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" width="20" height="20" />
                    <span>Matteo Baccan</span>
                </h1>
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                            Joined GitHub 13 years ago
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                            Followed by 131 users
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                            Contributed to 71 repositories
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                            37 Pull requests opened
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                            2 Issues opened
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                            112 issue comments
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                            Following 427 users
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                            Starred 530 repositories
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                                    3.56 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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                                    </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>
                                    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"/>
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                                    0 Watchers
                                </div>
                                <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="M0 1.75A.75.75 0 01.75 1h4.253c1.227 0 2.317.59 3 1.501A3.744 3.744 0 0111.006 1h4.245a.75.75 0 01.75.75v10.5a.75.75 0 01-.75.75h-4.507a2.25 2.25 0 00-1.591.659l-.622.621a.75.75 0 01-1.06 0l-.622-.621A2.25 2.25 0 005.258 13H.75a.75.75 0 01-.75-.75V1.75zm8.755 3a2.25 2.25 0 012.25-2.25H14.5v9h-3.757c-.71 0-1.4.201-1.992.572l.004-7.322zm-1.504 7.324l.004-5.073-.002-2.253A2.25 2.25 0 005.003 2.5H1.5v9h3.757a3.75 3.75 0 011.994.574z"/>
                                    </svg>
                                    Insufficient token scopes
                                </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="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 Matteo Baccan's repositories</h3>
                <div class="row fill-width">
                    <section class="column">
                        <h3 class="no-margin-top">Issues</h3>
                        <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
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                        </svg>
                        <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"/>
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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="#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>
                    </section>
                    <section class="column">
                        <h3 class="no-margin-top">Pull requests</h3>
                        <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="220" height="8">
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                        </svg>
                        <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"/>
                                </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" 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">0 <small>closed</small></span>
                            </div>
                        </div>
                    </section>
                </div>
            </div>
            <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>
                    10 Languages
                </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" 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" width="16" height="16" />
                        <span class="name">@facebook/facebook-java-business-sdk</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@revelc/formatter-maven-plugin</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="M1.75 0A1.75 1.75 0 000 1.75v12.5C0 15.216.784 16 1.75 16h12.5A1.75 1.75 0 0016 14.25V1.75A1.75 1.75 0 0014.25 0H1.75zM1.5 1.75a.25.25 0 01.25-.25h12.5a.25.25 0 01.25.25v12.5a.25.25 0 01-.25.25H1.75a.25.25 0 01-.25-.25V1.75zM11.75 3a.75.75 0 00-.75.75v7.5a.75.75 0 001.5 0v-7.5a.75.75 0 00-.75-.75zm-8.25.75a.75.75 0 011.5 0v5.5a.75.75 0 01-1.5 0v-5.5zM8 3a.75.75 0 00-.75.75v3.5a.75.75 0 001.5 0v-3.5A.75.75 0 008 3z"/>
                    </svg>
                    Projects
                </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>
                            Unexpected error (Insufficient token scopes)
                        </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="M1.75 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>
                    5 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>
                            7 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>
                            0 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 class="habits">
                <h2 class="field wrap">
                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                        <path fill-rule="evenodd" d="M8 1.5c-2.363 0-4 1.69-4 3.75 0 .984.424 1.625.984 2.304l.214.253c.223.264.47.556.673.848.284.411.537.896.621 1.49a.75.75 0 01-1.484.211c-.04-.282-.163-.547-.37-.847a8.695 8.695 0 00-.542-.68c-.084-.1-.173-.205-.268-.32C3.201 7.75 2.5 6.766 2.5 5.25 2.5 2.31 4.863 0 8 0s5.5 2.31 5.5 5.25c0 1.516-.701 2.5-1.328 3.259-.095.115-.184.22-.268.319-.207.245-.383.453-.541.681-.208.3-.33.565-.37.847a.75.75 0 01-1.485-.212c.084-.593.337-1.078.621-1.489.203-.292.45-.584.673-.848.075-.088.147-.173.213-.253.561-.679.985-1.32.985-2.304 0-2.06-1.637-3.75-4-3.75zM6 15.25a.75.75 0 01.75-.75h2.5a.75.75 0 010 1.5h-2.5a.75.75 0 01-.75-.75zM5.75 12a.75.75 0 000 1.5h4.5a.75.75 0 000-1.5h-4.5z"/>
                    </svg>
                    Recent coding habits
                    <small class="h-details">(computed from last 78 commits)</small>
                </h2>
                <div class="row">
                    <ul class="facts">
                        <li>Mostly pushes code around 13:00</li>
                        <li>Mostly active on Wednesday</li>
                    </ul>
                </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="M14.184 1.143a1.75 1.75 0 00-2.502-.57L.912 7.916a1.75 1.75 0 00-.53 2.32l.447.775a1.75 1.75 0 002.275.702l11.745-5.656a1.75 1.75 0 00.757-2.451l-1.422-2.464zm-1.657.669a.25.25 0 01.358.081l1.422 2.464a.25.25 0 01-.108.35l-2.016.97-1.505-2.605 1.85-1.26zM9.436 3.92l1.391 2.41-5.42 2.61-.942-1.63 4.97-3.39zM3.222 8.157l-1.466 1a.25.25 0 00-.075.33l.447.775a.25.25 0 00.325.1l1.598-.769-.83-1.436zm6.253 2.306a.75.75 0 00-.944-.252l-1.809.87a.75.75 0 00-.293.253L4.38 14.326a.75.75 0 101.238.848l1.881-2.75v2.826a.75.75 0 001.5 0v-2.826l1.881 2.75a.75.75 0 001.238-.848l-2.644-3.863z"/>
                    </svg>
                    Mastered technologies and topics
                </h2>
                <div class="row">
                    <section>
                        <div class="topics fill-width">
                            <img 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" width="24" height="24" alt="Hacktoberfest" title="Hacktoberfest" />
                        </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 24 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">
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                            Highest in a day at 37
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                            Average per day at ~3.79
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                    </section>
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                                        JavaScript
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                                        2.70k
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                                        261
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                                        171
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                                    <div>
                                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                        168
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                            <section class="repository">
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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 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>
                                    <div class="name">
                                        <span>marcosgambeta/sqlrddpp</span>
                                        <span>starred 9 days ago</span>
                                    </div>
                                </div>
                                <div class="field description">SQLRDD for Harbour++ and Harbour</div>
                                <div class="field infos">
                                    <div class="language">
                                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                            <path fill="#555555" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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                                        C
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                                        GNU GPLv2
                                    </div>
                                    <div>
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                                        9
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                                        3
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                                        10
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                                        0
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                            </section>
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                    </section>
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                <span>These metrics do not include all private contributions</span>
                <span>Last updated 2 Oct 2023, 15:06:00 (timezone Europe/Rome) with lowlighter/metrics@3.34.0</span>
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