Непрерывная интеграция
Скачать
<?xml version="1.0" encoding="UTF-8"?>
<svg width="800px" height="800px" viewBox="0 0 73 73" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>testing/continuous-integration</title>
<desc>Created with Sketch.</desc>
<defs>
<linearGradient x1="-1.85862069%" y1="15.7487179%" x2="89.0931034%" y2="111.325641%" id="linearGradient-1">
<stop stop-color="#8F58F9" offset="0%">
</stop>
<stop stop-color="#732DE2" offset="100%">
</stop>
</linearGradient>
<linearGradient x1="-6.92367034%" y1="-28.8881674%" x2="89.3905627%" y2="124.041004%" id="linearGradient-2">
<stop stop-color="#732DE2" offset="0%">
</stop>
<stop stop-color="#4C1EA5" offset="100%">
</stop>
</linearGradient>
<linearGradient x1="-14.10625%" y1="4.1%" x2="92.8625%" y2="80.6875%" id="linearGradient-3">
<stop stop-color="#FCC05E" offset="0%">
</stop>
<stop stop-color="#F4B34A" offset="100%">
</stop>
</linearGradient>
</defs>
<g id="testing/continuous-integration" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="container" transform="translate(2.000000, 2.000000)" fill="#FFFFFF" fill-rule="nonzero" stroke="#290767" stroke-width="2">
<rect id="mask" x="-1" y="-1" width="71" height="71" rx="14">
</rect>
</g>
<g id="api" transform="translate(15.000000, 14.000000)" fill-rule="nonzero">
<polygon id="Shape" fill="#E58842" points="21.2413793 28.0689655 22.7586207 28.0689655 22.7586207 42.4827586 21.2413793 42.4827586">
</polygon>
<polygon id="Shape" fill="#E58842" points="29.5862069 42.4827586 28.0689655 42.4827586 28.0689655 39.0037241 25.7931034 36.7278621 25.7931034 28.0689655 27.3103448 28.0689655 27.3103448 36.0997241 29.5862069 38.3755862">
</polygon>
<polygon id="Shape" fill="#E58842" points="36.4137931 42.4827586 34.8965517 42.4827586 34.8965517 39.0037241 31.1034483 35.2106207 31.1034483 28.0689655 32.6206897 28.0689655 32.6206897 34.5824828 36.4137931 38.3755862">
</polygon>
<polygon id="Shape" fill="#E58842" points="42.4827586 42.4827586 40.9655172 42.4827586 40.9655172 39.0037241 35.6551724 33.6933793 35.6551724 28.0689655 37.1724138 28.0689655 37.1724138 33.0652414 42.4827586 38.3755862">
</polygon>
<polygon id="Shape" fill="#E58842" points="15.9310345 42.4827586 14.4137931 42.4827586 14.4137931 38.3755862 16.6896552 36.0997241 16.6896552 28.0689655 18.2068966 28.0689655 18.2068966 36.7278621 15.9310345 39.0037241">
</polygon>
<polygon id="Shape" fill="#E58842" points="9.10344828 42.4827586 7.5862069 42.4827586 7.5862069 38.3755862 11.3793103 34.5824828 11.3793103 28.0689655 12.8965517 28.0689655 12.8965517 35.2106207 9.10344828 39.0037241">
</polygon>
<polygon id="Shape" fill="#E58842" points="3.03448276 42.4827586 1.51724138 42.4827586 1.51724138 38.3755862 6.82758621 33.0652414 6.82758621 28.0689655 8.34482759 28.0689655 8.34482759 33.6933793 3.03448276 39.0037241">
</polygon>
<polygon id="Shape" fill="#6C253D" points="6.82758621 28.0689655 8.34482759 28.0689655 8.34482759 31.1034483 6.82758621 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="11.3793103 28.0689655 12.8965517 28.0689655 12.8965517 31.1034483 11.3793103 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="16.6896552 28.0689655 18.2068966 28.0689655 18.2068966 31.1034483 16.6896552 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="21.2413793 28.0689655 22.7586207 28.0689655 22.7586207 31.1034483 21.2413793 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="25.7931034 28.0689655 27.3103448 28.0689655 27.3103448 31.1034483 25.7931034 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="31.1034483 28.0689655 32.6206897 28.0689655 32.6206897 31.1034483 31.1034483 31.1034483">
</polygon>
<polygon id="Shape" fill="#6C253D" points="35.6551724 28.0689655 37.1724138 28.0689655 37.1724138 31.1034483 35.6551724 31.1034483">
</polygon>
<polygon id="Shape" fill="#E58842" points="40.9655172 44 42.4827586 44 42.4827586 45.5172414 40.9655172 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="34.8965517 44 36.4137931 44 36.4137931 45.5172414 34.8965517 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="28.0689655 44 29.5862069 44 29.5862069 45.5172414 28.0689655 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="1.51724138 44 3.03448276 44 3.03448276 45.5172414 1.51724138 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="7.5862069 44 9.10344828 44 9.10344828 45.5172414 7.5862069 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="14.4137931 44 15.9310345 44 15.9310345 45.5172414 14.4137931 45.5172414">
</polygon>
<polygon id="Shape" fill="#E58842" points="21.2413793 44 22.7586207 44 22.7586207 45.5172414 21.2413793 45.5172414">
</polygon>
<path d="M35.6551724,12.8965517 C40.2675862,12.8965517 44,16.6289655 44,21.2413793 C44,25.8537931 40.2675862,29.5862069 35.6551724,29.5862069 L9.10344828,29.5862069 C4.0737931,29.5862069 0,25.5124138 0,20.4827586 C0,15.6427586 3.77793103,11.697931 8.54206897,11.4096552 C8.41310345,10.7875862 8.34482759,10.1427586 8.34482759,9.48275862 C8.34482759,4.24827586 12.5931034,0 17.8275862,0 C23.062069,0 27.3103448,4.24827586 27.3103448,9.48275862 C27.3103448,9.64206897 27.2951724,9.7937931 27.2875862,9.94551724 C27.537931,9.89241379 27.8034483,9.86206897 28.0689655,9.86206897 C30.1627586,9.86206897 31.862069,11.5613793 31.862069,13.6551724 C31.862069,13.7158621 31.8468966,13.7689655 31.8468966,13.822069 C32.9848276,13.237931 34.282069,12.8965517 35.6551724,12.8965517 Z" id="Shape" fill="url(#linearGradient-1)">
</path>
<path d="M9.10344828,29.5862069 L35.6551724,29.5862069 C40.2675862,29.5862069 44,25.8537931 44,21.2413793 C44,17.4376552 41.4593793,14.2385517 37.9826207,13.2311034 C31.6435862,22.8238621 20.8871034,29.2251034 8.5982069,29.5604138 C8.76586207,29.5702759 8.93275862,29.5862069 9.10344828,29.5862069 Z" id="Shape" fill="url(#linearGradient-2)">
</path>
<polygon id="Shape" fill="url(#linearGradient-3)" points="15.9310345 13.6551724 28.0689655 13.6551724 28.0689655 25.7931034 15.9310345 25.7931034">
</polygon>
<path d="M19.4707586,4.83317241 C18.9442759,4.64655172 18.3912414,4.55172414 17.8275862,4.55172414 L17.8275862,3.03448276 C18.5649655,3.03448276 19.287931,3.15889655 19.9775172,3.40317241 L19.4707586,4.83317241 Z" id="Shape" fill="#F9F1E4">
</path>
<path d="M12.8965517,9.48275862 L11.3793103,9.48275862 C11.3793103,6.7577931 13.1066897,4.31503448 15.6776552,3.40317241 L16.1844138,4.83317241 C14.218069,5.53034483 12.8965517,7.39882759 12.8965517,9.48275862 Z" id="Shape" fill="#F9F1E4">
</path>
<g id="Group" transform="translate(18.206897, 15.931034)" fill="#6C253D">
<polygon id="Shape" points="0 0 1.51724138 0 1.51724138 1.51724138 0 1.51724138">
</polygon>
<polygon id="Shape" points="0 3.03448276 1.51724138 3.03448276 1.51724138 4.55172414 0 4.55172414">
</polygon>
<polygon id="Shape" points="0 6.06896552 1.51724138 6.06896552 1.51724138 7.5862069 0 7.5862069">
</polygon>
<polygon id="Shape" points="3.03448276 0 4.55172414 0 4.55172414 1.51724138 3.03448276 1.51724138">
</polygon>
<polygon id="Shape" points="3.03448276 3.03448276 4.55172414 3.03448276 4.55172414 4.55172414 3.03448276 4.55172414">
</polygon>
<polygon id="Shape" points="3.03448276 6.06896552 4.55172414 6.06896552 4.55172414 7.5862069 3.03448276 7.5862069">
</polygon>
<polygon id="Shape" points="6.06896552 0 7.5862069 0 7.5862069 1.51724138 6.06896552 1.51724138">
</polygon>
<polygon id="Shape" points="6.06896552 3.03448276 7.5862069 3.03448276 7.5862069 4.55172414 6.06896552 4.55172414">
</polygon>
<polygon id="Shape" points="6.06896552 6.06896552 7.5862069 6.06896552 7.5862069 7.5862069 6.06896552 7.5862069">
</polygon>
</g>
</g>
</g>
</svg>
- Andreas Mehlsen
- MIT
- 12 просмотров
- 4 скачиваний
Тематики
Чаще ищут по этим словам
Русские теги:
English tags: