github-metrics.svg

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                    <span>Rukchad Wongprayoon</span>
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                            Joined GitHub 5 years ago
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                            Followed by 33 users
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                                <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"/>
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                            Contributed to 47 repositories
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                            Activity
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                                <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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                            2278 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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                            22 Pull requests reviewed
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                                <path fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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                            110 Pull requests opened
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                                <path d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
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                            161 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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                            399 issue comments
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                    </section>
                    <section>
                        <h2 class="field">
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                            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"/>
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                            Member of 2 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 78 users
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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 79 repositories
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                        <div class="field">
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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 108 repositories
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                        <h2 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="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"/>
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                            113 Repositories
                        </h2>
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                            <section>
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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="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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                                    No license preference
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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="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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                                    0 Releases
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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"/>
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                                    9 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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                                    1.69 GB used
                                </div>
                                <div class="field ">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                    0 added, 0 removed
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                                    0 Sponsors
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                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
                                    </svg>
                                    0 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>
                                    0 Forkers
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M1.679 7.932c.412-.621 1.242-1.75 2.366-2.717C5.175 4.242 6.527 3.5 8 3.5c1.473 0 2.824.742 3.955 1.715 1.124.967 1.954 2.096 2.366 2.717a.119.119 0 010 .136c-.412.621-1.242 1.75-2.366 2.717C10.825 11.758 9.473 12.5 8 12.5c-1.473 0-2.824-.742-3.955-1.715C2.92 9.818 2.09 8.69 1.679 8.068a.119.119 0 010-.136zM8 2c-1.981 0-3.67.992-4.933 2.078C1.797 5.169.88 6.423.43 7.1a1.619 1.619 0 000 1.798c.45.678 1.367 1.932 2.637 3.024C4.329 13.008 6.019 14 8 14c1.981 0 3.67-.992 4.933-2.078 1.27-1.091 2.187-2.345 2.637-3.023a1.619 1.619 0 000-1.798c-.45-.678-1.367-1.932-2.637-3.023C11.671 2.992 9.981 2 8 2zm0 8a2 2 0 100-4 2 2 0 000 4z"/>
                                    </svg>
                                    0 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>
                    1 Language
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <small>estimation from 388b of code in 5 edited files across 5 commits</small>
                <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="460" height="8" fill="#ededed"/>
                </svg>
                <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="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                                </svg>
                                Other
                            </div>
                            <small>
                                <div>100%</div>
                            </small>
                        </div>
                    </section>
                    <section>
                    </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="M1.75 1.5a.25.25 0 00-.25.25v12.5c0 .138.112.25.25.25h12.5a.25.25 0 00.25-.25V1.75a.25.25 0 00-.25-.25H1.75zM0 1.75C0 .784.784 0 1.75 0h12.5C15.216 0 16 .784 16 1.75v12.5A1.75 1.75 0 0114.25 16H1.75A1.75 1.75 0 010 14.25V1.75zm9.22 3.72a.75.75 0 000 1.06L10.69 8 9.22 9.47a.75.75 0 101.06 1.06l2-2a.75.75 0 000-1.06l-2-2a.75.75 0 00-1.06 0zM6.78 6.53a.75.75 0 00-1.06-1.06l-2 2a.75.75 0 000 1.06l2 2a.75.75 0 101.06-1.06L5.31 8l1.47-1.47z"/>
                    </svg>
                    7 Gists
                </h2>
                <div class="row">
                    <section class="largeable-column-fields">
                        <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 1.75C4 .784 4.784 0 5.75 0h5.586c.464 0 .909.184 1.237.513l2.914 2.914c.329.328.513.773.513 1.237v8.586A1.75 1.75 0 0114.25 15h-9a.75.75 0 010-1.5h9a.25.25 0 00.25-.25V6h-2.75A1.75 1.75 0 0110 4.25V1.5H5.75a.25.25 0 00-.25.25v2.5a.75.75 0 01-1.5 0v-2.5zm7.5-.188V4.25c0 .138.112.25.25.25h2.688a.252.252 0 00-.011-.013l-2.914-2.914a.272.272 0 00-.013-.011zM5.72 6.72a.75.75 0 000 1.06l1.47 1.47-1.47 1.47a.75.75 0 101.06 1.06l2-2a.75.75 0 000-1.06l-2-2a.75.75 0 00-1.06 0zM3.28 7.78a.75.75 0 00-1.06-1.06l-2 2a.75.75 0 000 1.06l2 2a.75.75 0 001.06-1.06L1.81 9.25l1.47-1.47z"/>
                            </svg>
                            8 Files
                        </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>
                            2 Comments
                        </div>
                    </section>
                    <section class="largeable-column-fields">
                        <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>
                            0 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>
                            0 Forks
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M4.75 0a.75.75 0 01.75.75V2h5V.75a.75.75 0 011.5 0V2h1.25c.966 0 1.75.784 1.75 1.75v10.5A1.75 1.75 0 0113.25 16H2.75A1.75 1.75 0 011 14.25V3.75C1 2.784 1.784 2 2.75 2H4V.75A.75.75 0 014.75 0zm0 3.5h8.5a.25.25 0 01.25.25V6h-11V3.75a.25.25 0 01.25-.25h2zm-2.25 4v6.75c0 .138.112.25.25.25h10.5a.25.25 0 00.25-.25V7.5h-11z"/>
                    </svg>
                    Contributions calendar
                </h2>
                <div class="row">
                    <section>
                    </section>
                    <section>
                        <h3 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
                            </svg>
                            Commits streaks
                        </h3>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M7.998 14.5c2.832 0 5-1.98 5-4.5 0-1.463-.68-2.19-1.879-3.383l-.036-.037c-1.013-1.008-2.3-2.29-2.834-4.434-.322.256-.63.579-.864.953-.432.696-.621 1.58-.046 2.73.473.947.67 2.284-.278 3.232-.61.61-1.545.84-2.403.633a2.788 2.788 0 01-1.436-.874A3.21 3.21 0 003 10c0 2.53 2.164 4.5 4.998 4.5zM9.533.753C9.496.34 9.16.009 8.77.146 7.035.75 4.34 3.187 5.997 6.5c.344.689.285 1.218.003 1.5-.419.419-1.54.487-2.04-.832-.173-.454-.659-.762-1.035-.454C2.036 7.44 1.5 8.702 1.5 10c0 3.512 2.998 6 6.498 6s6.5-2.5 6.5-6c0-2.137-1.128-3.26-2.312-4.438-1.19-1.184-2.436-2.425-2.653-4.81z"/>
                            </svg>
                            Current streak 1 day
                        </div>
                        <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 20 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 36
                        </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 ~1.65
                        </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"/>
                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 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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                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
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                            <g transform="translate(-5.1, 8.333333333333332)">
                                <path fill="#9be9a8" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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                            <g transform="translate(-6.8, 10)">
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                            <g transform="translate(-8.5, 10.833333333333332)">
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                            <g transform="translate(-10.2, 11.666666666666666)">
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                        <g transform="translate(1.7, 1)">
                            <g transform="translate(0, 6)">
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                            <g transform="translate(-1.7, 7)">
                                <path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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                            <g transform="translate(-3.4, 8)">
                                <path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
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                            <g transform="translate(-5.1, 9)">
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                                <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"/>
                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
                            </g>
                            <g transform="translate(-6.8, 10)">
                                <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"/>
                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
                            </g>
                            <g transform="translate(-8.5, 11)">
                                <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"/>
                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
                            </g>
                            <g transform="translate(-10.2, 12)">
                                <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"/>
                                <path fill="#ebedf0" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1 1.7,2 z"/>
                            </g>
                        </g>
                        <g transform="translate(90.1, 53)">
                            <g transform="translate(0, 5.333333333333333)">
                                <path fill="#216e39" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
                                <path fill="#216e39" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,2.6666666666666665 0,1.6666666666666665 z"/>
                                <path fill="#216e39" filter="url(#brightness2)" d="M1.7,2 3.4,1 3.4,1.6666666666666665 1.7,2.6666666666666665 z"/>
                            </g>
                        </g>
                    </g>
                </svg>
            </section>
            <section class="stargazers">
                <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="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>
                    Stargazers
                </h2>
                <div class="row margin-bottom">
                    <section class="column chart">
                        <h3>Total stargazers</h3>
                        <div class="chart-bars">
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                21
                                <div class="bottom">Jan.</div>
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                22
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                23
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                24
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                25
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                26
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                27
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                28
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                29
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                30
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                31
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                1
                                <div class="bottom">Feb.</div>
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                2
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 2.5px; background-color: var(--color-calendar-graph-day-L1-bg)"></div>
                                3
                            </div>
                        </div>
                    </section>
                    <section class="column chart">
                        <h3>New stargazers per 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>
                                21
                                <div class="bottom">Jan.</div>
                            </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 class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                24
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                25
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                26
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                27
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                28
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                29
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                30
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                31
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                1
                                <div class="bottom">Feb.</div>
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                2
                            </div>
                            <div class="entry">
                                <span class="value"></span>
                                <div class="bar" style="height: 0px; background-color: var(--color-calendar-graph-day-L0-bg)"></div>
                                3
                            </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="M2.75 1a.75.75 0 000 1.5h.75v1.25a4.75 4.75 0 001.9 3.8l.333.25c.134.1.134.3 0 .4l-.333.25a4.75 4.75 0 00-1.9 3.8v1.25h-.75a.75.75 0 000 1.5h10.5a.75.75 0 000-1.5h-.75v-1.25a4.75 4.75 0 00-1.9-3.8l-.333-.25a.25.25 0 010-.4l.333-.25a4.75 4.75 0 001.9-3.8V2.5h.75a.75.75 0 000-1.5H2.75zM11 2.5H5v1.25a3.25 3.25 0 001.3 2.6l.333.25c.934.7.934 2.1 0 2.8l-.333.25a3.25 3.25 0 00-1.3 2.6v1.25h6v-1.25a3.25 3.25 0 00-1.3-2.6l-.333-.25a1.75 1.75 0 010-2.8l.333-.25a3.25 3.25 0 001.3-2.6V2.5z"/>
                    </svg>
                    WakaTime
                </h2>
                <div class="row fill-width">
                    <section>
                        <div class="field error">API error: 404</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="M6.415.52a2.678 2.678 0 013.17 0l.928.68c.153.113.33.186.518.215l1.138.175a2.678 2.678 0 012.241 2.24l.175 1.138c.029.187.102.365.215.518l.68.928a2.678 2.678 0 010 3.17l-.68.928a1.179 1.179 0 00-.215.518l-.175 1.138a2.678 2.678 0 01-2.241 2.241l-1.138.175a1.179 1.179 0 00-.518.215l-.928.68a2.678 2.678 0 01-3.17 0l-.928-.68a1.179 1.179 0 00-.518-.215L3.83 14.41a2.678 2.678 0 01-2.24-2.24l-.175-1.138a1.179 1.179 0 00-.215-.518l-.68-.928a2.678 2.678 0 010-3.17l.68-.928a1.17 1.17 0 00.215-.518l.175-1.14a2.678 2.678 0 012.24-2.24l1.138-.175c.187-.029.365-.102.518-.215l.928-.68zm2.282 1.209a1.178 1.178 0 00-1.394 0l-.928.68a2.678 2.678 0 01-1.18.489l-1.136.174a1.178 1.178 0 00-.987.987l-.174 1.137a2.678 2.678 0 01-.489 1.18l-.68.927c-.305.415-.305.98 0 1.394l.68.928c.256.348.423.752.489 1.18l.174 1.136c.078.51.478.909.987.987l1.137.174c.427.066.831.233 1.18.489l.927.68c.415.305.98.305 1.394 0l.928-.68a2.678 2.678 0 011.18-.489l1.136-.174c.51-.078.909-.478.987-.987l.174-1.137c.066-.427.233-.831.489-1.18l.68-.927c.305-.415.305-.98 0-1.394l-.68-.928a2.678 2.678 0 01-.489-1.18l-.174-1.136a1.178 1.178 0 00-.987-.987l-1.137-.174a2.678 2.678 0 01-1.18-.489l-.927-.68zM9 11a1 1 0 11-2 0 1 1 0 012 0zM6.92 6.085c.081-.16.19-.299.34-.398.145-.097.371-.187.74-.187.28 0 .553.087.738.225A.613.613 0 019 6.25c0 .177-.04.264-.077.318a.956.956 0 01-.277.245c-.076.051-.158.1-.258.161l-.007.004c-.093.056-.204.122-.313.195a2.416 2.416 0 00-.692.661.75.75 0 001.248.832.956.956 0 01.276-.245 6.3 6.3 0 01.26-.16l.006-.004c.093-.057.204-.123.313-.195.222-.149.487-.355.692-.662.214-.32.329-.702.329-1.15 0-.76-.36-1.348-.862-1.725A2.76 2.76 0 008 4c-.631 0-1.154.16-1.572.438-.413.276-.68.638-.849.977a.75.75 0 001.342.67z"/>
                    </svg>
                    GitHub Support Community
                </h2>
                <div class="row">
                    <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"/>
                            </svg>
                            Account does not exists on github.community
                        </div>
                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics include private contributions</span>
                <span>Last updated 4 Feb 2025, 00:10:25 (timezone Asia/Bangkok) with lowlighter/metrics@3.34.0</span>
            </footer>
        </div>
        <div xmlns="http://www.w3.org/1999/xhtml" id="metrics-end"></div>
    </foreignObject>
</svg>