general.svg

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    <defs>
        <style/>
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    <style/>
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            <section>
                <h1 class="field">
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" width="20" height="20" />
                    <span>Arif Yunando S. (Soen)</span>
                </h1>
                <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="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 0zm.5 4.75a.75.75 0 00-1.5 0v3.5a.75.75 0 00.471.696l2.5 1a.75.75 0 00.557-1.392L8.5 7.742V4.75z"/>
                            </svg>
                            Joined GitHub 3 years ago
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M5.5 3.5a2 2 0 100 4 2 2 0 000-4zM2 5.5a3.5 3.5 0 115.898 2.549 5.507 5.507 0 013.034 4.084.75.75 0 11-1.482.235 4.001 4.001 0 00-7.9 0 .75.75 0 01-1.482-.236A5.507 5.507 0 013.102 8.05 3.49 3.49 0 012 5.5zM11 4a.75.75 0 100 1.5 1.5 1.5 0 01.666 2.844.75.75 0 00-.416.672v.352a.75.75 0 00.574.73c1.2.289 2.162 1.2 2.522 2.372a.75.75 0 101.434-.44 5.01 5.01 0 00-2.56-3.012A3 3 0 0011 4z"/>
                            </svg>
                            Followed by 20 users
                        </div>
                    </section>
                    <section>
                        <div class="field calendar">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 210 11" width="210" height="16">
                                <g>
                                    <rect class="day" x="0" y="0" width="11" height="11" fill="#ebedf0" rx="2" ry="2"/>
                                    <rect class="day" x="15" y="0" width="11" height="11" fill="#ebedf0" rx="2" ry="2"/>
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                            </svg>
                        </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 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>
                            Contributed to 21 repositories
                        </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 3 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 9
                        </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 ~0.30
                        </div>
                    </section>
                </div>
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            </section>
            <section>
                <h2 class="field">
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                    14 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <small>estimation from 131mb of code in 3219 edited files across 154 commits</small>
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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="#DA5B0B" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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                                Jupyter Notebook
                            </div>
                            <small>
                                <div>147k lines</div>
                                <div>14.9 MB</div>
                                <div>62.99%</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="#3572A5" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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                                Python
                            </div>
                            <small>
                                <div>352k lines</div>
                                <div>8.81 MB</div>
                                <div>37.01%</div>
                            </small>
                        </div>
                    </section>
                </div>
                <div class="row footnote warning">
                    <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="M8.22 1.754a.25.25 0 00-.44 0L1.698 13.132a.25.25 0 00.22.368h12.164a.25.25 0 00.22-.368L8.22 1.754zm-1.763-.707c.659-1.234 2.427-1.234 3.086 0l6.082 11.378A1.75 1.75 0 0114.082 15H1.918a1.75 1.75 0 01-1.543-2.575L6.457 1.047zM9 11a1 1 0 11-2 0 1 1 0 012 0zm-.25-5.25a.75.75 0 00-1.5 0v2.5a.75.75 0 001.5 0v-2.5z"/>
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                        Reached maximum execution time for analysis, partial results are displayed
                    </div>
                </div>
            </section>
            <section class="column">
                <h3 class="field">Recently used languages</h3>
                <small>estimation from 117kb of code in 152 edited files across 29 commits over last 14 days</small>
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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>306 lines</div>
                                <div>9.77 kB</div>
                                <div>50.73%</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>211 lines</div>
                                <div>9.49 kB</div>
                                <div>49.27%</div>
                            </small>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
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                    Notable contributions
                </h2>
                <div class="row organization contributions">
                    <div class="organization contribution  ">
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                        <span class="name">@BT-Geoconsult</span>
                    </div>
                </div>
            </section>
            <section>
                <h2 class="field">
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                <div class="row">
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                            9 Pull requests opened
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                            Following 26 users
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                                    Prefers MIT license
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                                    1 Release
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                                <div class="field">
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                                    292 MB used
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                                    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"/>
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                                    15 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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                                    1 Forker
                                </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"/>
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                                    19 Watchers
                                </div>
                            </section>
                        </div>
                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics include private contributions</span>
                <span>Last updated 23 Jun 2024, 06:39:36  with lowlighter/metrics@3.35.0-beta</span>
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