github-metrics.svg

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                    <span>RP-Developer</span>
                </h1>
                <div class="row">
                    <section>
                        <div class="field ">
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                            Joined GitHub 2 years ago
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                            Followed by 3 users
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                            Contributed to 23 repositories
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            </section>
            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <section>
                        <h2 class="field">
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                            Activity
                        </h2>
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                            246 Commits
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                            0 Pull requests reviewed
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                            3 Pull requests opened
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                            0 Issues opened
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                            1 issue comment
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                        <h2 class="field">
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                                <path fill-rule="evenodd" d="M1.326 1.973a1.2 1.2 0 011.49-.832c.387.112.977.307 1.575.602.586.291 1.243.71 1.7 1.296.022.027.042.056.061.084A13.22 13.22 0 018 3c.67 0 1.289.037 1.861.108l.051-.07c.457-.586 1.114-1.004 1.7-1.295a9.654 9.654 0 011.576-.602 1.2 1.2 0 011.49.832c.14.493.356 1.347.479 2.29.079.604.123 1.28.07 1.936.541.977.773 2.11.773 3.301C16 13 14.5 15 8 15s-8-2-8-5.5c0-1.034.238-2.128.795-3.117-.08-.712-.034-1.46.052-2.12.122-.943.34-1.797.479-2.29zM8 13.065c6 0 6.5-2 6-4.27C13.363 5.905 11.25 5 8 5s-5.363.904-6 3.796c-.5 2.27 0 4.27 6 4.27z"/>
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                            Community stats
                        </h2>
                        <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 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 1 organization
                        </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"/>
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                            Following 6 users
                        </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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                            Sponsoring 0 repositories
                        </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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                            Starred 8 repositories
                        </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>
                            Watching 44 repositories
                        </div>
                    </section>
                </div>
            </section>
            <section class="largeable largeable-inline-flex">
                <div class="row">
                    <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="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>
                            44 Repositories
                        </h2>
                        <div class="row">
                            <section>
                                <div class="field">
                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                        <path fill-rule="evenodd" d="M8.75.75a.75.75 0 00-1.5 0V2h-.984c-.305 0-.604.08-.869.23l-1.288.737A.25.25 0 013.984 3H1.75a.75.75 0 000 1.5h.428L.066 9.192a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.514 3.514 0 00.686.45A4.492 4.492 0 003 11c.88 0 1.556-.22 2.023-.454a3.515 3.515 0 00.686-.45l.045-.04.016-.015.006-.006.002-.002.001-.002L5.25 9.5l.53.53a.75.75 0 00.154-.838L3.822 4.5h.162c.305 0 .604-.08.869-.23l1.289-.737a.25.25 0 01.124-.033h.984V13h-2.5a.75.75 0 000 1.5h6.5a.75.75 0 000-1.5h-2.5V3.5h.984a.25.25 0 01.124.033l1.29.736c.264.152.563.231.868.231h.162l-2.112 4.692a.75.75 0 00.154.838l.53-.53-.53.53v.001l.002.002.002.002.006.006.016.015.045.04a3.517 3.517 0 00.686.45A4.492 4.492 0 0013 11c.88 0 1.556-.22 2.023-.454a3.512 3.512 0 00.686-.45l.045-.04.01-.01.006-.005.006-.006.002-.002.001-.002-.529-.531.53.53a.75.75 0 00.154-.838L13.823 4.5h.427a.75.75 0 000-1.5h-2.234a.25.25 0 01-.124-.033l-1.29-.736A1.75 1.75 0 009.735 2H8.75V.75zM1.695 9.227c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L3 6.327l-1.305 2.9zm10 0c.285.135.718.273 1.305.273s1.02-.138 1.305-.273L13 6.327l-1.305 2.9z"/>
                                    </svg>
                                    Prefers Other 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>
                                    1 Release
                                </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>
                                    25.3 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>
                                    2 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>
                                    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>
                                    43 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>
                    14 Languages
                </h2>
            </section>
            <section class="column">
                <h3 class="field">Most used languages</h3>
                <small>estimation from 396kb of code in 137 edited files across 109 commits</small>
                <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"/>
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                </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="#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="#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">
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                        HTML
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                            <path fill="#4F5D95" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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                        PHP
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                    <div class="field center no-wrap language">
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                        Python
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                            <path fill="#E3F171" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
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                        Pascal
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                    <div class="field center no-wrap language">
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                        Solidity
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                        Hack
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                </div>
            </section>
            <footer>
                <span>These metrics include private contributions</span>
                <span>Last updated 4 Jun 2024, 01:22:19  with lowlighter/metrics@3.34.0</span>
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