github-metrics.svg

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    <defs>
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                    <span>BoBeR182</span>
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                            Joined GitHub 14 years ago
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                            Followed by 19 users
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                            Contributed to 19 repositories
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                        <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 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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                            Activity
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                            463 Commits
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                            0 Pull requests reviewed
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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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                            6 Pull requests opened
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                            23 Issues opened
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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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                            331 issue comments
                        </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="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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                            Community stats
                        </h2>
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                            Following 0 users
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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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                            Sponsoring 0 repositories
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                            Starred 0 repositories
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                            Watching 1 repository
                        </div>
                    </section>
                </div>
            </section>
            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <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="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"/>
                            </svg>
                            4 Repositories
                        </h2>
                        <div class="row">
                            <section>
                                <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="M8.75.75a.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"/>
                                    </svg>
                                    No license preference
                                </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="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"/>
                                    </svg>
                                    0 Releases
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                                    0 Packages
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                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <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"/>
                                    </svg>
                                    38.4 MB used
                                </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="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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                                    20.5k added, 20.5k removed
                                </div>
                            </section>
                            <section>
                                <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="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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                                    0 Sponsors
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                                <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"/>
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                                    1 Stargazer
                                </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"/>
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                                    0 Forkers
                                </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"/>
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                                    2 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>Created by BoBeR182</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">
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                            <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"/>
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                                </svg>
                                <span class="no-wrap">31 <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"/>
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                                </svg>
                                <span class="no-wrap">122 <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">6 <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">
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                        </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">2 <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">42 <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"/>
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                                </svg>
                                <span class="no-wrap">1 <small>draft</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">7 <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 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"/>
                    </svg>
                    Notable contributions
                </h2>
                <div class="row fill-width largeable-width-half">
                    <section>
                        <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 1.5a6.5 6.5 0 100 13 6.5 6.5 0 000-13zM0 8a8 8 0 1116 0A8 8 0 010 8zm6.5-.25A.75.75 0 017.25 7h1a.75.75 0 01.75.75v2.75h.25a.75.75 0 010 1.5h-2a.75.75 0 010-1.5h.25v-2h-.25a.75.75 0 01-.75-.75zM8 6a1 1 0 100-2 1 1 0 000 2z"/>
                            </svg>
                            No recent contributions matching filters found
                        </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="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 3 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"/>
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                            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"/>
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                            Highest in a day at 4
                        </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"/>
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                            Average per day at ~0.10
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                    </section>
                </div>
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            </section>
            <footer>
                <span>These metrics do not include all private contributions</span>
                <span>Last updated 24 Feb 2025, 02:16:40 (timezone UTC) with lowlighter/metrics@3.34.0</span>
            </footer>
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