grok-1/assets/grok-hollow.svg
2024-12-10 11:42:28 +05:30

1 line
24 KiB
XML

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="2062" zoomAndPan="magnify" viewBox="0 0 1546.5 494.249999" height="659" preserveAspectRatio="xMidYMid meet" version="1.0"><defs><clipPath id="000e5e4ea4"><path d="M 0.921875 0 L 1545.078125 0 L 1545.078125 493.5 L 0.921875 493.5 Z M 0.921875 0 " clip-rule="nonzero"/></clipPath><clipPath id="df68c1ea22"><path d="M 171.199219 32 L 601 32 L 601 461.65625 L 171.199219 461.65625 Z M 171.199219 32 " clip-rule="nonzero"/></clipPath><image x="0" y="0" width="400" xlink:href="data:image/png;base64,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" id="4e17a6c778" height="400" preserveAspectRatio="xMidYMid meet"/></defs><g clip-path="url(#000e5e4ea4)"><path fill="#ffffff" d="M 0.921875 0 L 1545.078125 0 L 1545.078125 493.5 L 0.921875 493.5 Z M 0.921875 0 " fill-opacity="1" fill-rule="nonzero"/><path fill="#000000" d="M 0.921875 0 L 1545.078125 0 L 1545.078125 493.5 L 0.921875 493.5 Z M 0.921875 0 " fill-opacity="1" fill-rule="nonzero"/></g><g clip-path="url(#df68c1ea22)"><g transform="matrix(1.074619, 0, 0, 1.074619, 171.200656, 31.808645)"><image x="0" y="0" width="400" xlink:href="data:image/png;base64,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" height="400" preserveAspectRatio="xMidYMid meet"/></g></g><path stroke-linecap="butt" transform="matrix(3.345383, 0, 0, 3.345383, 546.415404, 97.881046)" fill="none" stroke-linejoin="miter" d="M 22.187363 69.655769 C 18.374972 69.655769 15.078685 68.787035 12.297333 67.04723 C 9.51598 65.307425 7.369832 62.682539 5.858888 59.171403 C 4.349111 55.661434 3.593638 51.322431 3.593638 46.156729 C 3.593638 40.947824 4.499738 36.588971 6.311937 33.077835 C 8.125304 29.567867 10.640431 26.953489 13.859654 25.234702 C 17.077709 23.515915 20.813034 22.656522 25.062128 22.656522 C 29.437328 22.656522 33.166815 23.469209 36.249422 25.093416 C 39.333197 26.718791 41.500363 29.135835 42.749753 32.343381 L 36.15601 36.343764 L 35.374849 36.312237 C 34.437223 34.271178 33.120109 32.781251 31.42234 31.843625 C 29.723403 30.905998 27.604111 30.437769 25.062128 30.437769 C 21.124798 30.437769 18.114586 31.682488 16.031491 34.171927 C 13.948396 36.661366 12.90568 40.655911 12.90568 46.156729 C 12.90568 51.677398 13.880672 55.687123 15.828319 58.18707 C 17.775966 60.687018 20.656569 61.937575 24.46896 61.937575 C 27.760577 61.937575 30.186962 61.19845 31.750451 59.719033 C 33.312772 58.239615 34.093933 56.031581 34.093933 53.093763 L 34.093933 51.125098 L 23.281455 51.125098 L 23.281455 43.781721 L 43.062684 43.781721 L 43.062684 68.999548 L 34.437223 68.999548 L 34.437223 62.875202 L 33.781001 62.781789 C 32.843375 64.968806 31.42234 66.661904 29.515561 67.859917 C 27.609949 69.056763 25.167217 69.655769 22.187363 69.655769 Z M 52.624604 68.999548 L 52.624604 34.531565 L 61.031714 34.531565 L 61.031714 39.656399 L 61.687936 39.781338 C 62.520473 37.86405 63.614565 36.458194 64.969044 35.562603 C 66.322355 34.667013 67.968748 34.218633 69.905886 34.218633 C 71.864042 34.218633 73.353969 34.552582 74.374498 35.219313 L 72.906757 42.687629 L 72.250535 42.812568 C 71.687726 42.583708 71.145935 42.416733 70.625161 42.312812 C 70.104387 42.208891 69.469183 42.156346 68.718382 42.156346 C 66.302505 42.156346 64.458779 43.005231 63.187204 44.703 C 61.916796 46.400769 61.281592 49.124906 61.281592 52.875411 L 61.281592 68.999548 Z M 94.718537 69.655769 C 91.344016 69.655769 88.38051 68.963351 85.828018 67.578513 C 83.275526 66.192507 81.296352 64.161957 79.890497 61.484526 C 78.484641 58.807095 77.781713 55.572693 77.781713 51.78132 C 77.781713 47.989946 78.484641 44.749706 79.890497 42.062934 C 81.296352 39.374994 83.275526 37.338605 85.828018 35.9526 C 88.38051 34.567762 91.344016 33.875343 94.718537 33.875343 C 98.094225 33.875343 101.057731 34.567762 103.609056 35.9526 C 106.161548 37.338605 108.145392 39.374994 109.562924 42.062934 C 110.979289 44.749706 111.688055 47.989946 111.688055 51.78132 C 111.688055 55.572693 110.979289 58.807095 109.562924 61.484526 C 108.145392 64.161957 106.161548 66.192507 103.609056 67.578513 C 101.057731 68.963351 98.094225 69.655769 94.718537 69.655769 Z M 94.718537 62.312392 C 100.073399 62.312392 102.749662 58.802424 102.749662 51.78132 C 102.749662 48.135903 102.063081 45.463143 100.687585 43.765374 C 99.312088 42.067605 97.322406 41.21872 94.718537 41.21872 C 89.364842 41.21872 86.687411 44.739197 86.687411 51.78132 C 86.687411 58.802424 89.364842 62.312392 94.718537 62.312392 Z M 119.71918 68.999548 L 119.71918 20.687857 L 128.375 20.687857 L 128.375 47.499532 L 129.219214 47.499532 L 139.187478 34.531565 L 147.968237 34.531565 L 147.968237 35.249672 L 136.24966 50.375464 L 149.28068 68.218387 L 149.28068 68.999548 L 140.156631 68.999548 L 129.219214 54.469259 L 128.375 54.469259 L 128.375 68.999548 Z M 171.218567 50.625342 L 152.062033 50.625342 L 152.062033 43.00056 L 171.218567 43.00056 Z M 176.406454 68.999548 L 176.406454 61.531232 L 187.437283 61.531232 L 187.437283 33.094182 L 186.719176 32.90619 C 185.155687 33.655824 183.620222 34.25016 182.109277 34.68803 C 180.5995 35.124733 178.874875 35.469191 176.937737 35.719069 L 176.937737 27.999707 C 181.999518 26.937142 186.093313 25.374821 189.219123 23.312743 L 196.374508 23.312743 L 196.374508 61.531232 L 206.219 61.531232 L 206.219 68.999548 Z M 176.406454 68.999548 " stroke="#ffffff" stroke-width="2.4" stroke-opacity="1" stroke-miterlimit="4"/></svg>