metrics.left.svg

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                    <span>Tuan Nguyen</span>
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                            Joined GitHub 6 years ago
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                            Followed by 39 users
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                            Contributed to 21 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"/>
                            </svg>
                            28 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"/>
                                    </svg>
                                    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"/>
                                    </svg>
                                    0 Releases
                                </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="M8.878.392a1.75 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>
                                    1.23 GB 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>
                                    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"/>
                                    </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>
                                    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>
                                    3 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>
                                    7 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="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 2 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 12
                        </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 ~0.21
                        </div>
                    </section>
                </div>
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                                <path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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                                <path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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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"/>
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                        <g transform="translate(90.1, 53)">
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                    </g>
                </svg>
            </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>
                    14 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <small>estimation from 1.02mb of code in 974 edited files across 60 commits</small>
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                <div class="field center horizontal-wrap fill-width">
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#b07219" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Java
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Rust
                    </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="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Go
                    </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="#ff3e00" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Svelte
                    </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="#ededed" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        mcfunction
                    </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="#012456" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        PowerShell
                    </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="#3178c6" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        TypeScript
                    </div>
                    <div class="field center no-wrap language">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                            <path fill="#f1e05a" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        JavaScript
                    </div>
                </div>
            </section>
            <section class="column">
                <h3 class="field">Recently used languages</h3>
                <small>No recent push activity found</small>
                <div class="field center horizontal-wrap fill-width">
                </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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" width="16" height="16" />
                        <span class="name">@vncommunityleague</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@MangoPlex</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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width="16" height="16" />
                        <span class="name">@phomc</span>
                    </div>
                </div>
            </section>
            <section>
                <h2 class="field">
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                        <path fill-rule="evenodd" d="M6 2a.75.75 0 01.696.471L10 10.731l1.304-3.26A.75.75 0 0112 7h3.25a.75.75 0 010 1.5h-2.742l-1.812 4.528a.75.75 0 01-1.392 0L6 4.77 4.696 8.03A.75.75 0 014 8.5H.75a.75.75 0 010-1.5h2.742l1.812-4.529A.75.75 0 016 2z"/>
                    </svg>
                    <span class="followup-title">Overall issues and pull requests status</span>
                </h2>
            </section>
            <div class="column largeable">
                <h3>On Tuan Nguyen's repositories</h3>
                <div class="row fill-width">
                    <section class="column">
                        <h3 class="no-margin-top">Issues</h3>
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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="M5.5 3.5a2 2 0 100 4 2 2 0 000-4zM2 5.5a3.5 3.5 0 115.898 2.549 5.507 5.507 0 013.034 4.084.75.75 0 11-1.482.235 4.001 4.001 0 00-7.9 0 .75.75 0 01-1.482-.236A5.507 5.507 0 013.102 8.05 3.49 3.49 0 012 5.5zM11 4a.75.75 0 100 1.5 1.5 1.5 0 01.666 2.844.75.75 0 00-.416.672v.352a.75.75 0 00.574.73c1.2.289 2.162 1.2 2.522 2.372a.75.75 0 101.434-.44 5.01 5.01 0 00-2.56-3.012A3 3 0 0011 4z"/>
                            </svg>
                            From communities
                        </div>
                        <div class="followup legend field fill-width">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#238636" d="M8 9.5a1.5 1.5 0 100-3 1.5 1.5 0 000 3z"/>
                                    <path fill="#238636" fill-rule="evenodd" d="M8 0a8 8 0 100 16A8 8 0 008 0zM1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0z"/>
                                </svg>
                                <span class="no-wrap">0 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8957e5" d="M11.28 6.78a.75.75 0 00-1.06-1.06L7.25 8.69 5.78 7.22a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l3.5-3.5z"/>
                                    <path fill="#8957e5" fill-rule="evenodd" d="M16 8A8 8 0 110 8a8 8 0 0116 0zm-1.5 0a6.5 6.5 0 11-13 0 6.5 6.5 0 0113 0z"/>
                                </svg>
                                <span class="no-wrap">0 <small>closed</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M6.749.097a8.054 8.054 0 012.502 0 .75.75 0 11-.233 1.482 6.554 6.554 0 00-2.036 0A.75.75 0 016.749.097zM4.345 1.693A.75.75 0 014.18 2.74a6.542 6.542 0 00-1.44 1.44.75.75 0 01-1.212-.883 8.042 8.042 0 011.769-1.77.75.75 0 011.048.166zm7.31 0a.75.75 0 011.048-.165 8.04 8.04 0 011.77 1.769.75.75 0 11-1.214.883 6.542 6.542 0 00-1.439-1.44.75.75 0 01-.165-1.047zM.955 6.125a.75.75 0 01.624.857 6.554 6.554 0 000 2.036.75.75 0 01-1.482.233 8.054 8.054 0 010-2.502.75.75 0 01.858-.624zm14.09 0a.75.75 0 01.858.624 8.057 8.057 0 010 2.502.75.75 0 01-1.482-.233 6.55 6.55 0 000-2.036.75.75 0 01.624-.857zm-13.352 5.53a.75.75 0 011.048.165 6.542 6.542 0 001.439 1.44.75.75 0 01-.883 1.212 8.04 8.04 0 01-1.77-1.769.75.75 0 01.166-1.048zm12.614 0a.75.75 0 01.165 1.048 8.038 8.038 0 01-1.769 1.77.75.75 0 11-.883-1.214 6.543 6.543 0 001.44-1.439.75.75 0 011.047-.165zm-8.182 3.39a.75.75 0 01.857-.624 6.55 6.55 0 002.036 0 .75.75 0 01.233 1.482 8.057 8.057 0 01-2.502 0 .75.75 0 01-.624-.858z"/>
                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zm3.28 5.78a.75.75 0 00-1.06-1.06l-5.5 5.5a.75.75 0 101.06 1.06l5.5-5.5z"/>
                                </svg>
                                <span class="no-wrap">0 <small>skipped</small></span>
                            </div>
                        </div>
                        <div class="field blue fill-width">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M13.25 0a.75.75 0 01.75.75V2h1.25a.75.75 0 010 1.5H14v1.25a.75.75 0 01-1.5 0V3.5h-1.25a.75.75 0 010-1.5h1.25V.75a.75.75 0 01.75-.75zM5.5 4a2 2 0 100 4 2 2 0 000-4zm2.4 4.548a3.5 3.5 0 10-4.799 0 5.527 5.527 0 00-3.1 4.66.75.75 0 101.498.085A4.01 4.01 0 015.5 9.5a4.01 4.01 0 014.001 3.793.75.75 0 101.498-.086 5.527 5.527 0 00-3.1-4.659z"/>
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                            From self and collaborators
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                        <div class="followup legend field fill-width">
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                                <span class="no-wrap">0 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#d2a8ff" d="M11.28 6.78a.75.75 0 00-1.06-1.06L7.25 8.69 5.78 7.22a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l3.5-3.5z"/>
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                                </svg>
                                <span class="no-wrap">0 <small>closed</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#c9d1d9" d="M6.749.097a8.054 8.054 0 012.502 0 .75.75 0 11-.233 1.482 6.554 6.554 0 00-2.036 0A.75.75 0 016.749.097zM4.345 1.693A.75.75 0 014.18 2.74a6.542 6.542 0 00-1.44 1.44.75.75 0 01-1.212-.883 8.042 8.042 0 011.769-1.77.75.75 0 011.048.166zm7.31 0a.75.75 0 011.048-.165 8.04 8.04 0 011.77 1.769.75.75 0 11-1.214.883 6.542 6.542 0 00-1.439-1.44.75.75 0 01-.165-1.047zM.955 6.125a.75.75 0 01.624.857 6.554 6.554 0 000 2.036.75.75 0 01-1.482.233 8.054 8.054 0 010-2.502.75.75 0 01.858-.624zm14.09 0a.75.75 0 01.858.624 8.057 8.057 0 010 2.502.75.75 0 01-1.482-.233 6.55 6.55 0 000-2.036.75.75 0 01.624-.857zm-13.352 5.53a.75.75 0 011.048.165 6.542 6.542 0 001.439 1.44.75.75 0 01-.883 1.212 8.04 8.04 0 01-1.77-1.769.75.75 0 01.166-1.048zm12.614 0a.75.75 0 01.165 1.048 8.038 8.038 0 01-1.769 1.77.75.75 0 11-.883-1.214 6.543 6.543 0 001.44-1.439.75.75 0 011.047-.165zm-8.182 3.39a.75.75 0 01.857-.624 6.55 6.55 0 002.036 0 .75.75 0 01.233 1.482 8.057 8.057 0 01-2.502 0 .75.75 0 01-.624-.858z"/>
                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#c9d1d9" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM8 0a8 8 0 100 16A8 8 0 008 0zm3.28 5.78a.75.75 0 00-1.06-1.06l-5.5 5.5a.75.75 0 101.06 1.06l5.5-5.5z"/>
                                </svg>
                                <span class="no-wrap">0 <small>skipped</small></span>
                            </div>
                        </div>
                    </section>
                    <section class="column">
                        <h3 class="no-margin-top">Pull requests</h3>
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                            <rect mask="url(#pr-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
                            <rect mask="url(#issues-bar)" x="0" y="0" width="0" height="8" fill="#238636"/>
                            <rect mask="url(#issues-bar)" x="0" y="0" width="132" height="8" fill="#56d364"/>
                            <rect mask="url(#issues-bar)" x="132" y="0" width="0" height="8" fill="#8B949E"/>
                            <rect mask="url(#issues-bar)" x="132" y="0" width="0" height="8" fill="#c9d1d9"/>
                            <rect mask="url(#issues-bar)" x="132" y="0" width="0" height="8" fill="#da3633"/>
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                            <rect mask="url(#issues-bar)" x="220" y="0" width="0" height="8" fill="#d2a8ff"/>
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                        <div class="field blue fill-width">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M5.5 3.5a2 2 0 100 4 2 2 0 000-4zM2 5.5a3.5 3.5 0 115.898 2.549 5.507 5.507 0 013.034 4.084.75.75 0 11-1.482.235 4.001 4.001 0 00-7.9 0 .75.75 0 01-1.482-.236A5.507 5.507 0 013.102 8.05 3.49 3.49 0 012 5.5zM11 4a.75.75 0 100 1.5 1.5 1.5 0 01.666 2.844.75.75 0 00-.416.672v.352a.75.75 0 00.574.73c1.2.289 2.162 1.2 2.522 2.372a.75.75 0 101.434-.44 5.01 5.01 0 00-2.56-3.012A3 3 0 0011 4z"/>
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                            From communities
                        </div>
                        <div class="followup legend field fill-width">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#238636" fill-rule="evenodd" d="M7.177 3.073L9.573.677A.25.25 0 0110 .854v4.792a.25.25 0 01-.427.177L7.177 3.427a.25.25 0 010-.354zM3.75 2.5a.75.75 0 100 1.5.75.75 0 000-1.5zm-2.25.75a2.25 2.25 0 113 2.122v5.256a2.251 2.251 0 11-1.5 0V5.372A2.25 2.25 0 011.5 3.25zM11 2.5h-1V4h1a1 1 0 011 1v5.628a2.251 2.251 0 101.5 0V5A2.5 2.5 0 0011 2.5zm1 10.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.75 12a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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                                <span class="no-wrap">3 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8957e5" fill-rule="evenodd" d="M5 3.254V3.25v.005a.75.75 0 110-.005v.004zm.45 1.9a2.25 2.25 0 10-1.95.218v5.256a2.25 2.25 0 101.5 0V7.123A5.735 5.735 0 009.25 9h1.378a2.251 2.251 0 100-1.5H9.25a4.25 4.25 0 01-3.8-2.346zM12.75 9a.75.75 0 100-1.5.75.75 0 000 1.5zm-8.5 4.5a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
                                </svg>
                                <span class="no-wrap">0 <small>merged</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#8B949E" d="M2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5zm9.5 3a2.25 2.25 0 100-4.5 2.25 2.25 0 000 4.5zm0-3a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
                                    <path d="M14 7.5a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0zm0-4.25a1.25 1.25 0 11-2.5 0 1.25 1.25 0 012.5 0z"/>
                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#da3633" fill-rule="evenodd" d="M10.72 1.227a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.061l-.97.97.97.97a.75.75 0 01-1.06 1.06l-.97-.97-.97.97a.75.75 0 11-1.06-1.06l.97-.97-.97-.97a.75.75 0 010-1.06zM12.75 6.5a.75.75 0 00-.75.75v3.378a2.251 2.251 0 101.5 0V7.25a.75.75 0 00-.75-.75zm0 5.5a.75.75 0 100 1.5.75.75 0 000-1.5zM2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
                                </svg>
                                <span class="no-wrap">2 <small>closed</small></span>
                            </div>
                        </div>
                        <div class="field blue fill-width">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M13.25 0a.75.75 0 01.75.75V2h1.25a.75.75 0 010 1.5H14v1.25a.75.75 0 01-1.5 0V3.5h-1.25a.75.75 0 010-1.5h1.25V.75a.75.75 0 01.75-.75zM5.5 4a2 2 0 100 4 2 2 0 000-4zm2.4 4.548a3.5 3.5 0 10-4.799 0 5.527 5.527 0 00-3.1 4.66.75.75 0 101.498.085A4.01 4.01 0 015.5 9.5a4.01 4.01 0 014.001 3.793.75.75 0 101.498-.086 5.527 5.527 0 00-3.1-4.659z"/>
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                            From self and collaborators
                        </div>
                        <div class="followup legend field fill-width">
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#56d364" 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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                                <span class="no-wrap">3 <small>open</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#d2a8ff" fill-rule="evenodd" d="M5 3.254V3.25v.005a.75.75 0 110-.005v.004zm.45 1.9a2.25 2.25 0 10-1.95.218v5.256a2.25 2.25 0 101.5 0V7.123A5.735 5.735 0 009.25 9h1.378a2.251 2.251 0 100-1.5H9.25a4.25 4.25 0 01-3.8-2.346zM12.75 9a.75.75 0 100-1.5.75.75 0 000 1.5zm-8.5 4.5a.75.75 0 100-1.5.75.75 0 000 1.5z"/>
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                                <span class="no-wrap">0 <small>merged</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#c9d1d9" d="M2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5zm9.5 3a2.25 2.25 0 100-4.5 2.25 2.25 0 000 4.5zm0-3a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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                                </svg>
                                <span class="no-wrap">0 <small>drafts</small></span>
                            </div>
                            <div class="field">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                    <path fill="#ff7b72" fill-rule="evenodd" d="M10.72 1.227a.75.75 0 011.06 0l.97.97.97-.97a.75.75 0 111.06 1.061l-.97.97.97.97a.75.75 0 01-1.06 1.06l-.97-.97-.97.97a.75.75 0 11-1.06-1.06l.97-.97-.97-.97a.75.75 0 010-1.06zM12.75 6.5a.75.75 0 00-.75.75v3.378a2.251 2.251 0 101.5 0V7.25a.75.75 0 00-.75-.75zm0 5.5a.75.75 0 100 1.5.75.75 0 000-1.5zM2.5 3.25a.75.75 0 111.5 0 .75.75 0 01-1.5 0zM3.25 1a2.25 2.25 0 00-.75 4.372v5.256a2.251 2.251 0 101.5 0V5.372A2.25 2.25 0 003.25 1zm0 11a.75.75 0 100 1.5.75.75 0 000-1.5z"/>
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                                <span class="no-wrap">2 <small>closed</small></span>
                            </div>
                        </div>
                    </section>
                </div>
            </div>
        </div>
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