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                    <span>TRC Loop // AK</span>
                </h1>
                <div class="row">
                    <section>
                        <div class="field ">
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                            Joined GitHub 3 years ago
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                            Followed by 5 users
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                            Contributed to 24 repositories
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            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <section>
                        <h2 class="field">
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                            Activity
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                            273 Commits
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                            2 Pull requests reviewed
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                        <div class="field">
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                            7 Pull requests opened
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                            2 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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                            8 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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                                <path fill-rule="evenodd" d="M1.5 14.25c0 .138.112.25.25.25H4v-1.25a.75.75 0 01.75-.75h2.5a.75.75 0 01.75.75v1.25h2.25a.25.25 0 00.25-.25V1.75a.25.25 0 00-.25-.25h-8.5a.25.25 0 00-.25.25v12.5zM1.75 16A1.75 1.75 0 010 14.25V1.75C0 .784.784 0 1.75 0h8.5C11.216 0 12 .784 12 1.75v12.5c0 .085-.006.168-.018.25h2.268a.25.25 0 00.25-.25V8.285a.25.25 0 00-.111-.208l-1.055-.703a.75.75 0 11.832-1.248l1.055.703c.487.325.779.871.779 1.456v5.965A1.75 1.75 0 0114.25 16h-3.5a.75.75 0 01-.197-.026c-.099.017-.2.026-.303.026h-3a.75.75 0 01-.75-.75V14h-1v1.25a.75.75 0 01-.75.75h-3zM3 3.75A.75.75 0 013.75 3h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 3.75zM3.75 6a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM3 9.75A.75.75 0 013.75 9h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 9.75zM7.75 9a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM7 6.75A.75.75 0 017.75 6h.5a.75.75 0 010 1.5h-.5A.75.75 0 017 6.75zM7.75 3a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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                            Member of 1 organization
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                        <div class="field">
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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 13 users
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                            <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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                            Sponsoring 0 repositories
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                                <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
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                            Starred 21 repositories
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                                <path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
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                            Watching 52 repositories
                        </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>
                            54 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"/>
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                                    Prefers MIT license
                                </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"/>
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                                    14 Releases
                                </div>
                                <div class="field">
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                                        <path fill-rule="evenodd" d="M8.878.392a1.75 1.75 0 00-1.756 0l-5.25 3.045A1.75 1.75 0 001 4.951v6.098c0 .624.332 1.2.872 1.514l5.25 3.045a1.75 1.75 0 001.756 0l5.25-3.045c.54-.313.872-.89.872-1.514V4.951c0-.624-.332-1.2-.872-1.514L8.878.392zM7.875 1.69a.25.25 0 01.25 0l4.63 2.685L8 7.133 3.245 4.375l4.63-2.685zM2.5 5.677v5.372c0 .09.047.171.125.216l4.625 2.683V8.432L2.5 5.677zm6.25 8.271l4.625-2.683a.25.25 0 00.125-.216V5.677L8.75 8.432v5.516z"/>
                                    </svg>
                                    0 Packages
                                </div>
                                <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>
                                    186 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"/>
                                    </svg>
                                    14.7k added, 2.59k 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"/>
                                    </svg>
                                    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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                                    16 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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                                    0 Forkers
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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="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>
                                    52 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">
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                    14 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="460" height="8">
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                <div class="row fill-width">
                    <section>
                        <div class="field language details">
                            <div class="field">
                                <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>
                            <small>
                                <div>196 kB</div>
                                <div>49.85%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <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>
                            <small>
                                <div>48.4 kB</div>
                                <div>12.29%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#945db7" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                Visual Basic .NET
                            </div>
                            <small>
                                <div>26.8 kB</div>
                                <div>6.81%</div>
                            </small>
                        </div>
                    </section>
                    <section>
                        <div class="field language details">
                            <div class="field">
                                <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>
                            <small>
                                <div>82.6 kB</div>
                                <div>21%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <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>
                            <small>
                                <div>29.9 kB</div>
                                <div>7.6%</div>
                            </small>
                        </div>
                        <div class="field language details">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#663399" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                CSS
                            </div>
                            <small>
                                <div>9.69 kB</div>
                                <div>2.46%</div>
                            </small>
                        </div>
                    </section>
                </div>
            </section>
            <section class="habits">
                <h2 class="field wrap">
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                    Recent coding habits
                    <small class="h-details">(computed from last 5 commits)</small>
                </h2>
                <div class="row">
                    <ul class="facts">
                        <li>Mostly pushes code around 11:00</li>
                        <li>Mostly active on Sunday</li>
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                </div>
            </section>
            <section class="habits">
                <div class="column chart largeable">
                    <h3>Commit activity per hour of day</h3>
                    <div class="row margin-bottom">
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                                <text transform="translate(10,6)" x="362.17391304347825" y="105" fill="rgba(127, 127, 127, .8)"/>
                                <text transform="translate(10,6)" x="381.7391304347826" y="105" fill="rgba(127, 127, 127, .8)"/>
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                                <text transform="translate(10,6)" x="440.4347826086956" y="57.5" fill="rgba(127, 127, 127, .8)">1</text>
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                        </svg>
                    </div>
                </div>
                <div class="row largeable">
                    <section class="column chart">
                        <h3>Commit activity per day of week</h3>
                        <div class="margin-bottom">
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                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Sun</text>
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                                    <g class="tick" opacity="1" transform="translate(41.5,0)">
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                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Mon</text>
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                                    <g class="tick" opacity="1" transform="translate(72.5,0)">
                                        <line stroke="currentColor" y2="6" stroke-opacity="0.5"/>
                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Tue</text>
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                                    <g class="tick" opacity="1" transform="translate(103.5,0)">
                                        <line stroke="currentColor" y2="6" stroke-opacity="0.5"/>
                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Wed</text>
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                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Thu</text>
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                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Fri</text>
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                                        <line stroke="currentColor" y2="6" stroke-opacity="0.5"/>
                                        <text fill="rgba(127, 127, 127, .8)" y="9" dy="0.71em" transform="translate(-5,5) rotate(-45)" style="text-anchor: end;">Sat</text>
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                                </g>
                                <g transform="translate(10,10)" fill="none" font-size="10" font-family="sans-serif" text-anchor="start">
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                                        <line stroke="currentColor" x2="196" stroke-opacity="0.5" stroke-dasharray="2,2"/>
                                        <text fill="rgba(127, 127, 127, .8)" x="0" dy="-4">2.0</text>
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                                    <g class="tick" opacity="1" transform="translate(0,34.25)">
                                        <line stroke="currentColor" x2="196" stroke-opacity="0.5" stroke-dasharray="2,2"/>
                                        <text fill="rgba(127, 127, 127, .8)" x="0" dy="-4">1.5</text>
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                                    <g class="tick" opacity="1" transform="translate(0,58)">
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                                        <text fill="rgba(127, 127, 127, .8)" x="0" dy="-4">1.0</text>
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                                    <g class="tick" opacity="1" transform="translate(0,81.75)">
                                        <line stroke="currentColor" x2="196" stroke-opacity="0.5" stroke-dasharray="2,2"/>
                                        <text fill="rgba(127, 127, 127, .8)" x="0" dy="-4">0.5</text>
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                                    <g class="tick" opacity="1" transform="translate(0,105.5)">
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                                        <text fill="rgba(127, 127, 127, .8)" x="0" dy="-4">0.0</text>
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                                <path transform="translate(10,10)" d="M10,10L41,105L72,105L103,105L134,105L165,57.5L196,10" fill="transparent" stroke="#87ceeb" stroke-width="2"/>
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                                    <circle transform="translate(10,10)" cx="41" cy="105" r="2" fill="#106cbc"/>
                                    <circle transform="translate(10,10)" cx="72" cy="105" r="2" fill="#106cbc"/>
                                    <circle transform="translate(10,10)" cx="103" cy="105" r="2" fill="#106cbc"/>
                                    <circle transform="translate(10,10)" cx="134" cy="105" r="2" fill="#106cbc"/>
                                    <circle transform="translate(10,10)" cx="165" cy="57.5" r="2" fill="#106cbc"/>
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                                    <text transform="translate(10,6)" x="10" y="10" fill="rgba(127, 127, 127, .8)">2</text>
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                                    <text transform="translate(10,6)" x="103" y="105" fill="rgba(127, 127, 127, .8)"/>
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                                    <text transform="translate(10,6)" x="165" y="57.5" fill="rgba(127, 127, 127, .8)">1</text>
                                    <text transform="translate(10,6)" x="196" y="10" fill="rgba(127, 127, 127, .8)">2</text>
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                            </svg>
                        </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">
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                    </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"/>
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                            Commits streaks
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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 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 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"/>
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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 21
                        </div>
                        <div class="field">
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                            Average per day at ~0.56
                        </div>
                    </section>
                </div>
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            </section>
            <section>
                <h2 class="field">
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                        <path d="M10.75 9a.75.75 0 000 1.5h1.5a.75.75 0 000-1.5h-1.5z"/>
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                    Stock prices
                </h2>
                <div class="row fill-width">
                    <section>
                        <div class="field error">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M2.343 13.657A8 8 0 1113.657 2.343 8 8 0 012.343 13.657zM6.03 4.97a.75.75 0 00-1.06 1.06L6.94 8 4.97 9.97a.75.75 0 101.06 1.06L8 9.06l1.97 1.97a.75.75 0 101.06-1.06L9.06 8l1.97-1.97a.75.75 0 10-1.06-1.06L8 6.94 6.03 4.97z"/>
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                            API token is not set
                        </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="M9.598 1.591a.75.75 0 01.785-.175 7 7 0 11-8.967 8.967.75.75 0 01.961-.96 5.5 5.5 0 007.046-7.046.75.75 0 01.175-.786zm1.616 1.945a7 7 0 01-7.678 7.678 5.5 5.5 0 107.678-7.678z"/>
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                    Fortune
                </h2>
                <div class="row">
                    <section class="largeable-column-fields">
                        <div class="field" style="padding-left: 31px">
                            <b style="color: #43FD3B">Your fortune: Good news will come to you by mail</b>
                        </div>
                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics include private contributions</span>
                <span>Last updated 30 Dec 2024, 04:18:37 (timezone Europe/Berlin) 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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