github-metrics.svg

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    <defs>
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    <style/>
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                <h1 class="field">
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" width="20" height="20" />
                    <span>Diego García</span>
                </h1>
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                    <section>
                        <div class="field ">
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                                <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"/>
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                            Joined GitHub 7 years ago
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                        <div class="field">
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                            Followed by 18 users
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                    </section>
                    <section>
                        <div class="field calendar">
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                            Contributed to 9 repositories
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                            Activity
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                            1332 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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                            4 Pull requests reviewed
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                            3 Pull requests opened
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                            2 Issues opened
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                                <path fill-rule="evenodd" d="M2.75 2.5a.25.25 0 00-.25.25v7.5c0 .138.112.25.25.25h2a.75.75 0 01.75.75v2.19l2.72-2.72a.75.75 0 01.53-.22h4.5a.25.25 0 00.25-.25v-7.5a.25.25 0 00-.25-.25H2.75zM1 2.75C1 1.784 1.784 1 2.75 1h10.5c.966 0 1.75.784 1.75 1.75v7.5A1.75 1.75 0 0113.25 12H9.06l-2.573 2.573A1.457 1.457 0 014 13.543V12H2.75A1.75 1.75 0 011 10.25v-7.5z"/>
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                            15 issue comments
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                    </section>
                    <section>
                        <h2 class="field">
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                            Community stats
                        </h2>
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                                <path fill-rule="evenodd" d="M1.5 14.25c0 .138.112.25.25.25H4v-1.25a.75.75 0 01.75-.75h2.5a.75.75 0 01.75.75v1.25h2.25a.25.25 0 00.25-.25V1.75a.25.25 0 00-.25-.25h-8.5a.25.25 0 00-.25.25v12.5zM1.75 16A1.75 1.75 0 010 14.25V1.75C0 .784.784 0 1.75 0h8.5C11.216 0 12 .784 12 1.75v12.5c0 .085-.006.168-.018.25h2.268a.25.25 0 00.25-.25V8.285a.25.25 0 00-.111-.208l-1.055-.703a.75.75 0 11.832-1.248l1.055.703c.487.325.779.871.779 1.456v5.965A1.75 1.75 0 0114.25 16h-3.5a.75.75 0 01-.197-.026c-.099.017-.2.026-.303.026h-3a.75.75 0 01-.75-.75V14h-1v1.25a.75.75 0 01-.75.75h-3zM3 3.75A.75.75 0 013.75 3h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 3.75zM3.75 6a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM3 9.75A.75.75 0 013.75 9h.5a.75.75 0 010 1.5h-.5A.75.75 0 013 9.75zM7.75 9a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5zM7 6.75A.75.75 0 017.75 6h.5a.75.75 0 010 1.5h-.5A.75.75 0 017 6.75zM7.75 3a.75.75 0 000 1.5h.5a.75.75 0 000-1.5h-.5z"/>
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                            Member of 2 organizations
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                            Following 35 users
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                            Sponsoring 0 repositories
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                            Starred 58 repositories
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                            Watching 24 repositories
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                                <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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                            1 Repository
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                                    No license preference
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                                    0 Releases
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                                    0 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"/>
                                    </svg>
                                    18 MB used
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
                                    </svg>
                                    0 Sponsors
                                </div>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8 .25a.75.75 0 01.673.418l1.882 3.815 4.21.612a.75.75 0 01.416 1.279l-3.046 2.97.719 4.192a.75.75 0 01-1.088.791L8 12.347l-3.766 1.98a.75.75 0 01-1.088-.79l.72-4.194L.818 6.374a.75.75 0 01.416-1.28l4.21-.611L7.327.668A.75.75 0 018 .25zm0 2.445L6.615 5.5a.75.75 0 01-.564.41l-3.097.45 2.24 2.184a.75.75 0 01.216.664l-.528 3.084 2.769-1.456a.75.75 0 01.698 0l2.77 1.456-.53-3.084a.75.75 0 01.216-.664l2.24-2.183-3.096-.45a.75.75 0 01-.564-.41L8 2.694v.001z"/>
                                    </svg>
                                    1 Stargazer
                                </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>
                                    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"/>
                                    </svg>
                                    2 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>
                <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" src="data:image/png;base64,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" width="16" height="16" />
                        <span class="name">@worksome</span>
                    </div>
                </div>
            </section>
            <section>
                <h2 class="field">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M4.75 0a.75.75 0 01.75.75V2h5V.75a.75.75 0 011.5 0V2h1.25c.966 0 1.75.784 1.75 1.75v10.5A1.75 1.75 0 0113.25 16H2.75A1.75 1.75 0 011 14.25V3.75C1 2.784 1.784 2 2.75 2H4V.75A.75.75 0 014.75 0zm0 3.5h8.5a.25.25 0 01.25.25V6h-11V3.75a.25.25 0 01.25-.25h2zm-2.25 4v6.75c0 .138.112.25.25.25h10.5a.25.25 0 00.25-.25V7.5h-11z"/>
                    </svg>
                    Contributions calendar
                </h2>
                <div class="row">
                    <section>
                    </section>
                    <section>
                        <h3 class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path fill-rule="evenodd" d="M7.75 14A1.75 1.75 0 016 12.25v-8.5C6 2.784 6.784 2 7.75 2h6.5c.966 0 1.75.784 1.75 1.75v8.5A1.75 1.75 0 0114.25 14h-6.5zm-.25-1.75c0 .138.112.25.25.25h6.5a.25.25 0 00.25-.25v-8.5a.25.25 0 00-.25-.25h-6.5a.25.25 0 00-.25.25v8.5zM4.9 3.508a.75.75 0 01-.274 1.025.25.25 0 00-.126.217v6.5a.25.25 0 00.126.217.75.75 0 01-.752 1.298A1.75 1.75 0 013 11.25v-6.5c0-.649.353-1.214.874-1.516a.75.75 0 011.025.274zM1.625 5.533a.75.75 0 10-.752-1.299A1.75 1.75 0 000 5.75v4.5c0 .649.353 1.214.874 1.515a.75.75 0 10.752-1.298.25.25 0 01-.126-.217v-4.5a.25.25 0 01.126-.217z"/>
                            </svg>
                            Commits streaks
                        </h3>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path 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 2 days
                        </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 19 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 16
                        </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 ~3.20
                        </div>
                    </section>
                </div>
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            </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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                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics do not include all private contributions</span>
                <span>Last updated 26 Jun 2024, 12:07:24 (timezone Europe/Madrid) with lowlighter/metrics@3.34.0</span>
            </footer>
        </div>
        <div xmlns="http://www.w3.org/1999/xhtml" id="metrics-end"></div>
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