1811 lines
517 KiB
XML
1811 lines
517 KiB
XML
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width="20" height="20" />
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<span>CTome</span>
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</h1>
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<div class="row">
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<section>
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<div class="field ">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zm.5 4.75a.75.75 0 00-1.5 0v3.5a.75.75 0 00.471.696l2.5 1a.75.75 0 00.557-1.392L8.5 7.742V4.75z"/>
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</svg>
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Joined GitHub 3 years ago
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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</svg>
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Followed by 42 users
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</div>
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</section>
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<section>
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<div class="field calendar">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 210 11" width="210" height="16">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1 2.5A2.5 2.5 0 013.5 0h8.75a.75.75 0 01.75.75v3.5a.75.75 0 01-1.5 0V1.5h-8a1 1 0 00-1 1v6.708A2.492 2.492 0 013.5 9h3.25a.75.75 0 010 1.5H3.5a1 1 0 100 2h5.75a.75.75 0 010 1.5H3.5A2.5 2.5 0 011 11.5v-9zm13.23 7.79a.75.75 0 001.06-1.06l-2.505-2.505a.75.75 0 00-1.06 0L9.22 9.229a.75.75 0 001.06 1.061l1.225-1.224v6.184a.75.75 0 001.5 0V9.066l1.224 1.224z"/>
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</svg>
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Contributed to 51 repositories
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</section>
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<section class="largeable largeable-inline-flex">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1.5 1.75a.75.75 0 00-1.5 0v12.5c0 .414.336.75.75.75h14.5a.75.75 0 000-1.5H1.5V1.75zm14.28 2.53a.75.75 0 00-1.06-1.06L10 7.94 7.53 5.47a.75.75 0 00-1.06 0L3.22 8.72a.75.75 0 001.06 1.06L7 7.06l2.47 2.47a.75.75 0 001.06 0l5.25-5.25z"/>
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</svg>
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Activity
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</h2>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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</svg>
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1974 Commits
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2.5 1.75a.25.25 0 01.25-.25h8.5a.25.25 0 01.25.25v7.736a.75.75 0 101.5 0V1.75A1.75 1.75 0 0011.25 0h-8.5A1.75 1.75 0 001 1.75v11.5c0 .966.784 1.75 1.75 1.75h3.17a.75.75 0 000-1.5H2.75a.25.25 0 01-.25-.25V1.75zM4.75 4a.75.75 0 000 1.5h4.5a.75.75 0 000-1.5h-4.5zM4 7.75A.75.75 0 014.75 7h2a.75.75 0 010 1.5h-2A.75.75 0 014 7.75zm11.774 3.537a.75.75 0 00-1.048-1.074L10.7 14.145 9.281 12.72a.75.75 0 00-1.062 1.058l1.943 1.95a.75.75 0 001.055.008l4.557-4.45z"/>
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</svg>
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8 Pull requests reviewed
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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</svg>
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22 Pull requests opened
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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<path fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
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</svg>
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11 Issues opened
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2.75 2.5a.25.25 0 00-.25.25v7.5c0 .138.112.25.25.25h2a.75.75 0 01.75.75v2.19l2.72-2.72a.75.75 0 01.53-.22h4.5a.25.25 0 00.25-.25v-7.5a.25.25 0 00-.25-.25H2.75zM1 2.75C1 1.784 1.784 1 2.75 1h10.5c.966 0 1.75.784 1.75 1.75v7.5A1.75 1.75 0 0113.25 12H9.06l-2.573 2.573A1.457 1.457 0 014 13.543V12H2.75A1.75 1.75 0 011 10.25v-7.5z"/>
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</svg>
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78 issue comments
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</div>
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</section>
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<section>
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<h2 class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1.326 1.973a1.2 1.2 0 011.49-.832c.387.112.977.307 1.575.602.586.291 1.243.71 1.7 1.296.022.027.042.056.061.084A13.22 13.22 0 018 3c.67 0 1.289.037 1.861.108l.051-.07c.457-.586 1.114-1.004 1.7-1.295a9.654 9.654 0 011.576-.602 1.2 1.2 0 011.49.832c.14.493.356 1.347.479 2.29.079.604.123 1.28.07 1.936.541.977.773 2.11.773 3.301C16 13 14.5 15 8 15s-8-2-8-5.5c0-1.034.238-2.128.795-3.117-.08-.712-.034-1.46.052-2.12.122-.943.34-1.797.479-2.29zM8 13.065c6 0 6.5-2 6-4.27C13.363 5.905 11.25 5 8 5s-5.363.904-6 3.796c-.5 2.27 0 4.27 6 4.27z"/>
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<path d="M4 8a1 1 0 012 0v1a1 1 0 01-2 0V8zm2.078 2.492c-.083-.264.146-.492.422-.492h3c.276 0 .505.228.422.492C9.67 11.304 8.834 12 8 12c-.834 0-1.669-.696-1.922-1.508zM10 8a1 1 0 112 0v1a1 1 0 11-2 0V8z"/>
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</svg>
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Community stats
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</h2>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1.5 14.25c0 .138.112.25.25.25H4v-1.25a.75.75 0 01.75-.75h2.5a.75.75 0 01.75.75v1.25h2.25a.25.25 0 00.25-.25V1.75a.25.25 0 00-.25-.25h-8.5a.25.25 0 00-.25.25v12.5zM1.75 16A1.75 1.75 0 010 14.25V1.75C0 .784.784 0 1.75 0h8.5C11.216 0 12 .784 12 1.75v12.5c0 .085-.006.168-.018.25h2.268a.25.25 0 00.25-.25V8.285a.25.25 0 00-.111-.208l-1.055-.703a.75.75 0 11.832-1.248l1.055.703c.487.325.779.871.779 1.456v5.965A1.75 1.75 0 0114.25 16h-3.5a.75.75 0 01-.197-.026c-.099.017-.2.026-.303.026h-3a.75.75 0 01-.75-.75V14h-1v1.25a.75.75 0 01-.75.75h-3zM3 3.75A.75.75 0 013.75 3h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 3.75zM3.75 6a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM3 9.75A.75.75 0 013.75 9h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 9.75zM7.75 9a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM7 6.75A.75.75 0 017.75 6h.5a.75.75 0 010 1.5h-.5A.75.75 0 017 6.75zM7.75 3a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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</svg>
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Member of 5 organizations
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M5.5 3.5a2 2 0 100 4 2 2 0 000-4zM2 5.5a3.5 3.5 0 115.898 2.549 5.507 5.507 0 013.034 4.084.75.75 0 11-1.482.235 4.001 4.001 0 00-7.9 0 .75.75 0 01-1.482-.236A5.507 5.507 0 013.102 8.05 3.49 3.49 0 012 5.5zM11 4a.75.75 0 100 1.5 1.5 1.5 0 01.666 2.844.75.75 0 00-.416.672v.352a.75.75 0 00.574.73c1.2.289 2.162 1.2 2.522 2.372a.75.75 0 101.434-.44 5.01 5.01 0 00-2.56-3.012A3 3 0 0011 4z"/>
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</svg>
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Following 108 users
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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</svg>
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Sponsoring 0 repositories
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
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Starred 1065 repositories
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
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</svg>
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Watching 25 repositories
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</div>
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</section>
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</div>
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</section>
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<section class="largeable largeable-inline-flex">
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<div class="row">
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<section>
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<h2 class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
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</svg>
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33 Repositories
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</h2>
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<div class="row">
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<section>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
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</svg>
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Prefers MIT license
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2.5 7.775V2.75a.25.25 0 01.25-.25h5.025a.25.25 0 01.177.073l6.25 6.25a.25.25 0 010 .354l-5.025 5.025a.25.25 0 01-.354 0l-6.25-6.25a.25.25 0 01-.073-.177zm-1.5 0V2.75C1 1.784 1.784 1 2.75 1h5.025c.464 0 .91.184 1.238.513l6.25 6.25a1.75 1.75 0 010 2.474l-5.026 5.026a1.75 1.75 0 01-2.474 0l-6.25-6.25A1.75 1.75 0 011 7.775zM6 5a1 1 0 100 2 1 1 0 000-2z"/>
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</svg>
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0 Releases
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8.878.392a1.75 1.75 0 00-1.756 0l-5.25 3.045A1.75 1.75 0 001 4.951v6.098c0 .624.332 1.2.872 1.514l5.25 3.045a1.75 1.75 0 001.756 0l5.25-3.045c.54-.313.872-.89.872-1.514V4.951c0-.624-.332-1.2-.872-1.514L8.878.392zM7.875 1.69a.25.25 0 01.25 0l4.63 2.685L8 7.133 3.245 4.375l4.63-2.685zM2.5 5.677v5.372c0 .09.047.171.125.216l4.625 2.683V8.432L2.5 5.677zm6.25 8.271l4.625-2.683a.25.25 0 00.125-.216V5.677L8.75 8.432v5.516z"/>
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</svg>
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0 Packages
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</div>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path xmlns="http://www.w3.org/2000/svg" fill-rule="evenodd" d="M2.5 3.5c0-.133.058-.318.282-.55.227-.237.592-.484 1.1-.708C4.899 1.795 6.354 1.5 8 1.5c1.647 0 3.102.295 4.117.742.51.224.874.47 1.101.707.224.233.282.418.282.551 0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 5.205 9.646 5.5 8 5.5c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707-.224-.233-.282-.418-.282-.551zM1 3.5c0-.626.292-1.165.7-1.59.406-.422.956-.767 1.579-1.041C4.525.32 6.195 0 8 0c1.805 0 3.475.32 4.722.869.622.274 1.172.62 1.578 1.04.408.426.7.965.7 1.591v9c0 .626-.292 1.165-.7 1.59-.406.422-.956.767-1.579 1.041C11.476 15.68 9.806 16 8 16c-1.805 0-3.475-.32-4.721-.869-.623-.274-1.173-.62-1.579-1.04-.408-.426-.7-.965-.7-1.591v-9zM2.5 8V5.724c.241.15.503.286.779.407C4.525 6.68 6.195 7 8 7c1.805 0 3.475-.32 4.722-.869.275-.121.537-.257.778-.407V8c0 .133-.058.318-.282.55-.227.237-.592.484-1.1.708C11.101 9.705 9.646 10 8 10c-1.647 0-3.102-.295-4.117-.742-.51-.224-.874-.47-1.101-.707C2.558 8.318 2.5 8.133 2.5 8zm0 2.225V12.5c0 .133.058.318.282.55.227.237.592.484 1.1.708 1.016.447 2.471.742 4.118.742 1.647 0 3.102-.295 4.117-.742.51-.224.874-.47 1.101-.707.224-.233.282-.418.282-.551v-2.275c-.241.15-.503.285-.778.406-1.247.549-2.917.869-4.722.869-1.805 0-3.475-.32-4.721-.869a6.236 6.236 0 01-.779-.406z"/>
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</svg>
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461 MB used
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</div>
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<div class="field ">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2.75 1.5a.25.25 0 00-.25.25v12.5c0 .138.112.25.25.25h10.5a.25.25 0 00.25-.25V4.664a.25.25 0 00-.073-.177l-2.914-2.914a.25.25 0 00-.177-.073H2.75zM1 1.75C1 .784 1.784 0 2.75 0h7.586c.464 0 .909.184 1.237.513l2.914 2.914c.329.328.513.773.513 1.237v9.586A1.75 1.75 0 0113.25 16H2.75A1.75 1.75 0 011 14.25V1.75zm7 1.5a.75.75 0 01.75.75v1.5h1.5a.75.75 0 010 1.5h-1.5v1.5a.75.75 0 01-1.5 0V7h-1.5a.75.75 0 010-1.5h1.5V4A.75.75 0 018 3.25zm-3 8a.75.75 0 01.75-.75h4.5a.75.75 0 010 1.5h-4.5a.75.75 0 01-.75-.75z"/>
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</svg>
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58k added, 37.9k removed
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</div>
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</section>
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<section>
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
|
|
</svg>
|
|
0 Sponsors
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
|
|
</svg>
|
|
3 Stargazers
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
|
|
</svg>
|
|
1 Forker
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
|
|
</svg>
|
|
26 Watchers
|
|
</div>
|
|
</section>
|
|
</div>
|
|
</section>
|
|
</div>
|
|
</section>
|
|
<section>
|
|
<h2 class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M6 2a.75.75 0 01.696.471L10 10.731l1.304-3.26A.75.75 0 0112 7h3.25a.75.75 0 010 1.5h-2.742l-1.812 4.528a.75.75 0 01-1.392 0L6 4.77 4.696 8.03A.75.75 0 014 8.5H.75a.75.75 0 010-1.5h2.742l1.812-4.529A.75.75 0 016 2z"/>
|
|
</svg>
|
|
<span class="followup-title">Overall issues and pull requests status</span>
|
|
</h2>
|
|
</section>
|
|
<div class="column largeable">
|
|
<h3>On CTome's repositories</h3>
|
|
<div class="row fill-width">
|
|
<section class="column">
|
|
<h3 class="no-margin-top">Issues</h3>
|
|
<svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
|
|
<mask id="issues-bar">
|
|
<rect x="0" y="0" width="220" height="8" fill="white" rx="5"/>
|
|
</mask>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="220" height="8" fill="#d1d5da"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#238636"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#56d364"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#8B949E"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#c9d1d9"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#8957e5"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#d2a8ff"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#8B949E"/>
|
|
<rect mask="url(#issues-bar)" x="NaN" y="0" width="0" height="8" fill="#c9d1d9"/>
|
|
</svg>
|
|
<div class="followup legend field fill-width">
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#238636" d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
|
|
<path fill="#238636" fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>open</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#8957e5" d="M11.28 6.78a.75.75 0 00-1.06-1.06L7.25 8.69 5.78 7.22a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l3.5-3.5z"/>
|
|
<path fill="#8957e5" fill-rule="evenodd" d="M16 8A8 8 0 110 8a8 8 0 0116 0zm-1.5 0a6.5 6.5 0 11-13 0 6.5 6.5 0 0113 0z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>closed</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#8B949E" d="M6.749.097a8.054 8.054 0 012.502 0 .75.75 0 11-.233 1.482 6.554 6.554 0 00-2.036 0A.75.75 0 016.749.097zM4.345 1.693A.75.75 0 014.18 2.74a6.542 6.542 0 00-1.44 1.44.75.75 0 01-1.212-.883 8.042 8.042 0 011.769-1.77.75.75 0 011.048.166zm7.31 0a.75.75 0 011.048-.165 8.04 8.04 0 011.77 1.769.75.75 0 11-1.214.883 6.542 6.542 0 00-1.439-1.44.75.75 0 01-.165-1.047zM.955 6.125a.75.75 0 01.624.857 6.554 6.554 0 000 2.036.75.75 0 01-1.482.233 8.054 8.054 0 010-2.502.75.75 0 01.858-.624zm14.09 0a.75.75 0 01.858.624 8.057 8.057 0 010 2.502.75.75 0 01-1.482-.233 6.55 6.55 0 000-2.036.75.75 0 01.624-.857zm-13.352 5.53a.75.75 0 011.048.165 6.542 6.542 0 001.439 1.44.75.75 0 01-.883 1.212 8.04 8.04 0 01-1.77-1.769.75.75 0 01.166-1.048zm12.614 0a.75.75 0 01.165 1.048 8.038 8.038 0 01-1.769 1.77.75.75 0 11-.883-1.214 6.543 6.543 0 001.44-1.439.75.75 0 011.047-.165zm-8.182 3.39a.75.75 0 01.857-.624 6.55 6.55 0 002.036 0 .75.75 0 01.233 1.482 8.057 8.057 0 01-2.502 0 .75.75 0 01-.624-.858z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>drafts</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#8B949E" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zm3.28 5.78a.75.75 0 00-1.06-1.06l-5.5 5.5a.75.75 0 101.06 1.06l5.5-5.5z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>skipped</small></span>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
<section class="column">
|
|
<h3 class="no-margin-top">Pull requests</h3>
|
|
<svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
|
|
<mask id="pr-bar">
|
|
<rect x="0" y="0" width="220" height="8" fill="white" rx="5"/>
|
|
</mask>
|
|
<rect mask="url(#pr-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#238636"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#56d364"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#8B949E"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#c9d1d9"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#da3633"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#ff7b72"/>
|
|
<rect mask="url(#issues-bar)" x="0" y="0" width="220" height="8" fill="#8957e5"/>
|
|
<rect mask="url(#issues-bar)" x="220" y="0" width="0" height="8" fill="#d2a8ff"/>
|
|
</svg>
|
|
<div class="followup legend field fill-width">
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#238636" fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>open</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#8957e5" fill-rule="evenodd" d="M5 3.254V3.25v.005a.75.75 0 110-.005v.004zm.45 1.9a2.25 2.25 0 10-1.95.218v5.256a2.25 2.25 0 101.5 0V7.123A5.735 5.735 0 009.25 9h1.378a2.251 2.251 0 100-1.5H9.25a4.25 4.25 0 01-3.8-2.346zM12.75 9a.75.75 0 100-1.5.75.75 0 000 1.5zm-8.5 4.5a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
|
|
</svg>
|
|
<span class="no-wrap">6 <small>merged</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#8B949E" d="M2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5zm9.5 3a2.25 2.25 0 100-4.5 2.25 2.25 0 000 4.5zm0-3a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
|
|
<path d="M14 7.5a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0zm0-4.25a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>drafts</small></span>
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#da3633" fill-rule="evenodd" d="M10.72 1.227a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.061l-.97.97.97.97a.75.75 0 01-1.06 1.06l-.97-.97-.97.97a.75.75 0 11-1.06-1.06l.97-.97-.97-.97a.75.75 0 010-1.06zM12.75 6.5a.75.75 0 00-.75.75v3.378a2.251 2.251 0 101.5 0V7.25a.75.75 0 00-.75-.75zm0 5.5a.75.75 0 100 1.5.75.75 0 000-1.5zM2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
|
|
</svg>
|
|
<span class="no-wrap">0 <small>closed</small></span>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
</div>
|
|
</div>
|
|
<section>
|
|
<h2 class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M1.5 2.75a.25.25 0 01.25-.25h12.5a.25.25 0 01.25.25v8.5a.25.25 0 01-.25.25h-6.5a.75.75 0 00-.53.22L4.5 14.44v-2.19a.75.75 0 00-.75-.75h-2a.25.25 0 01-.25-.25v-8.5zM1.75 1A1.75 1.75 0 000 2.75v8.5C0 12.216.784 13 1.75 13H3v1.543a1.457 1.457 0 002.487 1.03L8.061 13h6.189A1.75 1.75 0 0016 11.25v-8.5A1.75 1.75 0 0014.25 1H1.75zm5.03 3.47a.75.75 0 010 1.06L5.31 7l1.47 1.47a.75.75 0 01-1.06 1.06l-2-2a.75.75 0 010-1.06l2-2a.75.75 0 011.06 0zm2.44 0a.75.75 0 000 1.06L10.69 7 9.22 8.47a.75.75 0 001.06 1.06l2-2a.75.75 0 000-1.06l-2-2a.75.75 0 00-1.06 0z"/>
|
|
</svg>
|
|
14 Languages
|
|
</h2>
|
|
</section>
|
|
<section class="column">
|
|
<h3 class="field">Most used languages</h3>
|
|
<svg class="bar" xmlns="http://www.w3.org/2000/svg" width="460" height="8">
|
|
<mask id="languages-bar">
|
|
<rect x="0" y="0" width="460" height="8" fill="white" rx="5"/>
|
|
</mask>
|
|
<rect mask="url(#languages-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
|
|
<rect mask="url(#languages-bar)" x="0" y="0" width="130.49553259752585" height="8" fill="#178600"/>
|
|
<rect mask="url(#languages-bar)" x="130.49553259752585" y="0" width="92.20640262317715" height="8" fill="#89e051"/>
|
|
<rect mask="url(#languages-bar)" x="222.70193522070304" y="0" width="55.11166545078013" height="8" fill="#e34c26"/>
|
|
<rect mask="url(#languages-bar)" x="277.8136006714832" y="0" width="52.78422328383498" height="8" fill="#c6538c"/>
|
|
<rect mask="url(#languages-bar)" x="330.5978239553182" y="0" width="52.49915672385256" height="8" fill="#3D6117"/>
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|
<rect mask="url(#languages-bar)" x="383.0969806791707" y="0" width="27.369998195781267" height="8" fill="#3d8137"/>
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|
<rect mask="url(#languages-bar)" x="410.46697887495196" y="0" width="26.886467575051576" height="8" fill="#3572A5"/>
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|
<rect mask="url(#languages-bar)" x="437.3534464500035" y="0" width="22.64655354999647" height="8" fill="#563d7c"/>
|
|
</svg>
|
|
<div class="field center horizontal-wrap fill-width">
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#178600" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
C#
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#89e051" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
Shell
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#e34c26" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
HTML
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#c6538c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
SCSS
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#3D6117" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
TeX
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#3d8137" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
Nunjucks
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#3572A5" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
Python
|
|
</div>
|
|
<div class="field center no-wrap language">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill="#563d7c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
|
|
</svg>
|
|
CSS
|
|
</div>
|
|
</div>
|
|
</section>
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<section>
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<h2 class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M1 2.5A2.5 2.5 0 013.5 0h8.75a.75.75 0 01.75.75v3.5a.75.75 0 01-1.5 0V1.5h-8a1 1 0 00-1 1v6.708A2.492 2.492 0 013.5 9h3.25a.75.75 0 010 1.5H3.5a1 1 0 100 2h5.75a.75.75 0 010 1.5H3.5A2.5 2.5 0 011 11.5v-9zm13.23 7.79a.75.75 0 001.06-1.06l-2.505-2.505a.75.75 0 00-1.06 0L9.22 9.229a.75.75 0 001.06 1.061l1.225-1.224v6.184a.75.75 0 001.5 0V9.066l1.224 1.224z"/>
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</svg>
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Notable contributions
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</h2>
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<div class="row organization contributions">
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<div class="organization contribution ">
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<img class="organization avatar" 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77xxiQthrl7d9+jY4h2e0d+4Q/+jOe3jdRilu37E2hF3df3S9ZxhjBMzZMCf1+bMmWKkkmdzcPKWzI/3CrKhfz9jsvTVmPL2SU34sgcK28zyBO71bFys8WoUaOkx5Z/h6zvO6LJLyHBSZiNK+fffdRllq/+mDy+tKO/X9bm+vw8staDv6et7TfKjPLLL3vRzp2XU07OoqO/P9q1ufz3gj8jP3cR7bk+hY7sV2eW7/9lIK3zZQR+v4i5ozPCMOOgyYe5cOFCRzT5MHNzcx3T6CNiFyJZ29+FkrNXLp3p1nyk5CzhqGHyRLg6RYlZZj/3K/JkLz7md8t8yWAN/deY59FHH52uxCxXrBh/zDVaregEvjmbfl5z07RA1qeiDFuUv/Do7xXxAtsZYZhx0OTD39esfn/hU0NUjJWzbRGxVdHow+eLWh0n35dJkyYpiS1/H9Wpd0tl2Q5m33WV3Mzymd+QJ/e/k2+wHCtzzaq5LMusqppB77zzHWlm+fnn3zzOLK2UY81VktCfucGYTl/tk7c+85X7hlBJ4bH3S+QuZqGEYWqaCPghkXESSbjypohjp0SdcdkVOR4iPtarWHMpImtX1eTD5FK63Tcq6Kr78hgDax4W+L4o1Czbe1H2jj+Tx3vs75I9AYc2OAW5ZMkcevHFc4Sb5RtvfJ9qa6cdd4388m61wc5cljWzqXYWvf+XAcLNcu/WMZRnKicHKbMDHIapaSJwSimWyRPtiBEjpI/VSaVYJpdSrYwVpdjItBdqJgFWT6ecv/5CXBn2/svCTvYyG0i6ezHwej10662J9Pnn3xBiln//+/9QXt6x2Zjol4LCwsKwP784P4ueuGmMkBLth3sG0KZlx5t+kDK3fIRhaqCTSrGq1lw6qRQrotMUpVhrZnLUVK5NppxXzoq+BPtuH/LemEQe77HfLFVml0E98Atj+DHMpt27L6ZDh3pHvWxk377fUXHxnPAx9HqFvRRwhaize8VsrJ79dRdtFMb56WP9acd1k6gg7/isUsX3SyYMM0YOhZZVilWx5pLH6qRSLK9jtDrBoBTbs3hxQ0pXE7F3WSpl77mIct77bvcm+fEZlL3v9+RdO+a45h4zObNVWcY2L80Ix8LCeXTTTQPopZd+Fmja6c4k//WvH9Odd15F5eVfL7XojCLmie6+ZYaSM8Q3HxwcUcb5xgODAg1E4cqvocYv+0ABGGYMHQotoxSrojM2PT3dUaVYq52xKMX2PGb8gmJeftHlxFk5k7ytgyn73j9R9oOXUvb9l1P29gTybhxB3rqpEf0Mpqz9SK28GASZm7uQli2bGCjZPvjgJQHu3HkFbd06gFauHEeFhfMj+jkyMjKeN/Ly8iL6/dyws7p+Jt2yOo3u2TiJHtwynh5snkB3XpsaMEl/5Wzyejp/qZFp/OEIw4zBb5dOKsWK+naJUmxsdMV216kdqdlZpYrJt6flZ9Hkl3cZ2/0FX2BDl5nIZHFxsZL7A8NU+DDwG6vsTbWdVIplcnnaankTpdjY6YqNpgtTNKPdHk4E+Z5FmmVaIZuZ7PIlf2aJtCpghYWFhcq0DsOMsezSSaVYEdklSrHO36Cgp+VsmZOwqHNirZCzvtD1pyLJz5yKzt+gacrMNIuLi5W+GMIwY2j7OxFZhZO2v+PylYp9bUVsf8cNHaq2vlPV2anTUNjYRJoKZymyM66ekJ9jfhbZEEQZDhslv0iprjzw7+NnlWMs4mUnJycn0Eeg4xszDDOG1lxanSiRWcrb/o6Xoci+/7GcWXZGNjm+P9FOxLxHrKyTLUSRn0u+r5E20oQzGH7BsEOJnl92eI/gaO5Xfn6+9n2QYZiSA+ykNZeqmnxErLl0SpMPk++Liuwy1pp8ejoRcxbDBthVRsbPI2embCCqypIiyebOL8bdmWcwC2ODsYNRhvsezdlz2E0pwpRd622S/cMwJQbXSdvfqWzysfpG76QmH1VrLmOxycfqhMzfOzkz43/ys8iTbizFKFi2DV4nmyM/W7I6X2WRx8vjNt8vvhY73i+32z3DFevQdYC0U7a/c1Iplh8up6y3VLXmkl904q0UCyIGhoYYwDAlBRalWDmlWC5FOakUq+IkktTUVBgIDAQaMGCYjswwUYqVdxLJ1KlTpRuQk0qxTJkH5oKIATRgHI0BMkwJDwRKsfJOIlFx0LJTSrHBzlj+XodJDcYGDRjSYwDDFBxQlGKdfRKJk0qx8d4ZCyIGhuIYwDDjtBTLY3VKV6yqzlgR2/QxcRIJJnKYeWxqwI0u2fgrxTIXL16sZKxOOhR6+vTplseKk0j0T2ogYmDAMO3d9OOkUixzwoQJ0sfqpFIskxe9WxknSrGYqGHWsa0BNzJM60Hk3Shkn0ISXD5gtbzJk/q8efOkj5VNzmp5k9dczpgxQ4lZzpo1y9KLCDfeqKgwcBmdKwx2W9ANIgbxoAE3DNNaAHlfRBUTupPOuBwzZowQcTpl+ztklvonMhAxMGCY9l+HOWfOHOkTutPOuGRTtjpWJ21/hyYfTNYw7PjQgBsZprUA8oQre1J32hmXVs0dZ1weH9N4PIkERAwMm8UAhmnzRh8nlWLj7SQSlGL1T2AgYmDAMO1fklWx5pLLp04qxcbbSSSlpaVKxoqTSGAKeDEwbBEDZJhRBm7y5MnSJ0reLcbqDeZO07FjxzpizaWqUiy/PFg9bJvJnbUqSrG8tlP3RAEiBtCAAcOMRgR86KkKA+LNBayKdMGCBY4pxapaQiJi+ztmcnKy9LFi6zsYFYzKsE0MkGFGkbGNGDFCSWes1fIm/33OUGSPdfjw4ZbHymVjVaVYEQfsqigdoxSrf4IEEQMDhmn/HX04M3RKo4+I7e9UNPqIKsUy2cxkjxWlWEzWMGzDVjFAhtnDgPFuO07pjFWx5EVEKZavVcVRWKJKsdzwJXusOBRa/+QIIgYGDNOwtP2Z7G5TEdvfMbm71gnb3zErKyuVmKWIUiwzKyvLMZkwiBhAA4awGCDDtNE2eKIyS2ZeXp4jNlZnsjnINkuRk8bMmTOljheNPjA5mJw9NeDGTj/2aEwRtf1dkPn5+bY/41KFYYo641LVchI0+uifFEHEwIBhWhcBm4Sdm3xUZcMimnxUlY8zMjKET4C8VaGMsWLNJSZqmLW9NeBGhtmzgMlYWC+yFBskZ1UyvreKLMWavw3b9YzLcOSfKWOsKMXqnxBBxMCAYYrbGk/04nrRpViZHb2iS7GyO3pFrbkMJf9M0V29KMViooZZ218DbmSYer+3iS7FytyRSHQpVuaORLI7TUW+OKEUq38iBBEDA4YpZ/N13uPVrqVYM/lni8rcRB0K3dU+srxjkF07Y0PJmwqIKnmjFIvJGobtDA24kWH2PGh8LqHVLef47/P6Q9k3eMmSJUImdhGHQqvKiNncZZRiZez2wy9fMl+aQMQAGjBgmLqP97K6zpH/viohW+3q5O+sNTU1SsZqdY0jf2dVddCyVYMfNWqUtG/CIGIADRjCY4AMU8OEyX9PtZij/UbIzS3FxcXKxsnZVrSmyZvi81pZlWNNT0+PaqxcKlf1EgIiBtCAISQGMEyLAZwzZ06PJkr+87rEW1hY2KNlMePHj1eWrYUyOzu7Rwd08/mkvMer6nGyaXIG35MSPW8pyN9sMYnByKABZ2nAjW+Y1idM3iSAz67MzMwMZBz8bYvNhv/J/87/nf8//znd36v42x53j/I3ybS0tKNj5W9pvMaSd7HhE1l4qYvusfJaUs5u2ZC4K5XHO2HChMBYp06dGnj54Gxdl6mbyQbILyTz58+n6dOnBwycx8qx5eU9nDVzl7EOUwcRA2jAEBIDGCYeJjxM0AA0AA1AAwYMU1rTD4gYQAPQADQQXxpwoySr/yaAiAE0AA1AA/bXgBuGqf8mgIgBNAANQAP214Abhqn/JoCIATQADUAD9teAG4ap/yaAiAE0AA1AA/bXgBuGqf8mgIgBNAANQAP214Abhqn/JoCIATQADUAD9teAG4ap/yaAiAE0AA1AA/bXgBuGqf8mgIgBNAANQAP214Abhqn/JoCIATQADUAD9teAG4ap/yaAiAE0AA1AA/bXgBuGqf8mgIgBNAANQAP214Abhqn/JoCIATQADUAD9teAO04Mc7ruQIOIATQADUADztaA2+2e7op1JCYmpukONIgYQAPQADTgbA0kJiZOdsU6rr766jG6Aw0iBtAANAANOFsDCQkJY1yxjiuvvLK/7kCDiAE0AA1AA87WwBVXXJHoinVcdNFFf9AdaBAxgAagAWjA2Rq48MILz3fFOk477bQf+P3+Q7qDDSIG0AA0AA04UwM+n+8ge4krDtCnoqLiQd0BBxEDaAAagAacqYGKior72UtccYA+06dP9+gOOIgYQAPQADTgTA1MmzZtcbwY5nd69+59cUFBwe26gw4iBtAANAANOEsD+fn5N5944okXs5e44gBnulyuvmya1dXV+3UHH0QMoAFoABpwhgZqamoOsHewh3R4Sczj1I6L7ZuYmJjs9/s/030TQMQAGoAGoAF7a8Dn832akJAwKugfHV4S8+htuuC+mZmZ+YZhtOu+GSBiAA1AA9CAbTVwZMaMGTlm7+jwkrjABeYL93g8jTa4ISBiAA1AA9CADTXg8Xj8IWb5f644ws9DLr7vokWLGvgtQveNAREDaAAagAZso4F2j8ezPNQvXC7Xz1xxhNPDBKAvp9x+v/8TG9wkEDGABqABaECjBnw+38czZszwhvMK3gPHFWf4TbhAXHXVVSOqqqr24mHFwwoNQAPQQHxqoKqq6vErr7xyeCdmyd4Rdzijk2AczTbr6upe0n3jQMQAGoAGoAE1GqitrX0pIyMjuytv6KhQxiXO6SowvN5mwYIFjX6//yMIFpMWNAANQAOxqQGfz/fRggULDNMay854tiuOcZLL5Tq/mwD1PfXUUy8ZMWLE5IULF9YWFxdvKy0tfbSysvKpysrKZ0HEABqABqABR2ngKZ7Di4qK7pg/f37NiBEjUnv37n1Jdz7Q4RW9XHGO3h1vDReZg3P66adfdv75508fOnTo5nnz5j2/aNGi9z0eD3dMcYsxiBhAA9AANOBwDSxevLg9Kyvr/blz5z7Hc/0f/vCHaTz3hxjlRR0eETfrLiP9pnkBp+Rjx44t4yDqvpkgYgANQAPQgFoNZGVl/SclJaWkozx7ocvl+pZuc7IlZs+e/ZOsrKyHIVBMUtAANAANxLcGsrKyHps3bx6v2QdC4fP5zjMM4xW/308lJSXabxaIGEAD0AA0oEcDJSUlxF5gGMY/ly1bFpfLSDrFsmXL/mAYxrvmrqn6+noqLi6GYDFpQQPQADQQJxooLi4OzP0hXbTsDdzwAzQ2Np5tGMabnbUb19TU8Pln2m8kiBhAA9AANOCREoOCgoLAXN+ZDzQ2Nr6xfPnyuNoO7zg0NTV9o7GxMaIzMTk9r6ur4x0gqKKigsrKyqi0tBREDKABaAAacJAGysrKAnM4z+U8p3eUXiPxgCfLyspOdsUrDMOo171gFkQMoAFoABpwhgYaGxtrXPGIhoaG3xuG8aXuGwAiBtAANAANOEYDXzQ2Nv7WFW8wDOMOGwQfRAygAWgAGnCWBm52xRP4DYHPObNB4EHEABqABqABZ2ngSFwtNfH7/Q02CDqIGEAD0AA04EANNDY21rniARkZGacahoHTR2wgOhAxgAagAYdq4MNzzz33FFesIykp6UIbBBtEDKABaAAacLAGkpKSLnDFOgYOHDhAd6BBxAAagAagAWdrICkpqb8r1pGUlDRWd6BBxAAagAagAWdrICkpaawr1pGUlJSqO9AgYgANQAPQgLM1kJSUNMkV60hKSpqiO9AgYgANQAPQgLM1kJSUNMUV64Bh6hcaiBhAA9CA0zWQBMPUfxNAxAAagAagAftrICkeDHPAgAHTdAcaRAygAWgAGnC2BgYMGDDNFesYMGDAdN2BBhEDaECjBpY30NKbFlLFI0Op9MVLqPjNX1Dhe2dRwYc/oMJ3/odKXv4/qnoomeqbc8hojOzoJ1CMxlkAACAASURBVF1ctaqKtm+fRvv2JdKrr/6S3n//+/TBB33o7bf/h/75z/PowIGraOfOSbRuXan2sXbFDasr6f4bsujpO6fSKw+k0L8fHkkfPjqE/rNnGL310Ch66Z5J9MRtmbRpTbn2sQbJXuKKdfTv3z9Dd6BBxAAaUK+B+lYvlT77J8o/dDrl0kkRseDjPlT+5ABquLbYNvessdFHd92VTv/852+pvf1EInJFxDff/Dk98MBYamqq034NQa5qWkov3p1K1JYQEY/svzpgnrduzNc+dvYSV6zD7XbP0B1oEDGABhRpoNFHlbtGU8EHP4jYJMOyvRcV/vunVLF3AC1t9Si/fytWVNM990ygv/3tD3Tw4KkRm2Q4fvnlyXTgwBW0dq2erHPD6grac/Mcen3XaDq8LzFis6QQfvp4Er1w92S6c0s2NS1rUH4d7CWuWAcME2YFs4oPDTSsK6Wit8+2ZpSdsOSvF5G/aamS67jttkzLJhmOhw/3CmSc6u6Jn/bePpOo7eqoTZI64UePDqYWxWVnGKYNHnIQMYAGBJjlxgIq+Oh7UswyyOI3zpVumjt3ptKRIycJN0sz9+7tL11zyxr99MLdacKNkkz84sn+dPOGQhgmMkyYCEwEGojYLNeVUMHHcs0yyKoH5WVoGzfm9egbpRU+9liSxGfMT8/vSJdqltTBr/a56abr1HxvRoaJSQnGBA04WgP+a+oCHa8qzJLJv0vWtTzzzJ+UmGWQd9+dKuU6Hrt1lhKzpA4e3DuQ1q+shmHiG6b+CQlEDOysgdLnL1NmljKzzJUra+jgwVOUGuaXX36DNm4sEHodXCJtl/DNkrrhm7tHB8rAMrWGDNMGDzyIGEAD0Wmg9pY5ys2SmffVKdRw7RKh9+3pp69UapZBvv76uYESqohrWL7MR+/vGarcLKmDu2+aD8NElywMBYYCDRyngUa/0lJsKEteuESYLjdvzlX27TIc77xzipDr4KUjusySOpqAZC43QYYZIxPR0qVLqbq6mnw+n/axdMe6urrAWGtqasjvt/euKrW1tYGx8j91j6Urchw5njxWjq/u8ahgzV1TtZllIMts7x3ozBVxLS++2FebWTLfeYe/y1p7FtmoPnt8oFbDpLYE2iqxaxaG6VCyMebm5lJ6ejoNGzaMNwUOcNCgQZSSkkJz5syhqqoq7eNkNjQ0kNfrpdTUVBo6dOjRsQbHO23aNNsYEr94ZGVl0cSJE2nIkCHHjJX/nf87/3/+c7rHyuS4cfw4juaxcpw53hx3jr/uccpg8eu/1GqYzPIDCZavY82acjpyRF92GeTWrXMtXce91y/SbpbUlhDIcmVpDobpQObl5dGoUaOOmSA74/Tp07VlHJz1LF68mIYPH97tOAcPHkyZmZlaJ/fi4uLjDL0z8p/jP69rrBwnjhfHrbuxcvz5Ptg9m+/R9V9XTHnUS7th5n/2LTKWWavqPPTQKO1myXz++UstXcdrD47RbpbUlkAv7pTT+cuEYTosq2QDjGRCD50wlywR26DQHevr6wMZTk/HmpycTBUVFVoytREjRvRorPzndWTGHB+OU09jy/eD74tuHYsgb32n2yyDrLshy9K1vPLKr7SbJfOzz06PuizLzT46OmMpDN9+aKQ03cEwHcL8/PyoJklz6TMjI0NJKbGsrKzH5hOabc6ePVtJtslZ14IFCyLOLMNlmvz3VWRvHA+OSyRZZVcmz/dHt55joRwbZNmBflFfx9q1ZbYoxwZ5c5TlzJZ1JdqNkjr41ZNuWtYop5cDhukAFhQURD1BhpK/wcme3KPJLMORv83Jji0bkIixzp1r7ftPJJwyZYqQsaalpWnXtCUu81Hukd7ajTLIon//LOpr2bZtunaTNPPRRwdFdx2bc7QbJZm4Za2cl0IYps3JJbSRI0cKM0wmG7Cs8XKXppUMKJQyy7MlJSXHNctES24IkvmtmBu8RMWUs2IndFN3Rt+qKu0maWbBR9+P+lruvXe8dpM0s63tqqiuY0ezR7tJkolbr5PTKQvDtDk5yxJplkzOAGWMlTNXzmBFjnXGjBlSxsqGMXr0aKFj5dKsjLGyEUfSONUT5uTkaNe2lX1jdZukmfmfnxn1tezaNVq7SZr53HPRNf7sbF2s3STJxDs250nRHgzTxqysrBRulkzOqmRkGIsWLRI+VjYKGSVkUaVYM3k5j51LsWbyciTd+o6WvjUV9sowP+kT9bXcf3+KdpM086mnrozqOu5usVeGeYvg7f6ChGHamPPnz5dimEzRazS5FBtt44zqsYosxcp+ERFZijWTy/y69R01m+ptsaRExGbsO/hEDxsYpdVjv/hAZ90mSSa2rpezKgCGaWOOHTtWmmGK7JSUUYo1s6ioyNalWDO5KmDnUqyZTv6OmffJt7UbZZBFL/8u6uu4nhf728Aog7z33nFRXcfNGwq0mySZuKpJTj8BDDMOOmPDkbMsO5dizeSNGuxcipX1IiKjFGumk7fQy/v7L+yTYT4SXRmTuWJFNbW3n6DdKINsaYluWcnGVcXaTZI6+MXeRGm6g2HGSWdsKEtLS21fig2ysLDQ1qVYGRkmdwfLHKfTM8yc+660j2E2j4/6Ovil5Y03vq/dKJlffNGLamqinBcaKrUbJXXw7V1yejSYMMw46YyV8V2QS7GTJk2SPlYRJiS7FBukqM0WeF2nzHFyqVe3zq3ozts0UbtRBvjVyZRbssjSC+euXZdoN0vmiy+eE3WFhK/jnd1J2s2S2hLo/20fKa16AsOMs1KsyIlddimWydmriC5Z2aVY5pgxY4TpgH+WzLFOnjxZu9atvPx4vB7Kfa+PdsPMeeY8S0t0+GWwvt4ejT+trYOj/lTDL+D3bJyo3SypLYEe2DJe2paVMEwbkR882eVNJm/abWWcbGB8Yofs8iaTf4/VsaowS1HfWvlFRnaFge+byG/Yqskx8ng85F09lnK/PFmfWX54JnmqMyg7O9tS6Z2vZffui7Wa5fPP/4JychZFvec0G39hXha9et8QvYa5P4Eaq2YFjrqToT0YZpxlltx5azVjU5FZisqCuMNWxVhnzpzpiEYfJpfRdevdClm/bDLM7O0Jegyz/STyrhoXGIOVFyUuZQbM3+uhl1/+qRaz/OCDM6igYEFgHFZKsvz3K4rn06EnErUZ5t6tYwLjQEnWAvitQPdDrrvJR1RmwQ9G6DmRMsi/g3+X1djyhvOyx8r3TsQpILLWXIaSX3h0a15ENSZgmtmLKOf1H6rPLp88/6hpW1n2xIchBH9Off0ULRuxb9gw4ugYou1t4BJo8GdsXz9Zi1l+8mh/KilcGBgDmn5i2DBVNPkwuTTphCYfUZM6PzTmw7VlkU+SsfuaS/NLk10O67ZC7pwOTtDemumUe/AUdYb52WnkKZx/9PdbWUpkzpaZL7xwjlKzfOSRC475/dFmZmbj52z5+W0jlZpl+/4EWtswo+P3e6XpDiXZOCnFcoeo1UYfVaVYUSeqzJo1S/pY+XxSp5RiVZ2qooLl5eXHTPTea5OVnWCSveuSY3631RcQfuEK/qz169UdJs0l4NzcLJPReaN+7kKNvzg/K7C8Q5Vhbl+fevR3i1y3HUoYZhyUYplWD5DmN0gVDUlcihWx5EXFmkseq4jzRVWVYvn7tZPXXoY+O+YJOvA9s3WIfNP8/DTylGcKMZlw5u/1Lqa2tvOkm+Urr/yYCk1ZcsDkiouFGX/we+a7D8lfavJg84Rjfq/IncFCCcPU+NA7pRTL5InBSaVYFWsuOSt0Uik2Fg6ONpMzieNM87pkyjn0TTnfLd//Nnnqpxzz+6y+iJq7fs2m+fDDF0ntiM3P/7rJx0yrnaXBjl8zSwsX0qv3DZVilEf2J9Ad6/6bWYookXdHGKamh91JpViRh0LHSilW1LdLlGKjjx0vZQidLAOGUzeVcj8+Q6xZ/r9fknfJ3ON+l6huTPM32SCbm4fSwYMnCzPKI0dOoB07rgwYcujv4iYqq88ev6jyi3Xoz87NWUx7rk8JfGcUZZYfPTKAVtbNDHv/ZS0pYcIwNdBJpVgZh0I7vRTLHDFihOUXEZRird1rnuCPdsuGmuaK8ZR7SEAj0IffJu+WYWF/h6gtG5lsvOF+R1lZJh04cB61t1s3zDvvvCrs72CK2tKRt9zs7HesqMukNx8cbMkoD++7mv5yfUpgzWfY++71Sv3sAMPUQCeVYlV1xjqpFCsiu0QpVsyzFFz/F5bFcyn73iso98Nv9TyjfOv7lH3LAPKYmmJCKWIpkZn8DbGz39XQkE779/+WvvyyV4+zSt7ybtWqlE5/Npe2RZ05y88gb+TQ2e/i7HZj43R6/y8De2SUnz/upkduSKHKJcd+d1VZjmXCMGPkUGhZpVgVnbGjRo1yVClWRGcsSrHinqlw5cxjmL2YvKtTKHvXHyn3lZ+EXYKS88U3KOdvZ1P2zivIa6R1/fMkTcz8vIYraR6b1c6nlpbBtHfv/9Lbb383YIihBvnee9+ip5/+Nd1yS38qK5vV7bWIXuTf5UtMsDEnf2Hg+yPv+/rBnvDm+dW+RHrjgcG0bX0q5WYv6vZncsVGxmHzZsIwY+hQaBmlWBWdsWx0TirFWu2MRSlW7DPFWU1npdlOuWQOeaszyOtLD/zTk9N5Jinje180WWZ4A51HdXXTaOnSKVRZOfOYZSKRkDt0ZVwHzz89GUdeziKqKplP9eVzqKZ0LpUWLgj7rdXTaebqFdKx3h1hmIqzS9kdkbxQnxuKRBgQZ36yDYh/h9WP9Hy9KjYo4GUZVr/18IOtYqckbqCKhQ0KepKdsWa7y9CsksuNMptK+DpYzzKvIWBQeXlCdtLqjPxCwc9Kj19komBRUZESs2TCMGOs0cdJmaWIRh9klrG93rKn5IlT1iTN361VxZXNRpb5q1xexMbZ06zZLi8vRhjCMGOo0Wf8+PFCBO6U7e+c1OTDmQPWW6p51lgX4dZoWjUZ2d/HQsnfFrl8L+oa2IBVG4ysF4D8/HxhZ8/2hDDMGFpzuXDhQstjddL2d05q8lH13TJWtr4TUdERYZr87Koq94UjPyP8nbGrztNIzVJmCTYSssFZzTZzcnKELYGJhjDMGFpzafWBQClWTpMPMz09Xfr9j+dSbFea7uk3QTYXnthlHREVDfm+snH29CWADYbXRurIxrqaE3t6T/Lz8wNGqTrLDyUMU3KAnbLmEqVYuSeRyG70icWt70QbDn8v52/8fE85YwuWCPmfbET8PZxLlron5e7IL3C8DR2bOhti6HVwEwybq50MP5QcY25KY83ysiCuwJivg+8P36fi4mJtZeRwhGFKDK6Ttr9DKdbZJ5GgFKt/MgVjPwZut3uGK9ah4zxMJ21/56RSLL9tOmW9papvl9xMhFKs/skUjP0YuGGYcgKLUqyc7e+ysrKUvIQ46VDoGTNmaJ9IQMQgHjTghmGKDypKsfJOIuGlM7INyEmlWKbVcwxBxAAaMGCYOkqyKMXKPYlEtvk4qRQb7Iy1e5MKiBjEigbcyDDFBZPbnnkCkz1Jitj+jr8Fqtr6jo3OamxVbH/H5VMRa7yw/Z3+iQ1EDAwYpn2bfpyUWTJ5GYrscTrtjMt58+ZZHis2VsdEDbOOXQ24kWHGV5MPk0t4KrJLp51xaTW7xBmX+ic0EDEwYJj2XlbipCYfVWsuRTX5OGn7O5xxickahh3bGnAjw7SeATmpFKtizSWXT51UisUZl/onIhAxcIIG3DBMawHkraicVIpVcRJJamqq5bE66SQSlGL1T2QgYmDAMO1fkp06dar0Cd1JpVgmd4laHStKscfHFdvfwRTwYmBojQEyTIudsSq2lHNKKTbYGWt1HSNKscfHFSeRwCxhlob2GMAwbd4Z66RSLBOHQouPKU4i0T9RgoiBAcO0d2csL9R3UikWh0LLiStKsZisYdiGLWKADNPGmxRkZGQIKcXKPouRyb/D6gHWqkqxfO/4HjphGQlKsfonSRAxMGCY0Ytg5syZ0idKJh8Ea/VhnTx5siNKsVw2VrGtINPqtoJMNlwVh0LzQcCYsDFhQwOGLWKADNPGy0isLvxXcRQWT+r8e6yONTMzU/pYuemJt66z+tDwtaalpUkdK5uxiBcmEDGABgwYpq5lJWPGjFFiliImdRVdsSK2v+PvtLLHKSqzZJaVlUkfK864hNHB6OynAWSYNpvYRa25rKiocMz2d7yHq1POuFTVRIUzLvVPjiBiYMAw7W1CItZcqujiFXUSCbO0tNQRZ1yqOukFZ1xiooZZ21MDbmyNZ59SnIhSrKpvrSJKsaoOhhZVilXR9IVGH/2TIogYGDBMw9alQy7F8v6poh5WbhixeylWxYsIZ2uiJ8A5c+ZIGy/WXGKyhmHbVwNuZJiRB4sNTdY6QVGl2CC5XGr3UqzssYo6FDqUHo9HmrmLfGkCEQNowIBh6tx8PSUlxdal2CA5Axw+fLitS7EqXkSsHgqt6ls2SrEwN5ib/TXgRobZs4AtWLDA1qVYM3lpgp1LsWbykWCiTYj3+pX14Ig+egylWP2TIYgYGDBMsRkmn30ococX0aVYWZmQqEOhVXX1iu6Mlbm0BKVYTNQwa2dowI0Ms+dB42zArqVYWSeqiDgUuity5soZrF07Y0PJVQHeHF/Eiwi2v9M/EYKIgQHDlHOANE/uXJqNdicd/nv892WVN83kTRDYmAcPHmwpW+NOVtlj5YyQN5y38j0zOTmZ8vPzlUyAVpt/+Hs4L6nBZI3JGhpwhgbcyDCjD15tbW3ATHpqPvz3VN9oLs+ymUSTWYo42aMn5DJ1NA1LvJuP6i5TXu8azYsTL01R8cIEIgbQgCEsBjBMiwHkLcwinTD5z+nc8oyzTd7kPJJskw1r8eLF2iZ1/lbMBhhJXEeNGhUwLl1x5WPNIt2Mnb9XYts7mBhMzJkacCPDFFNK5BM7+BtcaEMQ/zv/d/7/MptQekLOcPnbZmjpkw2dM0qv1ytkP1sR5EYjzsa4fGkeL38/TE9PD5w+Ype1i/wtkl9IwnXQjh8/ngoLC5FV2uA+gYiBEWUMYJiSDImzDh2l156Qs8eamprAWDmj0z2e7sjGyGO1y4tHJGNlqi5pg4gBNGBIiQEMEw8XHi5oABqABqABA4YppUsWRAygAWgAGog/DbjxDVP/TQARA2gAGoAG7K8BNwxT/00AEQNoABqABuyvATcMU/9NABEDaAAagAbsrwE3DFP/TQARA2gAGoAG7K8BNwxT/00AEQNoABqABuyvATcMU/9NABEDaAAagAbsrwE3DFP/TQARA2gAGoAG7K8BNwxT/00AEQNoABqABuyvATcMU/9NABEDaAAagAbsrwE3DFP/TQARA2gAGoAG7K8BNwxT/00AEQNoABqABuyvATcMU/9NABEDaAAagAbsrwF3nBjmNN2BBhEDaAAagAacrQG32z3VFetITExM1R1oEDGABqABaMDZGkhMTJzkinX069dvhO5Ag4gBNAANQAPO1kC/fv2Gu2Idl19++Z91BxpEDKABaAAacLYGLr/88itdsY4+ffr8xOfzfao72CBiAA1AA9CAMzXg8/k+7tOnz1muOECfwsLCzboDDiIG0AA0AA04UwP5+fkb2UtccYA+AwcOHGsYxhHdQQcRA2gAGoAGHKeBI/379x8dL4b5XZfL1beiomKXDQIPIgbQADQADThIA+Xl5fexh3R4Sczj23yxgwYNSvH7/V/pDj6IGEAD0AA04BgNfNmRXfbt8JKYxxkdF9u3oKBgkw1uAIgYQAPQADTgAA3k5+dfF/SPDi+JeZwSvOAzzzzz0pqammd03wQQMYAGoAFowN4aqK2tff7MM8+8zGSY33TFAU40XXDfyy+/fFhDQ8M7um8GiBhAA9AANGBPDdTX1//70ksvHWL2jg4viQv8znzhgwcPHu/z+T7QfVNAxAAagAagAXtpoKGh4f2kpKRxIWbJHhI3+FHIxfflD7n19fVv6L45IGIADUAD0IA9NFBfX/96YmJicqhfdHhI3KC3y+W6MDQIZ599dr/y8vIHdN8kEDGABqABaECvBiorKx/+zW9+c3UYs7yww0PiCj8LE4i+vXv3vnj27NlLGhoa3oNgMWlBA9AANBBfGmhoaHh39uzZReH8oYM/dcUh+IPtLzoLyhlnnHHpZZddNjU9PX1TdXX1cw0NDf/x+/3tum8miBhAA9AANGAIiQHP6Ty3V1VVPZuWlraJ53ye+7swy1/EU7NPOHRqmkGeeuqplyQmJqZNnDixdv78+ds8Hs+jOTk5T+Xl5T0LIgbQADQADThHAzk5OU/xHM5zOc/pPLfzHN+dD3R4RdyD3xbO66w8O2HChGWLFi36xOPxEIgYQAPQADQQexpYtGjRx+PHj2/kOb8Ts/xtvGeWZvQyLzXhoI0aNapgwYIFf9d9I0HEABqABqABNRpYsGDBy8nJyXlhlpCwRwAmnORyuX79xz/+MXnu3Ln7IVBMUtAANAANxKcG5s6d++QFF1ww0uVy/arDG4BQNDQ0TCgtLUX51QaCBREDaAAa0KmBkpKSj/1+fwqcMgwMw8gKnpFZV1fHm+zigcUDCw1AA9BAnGmgoKCAli5dGuykbW9sbMyFaZrg9/vzwrUc19bWUm5urvYbCCIG0AA0AA14pMaA53qe88N5QWNjYzZM0+VyNTY2TuS3iM7W6fh8Pt7xgYqLiykvLw+ixcQFDUAD0ECMaCAvLy8wt/Mc7/f7u1qzyR7B+8nGL3w+33mGYXzS08WubKINDQ28zyCIGEAD0AA04CANNDQ0BObwKDY6+Hj58uXcBBR/IKITDMN4CDtmYNcUaAAagAagASOCGDQ2Nu5h73DFE1JSUtgsr8VDgocEGoAGoAFowOhZDNYkJCTEj2k2NjaOwkOChwQagAagAWjAiC4Gw13xAr/ffzseFDwo0AA0AA1AA0Z0MbjZFQ9ISEjoZRjGQTwoeFCgAWgAGoAGjOhi8NngwYNjfweggQMHno2HBA8JNAANQAPQgGEhBklJST93xTqSkpIux4OCBwUagAagAWjAsBCDgQMHXuaKdSQlJQ3Dg4IHBRqABqABaMCwlmEOdcU6Bg4cOB4PCh4UaAAagAagAcOaYcb+zj9JSUlpeFDwoEAD0AA0AA0Y1gwzzRXrSEpKmoIHBQ8KNAANQAPQgGHNMKe4Yh0wTDwkmCihAWgAGjAsxiAuDHPgwIFT8bDgYYEGoAFoABowrHXJTnXFOvr37z8NDwoeFGggPjXgX9ZA9ZtzqeaODKraNYYqHk+isqeuorJnr6DS5y8N/LN8b3+qeiCFam+dRfXXFZHf6PLYJ21csaKWrr8+i3bsmEwPPzyc2tquomefvZSee+5SeuaZP9G+fVfTnj1DaefOiXTTTfNp9epK7WMOx2uWL6WbNxTSvddn0SO3zKb92zLomTun0PM70ujZu9Lp6Tun0d7bZ9JDW+fRzRsKqGlZg/YxM9lLXLGO/v37Z+gONIgYQANqNdCwfgmVP9WP8g6dRrl0Uo9Y8Ml3qfLRoeRfWWOL+7Z16zz6xz9+S+3tJxKRq0d8662f0513TiHDBi8By5f56P4bsuizxwcStSVEzMP7EumvO1OpeV2Z1vGzl7hiHW63e4ZuoYCIATSgTgO1t8+kvCMn99goQ5l/6HSqenAM+RujOkvRMjduLKB//evXPTbJcHzySbdWDW7bnEMfPTq4R0ZJx/FqenFnKq1doedFhr3EFeuAYcKsYFbxo4Gl1y+mvIOnWzZLM4vfOJca1pcovY5du0bT4cO9hJhlkPv396NlisubK5bXB7JDa0aZcAwP7R1A27fkKNcWDNMGDziIGEADYjRQvTOVcg9bzyzDZpufn0lLb1gk/V6xob3wwsVCjdLM118/h1atqlaiuWtXVdN/9gwTapZkyjafuG2m0lIzDBOTNSZraCAmNMCl0zzqJcUsg8z76hRquK5Y2jU0NvroH//4nTSzDPLdd39Eq1dXSL0fG1ZX0CePDZJklglH+cydU5WZJgzTBg86iBhAA9Y0UHN3GuW2yzXLILnDVtb94uYc2WYZ5Ntv/4yuuaZOynWsW1lLHz06RLpZUge5oxaGiW+YmEhhptBANxqo35JLeV99U4lZBrLMQ6eRb5Wc5RqvvPIrZYbJ/OtfLxB+Dcsa/fT6rtHKzJI6uKPFI/1ZQYaJCRkTMjTgXA001VPh+z9WZpZBlvxNvNG0ti6m9vYTlBomc+fOVKHX8fhts5SbJQUagfrTOsnLgGCYuh94EDGABqLWQMVjg5WbZZC1t2cK/Xb59ts/VW6WzM8+O4NWrhTTBLRxTWVgzaQOw6S2BHrpnkkwTCwrganAVKCBUA1wWTTvy1O1GWbhe2eR0Sim2YR37tFhlkE+8cQAIdfx152TtJkldXDtCnkdwMgwHToRVVVVUU5ODs2ZM4emTp1KkyZNogkTJlBaWhrNmDGDFi5cSMXFxdTQoHdLKb/fTxUVFeT1emnWrFk0ZcqUwFjHjx9PEydODIx37ty5VFJSQj6fT/tYy8rKaPHixZSZmUnp6emBMQbHyv/O/53/P/85/vM6x8vx4rhx/DiOwbFyfDnOHG+OO8df91jF009L/n6+NrMMsuLxQZavZd26Uvr00zO0GuZXX/WiG25YaOk67mzO1m6W1JZAu2+aJ013MEyHsba2liZPnsy75kfEYcOGUXZ2tjZT5wk80rGOHDmSCgsLtcWWXz4iHSuT/7yusXKcOF6RjpXvA98P3foVxbqt87SbJZN3E/KtshbXAweu0mqWQb766q8sXYfKrljqgv+4f5w03cEwHcTy8nIaMWJEjyb1IGfOnKk0y+DsdujQoVGNdcGCBcpjy9l6NGPlv6d6rByfaMbK94Pvi24di2DF3oHazTLImu3TLF3Le+/9ULtZMg8fPomamqJbZrKqqU67UVIH/7NnqDTdwTAdzYvWywAAFQRJREFUQs4OOFuMZqI0m6aKsdbU1NDgwYMtjZVLyqpim5eXZ2ms/PdVjZXjYmWsfF/4/ujWs1UWv/Yr7UYZZHnb1VFfB++4Q6S+M7Yz3hRlObN5Xal2o6QOfvVkojTdwTAdQP5WNWbMGEsTpcqMiL+pWR3noEGDaMmSJdLHWllZSUOGDLE0Vv77KsqdnB1yXKzGdt48ed94VDH/s29pN8ogl/zzf6O+Dv5uqNskzbz//pSoruOWjQXajZJMXLNCzoYMMEwHcPbs2ULMkjl8+HCqr6+XOl5R5j569GipZWT+2ePGjRMyVm60kRlTbt4aNWqUkLGmpEQ3KdqF/qal2k3SzML/nBX1tezYkabdJM3cuze6E03u3GKPhh/q4PXr5bxswzBtTu6CFJFVqPpGmJubK3SsMjPiaL8Fdka+V7LGyp3PIsfq5LKsb025dpMMPTsz2mt54IEU7SZp5tNPXxnVddzd4tFukmTirRsLpGgPhmljcgbEWZbIiZKZnJwsZbx1dXWBDFbkWFNTxe5CIrIUG0o2NVmlWNEamD9/vnZ9R8uGdSXaTTL0FBMrR3jpNkkzn3vusqiuY2frYu0mSSbesVlOXwEM08YsKioSPlEGuXTpUuHj5bV/osfJ2bXotaQiS7Fm8jIPO5diQ5eZ6NZ31PdvVbW9MswPvx/1tdx77wTtJmlmW1u/qK5jR7NXu0mSiVs3FEnRHgzTxszIyJBmmLyY3c6lWDN5kwA7l2LN5CzbzqXYIDm7dupmBv5Gn7QzL6Nh4Vs/j/pa7rgjQ7tJmvnoo0Oiuo5tm3O1mySZuHltuRTtwTBt3BlrdRmJqu9tMkqxZubn59u6FGsmr5W1cynWTNnNXzKZ9+4PtRtlkEXPXRj1dWzalK/dJM3cvj0tquu4YX2hdpOkIPcnUNMyObuGwTDjoDNWtmHKKMXKWOcoqxQrIxvmFyYZpVjZZXlVzHvmf+2TYd7b34Im6+jQod7ajTLINWuiOyJrbVOJfqNs+5qfPBr9/eiOMEwbPPzHPkB+6WbJ5ExLxPe1adOmSR+riKyNs2BuIJI5Tv7eKsqEZJaNmVwRcGxJ1u8n76oU7UYZ4MFTKLd6btTXUl1dTQ8/fKF2o2S+/PJPo37hq6mpond2J2k3S2pLoBe2j5D2MgjDtBlVmCVvkSZispSdWTK5S9gJmaXIjl5+EYl2W0HdHb0qyPHxeDyU89LZ2g0ze9ellvZq5l6C4uK59NVXJ2k3zKamiVFvFsIv4C1NU7WbJbUl0Pb1qdKWTcEwY3zNZThyVmjnJh8zedcgu2drQfLJIHZu9DHTyXvKBg3Te22yXsM83Js8lTMsGyZfyxNP/F6rWb7yyo8D47BimLk5i+nDPQO0G+Y1tZkwTCvgtwLdD3kk36xkrLmUUeKU3eQTJDfnWO065b9vdV/bSMib4os4nkx2o09wrLr1bvVZ4cnd4/VQzms/0maYOY9f8HWma2FzDTYa/hk1NdMDm5/rMsx165ID44i2t4G3huS/f/vaNK1m+elj/Sk3e3HgVCcZ2kOGGUelWFGlOBWlWFE7EvHZlSrGKmJHIllrLkM5ffp07Xq3Ss7mA1lmYyrltvdSb5ifn0aektmBMVjp4ubSYcD8PR568MFLtJjliy+efXQM0b5M87dY/vvZ3sX0xgODtRnmTaumBMYhqwMchhlHpVheWG9VSKpKsWPHjhWSsfEer7LHyueTOqUUyywokLNtmEpy53Rwks/5y8XKDdPbOvjo77dySECwvPy18S6kTz45RalZfvbZN6mycubRMUT77Y8rOcGfsax6Nh3ed7Vys3zpruHk9S4OjEFWQxsMM45KsVbXM6oqxfLLg4jlGVzukv0iws05IhoMVJRimZzBingR0U02qeAE7cnJotxXfqKuFPva19/7grS6CQh/Aw3+rIcfvkiZWba3n0DXXTfqmGuJdlctfhE3/5zb105WapYf7hlApYULLZfIuyMMU/ODP2vWLCUTpYgynKpSrIhGH37D5O3fnNDow5MU7++rIra83aJuzYtg8JvZUS6ZQzn//p6a7PLGpGN+t9WqDd+T4M+qqspQ1jF7xx0Jx1wHV4+sPG/BMvlR828dr8QsDz6RSP6qOaZMXdxGJ6GEYcZBKZabPKyuS+K3aCeVYlV0xoraxF5VKVbVAeIqyBoJnaA9FTMp5+3vy80uXzw3kNGKMJnOzJ+zvi+/7CUxs+QdffodGzuPx3JVx2z8ge/L3sW05/px0jcpWFb99bdkESXy7gjD1PjAO6UUK+pQaJWlWJnb3wXJjVpOKsU6eSu8SCbowCS9ZC7lvHSOFLPMfuQi8uQsOub3idhUI1x2xmsiP/zwDOFmeejQybRly7Dj4iYiUzY3MJl5x7pUKd8039o1mGpK5x73+0Tvk20mDFPTw+6kUqzIQ6FjpRTLtGruKMVau9fmRpNj6F1M2S/8QpxZfnwmeTcNP96cvV5h34NLS0uP+/lLlsyhp5/+tTCz/OCDM6i2dlrYmIkq1ZubscxcXjOL3t41SIhRtu9PoEduSKH83K8bfEIp+gAEM2GYkgLb1YSuagkJn3Zi9WgsVdvfsVla7WxTsf0dk9d18nIVK2PlNvyUlBTpY+WmJFF78dqRwYX/xzF3IXk3jqDsh/tSzj9++vUWdhEb5BmU89dzyHvfZeRdMzbws8KZpcjdZFj7hYWFYa+luno6bd3an/bt+x29+eb36PDhEyMyyCNHTqB33vlOwHTvuKMflZbOCvvzWR+ijtDjTz9cpg73e7hEy8Z513WT6JV7hwQ2SY/EIA/vS6BX7xtCj980hlqvmUplRQvC3/OOdaQyt3yEYSp+wPmhcFJmqaLRZ8KECY7KLK02+iCzVGSaoVw6hbJvGUA5e/pSzgvnBoyUO15z/v4zyn7ifPJePzjwHTSSnyVrYTx3eHb3u3Nzs2jFinF0111/pmee+VVgl55XX/0hvfTSz6it7TzaufNPtH59MhUUdG4sQfLvE901zfo2d/52xiUFWbSxcTrdv3kCPX17Mr1893B67f4h9M97htJf7xpBj904NlDOrSju/jpkf7sMEoYZQ2dcimzyUbnmctGiRY7Z/k7Emks0+Yh/rvhbcESmKYAy17FymV/VdfCLn6zyZWffM2UxLy9PyWECMMwYOuNSZJOPyjWXVt/WVTX5iFhziSYfOc8WT5ZsZComZ1kbewfniEiyM7tfR/C5VHEdOTk5wkrK3RGGGWONPk4qxYpo9EEpNrbXW4r6DiiKIs+R7YzcrRpJaTZaiv7+qtM08wR+f42EMMwYWnPJWZaTSrEi1lyiFBvb6y2jMU1+1mSYjIgzZCMlmwBXimRkYzK7SMORzVlG1swvhap3rYJhxtCaS84KrY7VSdvfOakUy12xKl5CYnG9peWt8yySjUvWgcTdmT8/I8dt0GAhG9O1LSK/AIRbNxsNs7Ozlb68mAnDjKE1lyK+XaIUK2f7u4ULFyrRQDyWYjszG95UwEpmw5UW3oVH97Ww2Vh9AWBdqCxddkbuV4g2c/Z6vYHqgc69kGGYMbT9ndUHAqVYeSeRqFhzGc+l2K6Mk02Pv21GkqmxwXJjlqpvfD0hP9/8EtDZ5gDhDJ83RLBjxYEzxEi/0+bk5ASWDtnh0AAYpsTgOmn7O5RinX0SCUqxkZkn65wnay51ctbG5JdanpB1lF2tzC2szdDrYEPl8r8dsslIyGbO4+Vx8/iD18JGz/ektrZWyXKRSAnDlBhcJ21/h1Kss08iQSlW/2QKxn4M3G73DFesgy9SdWCddBKJk0qx/PapYqxOOhR63Lhx2icSEDGIBw24YZjig8oLqFVsUMAGZLVbjLMoFZ2mEydOtLxBAZdmJk2aJH2snG1b/e7DLwaZmZlKzF3m+X8gYgANGDBMWSJAZunsMy6dlFky0egDQ4OhGcpigAwzTpt8+NuaU9ZbqlpzyaeQOKXJh4lGH5glzNJQGgMYZpw2+aj6bumkMy7T0tIsjxUnkcDEYGKxqwE3vmHGXymWmZ6eLn2sTirFMnm9l9WxohSrf1IDEQMDhmnfLlknlWKZvBZNdnnTSaXY4JpLq40+KMViooZZx7YG3Mgw46sUq2rNpZNKsUwcCq1/MgIRA7trwA3DtBZAbhJxUilWxbdLbiZyUikWh0Lrn4hAxMAJGnDDMK0FMCsrS8mk7qRDofk7ntWxOukkEpRi9U9kIGJgwDDtv9OPipKhk0qxTDYQK+NEKTZ8XLH9HUwBLwaG1hggw7TYGSvbfJxUig12xlrdLBml2OPjig0KYJYwS0N7DGCYNt7+jsunIg5Kdcr2d2y0bJYqvgmL2P6ONaDKLO1wtBGIGMS7Btz4htnzoPFyCRWT+vz58y3fYP72qWJSF7HmUtX3YFHb3/Gm5074HgwiBtCAAcPU9Q1TxUTJtJpdsoGNHDlS+jj55YHPs7MyVs5MndLkw+TrVbH1nVPONQQRg3jQgBsZZs8Cxo0XKsxy2rRplm8un1auYqwi1lzOmTPHMWdcMqdOnWr75ikQMYAGDBimzi5ZFROlqEYfFR28Ikqx/O1SRSYsqhTLWZ/sbBhnXMLsYHb20wAyzB4GTMU6Rm4msXpjuaHFCaXY4PpQp5RiVTX7cPOT7skBRAygAQOGaeU7mxNKsaqWvIgoxar6HiiqFKtq2Ut1dTUmKxgWNGDYKwbIMG00sYsqxarojhV1EokKcxdVig0yMzNT6nix5lL/xAgiBgYM0/pyEruXYlUYpqhSrArDFHUotCrDRGcsJmqYtX014EaXbOTB4onX7qXYIJcsWWL7UqyKzF3EodChnDdvnrTxojNW/6QIIgYGDNO6CLibU8buPiJLsbKbfkSWYlV8GxZxKHQo8/LypIwVpVhM1DBre2vAjQyzZwFLT0+35Ukk4ZiSkmLLQ6HDvYjI6D4WcSh0OPLLjeidnrgUK2OsIGIADRgwTF3rMCsqKoRlmTyhy8iAguTyHn/DEzFWXnco87QMjoNIA0pOTpZi7kHytoWixsovNuiKhbHB2OyvATcyTH27/Yhs8pG924+KPU1F7fbDLzSiG33CccyYMZbHiiYf/ZMgiBgYMEx5e8kyZ8+ebWmiZHNQ8aByuVPE7kSlpaXSx8rfRvnEEye8iDAXLlxoOWtXEVcQMYAGDCExQIZpwYg464o2W7N6ZmRPjYjXIuo8NaUn3wej3dyevytmZ2crHSuXfqM1SxwIDSODkTlLA26UZKMPHpteT42I/7xKszSPtaclT9nfWLvaq3X69Ok97jTWsSSDt/XrqQZGjx4tdB0riBhAA4aSGMAwBWQZXPLsrmuS/z//OdHLR3pKnqi7m+A5++ElDlYOgxZBNsDuSrT8vZJfBHR3mHKnc3ddybzBPJdxcRi0vvsEIgaGhRjAMAVmGlwO5HJramoqTZo0KfBP/nf+7/z/7fSwshllZGQcHSubKJtkbm6udvMJJZ8LyodL8+YOwbHOmjUrYFJ2Mx9+IeG9ZvnliMfK5KVI3Hylo7IAIgbQgCEsBjBMPFB4oKABaAAagAYMGKa0LlkQMYAGoAFoIL404EbTj/6bACIG0AA0AA3YXwNuGKb+mwAiBtAANAAN2F8Dbhim/psAIgbQADQADdhfA24Ypv6bACIG0AA0AA3YXwNuGKb+mwAiBtAANAAN2F8Dbhim/psAIgbQADQADdhfA24Ypv6bACIG0AA0AA3YXwNuGKb+mwAiBtAANAAN2F8Dbhim/psAIgbQADQADdhfA24Ypv6bACIG0AA0AA3YXwNuGKb+mwAiBtAANAAN2F8Dbhim/psAIgbQADQADdhfA+44McwM3YEGEQNoABqABpytAbfbneGKdbjd7nTdgQYRA2gAGoAGnK2BxMTEdFeso1+/fiN1BxpEDKABaAAacLYG+vXrN8IV67jkkksu1h1oEDGABqABaMDZGrj44osvdsU6fvSjH51lGMYR3cEGEQNoABqABpypAb/ff+QHP/jBWa44QJ+ampqndQccRAygAWgAGnCmBqqrq9vYS1xxgD4LFy6s0R1wEDGABqABaMCZGliwYEFlvBjmd88666wrfT7fB7qDDiIG0AA0AA04SwMNDQ0f/vSnP/0ze4krDvAdl8vVNzc3d63uwIOIATQADUADztJAdnb2SvaQDi+JeXyLL/ass866or6+/g3dwQcRA2gAGoAGnKGBhoaGN9k7OgyTvSTmcVrHxfadOnXqAsMw2nXfBBAxgAagAWjA9ho4kpqaOjfoHx1eEvP4humC+xYUFGyywY0AEQNoABqABmysgfz8/OvM3uFyuU52xQFOcLlcFwUvunfv3pdUVFTcr/tmgIgBNAANQAP21EBFRcW97BUms7yww0viAmeZ3xROOeWUPw4cOLCwurr6Od03BkQMoAFoABqwhwaqqqqeHThwYAF7REh2GRebFgTBbwa/DwlAgJmZmbkNDQ3v675RIGIADUAD0IAeDfh8vv9kZGRkh/OIDu+Im+wyiO91Eoy+55577tVFRUU3+v3+LyBYTFrQADQADcSHBvx+/xdFRUXX//KXv0zozB/iZcOCcDivi6D0veiiiwaVl5c/rPsmgogBNAANQAOG1BiUlZU9dNFFFyV15QkdnhG3OKXj422nATrxxBMvHj58+KTFixcbZWVlO2pqav5ffX396z6f7yO/3w8iBtAANAANOEgDPp/vI57Da2trn+c53ePx+IcPHz7xxBNP7Moog40+7BlxjU5LsyBiAA1AA9AANOCK81Jsl12zIGIADUAD0AA04PpvDH6s26Tshh/hAcEDAg1AA9AANOA6NgY/0W1OdsX3uvumCSIG0AA0AA3EhQYuRBm2e5zSXfcsiBhAA9AANBDTGjgPDT49zzbDbm4AIgbQADQADcSkBn6PrDJ6nNDREIQyrX4hg4gBNAAN9JUUgws75vq428FHBk7o2Jn+tI4z0L7Tcdo2iBhAA9AANOA8DXynYy4/rWNuh1ECAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOBSjf8P2DijB3S5wtwAAAAASUVORK5CYII=" 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<span class="name">@awesome-selfhosted</span>
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</div>
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<div class="organization contribution ">
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<img class="organization avatar" 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" width="16" height="16" />
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<span class="name">@hullcss</span>
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</div>
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<div class="organization contribution ">
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<img class="organization avatar" 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" width="16" height="16" />
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<span class="name">@FreesideHull</span>
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</div>
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<div class="organization contribution ">
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<span class="name">@DDD-group-22-23</span>
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</div>
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<div class="organization contribution ">
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width="16" height="16" />
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<span class="name">@Hull-Robotics-Society</span>
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</div>
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<div class="organization contribution ">
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<img class="organization avatar" 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width="16" height="16" />
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<span class="name">@University-of-Hull-CST</span>
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</div>
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<div class="organization contribution ">
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<img class="organization avatar" src="data:image/png;base64,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" width="16" height="16" />
|
|
<span class="name">@campus-experts</span>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
<section>
|
|
<h2 class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M4.75 0a.75.75 0 01.75.75V2h5V.75a.75.75 0 011.5 0V2h1.25c.966 0 1.75.784 1.75 1.75v10.5A1.75 1.75 0 0113.25 16H2.75A1.75 1.75 0 011 14.25V3.75C1 2.784 1.784 2 2.75 2H4V.75A.75.75 0 014.75 0zm0 3.5h8.5a.25.25 0 01.25.25V6h-11V3.75a.25.25 0 01.25-.25h2zm-2.25 4v6.75c0 .138.112.25.25.25h10.5a.25.25 0 00.25-.25V7.5h-11z"/>
|
|
</svg>
|
|
Contributions calendar
|
|
</h2>
|
|
<div class="row">
|
|
<section>
|
|
</section>
|
|
<section>
|
|
<h3 class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
|
|
</svg>
|
|
Commits streaks
|
|
</h3>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path d="M8.5.75a.75.75 0 00-1.5 0v5.19L4.391 3.33a.75.75 0 10-1.06 1.061L5.939 7H.75a.75.75 0 000 1.5h5.19l-2.61 2.609a.75.75 0 101.061 1.06L7 9.561v5.189a.75.75 0 001.5 0V9.56l2.609 2.61a.75.75 0 101.06-1.061L9.561 8.5h5.189a.75.75 0 000-1.5H9.56l2.61-2.609a.75.75 0 00-1.061-1.06L8.5 5.939V.75z"/>
|
|
</svg>
|
|
Best streak 4 days
|
|
</div>
|
|
<h3 class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
|
|
</svg>
|
|
Commits per day
|
|
</h3>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path d="M7.823 1.677L4.927 4.573A.25.25 0 005.104 5H7.25v3.236a.75.75 0 101.5 0V5h2.146a.25.25 0 00.177-.427L8.177 1.677a.25.25 0 00-.354 0zM13.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zm-3.75.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM7.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM4 11.75a.75.75 0 01.75-.75h.5a.75.75 0 010 1.5h-.5a.75.75 0 01-.75-.75zM1.75 11a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
|
|
</svg>
|
|
Highest in a day at 10
|
|
</div>
|
|
<div class="field">
|
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
|
|
<path d="M10.896 2H8.75V.75a.75.75 0 00-1.5 0V2H5.104a.25.25 0 00-.177.427l2.896 2.896a.25.25 0 00.354 0l2.896-2.896A.25.25 0 0010.896 2zM8.75 15.25a.75.75 0 01-1.5 0V14H5.104a.25.25 0 01-.177-.427l2.896-2.896a.25.25 0 01.354 0l2.896 2.896a.25.25 0 01-.177.427H8.75v1.25zm-6.5-6.5a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5zM6 8a.75.75 0 01-.75.75h-.5a.75.75 0 010-1.5h.5A.75.75 0 016 8zm2.25.75a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5zM12 8a.75.75 0 01-.75.75h-.5a.75.75 0 010-1.5h.5A.75.75 0 0112 8zm2.25.75a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5z"/>
|
|
</svg>
|
|
Average per day at ~0.68
|
|
</div>
|
|
</section>
|
|
</div>
|
|
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" style="margin-top: -130px;" viewBox="0,0 480,170">
|
|
<filter id="brightness1">
|
|
<feComponentTransfer>
|
|
<feFuncR type="linear" slope="0.6"/>
|
|
<feFuncG type="linear" slope="0.6"/>
|
|
<feFuncB type="linear" slope="0.6"/>
|
|
</feComponentTransfer>
|
|
</filter>
|
|
<filter id="brightness2">
|
|
<feComponentTransfer>
|
|
<feFuncR type="linear" slope="0.19999999999999996"/>
|
|
<feFuncG type="linear" slope="0.19999999999999996"/>
|
|
<feFuncB type="linear" slope="0.19999999999999996"/>
|
|
</feComponentTransfer>
|
|
</filter>
|
|
<g transform="scale(4) translate(12, 0)">
|
|
<g transform="translate(0, 0)">
|
|
<g transform="translate(0, 6)">
|
|
<path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
|
|
<path fill="#ebedf0" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,2 0,1 z"/>
|
|
<path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
|
|
</g>
|
|
<g transform="translate(-1.7, 7)">
|
|
<path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
|
|
<path fill="#ebedf0" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,2 0,1 z"/>
|
|
<path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
|
|
</g>
|
|
<g transform="translate(-3.4, 7.4)">
|
|
<path fill="#9be9a8" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
|
|
<path fill="#9be9a8" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,2.6 0,1.6 z"/>
|
|
<path fill="#9be9a8" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1.6 1.7,2.6 z"/>
|
|
</g>
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</g>
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</g>
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</g>
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</svg>
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</section>
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<section>
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<h2 class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<section class="largeable-flex-wrap">
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<div class="row fill-width largeable-width-half">
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<section class="repository">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
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<div class="name">
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<span>MGough/sensorhub</span>
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<span>starred 11 hours ago</span>
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</div>
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<div class="field description">A simple library to use with the DockerPi SensorHub (EP-0106)</div>
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<div class="field infos">
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<div class="language">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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Python
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</div>
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<div>
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<path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
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MIT
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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7
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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</svg>
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0
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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<path fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
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</svg>
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3
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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</svg>
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4
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</section>
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</div>
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<div class="row fill-width largeable-width-half">
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<section class="repository">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
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</svg>
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<div class="name">
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<span>passbolt/passbolt_docker</span>
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<span>starred 16 hours ago</span>
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</div>
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</div>
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<div class="field description">Get started with Passbolt CE using docker!</div>
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<div class="field infos">
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<div class="language">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill="#89e051" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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</svg>
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Shell
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
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</svg>
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GNU AGPLv3
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
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753
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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173
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</div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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<path fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
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</svg>
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159
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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</svg>
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57
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</div>
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</div>
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</section>
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</div>
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<div class="row fill-width largeable-width-half">
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<section class="repository">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
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</svg>
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<div class="name">
|
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<span>opentffoundation/opentf</span>
|
|
<span>starred 5 days ago</span>
|
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</div>
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</div>
|
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<div class="field description">OpenTF lets you declaratively manage your cloud infrastructure.</div>
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<div class="field infos">
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<div class="language">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill="#00ADD8" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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</svg>
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Go
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
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</svg>
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MPL-2.0
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
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5.63k
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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</svg>
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137
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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<path fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
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</svg>
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210
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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</svg>
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173
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</div>
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</div>
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</section>
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</div>
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<div class="row fill-width largeable-width-half">
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<section class="repository">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2 2.5A2.5 2.5 0 014.5 0h8.75a.75.75 0 01.75.75v12.5a.75.75 0 01-.75.75h-2.5a.75.75 0 110-1.5h1.75v-2h-8a1 1 0 00-.714 1.7.75.75 0 01-1.072 1.05A2.495 2.495 0 012 11.5v-9zm10.5-1V9h-8c-.356 0-.694.074-1 .208V2.5a1 1 0 011-1h8zM5 12.25v3.25a.25.25 0 00.4.2l1.45-1.087a.25.25 0 01.3 0L8.6 15.7a.25.25 0 00.4-.2v-3.25a.25.25 0 00-.25-.25h-3.5a.25.25 0 00-.25.25z"/>
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</svg>
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<div class="name">
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<span>nestybox/sysbox</span>
|
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<span>starred 6 days ago</span>
|
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</div>
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</div>
|
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<div class="field description">An open-source, next-generation "runc" that empowers rootless containers to run workloads such as Systemd, Docker, Kubernetes, just like VMs.</div>
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<div class="field infos">
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<div class="language">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill="#89e051" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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</svg>
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Shell
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
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</svg>
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Apache-2.0
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
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2.18k
|
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M5 3.25a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm0 2.122a2.25 2.25 0 10-1.5 0v.878A2.25 2.25 0 005.75 8.5h1.5v2.128a2.251 2.251 0 101.5 0V8.5h1.5a2.25 2.25 0 002.25-2.25v-.878a2.25 2.25 0 10-1.5 0v.878a.75.75 0 01-.75.75h-4.5A.75.75 0 015 6.25v-.878zm3.75 7.378a.75.75 0 11-1.5 0 .75.75 0 011.5 0zm3-8.75a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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</svg>
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133
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</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
|
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<path fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
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</svg>
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301
|
|
</div>
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<div>
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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</svg>
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409
|
|
</div>
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</div>
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</section>
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</div>
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</section>
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</div>
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</section>
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<section>
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<h2 class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M0 8a8 8 0 1116 0v5.25a.75.75 0 01-1.5 0V8a6.5 6.5 0 10-13 0v5.25a.75.75 0 01-1.5 0V8zm5.5 4.25a.75.75 0 01.75-.75h3.5a.75.75 0 010 1.5h-3.5a.75.75 0 01-.75-.75zM3 6.75C3 5.784 3.784 5 4.75 5h6.5c.966 0 1.75.784 1.75 1.75v1.5A1.75 1.75 0 0111.25 10h-6.5A1.75 1.75 0 013 8.25v-1.5zm1.47-.53a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.06l-1.5 1.5a.75.75 0 01-1.06 0L8 7.81l-.97.97a.75.75 0 01-1.06 0l-1.5-1.5a.75.75 0 010-1.06z"/>
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</svg>
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Recent activity
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</h2>
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<div class="row">
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<section>
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<div class="row fill-width">
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<section class="activity">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
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<div class="content">
|
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Starred
|
|
<span class="repo">MGough/sensorhub</span>
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</div>
|
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</div>
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</section>
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</div>
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<div class="row fill-width">
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<section class="activity">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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</svg>
|
|
<div class="content">
|
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Starred
|
|
<span class="repo">passbolt/passbolt_docker</span>
|
|
</div>
|
|
</div>
|
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</section>
|
|
</div>
|
|
<div class="row fill-width">
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<section class="activity">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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</svg>
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<div class="content">
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Pushed 1 commit in
|
|
<span class="repo">CrimsonTome/CrimsonTome</span>
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</div>
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</div>
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<div class="details">
|
|
<div>on branch <span class="code">main</span></div>
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<div class="commit">
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<div class="sha">#ecc76cb</div>
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<div class="message">add cv</div>
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</div>
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</div>
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</section>
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</div>
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<div class="row fill-width">
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<section class="activity">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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</svg>
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<div class="content">
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Pushed 1 commit in
|
|
<span class="repo">CrimsonTome/CrimsonTome</span>
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</div>
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</div>
|
|
<div class="details">
|
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<div>on branch <span class="code">main</span></div>
|
|
<div class="commit">
|
|
<div class="sha">#24a6d50</div>
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<div class="message">add cv</div>
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</div>
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</div>
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</section>
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</div>
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<div class="row fill-width">
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<section class="activity">
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<div class="field">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M10.5 7.75a2.5 2.5 0 11-5 0 2.5 2.5 0 015 0zm1.43.75a4.002 4.002 0 01-7.86 0H.75a.75.75 0 110-1.5h3.32a4.001 4.001 0 017.86 0h3.32a.75.75 0 110 1.5h-3.32z"/>
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</svg>
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<div class="content">
|
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Pushed 1 commit in
|
|
<span class="repo">CrimsonTome/CrimsonTome</span>
|
|
</div>
|
|
</div>
|
|
<div class="details">
|
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<div>on branch <span class="code">main</span></div>
|
|
<div class="commit">
|
|
<div class="sha">#10e3a17</div>
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<div class="message">Update README.md.tpl</div>
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</div>
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</div>
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</section>
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</div>
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</section>
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</div>
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</section>
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<section>
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<h2 class="field">
|
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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|
<path fill-rule="evenodd" d="M3.217 6.962A3.75 3.75 0 010 3.25v-.5C0 1.784.784 1 1.75 1h1.356c.228-.585.796-1 1.462-1h6.864a1.57 1.57 0 011.462 1h1.356c.966 0 1.75.784 1.75 1.75v.5a3.75 3.75 0 01-3.217 3.712 5.014 5.014 0 01-2.771 3.117l.144 1.446c.005.05.03.12.114.204.086.087.217.17.373.227.283.103.618.274.89.568.285.31.467.723.467 1.226v.75h1.25a.75.75 0 110 1.5H2.75a.75.75 0 010-1.5H4v-.75c0-.503.182-.916.468-1.226.27-.294.606-.465.889-.568a1.03 1.03 0 00.373-.227c.084-.085.109-.153.114-.204l.144-1.446a5.014 5.014 0 01-2.77-3.117zM3 2.5H1.75a.25.25 0 00-.25.25v.5c0 .98.626 1.813 1.5 2.122V2.5zm4.457 7.97l-.12 1.204c-.093.925-.858 1.47-1.467 1.691a.764.764 0 00-.3.176c-.037.04-.07.093-.07.21v.75h5v-.75c0-.117-.033-.17-.07-.21a.763.763 0 00-.3-.176c-.609-.221-1.374-.766-1.466-1.69l-.12-1.204a5.052 5.052 0 01-1.087 0zM13 5.373V2.5h1.25a.25.25 0 01.25.25v.5A2.25 2.25 0 0113 5.372zM4.5 1.568c0-.037.03-.068.068-.068h6.864c.037 0 .068.03.068.068V5.5a3.5 3.5 0 11-7 0V1.568z"/>
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</svg>
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Achievements
|
|
</h2>
|
|
<div class="row">
|
|
<section class="achievements largeable-flex-wrap">
|
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<div class="field error">
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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<path fill-rule="evenodd" d="M2.343 13.657A8 8 0 1113.657 2.343 8 8 0 012.343 13.657zM6.03 4.97a.75.75 0 00-1.06 1.06L6.94 8 4.97 9.97a.75.75 0 101.06 1.06L8 9.06l1.97 1.97a.75.75 0 101.06-1.06L9.06 8l1.97-1.97a.75.75 0 10-1.06-1.06L8 6.94 6.03 4.97z"/>
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</svg>
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Unexpected error
|
|
</div>
|
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</section>
|
|
</div>
|
|
</section>
|
|
<footer>
|
|
<span>These metrics include private contributions</span>
|
|
<span>Last updated 12 Sept 2023, 03:18:49 (timezone Europe/London) with lowlighter/metrics@3.33.0</span>
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</footer>
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</div>
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<div xmlns="http://www.w3.org/1999/xhtml" id="metrics-end"></div>
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</foreignObject>
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</svg> |