github-metrics.svg

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" width="20" height="20" />
                    <span>Pfuenzle</span>
                </h1>
                <div class="row">
                    <section>
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                            Joined GitHub 9 years ago
                        </div>
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                            Followed by 18 users
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                    </section>
                    <section>
                        <div class="field calendar">
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                            Contributed to 14 repositories
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                            Activity
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                            316 Commits
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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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                            0 Pull requests reviewed
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                            8 Pull requests opened
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                            5 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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                            232 issue comments
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                    </section>
                    <section>
                        <h2 class="field">
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                            Community stats
                        </h2>
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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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                            Member of 0 organizations
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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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                            Following 50 users
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                            Sponsoring 0 repositories
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                            Starred 296 repositories
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                            Watching 37 repositories
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                            31 Repositories
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                                    No license preference
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                                    64 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"/>
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                                    1.13 GB used
                                </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
                                </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"/>
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                                    55 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"/>
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                                    25 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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                                    34 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 Pfuenzle</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="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"/>
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                                </svg>
                                <span class="no-wrap">7 <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">25 <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">
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                        <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">30 <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">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">6 <small>closed</small></span>
                            </div>
                        </div>
                    </section>
                </div>
            </div>
            <div class="column largeable">
                <h3>On Pfuenzle'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">
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                                <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">11 <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">20 <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">
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                        <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"/>
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                                <span class="no-wrap">14 <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">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">1 <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">
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                    </svg>
                    10 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">
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                    <rect mask="url(#languages-bar)" x="457.7447258817704" y="0" width="2.255274118229566" 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="#b07219" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Java
                    </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="#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="#384d54" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Dockerfile
                    </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="#f1e05a" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        JavaScript
                    </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="#f34b7d" 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="#563d7c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        CSS
                    </div>
                </div>
            </section>
            <section class="habits">
                <h2 class="field wrap">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                    </svg>
                    Recent coding habits
                </h2>
                <div class="row">
                    <ul class="facts">
                    </ul>
                </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">
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                                <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"/>
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                            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"/>
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                            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">
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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">
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                            Highest in a day at 3
                        </div>
                        <div class="field">
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                            Average per day at ~0.08
                        </div>
                    </section>
                </div>
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                <h2 class="field">
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                    Recent activity
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                                        Starred
                                        <span class="repo">Namo2/InPlayerEpisodePreview</span>
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                                        <span class="repo">jwueller/jellyfin-plugin-onepace</span>
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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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                                    <div class="content">
                                        Commented on
                                        <span class="issue">#111 Wallet Database Improvement Tracking Issue</span>
                                    </div>
                                </div>
                                <div class="details">
                                    <div>opened by rom4ster in <span class="repo">KieronQuinn/ClassicPowerMenu</span></div>
                                    <div class="comment">Technically there is a time attached, the ticket is valid from 01.XX.2024 to 01.(XX+1).2024, but I guess its different than how movie or concert ticket times are handled in Wallet.
@Philip2809 Sorry for tagging you here, but you wrote the new Wallet Integration code.
Do you think it would be possible for you to add support for all kinds of valuables in CPM, like in the commit above for Smartspacer?
If not, no worries and thanks for your done work :)</div>
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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"/>
                                    </svg>
                                    <div class="content">
                                        Commented on
                                        <span class="issue">#111 Wallet Database Improvement Tracking Issue</span>
                                    </div>
                                </div>
                                <div class="details">
                                    <div>opened by rom4ster in <span class="repo">KieronQuinn/ClassicPowerMenu</span></div>
                                    <div class="comment">Hm weird, my "Deutschlandticket" (German bus/train ticket) isn't shown on the carousel, and also doesn't show up under "Manage Accounts &amp; Loyalty Cards" in the new update. 
It also didn't show up in Smartspacer in the Google Wallet (Static) section until the newest update there, now it shows up in the selection under "Transit Card", maybe thats a different type of card then?</div>
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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"/>
                                    </svg>
                                    <div class="content">
                                        Commented on
                                        <span class="issue">#111 Wallet Database Improvement Tracking Issue</span>
                                    </div>
                                </div>
                                <div class="details">
                                    <div>opened by rom4ster in <span class="repo">KieronQuinn/ClassicPowerMenu</span></div>
                                    <div class="comment">Thanks for implementing this feature, it is great to have it again :D
One question though, would it be possible with this implementation to also show time sensitive passes like tickets etc.?
Smartspacer added the feature in this commit https://github.com/KieronQuinn/SmartspacerPlugins/commit/96b7693de8e45aa55cf6d52b2142914ccb5d0fe4
Not sure if its too much work the implement here.
Thanks a lot anyways :D</div>
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