlMGYnKGzqlFNOaX2sCPXBD36wtV/ykpe0tsQajrHKIhB1qegc6VqWf0WQtup62SaO28cg0YWUibSWogIpqOZHYYeheKSzomvs47XY/uEPfziYw3Zwnk960pNW/l75OQk9r7e85S2tLwtFi9h6HqSXXL+xYsQ9Sqzb0hlGZ/ilM4zOmF0NbIxeVpXDpJKRulC1o4qoRE0qj/w7fVJvfOMbI2JIKYnXv/71rU2lTX4d0jmWAqCPUDSF88lUSB7DkDOqb5y/juXcSAM5BvWTyjLinhSN4xRlpEpJmsj5S+Gk0kmaSCouv2u1hwJp8Le+9a2IGM5T9DQi4uyzz25tro98jLwu6SzXWGtFesnnwn7Ng+vUI6HVls4wOsMvnWF0xqQwsLEQmcp5TpoiikYHarXVk5I7STV4Xdal//SnPx0Rw/omLCDLrZfoTBVd47VIUUlHts8hIt/EMmLLwZ4lkm5v61jSJ64lMxKk5DIUi+odqTqPkcLJ6zKzgGFeugepFukc1WbRUlYkoyLJa4jWk9aS6lf7iL/zne+MiCHl5nX5v6Sxky7zf4bXyP7eA7Z0htEZXTaF5FdJogi/ZNpYMCL3X/GLzRAt/gjXsfw7A6npk6J1kiVjej93oLn88stbO5snv7L8UsuaUtiocsDUrsqcZ1sd09pkYXbbIbbAteRaM2dP16OFpQhES691p0XnPFm1TCIOq55deOGFrc0g74997GOt/YUvfGFlPqwaR0uvazzlKU9pfVmNUWKdMLApYZFjsKUzjM7wS2cYnTFbSMlMa2VuSS9VToF0juLHFVdc0dr60cusgMovJjpW/YBmHplCvyK2hBvSMlJUijyiYLwHhR/SMc05K1ceMRQb5OvizjgE10/Ul8fST1dtCil6yTWTUBUxFFVEL0lreR7Hrp8JFLv404G+VAlNpJykie973/ta+0tf+lJri67yGVEko4iTCUZ8npmfbh1q6Hw6w9jH8EtnGJ0xW73MTGsVQsN+7SPOHVgYmkSVTPSI6lwVxnT99ddHxNAfR2rD6lqkeddcc01EDCkjKSWVVVFF0qss+TMirzRFGpgdy/kQVAZJAwWuD0OisspXvC/HQ1VT8+R16d9iaFe2aw/HyOesMVx55ZWtj/ScVeE+/vGPt7aoIhXdzM8ZsVXJjGOvQti2Xz/CWQaGcUjCL51hdMZGq4GN7T0esUU1GclPFY20TGoXlU5SJtI80RTRzIhhOBeVODpIRUO4FzXDuTg20RueX1X40nVJbbIaKpwH50M1MNsUkutESsk2qZTocxWpz349T9JPzpNqsgrwkp6S+nGtnvrUp65ci4rveeed19rZ9mikslxXrpWeFwMVqgTlTL2s/oc3mX1gS2cYnbFRIWWdH6H6ovIHNL/w9KPoa84vLq0F27Iy/BHP0CaGhHGcsqL0AfF+LNOu0CtatGpnG4VKURjieTxW965KIvAaWj9+vWmluK6Z9eF4qw0tde2qliXXSmIXLQh9hfRTykJyjKrGFjGsEMc56zyOvdqJR/PgM+RaZTUuHfBsGIc4/NIZRmdsJMtgDkhtmMtGqiSaUm2smO0qc9lll7U+5pbxh/epp57a2lnBUUbwc5yiu6S1magQsSV4VCFjmUhRbZqYiVakVKSiDA/LykNUtJ7l6hW1zzUj7ec8JfIw0p9r8s1vfrO15Z/jrj7XXntta3NNeA3RWVJKjp1+Q/kT+feqbLrppWEcJvBLZxid0Z1eypSTEtHnRJ/UWPYC+0U1FWa2/ViqaFQ1RaHOOuus1sex8TyNkxkL1d4KCjsjZWTSbUb9SJd532x/AtLeaq93jkdrwesyTI6Ko65BPyf9f8xe0LG8LgsCf+Mb32ht7RnONeF9OX8qr5of70s1lWsh+kwavc6uPD1hS2cYneGXzjA6Y8/oJWkZzT+VKClm1WaApDSia1TZGNpF2nn11Ve39vOf//yIGNInKo5UKnUPFr9lm05j0SOGQVV19OX0Je2qlEypk1QWOd5qT23NrwpFywq2Ugl97nOf29qf/OQnW1vz47ozFO+6665rbc2/2r+c92Nyq9a42pMg20+C81kabOkMozP2zE9H68avXZY7V231m5UQqH6Y80tMf5B+nNOCVrv2aMwM1uYPdu4GpC8t/15ZFt27KrvOQF+NnRbkpS99aWtXm3XKMtKaVLmAAq04BS6OXWUVuL58nvTp6XlU5fk5NlryG264YWVsHC/noXHwf2YJ4glhS2cYneGXzjA6owu9HNs0svK5UFQRSBnZZl6WwLw4UkbeW5XBWH2K/quvfe1rrS1aRepy4okntjarmim8iTSoysnSnEmvmBXB6lkqpsprZaFzEUOqrn7+nefxeponhSqKJxdddFFrS0ghFaV/MAvV471YOYx5k8zuEH0krSVlrLIslgpbOsPoDL90htEZu0Yvx0o38O9ZXf+ILXpDmqNqTxFDFVKUhpkFVZo+lTZR2E984hPpsVTfdD3SQPrmPvvZz7a2/HSVH4+0StHzvC5DsFjJ7Ctf+UpEDPcDOOGEE1autR1ab1Jjtvk8REGzPcsjhuok5yeQ4mWqcFWImM+WCrEoekXVs33hl6ZYErZ0htEZfukMozN2jV5O2T6rchpnGQmkTxnlIfWpir9SURNFraL6SY/ovBZI81j0VGOvnPWkmhob78X6/IzUv+CCCyIi4sCBA+l4OUaOR+td7e/AxN2MRtNBzWensXNuBJ38UlMrqsqQOT4POr8z8Nlm81wabOkMozP2LAyM4JeTbVk4fslYz5AWUOfxK8ovZBUULEvHLyOFgKw8Oo9lbt6ZZ57Z2vL10QpVoUsSECjwnH/++a191VVXtbYsPQWed7/73a394he/OB2n5kHLQqtIBiERg9aGweMcp+ZR5fFlVojnc4y0puzXGlbiHMW3/QBbOsPoDL90htEZe0Yvq2h40kPRkSxEaXu/fDWkc6RHpKIsBSBkNHL79URvOAaGmjFcS3SNJQZ4Ho9VFsHFF1/c+rSbUEReFJY5gRRlqk0qTzvttIgYUjjunsOir6LcpIFVUV1R1Oy5be+XkMJnXxWC5f2ysh1VSN2SBRTBls4wOsMvnWF0xhERsef2mEpeRhsqKsp+0a6KqjLinkmhomMMZyKNoa9KPjeqfqR+p59+emsrG4C+J86NGyBq40mFeG2fB0tNZJQ787FFDOnsySefvHIt+vGy3YWYbcG1JqVWP8fDY7nuCrnjWmclN7bPI1Omif1AKQlbOsPoDL90htEZi6CXm9jzOavxwWuRwrJOvhyrpIl0tlLplNP3jDPOaH0qoBox3JNBoLJYVUBT/RFSNDqYGRAgOsY149wruqa1yELZ+PeILcpd7fHN8WRbd5GSU+nU9bh/OdeEz2hsT/v9RikJWzrD6IxFhIHN/WpNsZD8EvNLmwk3vC6/1DqPvjd+qZkPpmtUu8cwn04hXQxApgBBfxnb2XWrepASMTh3/p1+SjEBCim0oLyGxslxVcHsukdV5rwSSrJj9zNs6QyjM/zSGUZnLIJeElMoY7WDzxiy6PvK/0eqpB/69HWRljHsSrS0yqBgVH+WZ0ZRIduVh8dy7tlORhxP5QsjfRTNZTU2nsdQM9HKqoBsRmHnPrdDBbZ0htEZfukMozMWQS834afLzquuO5aYyvOyYxk+VRVsFbVjKBb9XlkoVeZX296WD6xKBCWlZKkEUVT+neFYpIEKCeM9sqKxPIYUOEtc3QkOFdVSsKUzjM7wS2cYnbEIerlb9KG6bkZ5qkKmGe2kc5jnZYVl6UgnRcuSQqvwqCzroUowrfZ6yCqrVZttahwMjWNYWhYyV214mams6zzvQ1nVtKUzjM5YhKXrjUxgGbNuEVsWhVaoEmgkoFBgoC+M95OAsk5IVDYG3oOl5nmMrF5lkdivsVOIoW+O4pDGM7d8wjoi2hQLuR9gS2cYneGXzjA647Ckl1X5B4G0akoOV0Y1xyLnI7boYRWiRTqnYznuqogt6azGNkadeQzHUAk7WaWuCpvIJtnptZYAWzrD6Ay/dIbRGYso19AbY2UBxhS1daLkM9pVnafxVLvT0LeWKXmkhqTGGS2tCrbyPFFJHlslnuqYKtNhEyUWxqjrfqOatnSG0Rl+6QyjMw4b9bKiKDtVxsaoZnWtLFF2nftmTuiK+o2hcsbrHpmyGzFtnll43VQ6OEUh3Q+wpTOMzliEpRsTGzb9QzmzFlVp97m7x0zBmFizifmPWZmxcvYVsmdUWf/dep6byMfsCVs6w+gMv3SG0RmL8NP19sNkkfaVqDBWrr2iUnP9exmmROqPnbeO33DsvCnIQs0q391+oIabgC2dYXSGXzrD6IxFqJcV5tAN0kHSyDEqtY4KOSXLYOy+O73Xpo+dS0Wn3CPz/60TJpbdb2wMm1CVdwu2dIbRGX7pDKMzFk0v54DR8tVWUGOUZpNZBmN9FeY6fDfpKN50VkB2vSy7ISJ/RruZKNsTtnSG0Rl7Zul2K3g124QwYvgVzbAJn9Um/VuHMiqfKJkJcwizUhNjz2vJoWG2dIbRGX7pDKMzFiGkbIIKqJIWswVIKSvfkPrX8V9NoS5Tjt1pTt9uUalNhH6NjYfPi89ok2FpS6OatnSG0Rl+6QyjM/aMXq5D57Kkx4oqiF5WpQvGQpPWSUzd6a4zm1Qye1CmddZ9DjXOSlVE1PuoTxnnumPcS9jSGUZn+KUzjM5YhHo5JfKdyOqarENRssTK6ryeoVRVwdYp501Bj62ppqxlVX1sbv2WOcf2gC2dYXTGIsLANhFYq69hFe5VVfiaI6QQu+VP20T+2lzMLQ8x51rrHDtnflNC9XrDls4wOsMvnWF0Rnd6uVOfSeXjyf6e7YxzsOOz8zZZrWpOuYdN3HcTmOv3mrKBZOZ3Zf/cDTqXBls6w+gMv3SG0Rnd6WVm9qt9BKZQCG2AWPl6xsZQ0dYppRuIMQq2tMj3KZirrI6pv9UzyJJYif22lrZ0htEZfukMozMWoV7OjS4nxlTIyjme7a89dt3qHlPO2w80aC6qcLZsztXPgZ3+TyyZctrSGUZn7JmQsokcp+xHOL+cbFd5dj02KszuO3bO0r7OU1CJI3oenCefC2tg8jwJbTy2ut/B+pYCWzrD6Ay/dIbRGYso17AJWiUKUvn8NiF4jFHRnWYhLJkSVZhTjHcdoWVubuF+gC2dYXSGXzrD6IxF7Dm+SVTFS8f2MpiLJRSF3UvModzVOvDZsa19DQ6VtbalM4zO8EtnGJ1xyNFLw1g6bOkMozP80hlGZ/ilM4zO+D93bX+JiZQOhAAAAABJRU5ErkJggg==" id="image40d7d36bc1" 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 1339.47 83.52
|
|
L 1341.45 83.52
|
|
L 1342.44 84.51
|
|
L 1343.43 85.5
|
|
L 1345.41 85.5
|
|
L 1347.39 85.5
|
|
L 1349.37 85.5
|
|
L 1350.36 84.51
|
|
L 1351.35 83.52
|
|
L 1353.33 83.52
|
|
L 1354.32 84.51
|
|
L 1355.31 85.5
|
|
L 1356.3 86.49
|
|
L 1357.29 87.48
|
|
L 1358.28 88.47
|
|
L 1359.27 89.46
|
|
L 1361.25 89.46
|
|
L 1362.24 90.45
|
|
L 1363.23 91.44
|
|
L 1365.21 91.44
|
|
L 1366.2 92.43
|
|
L 1367.19 93.42
|
|
L 1368.18 94.41
|
|
L 1368.18 96.39
|
|
L 1369.17 97.38
|
|
L 1370.16 98.37
|
|
L 1371.15 99.36
|
|
L 1372.14 100.35
|
|
L 1373.13 101.34
|
|
L 1374.12 102.33
|
|
L 1375.11 103.32
|
|
L 1376.1 104.31
|
|
L 1377.09 105.3
|
|
L 1378.08 106.29
|
|
L 1378.08 108.27
|
|
L 1378.08 110.25
|
|
L 1379.07 111.24
|
|
L 1380.06 112.23
|
|
L 1381.05 113.22
|
|
L 1382.04 114.21
|
|
L 1382.04 116.19
|
|
L 1382.04 118.17
|
|
L 1382.04 120.15
|
|
L 1382.04 122.13
|
|
L 1382.04 124.11
|
|
L 1382.04 126.09
|
|
L 1381.05 127.08
|
|
L 1380.06 128.07
|
|
L 1381.05 129.06
|
|
L 1382.04 130.05
|
|
L 1382.04 132.03
|
|
L 1382.04 134.01
|
|
L 1382.04 135.99
|
|
L 1382.04 137.97
|
|
L 1382.04 139.95
|
|
L 1381.05 140.94
|
|
L 1380.06 141.93
|
|
L 1380.06 143.91
|
|
L 1380.06 145.89
|
|
L 1379.07 146.88
|
|
L 1378.08 147.87
|
|
L 1377.09 148.86
|
|
L 1375.11 148.86
|
|
L 1374.12 149.85
|
|
L 1374.12 151.83
|
|
L 1373.13 152.82
|
|
L 1372.14 153.81
|
|
L 1372.14 155.79
|
|
L 1371.15 156.78
|
|
L 1369.17 156.78
|
|
L 1368.18 157.77
|
|
L 1367.19 158.76
|
|
L 1365.21 158.76
|
|
L 1364.22 159.75
|
|
L 1363.23 160.74
|
|
L 1361.25 160.74
|
|
L 1359.27 160.74
|
|
L 1357.29 160.74
|
|
L 1355.31 160.74
|
|
L 1353.33 160.74
|
|
L 1351.35 160.74
|
|
L 1349.37 160.74
|
|
L 1347.39 160.74
|
|
L 1345.41 160.74
|
|
L 1343.43 160.74
|
|
L 1341.45 160.74
|
|
L 1339.47 160.74
|
|
L 1337.49 160.74
|
|
L 1335.51 160.74
|
|
L 1333.53 160.74
|
|
L 1331.55 160.74
|
|
L 1330.56 159.75
|
|
L 1329.57 158.76
|
|
L 1328.58 159.75
|
|
L 1327.59 160.74
|
|
L 1325.61 160.74
|
|
L 1323.63 160.74
|
|
L 1322.64 159.75
|
|
L 1321.65 158.76
|
|
L 1320.66 157.77
|
|
L 1320.66 155.79
|
|
L 1319.67 154.8
|
|
L 1317.69 154.8
|
|
L 1316.7 153.81
|
|
L 1315.71 152.82
|
|
L 1314.72 151.83
|
|
L 1313.73 150.84
|
|
L 1312.74 149.85
|
|
L 1312.74 147.87
|
|
L 1311.75 146.88
|
|
L 1310.76 145.89
|
|
L 1310.76 143.91
|
|
L 1309.77 142.92
|
|
L 1308.78 141.93
|
|
L 1308.78 139.95
|
|
L 1307.79 138.96
|
|
L 1306.8 137.97
|
|
L 1306.8 135.99
|
|
L 1306.8 134.01
|
|
L 1306.8 132.03
|
|
L 1306.8 130.05
|
|
L 1306.8 128.07
|
|
L 1306.8 126.09
|
|
L 1306.8 124.11
|
|
L 1306.8 122.13
|
|
L 1306.8 120.15
|
|
L 1306.8 118.17
|
|
L 1306.8 116.19
|
|
L 1306.8 114.21
|
|
L 1306.8 112.23
|
|
L 1307.79 111.24
|
|
L 1308.78 110.25
|
|
L 1308.78 108.27
|
|
L 1309.77 107.28
|
|
L 1310.76 106.29
|
|
L 1311.75 105.3
|
|
L 1312.74 104.31
|
|
L 1313.73 103.32
|
|
L 1314.72 102.33
|
|
L 1314.72 100.35
|
|
L 1315.71 99.36
|
|
L 1317.69 99.36
|
|
L 1318.68 98.37
|
|
L 1319.67 97.38
|
|
L 1321.65 97.38
|
|
L 1323.63 97.38
|
|
L 1324.62 96.39
|
|
L 1324.62 94.41
|
|
L 1324.62 92.43
|
|
L 1325.61 91.44
|
|
L 1326.6 90.45
|
|
L 1326.6 88.47
|
|
L 1327.59 87.48
|
|
L 1329.57 87.48
|
|
L 1331.55 87.48
|
|
L 1333.53 87.48
|
|
L 1334.52 86.49
|
|
L 1335.51 85.5
|
|
L 1337.49 85.5
|
|
L 1338.48 84.51
|
|
L 1339.47 83.52
|
|
z
|
|
" clip-path="url(#p448f5d794e)" 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=7 -->
|
|
<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-37" x="136.279297"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<g id="axes_11">
|
|
<g clip-path="url(#p4a356c0172)">
|
|
<image xlink:href="data:image/png;base64,
|
|
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" id="imagea47c453324" 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 d="M 1491.93 89.46
|
|
L 1493.91 89.46
|
|
L 1495.89 89.46
|
|
L 1497.87 89.46
|
|
L 1499.85 89.46
|
|
L 1500.84 90.45
|
|
L 1501.83 91.44
|
|
L 1503.81 91.44
|
|
L 1505.79 91.44
|
|
L 1507.77 91.44
|
|
L 1509.75 91.44
|
|
L 1511.73 91.44
|
|
L 1513.71 91.44
|
|
L 1514.7 92.43
|
|
L 1515.69 93.42
|
|
L 1516.68 94.41
|
|
L 1517.67 95.4
|
|
L 1518.66 96.39
|
|
L 1519.65 97.38
|
|
L 1521.63 97.38
|
|
L 1522.62 98.37
|
|
L 1523.61 99.36
|
|
L 1524.6 100.35
|
|
L 1525.59 101.34
|
|
L 1526.58 102.33
|
|
L 1527.57 103.32
|
|
L 1528.56 104.31
|
|
L 1529.55 105.3
|
|
L 1530.54 106.29
|
|
L 1530.54 108.27
|
|
L 1530.54 110.25
|
|
L 1530.54 112.23
|
|
L 1530.54 114.21
|
|
L 1531.53 115.2
|
|
L 1532.52 116.19
|
|
L 1532.52 118.17
|
|
L 1532.52 120.15
|
|
L 1532.52 122.13
|
|
L 1532.52 124.11
|
|
L 1533.51 125.1
|
|
L 1534.5 126.09
|
|
L 1534.5 128.07
|
|
L 1534.5 130.05
|
|
L 1534.5 132.03
|
|
L 1534.5 134.01
|
|
L 1533.51 135
|
|
L 1532.52 135.99
|
|
L 1531.53 136.98
|
|
L 1530.54 137.97
|
|
L 1530.54 139.95
|
|
L 1529.55 140.94
|
|
L 1528.56 141.93
|
|
L 1528.56 143.91
|
|
L 1527.57 144.9
|
|
L 1526.58 145.89
|
|
L 1525.59 146.88
|
|
L 1524.6 147.87
|
|
L 1524.6 149.85
|
|
L 1523.61 150.84
|
|
L 1521.63 150.84
|
|
L 1520.64 151.83
|
|
L 1519.65 152.82
|
|
L 1518.66 153.81
|
|
L 1517.67 154.8
|
|
L 1515.69 154.8
|
|
L 1513.71 154.8
|
|
L 1511.73 154.8
|
|
L 1509.75 154.8
|
|
L 1507.77 154.8
|
|
L 1505.79 154.8
|
|
L 1504.8 155.79
|
|
L 1503.81 156.78
|
|
L 1501.83 156.78
|
|
L 1500.84 155.79
|
|
L 1499.85 154.8
|
|
L 1497.87 154.8
|
|
L 1495.89 154.8
|
|
L 1493.91 154.8
|
|
L 1492.92 153.81
|
|
L 1491.93 152.82
|
|
L 1489.95 152.82
|
|
L 1487.97 152.82
|
|
L 1486.98 151.83
|
|
L 1485.99 150.84
|
|
L 1484.01 150.84
|
|
L 1482.03 150.84
|
|
L 1481.04 149.85
|
|
L 1480.05 148.86
|
|
L 1479.06 147.87
|
|
L 1479.06 145.89
|
|
L 1478.07 144.9
|
|
L 1477.08 143.91
|
|
L 1476.09 142.92
|
|
L 1475.1 141.93
|
|
L 1475.1 139.95
|
|
L 1475.1 137.97
|
|
L 1474.11 136.98
|
|
L 1473.12 135.99
|
|
L 1473.12 134.01
|
|
L 1473.12 132.03
|
|
L 1473.12 130.05
|
|
L 1473.12 128.07
|
|
L 1472.13 127.08
|
|
L 1471.14 126.09
|
|
L 1470.15 125.1
|
|
L 1469.16 124.11
|
|
L 1469.16 122.13
|
|
L 1469.16 120.15
|
|
L 1470.15 119.16
|
|
L 1471.14 118.17
|
|
L 1471.14 116.19
|
|
L 1471.14 114.21
|
|
L 1471.14 112.23
|
|
L 1472.13 111.24
|
|
L 1473.12 110.25
|
|
L 1473.12 108.27
|
|
L 1474.11 107.28
|
|
L 1475.1 106.29
|
|
L 1475.1 104.31
|
|
L 1476.09 103.32
|
|
L 1477.08 102.33
|
|
L 1478.07 101.34
|
|
L 1480.05 101.34
|
|
L 1482.03 101.34
|
|
L 1484.01 101.34
|
|
L 1485 100.35
|
|
L 1485 98.37
|
|
L 1485.99 97.38
|
|
L 1486.98 96.39
|
|
L 1486.98 94.41
|
|
L 1486.98 92.43
|
|
L 1487.97 91.44
|
|
L 1489.95 91.44
|
|
L 1490.94 90.45
|
|
L 1491.93 89.46
|
|
z
|
|
" clip-path="url(#p4a356c0172)" 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=12 -->
|
|
<g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
|
|
<use xlink:href="#DejaVuSans-7a"/>
|
|
<use xlink:href="#DejaVuSans-3d" x="52.490234"/>
|
|
<use xlink:href="#DejaVuSans-31" x="136.279297"/>
|
|
<use xlink:href="#DejaVuSans-32" x="199.902344"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
<defs>
|
|
<clipPath id="pf3fd5f62ba">
|
|
<rect x="0" y="0" width="1584" height="230.4"/>
|
|
</clipPath>
|
|
<clipPath id="p65ebdc9b36">
|
|
<rect x="0" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p312d883c3c">
|
|
<rect x="158.4" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p1d0f2e48dd">
|
|
<rect x="316.8" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p8cead6f7d4">
|
|
<rect x="475.2" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="pb73bead9be">
|
|
<rect x="633.6" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p4a577bb70d">
|
|
<rect x="792" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p9b991da194">
|
|
<rect x="950.4" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="pfd88229550">
|
|
<rect x="1108.8" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p448f5d794e">
|
|
<rect x="1267.2" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
<clipPath id="p4a356c0172">
|
|
<rect x="1425.6" y="36" width="158.4" height="158.4"/>
|
|
</clipPath>
|
|
</defs>
|
|
</svg> |