1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
|
<svg xmlns="http://www.w3.org/2000/svg" style="isolation:isolate" width="256" height="256" viewBox="0 0 256 256">
<defs>
<filter id="Fq6Z3uwnyrQ3PFOLWzYrypVA95Ma7Od1" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="4" result="pf_100_offsetBlur"/>
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
</filter>
</defs>
<g filter="url(#Fq6Z3uwnyrQ3PFOLWzYrypVA95Ma7Od1)">
<path fill="#4d4d4d" d="M 165.689 11.95 C 239.745 11.95 250.328 22.507 250.328 96.494 L 250.328 155.745 C 250.328 229.731 239.745 240.288 165.689 240.288 L 90.319 240.288 C 16.264 240.288 5.68 229.731 5.68 155.745 L 5.68 96.494 C 5.68 22.507 16.264 11.95 90.319 11.95 L 165.689 11.95 L 165.689 11.95 Z"/>
</g>
<g filter="url(#55Gy9rPTVe9gfqYpWrFz7qIqTKS27c1O)">
<linearGradient id="_lgradient_510" x1=".374" x2=".374" y1="1.001" y2=".655" gradientTransform="matrix(215,0,0,200,20.5,26)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#2f5fdd"/>
<stop offset="99.13%" style="stop-color:#5884f4"/>
</linearGradient>
<path fill="url(#_lgradient_510)" d="M 94.882 26 C 62.34 26 43.751 28.307 33.287 38.723 C 22.823 49.139 20.5 67.648 20.5 100.051 L 20.5 151.949 C 20.5 184.352 22.823 202.861 33.287 213.277 C 43.751 223.693 62.34 226 94.882 226 L 161.118 226 C 193.66 226 212.249 223.693 222.713 213.277 C 233.177 202.861 235.5 184.352 235.5 151.949 L 235.5 100.051 C 235.5 67.648 233.177 49.139 222.713 38.723 C 212.249 28.307 193.66 26 161.118 26 L 94.882 26 L 94.882 26 Z"/>
</g>
<defs>
<filter id="55Gy9rPTVe9gfqYpWrFz7qIqTKS27c1O" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="0" result="pf_100_offsetBlur"/>
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
</filter>
</defs>
<g filter="url(#yEeRCCgcZm92C0u84FnbNP1AlOP7vr2R)">
<linearGradient id="_lgradient_511" x1=".293" x2=".293" y1="-.012" y2=".978" gradientTransform="matrix(166.136,0,0,16.915,44.932,166.481)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#d7d3cd"/>
<stop offset="100%" style="stop-color:#f4f3f1"/>
</linearGradient>
<path fill="url(#_lgradient_511)" d="M 63.968 166.481 L 192.032 166.481 C 207.607 166.481 211.068 166.481 211.068 174.939 C 211.068 183.396 207.607 183.396 192.032 183.396 L 63.968 183.396 C 48.393 183.396 44.932 183.396 44.932 174.939 C 44.932 166.481 48.393 166.481 63.968 166.481 Z"/>
</g>
<defs>
<filter id="yEeRCCgcZm92C0u84FnbNP1AlOP7vr2R" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="0" result="pf_100_offsetBlur"/>
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
</filter>
</defs>
<g style="opacity:0.6">
<g opacity=".6">
<linearGradient id="_lgradient_512" x1=".284" x2=".284" y1="-.001" y2=".997" gradientTransform="matrix(159.214,0,0,8.458,48.393,170.71)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#a4967d"/>
<stop offset="100%" style="stop-color:#cdc6ba"/>
</linearGradient>
<path fill="url(#_lgradient_512)" d="M 58.777 170.71 C 51.854 170.71 48.393 170.71 48.393 174.939 C 48.393 179.168 51.854 179.168 58.777 179.168 L 197.223 179.168 C 204.146 179.168 207.607 179.168 207.607 174.939 C 207.607 170.71 204.146 170.71 197.223 170.71 L 58.777 170.71 L 58.777 170.71 Z"/>
</g>
</g>
<linearGradient id="_lgradient_513" x1=".62" x2=".62" y1="-.001" y2=".997" gradientTransform="matrix(40.516,0,0,8.461556,48.393,170.706444)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#e70b22"/>
<stop offset="100%" style="stop-color:#f85858"/>
</linearGradient>
<path fill="url(#_lgradient_513)" d="M 52.81 170.71 C 49.865 170.768 48.393 171.238 48.393 174.939 C 48.393 179.168 50.316 179.168 54.162 179.168 L 88.909 179.168 L 88.909 170.71 L 54.162 170.71 C 53.681 170.71 53.23 170.702 52.81 170.71 L 52.81 170.71 Z"/>
<defs>
<filter id="Oc35M2IqzNqXQKtRBb4O0qrl3lkNV2Og" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="0" result="pf_100_offsetBlur"/>
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
</filter>
</defs>
<g opacity=".6" filter="url(#Oc35M2IqzNqXQKtRBb4O0qrl3lkNV2Og)">
<path fill="none" d="M 58.777 170.71 C 51.854 170.71 48.393 170.71 48.393 174.939 C 48.393 179.168 51.854 179.168 58.777 179.168 L 197.223 179.168 C 204.146 179.168 207.607 179.168 207.607 174.939 C 207.607 170.71 204.146 170.71 197.223 170.71 L 58.777 170.71 L 58.777 170.71 Z"/>
</g>
<g filter="url(#CgnTLj0oEfa6WCh32idmShjvJz99YmBX)">
<linearGradient id="_lgradient_514" x1=".667" x2=".667" y1="1" y2="0" gradientTransform="matrix(78.149,0,0,53.659,88.381,147.854)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#e5e2dd"/>
<stop offset="100%" style="stop-color:#f2f1ee"/>
</linearGradient>
<path fill="url(#_lgradient_514)" d="M 123.114 147.854 L 131.797 147.854 C 157.847 147.854 166.53 147.854 166.53 174.683 C 166.53 201.513 157.847 201.513 131.797 201.513 L 123.114 201.513 C 97.064 201.513 88.381 201.513 88.381 174.683 C 88.381 147.854 97.064 147.854 123.114 147.854 L 123.114 147.854 Z"/>
</g>
<defs>
<filter id="CgnTLj0oEfa6WCh32idmShjvJz99YmBX" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="0" result="pf_100_offsetBlur"/>
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
</filter>
</defs>
<g style="opacity:0.5">
<g opacity=".5">
<linearGradient id="_lgradient_515" x1="0" x2="1" y1=".5" y2=".5" gradientTransform="matrix(32.628,0,0,49.187,90.486,150.09)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#d9d6d0"/>
<stop offset="73.611%" style="stop-color:#bdb8ad"/>
<stop offset="100%" style="stop-color:#938a79"/>
</linearGradient>
<path fill="url(#_lgradient_515)" d="M 113.855 150.09 C 105.964 150.291 100.45 150.973 97.064 153.063 C 94.774 154.472 93.254 156.462 92.147 159.871 C 91.04 163.281 90.486 168.099 90.486 174.683 C 90.486 181.268 91.04 186.086 92.147 189.495 C 93.254 192.905 94.774 194.895 97.064 196.303 C 100.505 198.427 106.105 199.087 114.192 199.277 L 116.601 199.277 C 120.205 199.277 123.114 196.281 123.114 192.57 L 123.114 156.797 C 123.114 153.086 120.205 150.09 116.601 150.09 L 113.855 150.09 L 113.855 150.09 Z"/>
</g>
</g>
<linearGradient id="_lgradient_516" x1=".667" x2=".667" y1="1" y2="0" gradientTransform="matrix(78.149,0,0,53.659,88.381,147.854)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#d6d4cf"/>
<stop offset="100%" style="stop-color:#fbfaf9"/>
</linearGradient>
<path fill="url(#_lgradient_516)" d="M 123.114 147.854 C 97.064 147.854 88.381 147.854 88.381 174.683 C 88.381 201.513 97.064 201.513 123.114 201.513 L 131.797 201.513 C 157.847 201.513 166.53 201.513 166.53 174.683 C 166.53 147.854 157.847 147.854 131.797 147.854 L 123.114 147.854 L 123.114 147.854 Z M 118.436 148.938 C 119.923 148.927 121.486 148.938 123.114 148.938 L 131.797 148.938 C 144.822 148.938 153.386 149.061 158.389 152.147 C 160.886 153.701 162.59 155.936 163.751 159.525 C 164.913 163.113 165.477 168.032 165.477 174.683 C 165.477 181.335 164.913 186.253 163.751 189.842 C 162.59 193.43 160.886 195.666 158.389 197.22 C 153.386 200.305 144.822 200.428 131.797 200.428 L 123.114 200.428 C 110.089 200.428 101.525 200.305 96.521 197.22 C 94.025 195.666 92.321 193.43 91.159 189.842 C 89.998 186.253 89.434 181.335 89.434 174.683 C 89.434 168.032 89.998 163.113 91.159 159.525 C 92.321 155.936 94.025 153.701 96.521 152.147 C 100.895 149.453 107.994 149.005 118.436 148.938 L 118.436 148.938 Z"/>
<g style="opacity:0.5">
<g opacity=".5">
<linearGradient id="_lgradient_517" x1="1" x2="0" y1=".5" y2=".5" gradientTransform="matrix(32.631,0,0,49.187,131.73,150.09)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#d9d6d0"/>
<stop offset="73.611%" style="stop-color:#bdb8ad"/>
<stop offset="100%" style="stop-color:#938a79"/>
</linearGradient>
<path fill="url(#_lgradient_517)" d="M 140.99 150.09 C 148.875 150.295 154.396 150.968 157.78 153.059 C 160.071 154.475 161.595 156.462 162.699 159.871 C 163.802 163.28 164.361 168.096 164.361 174.683 C 164.361 181.271 163.802 186.087 162.699 189.495 C 161.595 192.904 160.071 194.892 157.78 196.308 C 154.344 198.431 148.736 199.086 140.652 199.277 L 138.242 199.277 C 134.634 199.277 131.73 196.285 131.73 192.57 L 131.73 156.797 C 131.73 153.081 134.634 150.09 138.242 150.09 L 140.99 150.09 L 140.99 150.09 Z"/>
</g>
</g>
<g style="opacity:0.8">
<g opacity=".8">
<linearGradient id="_lgradient_518" x1=".954" x2=".954" y1=".009" y2=".973" gradientTransform="matrix(7.598,0,0,49.187,116.601,150.09)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#ffffff"/>
<stop offset="100%" stop-opacity="0" style="stop-color:#ffffff"/>
</linearGradient>
<path fill="url(#_lgradient_518)" d="M 116.601 150.09 C 120.205 150.09 123.114 153.086 123.114 156.797 L 123.114 192.569 C 123.114 196.281 120.205 199.277 116.601 199.277 L 117.687 199.277 C 121.29 199.277 124.199 196.281 124.199 192.569 L 124.199 156.797 C 124.199 153.086 121.29 150.09 117.687 150.09 L 116.601 150.09 L 116.601 150.09 Z"/>
</g>
</g>
<g style="opacity:0.8">
<g opacity=".8">
<linearGradient id="_lgradient_519" x1=".046" x2=".046" y1=".009" y2=".973" gradientTransform="matrix(7.598,0,0,49.187,130.711,150.09)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#ffffff"/>
<stop offset="100%" stop-opacity="0" style="stop-color:#ffffff"/>
</linearGradient>
<path fill="url(#_lgradient_519)" d="M 138.309 150.09 C 134.701 150.09 131.797 153.081 131.797 156.797 L 131.797 192.569 C 131.797 196.285 134.701 199.277 138.309 199.277 L 137.224 199.277 C 133.616 199.277 130.711 196.285 130.711 192.569 L 130.711 156.797 C 130.711 153.081 133.616 150.09 137.224 150.09 L 138.309 150.09 L 138.309 150.09 Z"/>
</g>
</g>
<g opacity=".4">
<linearGradient id="_lgradient_520" x1=".517" x2=".517" y1="0" y2="1" gradientTransform="matrix(244.65,0,0,228.34,5.68,11.95)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#ffffff"/>
<stop offset="12.5%" stop-opacity=".098" style="stop-color:#ffffff"/>
<stop offset="92.5%" stop-opacity=".098" style="stop-color:#000000"/>
<stop offset="100%" stop-opacity=".498" style="stop-color:#000000"/>
</linearGradient>
<path fill="url(#_lgradient_520)" fill-rule="evenodd" d="M 165.06803 11.951234 C 169.395994 11.941409 173.723944 11.990533 178.051908 12.088781 C 181.927398 12.167379 185.802873 12.31475 189.678362 12.540721 C 193.1309 12.737216 196.583423 13.022134 200.026115 13.395476 C 203.085193 13.729518 206.144271 14.181458 209.173842 14.741469 C 211.888645 15.242533 214.57394 15.881143 217.219897 16.6573 C 219.619947 17.354858 221.970814 18.219439 224.242988 19.241215 C 226.357793 20.184394 228.384061 21.304417 230.302129 22.591462 C 232.141505 23.829383 233.862851 25.244151 235.436659 26.80629 C 237.000621 28.378252 238.417046 30.087764 239.656409 31.924995 C 240.944972 33.840824 242.066305 35.864728 243.020409 37.967229 C 244.043389 40.246576 244.908985 42.584873 245.617197 44.972292 C 246.394255 47.615155 247.033606 50.297317 247.535265 53.008956 C 248.095924 56.034984 248.548399 59.080665 248.882828 62.13617 C 249.256611 65.574836 249.541856 69.013506 249.738578 72.462003 C 249.964823 76.323139 250.112361 80.194101 250.200884 84.055237 C 250.289421 88.378131 250.338591 92.701032 250.32876 97.014106 L 250.32876 155.225886 C 250.338591 159.54878 250.289421 163.861854 250.200884 168.184747 C 250.112361 172.05571 249.964823 175.916853 249.738578 179.777981 C 249.541856 183.226485 249.256611 186.674975 248.882828 190.103826 C 248.548399 193.15933 248.095924 196.214835 247.535265 199.240851 C 247.033606 201.942664 246.394255 204.624837 245.617197 207.267703 C 244.908985 209.655115 244.043389 212.003235 243.020409 214.272755 C 242.066305 216.38509 240.944972 218.399156 239.656409 220.314999 C 238.417046 222.152226 237.000621 223.871561 235.436659 225.433697 C 233.862851 226.995832 232.141505 228.410601 230.302129 229.648532 C 228.384061 230.935575 226.357793 232.055598 224.242988 232.998768 C 221.970814 234.020552 219.619947 234.885137 217.219897 235.592507 C 214.57394 236.368672 211.888645 237.007276 209.173842 237.498515 C 206.144271 238.068354 203.085193 238.510465 200.026115 238.844519 C 196.583423 239.21785 193.1309 239.502777 189.678362 239.699269 C 185.802873 239.925235 181.927398 240.072615 178.051908 240.161035 C 173.723944 240.249454 169.395994 240.298581 165.06803 240.288762 L 90.941963 240.288762 C 86.614006 240.298581 82.286049 240.249454 77.9581 240.161035 C 74.08261 240.072615 70.20712 239.925235 66.331638 239.699269 C 62.879108 239.502777 59.426578 239.21785 55.983886 238.844519 C 52.924808 238.510465 49.865733 238.068354 46.836162 237.498515 C 44.121356 237.007276 41.436057 236.368672 38.7901 235.592507 C 36.390053 234.885137 34.039187 234.020552 31.767009 232.998768 C 29.652213 232.055598 27.625943 230.935575 25.707871 229.648532 C 23.868489 228.410601 22.147143 226.995832 20.573343 225.433697 C 19.009377 223.871561 17.592955 222.152226 16.353586 220.314999 C 15.065036 218.399156 13.943701 216.38509 12.989584 214.272755 C 11.966612 212.003235 11.101021 209.655115 10.392811 207.267703 C 9.615746 204.624837 8.976389 201.942664 8.47474 199.240851 C 7.914072 196.214835 7.461604 193.15933 7.127172 190.103826 C 6.753394 186.674975 6.468142 183.226485 6.271417 179.777981 C 6.045183 175.916853 5.897639 172.05571 5.809112 168.184747 C 5.720586 163.861854 5.671405 159.54878 5.681241 155.225886 L 5.681241 97.014106 C 5.671405 92.701032 5.720586 88.378131 5.809112 84.055237 C 5.897639 80.194101 6.045183 76.323139 6.271417 72.462003 C 6.468142 69.013506 6.753394 65.574836 7.127172 62.13617 C 7.461604 59.080665 7.914072 56.034984 8.47474 53.008956 C 8.976389 50.297317 9.615746 47.615155 10.392811 44.972292 C 11.101021 42.584873 11.966612 40.246576 12.989584 37.967229 C 13.943701 35.864728 15.065036 33.840824 16.353586 31.924995 C 17.592955 30.087764 19.009377 28.378252 20.573343 26.80629 C 22.147143 25.244151 23.868489 23.829383 25.707871 22.591462 C 27.625943 21.304417 29.652213 20.184394 31.767009 19.241215 C 34.039187 18.219439 36.390053 17.354858 38.7901 16.6573 C 41.436057 15.881143 44.121356 15.242533 46.836162 14.741469 C 49.865733 14.181458 52.924808 13.729518 55.983886 13.395476 C 59.426578 13.022134 62.879108 12.737216 66.331638 12.540721 C 70.20712 12.31475 74.08261 12.167379 77.9581 12.088781 C 82.286049 11.990533 86.614006 11.941409 90.941963 11.951234 L 165.06803 11.951234 Z M 165.077876 15.959741 C 169.376317 15.949916 173.674759 15.99904 177.973216 16.087463 C 181.799522 16.175886 185.625827 16.323257 189.452133 16.539402 C 192.835809 16.735898 196.219486 17.010992 199.583486 17.384332 C 202.554026 17.698726 205.514751 18.131016 208.445953 18.681203 C 211.023049 19.152792 213.580483 19.761928 216.098564 20.498786 C 218.321569 21.147221 220.495374 21.952852 222.600334 22.896029 C 224.508571 23.750785 226.338116 24.762737 228.069293 25.922059 C 229.692286 27.012609 231.207063 28.260355 232.59398 29.645648 C 233.980897 31.030941 235.230091 32.543956 236.331763 34.165043 C 237.492434 35.894202 238.505568 37.711787 239.361333 39.607968 C 240.305606 41.720292 241.112187 43.891565 241.761369 46.102139 C 242.508934 48.617282 243.108947 51.161898 243.590914 53.735987 C 244.131912 56.663768 244.564709 59.6112 244.889308 62.578282 C 245.263091 65.938355 245.538505 69.308252 245.735227 72.687976 C 245.951626 76.509812 246.10901 80.321821 246.187687 84.143656 C 246.276225 88.437084 246.325394 92.720685 246.325394 97.014106 C 246.325394 97.014106 246.325394 97.014106 246.325394 97.014106 L 246.325394 155.225886 C 246.325394 155.225886 246.325394 155.225886 246.325394 155.225886 C 246.325394 159.519306 246.276225 163.802907 246.187687 168.096328 C 246.10901 171.918164 245.951626 175.739999 245.735227 179.552015 C 245.538505 182.931739 245.263091 186.301629 244.889308 189.671533 C 244.564709 192.628784 244.131912 195.576216 243.590914 198.503994 C 243.108947 201.078094 242.508934 203.622706 241.761369 206.137845 C 241.112187 208.358253 240.305606 210.5197 239.361333 212.63202 C 238.505568 214.528209 237.492434 216.355617 236.331763 218.074952 C 235.230091 219.705853 233.980897 221.218876 232.59398 222.604172 C 231.207063 223.979634 229.692286 225.227385 228.069293 226.317935 C 226.338116 227.477251 224.508571 228.489201 222.600334 229.343951 C 220.495374 230.296956 218.321569 231.092775 216.098564 231.741198 C 213.580483 232.478056 211.023049 233.087202 208.445953 233.558787 C 205.514751 234.108972 202.554026 234.541264 199.583486 234.865483 C 196.219486 235.228995 192.835809 235.513922 189.452133 235.70058 C 185.625827 235.916726 181.799522 236.073926 177.973216 236.152526 C 173.674759 236.25078 169.376317 236.290072 165.077876 236.290072 C 165.077876 236.290072 165.077876 236.290072 165.06803 236.290072 L 90.941963 236.290072 C 90.932125 236.290072 90.932125 236.290072 90.932125 236.290072 C 86.633683 236.290072 82.335234 236.25078 78.036784 236.152526 C 74.210479 236.073926 70.384173 235.916726 66.557868 235.70058 C 63.174195 235.513922 59.790522 235.228995 56.426518 234.865483 C 53.455967 234.541264 50.495253 234.108972 47.564048 233.558787 C 44.986944 233.087202 42.429517 232.478056 39.911433 231.741198 C 37.688439 231.092775 35.514626 230.296956 33.409665 229.343951 C 31.501429 228.489201 29.671886 227.477251 27.940703 226.317935 C 26.31772 225.227385 24.802935 223.979634 23.416022 222.604172 C 22.029109 221.218876 20.779904 219.705853 19.678243 218.074952 C 18.517564 216.355617 17.504428 214.528209 16.648674 212.63202 C 15.704392 210.5197 14.897819 208.358253 14.248626 206.137845 C 13.50107 203.622706 12.901057 201.078094 12.419081 198.503994 C 11.878086 195.576216 11.445291 192.628784 11.120694 189.671533 C 10.746916 186.301629 10.471501 182.931739 10.274776 179.552015 C 10.058378 175.739999 9.900997 171.918164 9.822307 168.096328 C 9.733781 163.802907 9.6846 159.519306 9.6846 155.225886 C 9.6846 155.225886 9.6846 155.225886 9.6846 155.225886 L 9.6846 97.014106 C 9.6846 97.014106 9.6846 97.014106 9.6846 97.014106 C 9.6846 92.720685 9.733781 88.437084 9.822307 84.143656 C 9.900997 80.321821 10.058378 76.509812 10.274776 72.687976 C 10.471501 69.308252 10.746916 65.938355 11.120694 62.578282 C 11.445291 59.6112 11.878086 56.663768 12.419081 53.735987 C 12.901057 51.161898 13.50107 48.617282 14.248626 46.102139 C 14.897819 43.891565 15.704392 41.720292 16.648674 39.607968 C 17.504428 37.711787 18.517564 35.894202 19.678243 34.165043 C 20.779904 32.543956 22.029109 31.030941 23.416022 29.645648 C 24.802935 28.260355 26.31772 27.012609 27.940703 25.922059 C 29.671886 24.762737 31.501429 23.750785 33.409665 22.896029 C 35.514626 21.952852 37.688439 21.147221 39.911433 20.498786 C 42.429517 19.761928 44.986944 19.152792 47.564048 18.681203 C 50.495253 18.131016 53.455967 17.698726 56.426518 17.384332 C 59.790522 17.010992 63.174195 16.735898 66.557868 16.539402 C 70.384173 16.323257 74.210479 16.175886 78.036784 16.087463 C 82.335234 15.99904 86.633683 15.949916 90.932125 15.959741 C 90.932125 15.959741 90.932125 15.959741 90.941963 15.959741 L 165.06803 15.959741 C 165.077876 15.959741 165.077876 15.959741 165.077876 15.959741 Z"/>
</g>
</svg>
|
