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                            Activity
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                            808 Commits
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                            1 Pull request reviewed
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                            2 Pull requests opened
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                            27 Issues opened
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                            107 issue comments
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                    <section>
                        <h2 class="field">
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                            Community stats
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                            Member of 3 organizations
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                            Following 18 users
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                            Sponsoring 0 repositories
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                            Starred 67 repositories
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                            Watching 10 repositories
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                            15 Repositories
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                                    Prefers MIT license
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                                    0 Releases
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                                    1 Package
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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>
                                    44.5 MB 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"/>
                                    </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>
                                    20 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>
                                    4 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"/>
                                    </svg>
                                    10 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="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>
                    11 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="387.7451166585776" height="8" fill="#f1e05a"/>
                    <rect mask="url(#languages-bar)" x="387.7451166585776" y="0" width="35.342801071978734" height="8" fill="#4F5D95"/>
                    <rect mask="url(#languages-bar)" x="423.08791773055634" y="0" width="28.570624687867085" height="8" fill="#563d7c"/>
                    <rect mask="url(#languages-bar)" x="451.6585424184234" y="0" width="6.555389084668031" height="8" fill="#3572A5"/>
                    <rect mask="url(#languages-bar)" x="458.21393150309143" y="0" width="1.7860684969085652" height="8" fill="#384d54"/>
                </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="#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="#4F5D95" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        PHP
                    </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 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="#384d54" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Dockerfile
                    </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="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 organization contributions">
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" 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                        <span class="name">@awesome-selfhosted</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@Celendi</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 70
                        </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 ~0.49
                        </div>
                    </section>
                </div>
                <svg version="1.1" xmlns="http://www.w3.org/2000/svg" style="margin-top: -130px;" viewBox="0,0 480,270">
                    <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"/>
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                            <g transform="translate(-1.7, 7)">
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                            <g transform="translate(-3.4, 8)">
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                            <g transform="translate(-5.1, 9)">
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            </section>
            <section>
                <h2 class="field">
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                    Achievements
                </h2>
                <div class="row">
                    <section class="achievements detailed largeable-flex-wrap">
                        <div class="achievement secret largeable-width-half">
                            <div class="icon">
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                                    <defs>
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                                    </svg>
                                </svg>
                            </div>
                            <div class="info">
                                <div class="title">
                                    <span class="prefix"></span>
                                    Automator
                                </div>
                                <div class="text">Use GitHub Actions to automate profile updates</div>
                            </div>
                        </div>
                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics include private contributions</span>
                <span>Last updated 28 Nov 2024, 01:56:14  with lowlighter/metrics@3.34.0</span>
            </footer>
        </div>
        <div xmlns="http://www.w3.org/1999/xhtml" id="metrics-end"></div>
    </foreignObject>
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