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
|
<svg xmlns="http://www.w3.org/2000/svg" style="isolation:isolate" width="256" height="256" viewBox="0 0 256 256">
<defs>
<filter id="HQaNSwg8hPUOgrLYSz3O0Yvmpq7GA2ye" 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(#HQaNSwg8hPUOgrLYSz3O0Yvmpq7GA2ye)">
<linearGradient id="_lgradient_87" x1=".5" x2=".5" y1="1" y2="0" gradientTransform="matrix(244.648,0,0,228.338,5.68,11.95)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#037164"/>
<stop offset="100%" style="stop-color:#00ac98"/>
</linearGradient>
<path fill="url(#_lgradient_87)" 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 Z"/>
</g>
<g opacity=".4">
<linearGradient id="_lgradient_88" 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_88)" fill-rule="evenodd" d="M 165.068 11.951 C 169.396 11.941 173.724 11.991 178.052 12.089 C 181.927 12.167 185.803 12.315 189.678 12.541 C 193.131 12.737 196.583 13.022 200.026 13.395 C 203.085 13.73 206.144 14.181 209.174 14.741 C 211.889 15.243 214.574 15.881 217.22 16.657 C 219.62 17.355 221.971 18.219 224.243 19.241 C 226.358 20.184 228.384 21.304 230.302 22.591 C 232.142 23.829 233.863 25.244 235.437 26.806 C 237.001 28.378 238.417 30.088 239.656 31.925 C 240.945 33.841 242.066 35.865 243.02 37.967 C 244.043 40.247 244.909 42.585 245.617 44.972 C 246.394 47.615 247.034 50.297 247.535 53.009 C 248.096 56.035 248.548 59.081 248.883 62.136 C 249.257 65.575 249.542 69.014 249.739 72.462 C 249.965 76.323 250.112 80.194 250.201 84.055 C 250.289 88.378 250.339 92.701 250.329 97.014 L 250.329 155.226 C 250.339 159.549 250.289 163.862 250.201 168.185 C 250.112 172.056 249.965 175.917 249.739 179.778 C 249.542 183.226 249.257 186.675 248.883 190.104 C 248.548 193.159 248.096 196.215 247.535 199.241 C 247.034 201.943 246.394 204.625 245.617 207.268 C 244.909 209.655 244.043 212.003 243.02 214.273 C 242.066 216.385 240.945 218.399 239.656 220.315 C 238.417 222.152 237.001 223.872 235.437 225.434 C 233.863 226.996 232.142 228.411 230.302 229.649 C 228.384 230.936 226.358 232.056 224.243 232.999 C 221.971 234.021 219.62 234.885 217.22 235.593 C 214.574 236.369 211.889 237.007 209.174 237.499 C 206.144 238.068 203.085 238.51 200.026 238.845 C 196.583 239.218 193.131 239.503 189.678 239.699 C 185.803 239.925 181.927 240.073 178.052 240.161 C 173.724 240.249 169.396 240.299 165.068 240.289 L 90.942 240.289 C 86.614 240.299 82.286 240.249 77.958 240.161 C 74.083 240.073 70.207 239.925 66.332 239.699 C 62.879 239.503 59.427 239.218 55.984 238.845 C 52.925 238.51 49.866 238.068 46.836 237.499 C 44.121 237.007 41.436 236.369 38.79 235.593 C 36.39 234.885 34.039 234.021 31.767 232.999 C 29.652 232.056 27.626 230.936 25.708 229.649 C 23.868 228.411 22.147 226.996 20.573 225.434 C 19.009 223.872 17.593 222.152 16.354 220.315 C 15.065 218.399 13.944 216.385 12.99 214.273 C 11.967 212.003 11.101 209.655 10.393 207.268 C 9.616 204.625 8.976 201.943 8.475 199.241 C 7.914 196.215 7.462 193.159 7.127 190.104 C 6.753 186.675 6.468 183.226 6.271 179.778 C 6.045 175.917 5.898 172.056 5.809 168.185 C 5.721 163.862 5.671 159.549 5.681 155.226 L 5.681 97.014 C 5.671 92.701 5.721 88.378 5.809 84.055 C 5.898 80.194 6.045 76.323 6.271 72.462 C 6.468 69.014 6.753 65.575 7.127 62.136 C 7.462 59.081 7.914 56.035 8.475 53.009 C 8.976 50.297 9.616 47.615 10.393 44.972 C 11.101 42.585 11.967 40.247 12.99 37.967 C 13.944 35.865 15.065 33.841 16.354 31.925 C 17.593 30.088 19.009 28.378 20.573 26.806 C 22.147 25.244 23.868 23.829 25.708 22.591 C 27.626 21.304 29.652 20.184 31.767 19.241 C 34.039 18.219 36.39 17.355 38.79 16.657 C 41.436 15.881 44.121 15.243 46.836 14.741 C 49.866 14.181 52.925 13.73 55.984 13.395 C 59.427 13.022 62.879 12.737 66.332 12.541 C 70.207 12.315 74.083 12.167 77.958 12.089 C 82.286 11.991 86.614 11.941 90.942 11.951 L 165.068 11.951 Z M 165.078 15.96 C 169.376 15.95 173.675 15.999 177.973 16.087 C 181.8 16.176 185.626 16.323 189.452 16.539 C 192.836 16.736 196.219 17.011 199.583 17.384 C 202.554 17.699 205.515 18.131 208.446 18.681 C 211.023 19.153 213.58 19.762 216.099 20.499 C 218.322 21.147 220.495 21.953 222.6 22.896 C 224.509 23.751 226.338 24.763 228.069 25.922 C 229.692 27.013 231.207 28.26 232.594 29.646 C 233.981 31.031 235.23 32.544 236.332 34.165 C 237.492 35.894 238.506 37.712 239.361 39.608 C 240.306 41.72 241.112 43.892 241.761 46.102 C 242.509 48.617 243.109 51.162 243.591 53.736 C 244.132 56.664 244.565 59.611 244.889 62.578 C 245.263 65.938 245.539 69.308 245.735 72.688 C 245.952 76.51 246.109 80.322 246.188 84.144 C 246.276 88.437 246.325 92.721 246.325 97.014 C 246.325 97.014 246.325 97.014 246.325 97.014 L 246.325 155.226 C 246.325 155.226 246.325 155.226 246.325 155.226 C 246.325 159.519 246.276 163.803 246.188 168.096 C 246.109 171.918 245.952 175.74 245.735 179.552 C 245.539 182.932 245.263 186.302 244.889 189.672 C 244.565 192.629 244.132 195.576 243.591 198.504 C 243.109 201.078 242.509 203.623 241.761 206.138 C 241.112 208.358 240.306 210.52 239.361 212.632 C 238.506 214.528 237.492 216.356 236.332 218.075 C 235.23 219.706 233.981 221.219 232.594 222.604 C 231.207 223.98 229.692 225.227 228.069 226.318 C 226.338 227.477 224.509 228.489 222.6 229.344 C 220.495 230.297 218.322 231.093 216.099 231.741 C 213.58 232.478 211.023 233.087 208.446 233.559 C 205.515 234.109 202.554 234.541 199.583 234.865 C 196.219 235.229 192.836 235.514 189.452 235.701 C 185.626 235.917 181.8 236.074 177.973 236.153 C 173.675 236.251 169.376 236.29 165.078 236.29 C 165.078 236.29 165.078 236.29 165.068 236.29 L 90.942 236.29 C 90.932 236.29 90.932 236.29 90.932 236.29 C 86.634 236.29 82.335 236.251 78.037 236.153 C 74.21 236.074 70.384 235.917 66.558 235.701 C 63.174 235.514 59.791 235.229 56.427 234.865 C 53.456 234.541 50.495 234.109 47.564 233.559 C 44.987 233.087 42.43 232.478 39.911 231.741 C 37.688 231.093 35.515 230.297 33.41 229.344 C 31.501 228.489 29.672 227.477 27.941 226.318 C 26.318 225.227 24.803 223.98 23.416 222.604 C 22.029 221.219 20.78 219.706 19.678 218.075 C 18.518 216.356 17.504 214.528 16.649 212.632 C 15.704 210.52 14.898 208.358 14.249 206.138 C 13.501 203.623 12.901 201.078 12.419 198.504 C 11.878 195.576 11.445 192.629 11.121 189.672 C 10.747 186.302 10.472 182.932 10.275 179.552 C 10.058 175.74 9.901 171.918 9.822 168.096 C 9.734 163.803 9.685 159.519 9.685 155.226 C 9.685 155.226 9.685 155.226 9.685 155.226 L 9.685 97.014 C 9.685 97.014 9.685 97.014 9.685 97.014 C 9.685 92.721 9.734 88.437 9.822 84.144 C 9.901 80.322 10.058 76.51 10.275 72.688 C 10.472 69.308 10.747 65.938 11.121 62.578 C 11.445 59.611 11.878 56.664 12.419 53.736 C 12.901 51.162 13.501 48.617 14.249 46.102 C 14.898 43.892 15.704 41.72 16.649 39.608 C 17.504 37.712 18.518 35.894 19.678 34.165 C 20.78 32.544 22.029 31.031 23.416 29.646 C 24.803 28.26 26.318 27.013 27.941 25.922 C 29.672 24.763 31.501 23.751 33.41 22.896 C 35.515 21.953 37.688 21.147 39.911 20.499 C 42.43 19.762 44.987 19.153 47.564 18.681 C 50.495 18.131 53.456 17.699 56.427 17.384 C 59.791 17.011 63.174 16.736 66.558 16.539 C 70.384 16.323 74.21 16.176 78.037 16.087 C 82.335 15.999 86.634 15.95 90.932 15.96 C 90.932 15.96 90.932 15.96 90.942 15.96 L 165.068 15.96 C 165.078 15.96 165.078 15.96 165.078 15.96 Z"/>
</g>
<g>
<linearGradient id="_lgradient_89" x1="0" x2="1" y1="1.066" y2="1.066" gradientTransform="matrix(119.58,32.041,-32.041,119.58,84.231,52.192)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#b0b8b8"/>
<stop offset="100%" style="stop-color:#eff1f1"/>
</linearGradient>
<path fill="url(#_lgradient_89)" d="M 68.21 111.982 C 77.052 78.983 111.022 59.37 144.021 68.213 C 177.019 77.055 196.632 111.024 187.79 144.023 C 178.948 177.022 144.978 196.634 111.979 187.792 C 78.98 178.95 59.368 144.981 68.21 111.982 Z"/>
<linearGradient id="_lgradient_90" x1="20.889" x2="48.338" y1="3.616" y2="41.812" gradientTransform="matrix(165,0,0,164.998,45.5,45.501)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#b0b8b8"/>
<stop offset="100%" style="stop-color:#eff1f1"/>
</linearGradient>
<path fill="url(#_lgradient_90)" d="M 119.548 210.053 C 125.168 210.64 130.833 210.648 136.455 210.077 L 138.415 197.285 C 143.624 196.505 148.728 195.141 153.631 193.218 L 161.703 203.291 C 166.862 200.975 171.77 198.135 176.348 194.816 L 171.664 182.803 C 175.798 179.528 179.549 175.797 182.847 171.682 L 194.785 176.332 C 198.1 171.747 200.935 166.834 203.245 161.669 L 193.25 153.659 C 194.228 151.207 195.066 148.702 195.762 146.155 C 196.415 143.604 196.924 141.019 197.286 138.411 L 210.054 136.451 C 210.641 130.831 210.649 125.166 210.078 119.544 L 197.286 117.584 C 196.505 112.375 195.141 107.271 193.219 102.368 L 203.292 94.296 C 200.976 89.137 198.136 84.229 194.817 79.651 L 182.804 84.335 C 179.529 80.201 175.799 76.45 171.684 73.153 L 176.335 61.216 C 171.75 57.9 166.836 55.066 161.671 52.756 L 153.667 62.751 C 151.213 61.773 148.705 60.934 146.157 60.239 C 143.606 59.586 141.021 59.077 138.413 58.714 L 136.459 45.947 C 130.839 45.36 125.174 45.352 119.552 45.923 L 117.584 58.715 C 112.376 59.495 107.272 60.86 102.369 62.783 L 94.298 52.711 C 89.139 55.027 84.231 57.866 79.653 61.186 L 84.336 73.198 C 80.203 76.474 76.452 80.204 73.154 84.32 L 61.215 79.666 C 57.9 84.251 55.065 89.164 52.755 94.329 L 62.75 102.339 C 61.772 104.791 60.934 107.296 60.238 109.843 C 59.585 112.394 59.076 114.979 58.714 117.587 L 45.946 119.547 C 45.359 125.167 45.351 130.832 45.922 136.454 L 58.714 138.414 C 59.494 143.623 60.859 148.727 62.781 153.63 L 52.708 161.702 C 55.024 166.861 57.864 171.768 61.183 176.347 L 73.196 171.663 C 76.471 175.797 80.202 179.548 84.318 182.846 L 79.667 194.784 C 84.252 198.099 89.165 200.934 94.33 203.244 L 102.34 193.249 C 104.792 194.227 107.298 195.065 109.844 195.76 C 112.395 196.413 114.98 196.922 117.588 197.285 L 119.548 210.053 Z M 113.047 183.804 C 98.247 179.839 85.629 170.156 77.967 156.887 C 70.306 143.617 68.23 127.848 72.196 113.048 C 76.162 98.248 85.844 85.629 99.114 77.968 C 112.383 70.307 128.152 68.231 142.952 72.197 C 157.753 76.162 170.371 85.845 178.032 99.114 C 185.693 112.384 187.769 128.153 183.804 142.953 C 179.838 157.753 170.155 170.372 156.886 178.033 C 143.617 185.694 127.847 187.77 113.047 183.804"/>
<g opacity=".2">
<path fill="#172525" d="M 201.796 91.356 L 193.221 98.231 C 193.617 99.3 193.988 100.377 194.335 101.462 L 203.298 94.282 C 202.819 93.296 202.32 92.322 201.8 91.356 M 54.241 91.381 C 53.729 92.351 53.234 93.329 52.76 94.315 L 61.648 101.442 C 61.991 100.352 62.358 99.271 62.754 98.202 L 54.241 91.381 Z M 45.608 125.884 C 45.488 129.408 45.592 132.932 45.922 136.444 L 58.722 138.404 C 59.35 142.477 60.34 146.488 61.673 150.387 L 62.787 149.492 C 60.864 144.589 59.502 139.485 58.727 134.273 L 45.926 132.313 C 45.736 130.175 45.633 128.029 45.612 125.879 M 210.404 125.962 C 210.371 128.083 210.255 130.2 210.057 132.313 L 197.298 134.273 C 196.935 136.881 196.423 139.468 195.767 142.019 C 195.074 144.565 194.236 147.07 193.262 149.521 L 194.368 150.408 C 194.88 149.001 195.35 147.581 195.771 146.145 C 196.427 143.595 196.939 141.008 197.302 138.4 L 210.061 136.439 C 210.4 132.957 210.515 129.457 210.408 125.962 M 201.775 160.464 C 199.778 164.558 197.442 168.482 194.797 172.192 L 182.859 167.542 C 179.562 171.656 175.811 175.39 171.68 178.663 L 172.881 181.733 C 176.537 178.725 179.879 175.349 182.859 171.668 L 194.797 176.319 C 198.115 171.734 200.95 166.824 203.261 161.657 L 201.775 160.464 Z M 54.216 160.489 L 52.718 161.69 C 55.033 166.848 57.877 171.755 61.198 176.335 L 73.207 171.652 C 76.157 175.37 79.475 178.782 83.111 181.832 L 84.328 178.704 C 80.214 175.407 76.479 171.656 73.207 167.525 L 61.198 172.209 C 58.553 168.503 56.218 164.583 54.22 160.489 M 153.63 189.078 C 148.728 190.997 143.623 192.363 138.411 193.139 L 136.451 205.94 C 130.827 206.509 125.161 206.497 119.54 205.907 L 117.58 193.147 C 114.972 192.784 112.385 192.272 109.835 191.616 C 107.288 190.923 104.784 190.085 102.332 189.111 L 94.323 199.106 C 89.635 196.989 85.157 194.435 80.944 191.48 L 79.661 194.769 C 84.245 198.087 89.156 200.922 94.323 203.233 L 102.332 193.238 C 104.784 194.216 107.288 195.05 109.835 195.743 C 112.385 196.399 114.972 196.911 117.58 197.274 L 119.54 210.033 C 125.161 210.623 130.827 210.632 136.451 210.066 L 138.411 197.266 C 143.619 196.486 148.724 195.124 153.63 193.205 L 161.706 203.278 C 166.864 200.963 171.771 198.12 176.351 194.798 L 175.068 191.517 C 170.863 194.472 166.385 197.026 161.706 199.151 L 153.63 189.078 Z"/>
</g>
<linearGradient id="_lgradient_91" x1=".232" x2=".914" y1="1.67" y2="2.283" gradientTransform="matrix(-103.636,0,0,107.292,179.632,74.99)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#377d75"/>
<stop offset="100%" style="stop-color:#377d50"/>
</linearGradient>
<ellipse fill="url(#_lgradient_91)" cx="127.814" cy="128.636" rx="51.818" ry="53.646" vector-effect="non-scaling-stroke"/>
<linearGradient id="_lgradient_92" x1=".146" x2=".854" y1=".146" y2=".854" gradientTransform="matrix(-95.664,0,0,99.038,175.646,79.117)" gradientUnits="userSpaceOnUse">
<stop offset="0%" style="stop-color:#037164"/>
<stop offset="100%" style="stop-color:#00ac98"/>
</linearGradient>
<ellipse fill="url(#_lgradient_92)" cx="127.814" cy="128.636" rx="47.832" ry="49.519" vector-effect="non-scaling-stroke"/>
<linearGradient id="_lgradient_93" x1=".053" x2="1.03" y1="-1.334" y2="-1.334" gradientTransform="matrix(55.68,0,0,61.697,83.245,111.261)" gradientUnits="userSpaceOnUse">
<stop offset="1.304%" style="stop-color:#7eede0"/>
<stop offset="100%" style="stop-color:#e5fbf7"/>
</linearGradient>
<path fill="url(#_lgradient_93)" d="M 128.701 128.867 C 140.495 144.235 142.356 162.602 132.869 169.894 C 123.37 177.181 104.127 171.082 92.334 155.711 C 80.54 140.343 80.664 121.526 90.163 114.238 C 99.662 106.951 116.92 113.5 128.714 128.871"/>
<path fill="#334543" fill-rule="evenodd" d="M 90.86 144.507 L 107.367 161.013 L 115.62 136.254 L 90.86 144.507 Z"/>
</g>
</svg>
|