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                    About me
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                        <div class="introduction">| Solutions Architect @ AWS 💡🦄 ⟩ ⊗ | Invited Professor @ ISEG/ULisboa 🧑‍🏫 ⟩ ⊗ | AI/ML Specialist 🤖 ⟩ ⊗ | BCI Researcher 🧠🔌 ⟩ ⊗ | Quantum Hacker ⚛️👨‍💻⟩</div>
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                            Activity
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                            403 Commits
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                            0 Pull requests reviewed
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                            26 Pull requests opened
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                            3 Issues opened
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                            32 issue comments
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                            Community stats
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                            Member of 3 organizations
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                            Following 2 users
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                            Sponsoring 0 repositories
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                            Starred 15 repositories
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                            Watching 77 repositories
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                            103 Repositories
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                                        <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>
                                    3.44 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>
                                    72.1k added, 3.20k removed
                                </div>
                            </section>
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M4.25 2.5c-1.336 0-2.75 1.164-2.75 3 0 2.15 1.58 4.144 3.365 5.682A20.565 20.565 0 008 13.393a20.561 20.561 0 003.135-2.211C12.92 9.644 14.5 7.65 14.5 5.5c0-1.836-1.414-3-2.75-3-1.373 0-2.609.986-3.029 2.456a.75.75 0 01-1.442 0C6.859 3.486 5.623 2.5 4.25 2.5zM8 14.25l-.345.666-.002-.001-.006-.003-.018-.01a7.643 7.643 0 01-.31-.17 22.075 22.075 0 01-3.434-2.414C2.045 10.731 0 8.35 0 5.5 0 2.836 2.086 1 4.25 1 5.797 1 7.153 1.802 8 3.02 8.847 1.802 10.203 1 11.75 1 13.914 1 16 2.836 16 5.5c0 2.85-2.045 5.231-3.885 6.818a22.08 22.08 0 01-3.744 2.584l-.018.01-.006.003h-.002L8 14.25zm0 0l.345.666a.752.752 0 01-.69 0L8 14.25z"/>
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                                    0 Sponsors
                                </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>
                                    29 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>
                                    4 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>
                                    40 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>
                    17 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <svg class="bar" xmlns="http://www.w3.org/2000/svg" width="460" height="8">
                    <mask id="languages-bar">
                        <rect x="0" y="0" width="460" height="8" fill="white" rx="5"/>
                    </mask>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="0" height="8" fill="#d1d5da"/>
                    <rect mask="url(#languages-bar)" x="0" y="0" width="199.44684138271998" height="8" fill="#e34c26"/>
                    <rect mask="url(#languages-bar)" x="199.44684138271998" y="0" width="143.16431166377535" height="8" fill="#f1e05a"/>
                    <rect mask="url(#languages-bar)" x="342.6111530464953" y="0" width="55.262784774365564" height="8" fill="#3572A5"/>
                    <rect mask="url(#languages-bar)" x="397.8739378208608" y="0" width="35.43116196328226" height="8" fill="#c6538c"/>
                    <rect mask="url(#languages-bar)" x="433.30509978414307" y="0" width="9.444519486710899" height="8" fill="#844FBA"/>
                    <rect mask="url(#languages-bar)" x="442.749619270854" y="0" width="8.356547879173123" height="8" fill="#89e051"/>
                    <rect mask="url(#languages-bar)" x="451.1061671500271" y="0" width="4.562251974273745" height="8" fill="#563d7c"/>
                    <rect mask="url(#languages-bar)" x="455.66841912430084" y="0" width="4.331580875699107" height="8" fill="#74283c"/>
                </svg>
                <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="#e34c26" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        HTML
                    </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 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="#3572A5" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Python
                    </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="#c6538c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        SCSS
                    </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="#844FBA" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        HCL
                    </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="#89e051" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Shell
                    </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="#563d7c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        CSS
                    </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="#74283c" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Prolog
                    </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 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">@langchain-ai</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@princeton-nlp</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@huggingface</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@aws-samples</span>
                    </div>
                    <div class="organization contribution  ">
                        <img class="organization avatar" 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" width="16" height="16" />
                        <span class="name">@ScrapeGraphAI</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 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 7 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 35
                        </div>
                        <div class="field">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                <path d="M10.896 2H8.75V.75a.75.75 0 00-1.5 0V2H5.104a.25.25 0 00-.177.427l2.896 2.896a.25.25 0 00.354 0l2.896-2.896A.25.25 0 0010.896 2zM8.75 15.25a.75.75 0 01-1.5 0V14H5.104a.25.25 0 01-.177-.427l2.896-2.896a.25.25 0 01.354 0l2.896 2.896a.25.25 0 01-.177.427H8.75v1.25zm-6.5-6.5a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5zM6 8a.75.75 0 01-.75.75h-.5a.75.75 0 010-1.5h.5A.75.75 0 016 8zm2.25.75a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5zM12 8a.75.75 0 01-.75.75h-.5a.75.75 0 010-1.5h.5A.75.75 0 0112 8zm2.25.75a.75.75 0 000-1.5h-.5a.75.75 0 000 1.5h.5z"/>
                            </svg>
                            Average per day at ~1.35
                        </div>
                    </section>
                </div>
                <svg version="1.1" xmlns="http://www.w3.org/2000/svg" style="margin-top: -130px;" viewBox="0,0 480,170">
                    <filter id="brightness1">
                        <feComponentTransfer>
                            <feFuncR type="linear" slope="0.6"/>
                            <feFuncG type="linear" slope="0.6"/>
                            <feFuncB type="linear" slope="0.6"/>
                        </feComponentTransfer>
                    </filter>
                    <filter id="brightness2">
                        <feComponentTransfer>
                            <feFuncR type="linear" slope="0.19999999999999996"/>
                            <feFuncG type="linear" slope="0.19999999999999996"/>
                            <feFuncB type="linear" slope="0.19999999999999996"/>
                        </feComponentTransfer>
                    </filter>
                    <g transform="scale(4) translate(12, 0)">
                        <g transform="translate(0, 0)">
                            <g transform="translate(0, 6)">
                                <path fill="#ebedf0" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
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                            <g transform="translate(-1.7, 6.657142857142857)">
                                <path fill="#9be9a8" d="M1.7,2 0,1 1.7,0 3.4,1 z"/>
                                <path fill="#9be9a8" filter="url(#brightness1)" d="M0,1 1.7,2 1.7,2.342857142857143 0,1.342857142857143 z"/>
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                            <g transform="translate(-3.4, 8)">
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                            <g transform="translate(-5.1, 9)">
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                            <g transform="translate(-6.8, 10)">
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                            <g transform="translate(-8.5, 10.485714285714286)">
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            <section>
                <h2 class="field">
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                    Recent activity
                </h2>
                <div class="row">
                    <section>
                        <div class="row fill-width">
                            <section class="activity">
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                    <div class="content">
                                        Made
                                        <span class="repo">JGalego/LambdaChain</span>
                                        public
                                    </div>
                                </div>
                            </section>
                        </div>
                        <div class="row fill-width">
                            <section class="activity">
                                <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"/>
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                                    <div class="content">
                                        Commented on
                                        <span class="issue">#379 feat: Proxied Model Support</span>
                                    </div>
                                </div>
                                <div class="details">
                                    <div>opened by JGalego in <span class="repo">OpenBMB/ChatDev</span></div>
                                    <div class="comment">Hey @thinkwee, reaching out b/c you're currently listed as the top contributor.
Can we have someone review this PR?</div>
                                </div>
                            </section>
                        </div>
                        <div class="row fill-width">
                            <section class="activity">
                                <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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                                    <div class="content">
                                        Starred
                                        <span class="repo">JGalego/RAGmap</span>
                                    </div>
                                </div>
                            </section>
                        </div>
                    </section>
                </div>
            </section>
            <section>
                <h2 class="field">
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                    Achievements
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                <div class="row">
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                                            <path d="M41.364 8.062A23.888 23.888 0 0028 4a23.89 23.89 0 00-11.95 3.182M4.75 22.021A24.045 24.045 0 004 28c0 1.723.182 3.404.527 5.024m10.195 14.971A23.888 23.888 0 0028 52c4.893 0 9.444-1.464 13.239-3.979m9-10.98A23.932 23.932 0 0052 28c0-2.792-.477-5.472-1.353-7.964" stroke="#731237" stroke-linecap="round"/>
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                                    </svg>
                                </svg>
                            </div>
                            <div class="info">
                                <div class="title">
                                    <span class="prefix">Master</span>
                                    forker
                                    <div class="value-wrapper">
                                        <div class="value">30</div>
                                    </div>
                                </div>
                                <div class="text">Forked 30 public repositories</div>
                            </div>
                        </div>
                        <div class="achievement a largeable-width-half">
                            <div class="icon">
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                            </div>
                            <div class="info">
                                <div class="title">
                                    <span class="prefix">Super</span>
                                    polyglot
                                    <div class="value-wrapper">
                                        <div class="value">12</div>
                                    </div>
                                </div>
                                <div class="text">Using 12 different programming languages</div>
                            </div>
                        </div>
                        <div class="achievement a largeable-width-half">
                            <div class="icon">
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                                </svg>
                            </div>
                            <div class="info">
                                <div class="title">
                                    <span class="prefix">Super</span>
                                    developer
                                    <span class="gh">ranked 589k out of 138m users</span>
                                    <div class="value-wrapper">
                                        <div class="value">55</div>
                                    </div>
                                </div>
                                <div class="text">Published 55 public repositories</div>
                            </div>
                        </div>
                        <div class="achievement b largeable-width-half">
                            <div class="icon">
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                                            <path stroke="#7D6CFF" d="M25 30h5M25 34h5M25 26h5"/>
                                            <path d="M35.012 22.003H9.855a4.843 4.843 0 010-9.686h1.479c1.473-4.268 4.277-6.674 8.41-7.219 6.493-.856 9.767 4.27 10.396 5.9.734-.83 2.137-2.208 4.194-1.964a4.394 4.394 0 011.685.533" stroke="#7D6CFF" stroke-linejoin="round"/>
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                                    </svg>
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                            </div>
                            <div class="info">
                                <div class="title">
                                    <span class="prefix">Great</span>
                                    worker
                                    <div class="value-wrapper">
                                        <div class="value">3</div>
                                    </div>
                                </div>
                                <div class="text">Joined 3 organizations</div>
                            </div>
                        </div>
                        <div class="achievement b largeable-width-half">
                            <div class="icon">
                                <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 60 60" height="44" width="44">
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                            <div class="info">
                                <div class="title">
                                    <span class="prefix">Great</span>
                                    deployer
                                    <div class="value-wrapper">
                                        <div class="value">225</div>
                                    </div>
                                </div>
                                <div class="text">Repositories have been deployed 225 times</div>
                            </div>
                        </div>
                        <div class="achievement secret largeable-width-half">
                            <div class="icon">
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                            <div class="info">
                                <div class="title">
                                    <span class="prefix"></span>
                                    Automator
                                    <div class="value-wrapper">
                                        <div class="value">☆</div>
                                    </div>
                                </div>
                                <div class="text">Use GitHub Actions to automate profile updates</div>
                            </div>
                        </div>
                    </section>
                </div>
            </section>
            <footer>
                <span>These metrics do not include all private contributions</span>
                <span>Last updated 5 Jun 2024, 04:15:49 (timezone Europe/Lisbon) 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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