metrics.svg

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                    <span>Max</span>
                </h1>
                <div class="row">
                    <section>
                        <div class="field ">
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                            Joined GitHub 10 years ago
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                            Followed by 13 users
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                    <section>
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                            Contributed to 21 repositories
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            </section>
            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <section>
                        <h2 class="field">
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                            Activity
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                            30273 Commits
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                            209 Pull requests reviewed
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                        <div class="field">
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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"/>
                            </svg>
                            73 Pull requests opened
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
                                <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"/>
                            </svg>
                            6 Issues opened
                        </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 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>
                            264 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"/>
                                <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"/>
                            </svg>
                            Community stats
                        </h2>
                        <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="M1.5 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"/>
                            </svg>
                            Member of 2 organizations
                        </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="M5.5 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"/>
                            </svg>
                            Following 7 users
                        </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="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>
                            Sponsoring 0 repositories
                        </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>
                            Starred 186 repositories
                        </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>
                            Watching 24 repositories
                        </div>
                    </section>
                </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">
                        <path fill-rule="evenodd" d="M8 1.5c-2.363 0-4 1.69-4 3.75 0 .984.424 1.625.984 2.304l.214.253c.223.264.47.556.673.848.284.411.537.896.621 1.49a.75.75 0 01-1.484.211c-.04-.282-.163-.547-.37-.847a8.695 8.695 0 00-.542-.68c-.084-.1-.173-.205-.268-.32C3.201 7.75 2.5 6.766 2.5 5.25 2.5 2.31 4.863 0 8 0s5.5 2.31 5.5 5.25c0 1.516-.701 2.5-1.328 3.259-.095.115-.184.22-.268.319-.207.245-.383.453-.541.681-.208.3-.33.565-.37.847a.75.75 0 01-1.485-.212c.084-.593.337-1.078.621-1.489.203-.292.45-.584.673-.848.075-.088.147-.173.213-.253.561-.679.985-1.32.985-2.304 0-2.06-1.637-3.75-4-3.75zM6 15.25a.75.75 0 01.75-.75h2.5a.75.75 0 010 1.5h-2.5a.75.75 0 01-.75-.75zM5.75 12a.75.75 0 000 1.5h4.5a.75.75 0 000-1.5h-4.5z"/>
                    </svg>
                    Recent coding habits
                    <small class="h-details">(computed from last 48 commits)</small>
                </h2>
                <div class="row">
                    <ul class="facts">
                        <li>Mostly pushes code around 13:00</li>
                        <li>Mostly active on Tuesday</li>
                    </ul>
                </div>
            </section>
            <section class="habits">
                <div class="column chart largeable">
                    <h3>Commit activity per hour of day</h3>
                    <div class="chart-bars">
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            00
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            01
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            02
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            03
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            04
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            05
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            06
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            07
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            08
                        </div>
                        <div class="entry">
                            <span class="value">4</span>
                            <div class="bar" style="height: 25px; background-color: var(--color-calendar-graph-day-L2-bg)"></div>
                            09
                        </div>
                        <div class="entry">
                            <span class="value">6</span>
                            <div class="bar" style="height: 37.5px; background-color: var(--color-calendar-graph-day-L3-bg)"></div>
                            10
                        </div>
                        <div class="entry">
                            <span class="value">6</span>
                            <div class="bar" style="height: 37.5px; background-color: var(--color-calendar-graph-day-L3-bg)"></div>
                            11
                        </div>
                        <div class="entry">
                            <span class="value">5</span>
                            <div class="bar" style="height: 31.25px; background-color: var(--color-calendar-graph-day-L3-bg)"></div>
                            12
                        </div>
                        <div class="entry">
                            <span class="value">8</span>
                            <div class="bar" style="height: 50px; background-color: var(--color-calendar-graph-day-L4-bg)"></div>
                            13
                        </div>
                        <div class="entry">
                            <span class="value">7</span>
                            <div class="bar" style="height: 43.75px; background-color: var(--color-calendar-graph-day-L4-bg)"></div>
                            14
                        </div>
                        <div class="entry">
                            <span class="value">2</span>
                            <div class="bar" style="height: 12.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                            15
                        </div>
                        <div class="entry">
                            <span class="value">2</span>
                            <div class="bar" style="height: 12.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                            16
                        </div>
                        <div class="entry">
                            <span class="value">1</span>
                            <div class="bar" style="height: 6.25px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                            17
                        </div>
                        <div class="entry">
                            <span class="value">3</span>
                            <div class="bar" style="height: 18.75px; background-color: var(--color-calendar-graph-day-L2-bg)"></div>
                            18
                        </div>
                        <div class="entry">
                            <span class="value">4</span>
                            <div class="bar" style="height: 25px; background-color: var(--color-calendar-graph-day-L2-bg)"></div>
                            19
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            20
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            21
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            22
                        </div>
                        <div class="entry">
                            <span class="value"></span>
                            <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                            23
                        </div>
                    </div>
                </div>
                <div class="row largeable">
                    <section class="column chart">
                        <h3>Commit activity per day of week</h3>
                        <div class="chart-bars">
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                Sun
                            </div>
                            <div class="entry">
                                <span class="value">12</span>
                                <div class="bar" style="height: 35.294117647058826px; background-color: var(--color-calendar-graph-day-L3-bg)"></div>
                                Mon
                            </div>
                            <div class="entry">
                                <span class="value">17</span>
                                <div class="bar" style="height: 50px; background-color: var(--color-calendar-graph-day-L4-bg)"></div>
                                Tue
                            </div>
                            <div class="entry">
                                <span class="value">5</span>
                                <div class="bar" style="height: 14.705882352941178px; background-color: var(--color-calendar-graph-day-L2-bg)"></div>
                                Wed
                            </div>
                            <div class="entry">
                                <span class="value">3</span>
                                <div class="bar" style="height: 8.823529411764707px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                Thu
                            </div>
                            <div class="entry">
                                <span class="value">10</span>
                                <div class="bar" style="height: 29.411764705882355px; background-color: var(--color-calendar-graph-day-L3-bg)"></div>
                                Fri
                            </div>
                            <div class="entry">
                                <span class="value">1</span>
                                <div class="bar" style="height: 2.941176470588235px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                Sat
                            </div>
                        </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>
                        <svg class="calendar" version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0,0 795,130">
                            <g transform="translate(0, 14)">
                                <text x="0" y="0">2024</text>
                                <g transform="translate(0, 0)">
                                    <rect class="day" x="0" y="4" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="19" width="11" height="11" fill="#216e39" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="34" width="11" height="11" fill="#40c463" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="49" width="11" height="11" fill="#30a14e" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="64" width="11" height="11" fill="#40c463" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="79" width="11" height="11" fill="#40c463" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="94" width="11" height="11" fill="#30a14e" rx="2" ry="2"/>
                                </g>
                                <g transform="translate(15, 0)">
                                    <rect class="day" x="0" y="4" width="11" height="11" fill="#ebedf0" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="19" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="34" width="11" height="11" fill="#216e39" rx="2" ry="2"/>
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                                    <rect class="day" x="0" y="94" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
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                                <g transform="translate(30, 0)">
                                    <rect class="day" x="0" y="4" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
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                                    <rect class="day" x="0" y="94" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
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                                <g transform="translate(45, 0)">
                                    <rect class="day" x="0" y="4" width="11" height="11" fill="#30a14e" rx="2" ry="2"/>
                                    <rect class="day" x="0" y="19" width="11" height="11" fill="#9be9a8" rx="2" ry="2"/>
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