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                    <span>Maximillian Dornseif</span>
                </h1>
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                            Joined GitHub 14 years ago
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                            Followed by 51 users
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                            Contributed to 52 repositories
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                            4120 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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                            0 Pull requests reviewed
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                            15 Pull requests opened
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                            2 Issues opened
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                            177 issue comments
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                            Community stats
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                            Member of 1 organization
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                            Following 28 users
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                            Sponsoring 0 repositories
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                            Starred 499 repositories
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                            Watching 219 repositories
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                            217 Repositories
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                                    Prefers MIT license
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                                    50 Releases
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                                    0 Packages
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                                    6.48 GB used
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                                    0 added, 0 removed
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                                    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                    0 Sponsors
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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 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>
                                    225 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>
                                    68 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>
                                    186 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>
                    24 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="211.50021212453257" height="8" fill="#3572A5"/>
                    <rect mask="url(#languages-bar)" x="211.50021212453257" y="0" width="109.97850658709889" height="8" fill="#f34b7d"/>
                    <rect mask="url(#languages-bar)" x="321.4787187116315" y="0" width="58.24012497085043" height="8" fill="#555555"/>
                    <rect mask="url(#languages-bar)" x="379.71884368248186" y="0" width="43.052767031071326" height="8" fill="#e4cc98"/>
                    <rect mask="url(#languages-bar)" x="422.77161071355323" y="0" width="21.902433953411272" height="8" fill="#438eff"/>
                    <rect mask="url(#languages-bar)" x="444.67404466696445" y="0" width="6.965635825726351" height="8" fill="#3178c6"/>
                    <rect mask="url(#languages-bar)" x="451.6396804926908" y="0" width="4.1853715550835435" height="8" fill="#0298c3"/>
                    <rect mask="url(#languages-bar)" x="455.8250520477743" y="0" width="4.174947952225621" height="8" fill="#427819"/>
                </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="#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="#f34b7d" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        C++
                    </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="#555555" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        C
                    </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="#e4cc98" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Tcl
                    </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="#438eff" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Objective-C
                    </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="#3178c6" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        TypeScript
                    </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="#0298c3" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Perl
                    </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="#427819" fill-rule="evenodd" d="M8 4a4 4 0 100 8 4 4 0 000-8z"/>
                        </svg>
                        Makefile
                    </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" src="data:image/png;base64,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" width="16" height="16" />
                        <span class="name">@hudora</span>
                    </div>
                </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 31 commits)</small>
                </h2>
                <div class="row">
                    <ul class="facts">
                        <li>Mostly pushes code around 22:00</li>
                        <li>Mostly active on Tuesday</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="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 36 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"/>
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                            Highest in a day at 184
                        </div>
                        <div class="field">
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                                <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"/>
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                            Average per day at ~11.23
                        </div>
                    </section>
                </div>
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            </section>
            <section>
                <h2 class="field">
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                                        What is the Git equivalent for revision number?
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                                            git, version-control, revision-history, version-numbering
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                                            Resolved
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                                        With modern Git (1.8.3.4 in my case) and not using branches you can do:
                                        <code class="language-multiline" xml:space="preserve">$ git rev-list --count HEAD
68</code>
                                        But this has all kinds of issues and might not be easy to reproduce or easy to get back to the commit hash in case you need to. So try to avoid it or use it only as a hint.
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                                            16 Sept 2013
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                                        Why should I use document based database instead of relational database?
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                                            database, couchdb, relational, non-relational-database
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                                            Resolved
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                                    <div class="body markdown">Probably you shouldn't :-)
The second most obvious answer is you should use it if your data isn't relational. This usually manifests itself in having no easy way to describe your data as a set of columns. A good example is a database where you actually store paper documents, e.g. by scanning office mail. The data is the scanned PDF and you have some meta data which always exists (scanned at, scanned by, type of document) and lots of possible metadata fields which exists sometime (customer number, supplier number, order number, keep on file until, OCRed fulltext, etc). Usually you do not know in advance which metadata fields you will add within the next two years.
Things like CouchDB work much nicer for that kind of data than relational databases.
I also personally love the fact that I don't need any client libraries for CouchDB except an  HTTP client, which is nowadays included in nearly every programming language.
The probably least obvious answer: If you feel no pain using a RDBMS, stay with it. If you always have to work around your RDBMS to get your job done, a document oriented database might be worth a look.
For a more elaborate list check this posting of Richard Jones.</div>
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                                            2
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                                            20 Jan 2009
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                                Recent questions
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                                        Best practice for lazy loading Python modules
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                                            python, coding-style
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                                            Resolved
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                                    <div class="body markdown">
                                        Occasionally I want lazy module loading in Python. Usually because I want to keep runtime requirements or start-up times low and splitting the code into sub-modules would be cumbersome. A typical use case and my currently preferred implementation is this:
                                        <code class="language-multiline" xml:space="preserve">jinja2 = None

<span class="token trimmed">(8 more lines were trimmed)</span></code>
                                        I wonder: is there a canonical/better way to implement lazy module loading?
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                                            61
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                                            2
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                                                <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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                                            38.7k
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                                            5
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                                                <path fill-rule="evenodd" d="M1.5 2.75a.25.25 0 01.25-.25h8.5a.25.25 0 01.25.25v5.5a.25.25 0 01-.25.25h-3.5a.75.75 0 00-.53.22L3.5 11.44V9.25a.75.75 0 00-.75-.75h-1a.25.25 0 01-.25-.25v-5.5zM1.75 1A1.75 1.75 0 000 2.75v5.5C0 9.216.784 10 1.75 10H2v1.543a1.457 1.457 0 002.487 1.03L7.061 10h3.189A1.75 1.75 0 0012 8.25v-5.5A1.75 1.75 0 0010.25 1h-8.5zM14.5 4.75a.25.25 0 00-.25-.25h-.5a.75.75 0 110-1.5h.5c.966 0 1.75.784 1.75 1.75v5.5A1.75 1.75 0 0114.25 12H14v1.543a1.457 1.457 0 01-2.487 1.03L9.22 12.28a.75.75 0 111.06-1.06l2.22 2.22v-2.19a.75.75 0 01.75-.75h1a.25.25 0 00.25-.25v-5.5z"/>
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                                            2
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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="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"/>
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                                            14 Nov 2010
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                                        Making links clickable in Javascript?
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                                    <div class="infos">
                                        <div>
                                            <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>
                                            javascript, formatting, text-parsing
                                        </div>
                                        <div>
                                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                                <path fill-rule="evenodd" d="M8 16A8 8 0 108 0a8 8 0 000 16zm3.78-9.72a.75.75 0 00-1.06-1.06L6.75 9.19 5.28 7.72a.75.75 0 00-1.06 1.06l2 2a.75.75 0 001.06 0l4.5-4.5z"/>
                                            </svg>
                                            Resolved
                                        </div>
                                    </div>
                                    <div class="body markdown">
                                        Is there an simple way of turning a string from
                                        <code>Then go to http:/example.com/ and foo the bar!</code>
                                        into
                                        <code>Then go to &lt;a href="http://example.com"&gt;example.com&lt;/a&gt; and foo the bar!</code>
                                        in Javascript within an existing HTML page?
                                    </div>
                                    <div class="infos">
                                        <div>
                                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                                <path fill-rule="evenodd" d="M8.834.066C7.494-.087 6.5 1.048 6.5 2.25v.5c0 1.329-.647 2.124-1.318 2.614-.328.24-.66.403-.918.508A1.75 1.75 0 002.75 5h-1A1.75 1.75 0 000 6.75v7.5C0 15.216.784 16 1.75 16h1a1.75 1.75 0 001.662-1.201c.525.075 1.067.229 1.725.415.152.043.31.088.475.133 1.154.32 2.54.653 4.388.653 1.706 0 2.97-.153 3.722-1.14.353-.463.537-1.042.668-1.672.118-.56.208-1.243.313-2.033l.04-.306c.25-1.869.265-3.318-.188-4.316a2.418 2.418 0 00-1.137-1.2C13.924 5.085 13.353 5 12.75 5h-1.422l.015-.113c.07-.518.157-1.17.157-1.637 0-.922-.151-1.719-.656-2.3-.51-.589-1.247-.797-2.01-.884zM4.5 13.3c.705.088 1.39.284 2.072.478l.441.125c1.096.305 2.334.598 3.987.598 1.794 0 2.28-.223 2.528-.549.147-.193.276-.505.394-1.07.105-.502.188-1.124.295-1.93l.04-.3c.25-1.882.189-2.933-.068-3.497a.922.922 0 00-.442-.48c-.208-.104-.52-.174-.997-.174H11c-.686 0-1.295-.577-1.206-1.336.023-.192.05-.39.076-.586.065-.488.13-.97.13-1.328 0-.809-.144-1.15-.288-1.316-.137-.158-.402-.304-1.048-.378C8.357 1.521 8 1.793 8 2.25v.5c0 1.922-.978 3.128-1.933 3.825a5.861 5.861 0 01-1.567.81V13.3zM2.75 6.5a.25.25 0 01.25.25v7.5a.25.25 0 01-.25.25h-1a.25.25 0 01-.25-.25v-7.5a.25.25 0 01.25-.25h1z"/>
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                                            13
                                        </div>
                                        <div>
                                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
                                                <path fill-rule="evenodd" d="M7.083 15.986c1.34.153 2.334-.982 2.334-2.183v-.5c0-1.329.646-2.123 1.317-2.614.329-.24.66-.403.919-.508a1.75 1.75 0 001.514.872h1a1.75 1.75 0 001.75-1.75v-7.5a1.75 1.75 0 00-1.75-1.75h-1a1.75 1.75 0 00-1.662 1.2c-.525-.074-1.068-.228-1.726-.415L9.305.705C8.151.385 6.765.053 4.917.053c-1.706 0-2.97.152-3.722 1.139-.353.463-.537 1.042-.669 1.672C.41 3.424.32 4.108.214 4.897l-.04.306c-.25 1.869-.266 3.318.188 4.316.244.537.622.943 1.136 1.2.495.248 1.066.334 1.669.334h1.422l-.015.112c-.07.518-.157 1.17-.157 1.638 0 .921.151 1.718.655 2.299.512.589 1.248.797 2.011.884zm4.334-13.232c-.706-.089-1.39-.284-2.072-.479a63.914 63.914 0 00-.441-.125c-1.096-.304-2.335-.597-3.987-.597-1.794 0-2.28.222-2.529.548-.147.193-.275.505-.393 1.07-.105.502-.188 1.124-.295 1.93l-.04.3c-.25 1.882-.19 2.933.067 3.497a.921.921 0 00.443.48c.208.104.52.175.997.175h1.75c.685 0 1.295.577 1.205 1.335-.022.192-.049.39-.075.586-.066.488-.13.97-.13 1.329 0 .808.144 1.15.288 1.316.137.157.401.303 1.048.377.307.035.664-.237.664-.693v-.5c0-1.922.978-3.127 1.932-3.825a5.862 5.862 0 011.568-.809V2.754zm1.75 6.798a.25.25 0 01-.25-.25v-7.5a.25.25 0 01.25-.25h1a.25.25 0 01.25.25v7.5a.25.25 0 01-.25.25h-1z"/>
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                                            0
                                        </div>
                                        <div>
                                            <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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                                            13.6k
                                        </div>
                                        <div>
                                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                                            4
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                                            1
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                                        <div>
                                            <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"/>
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                                            29 Mar 2010
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                <span>These metrics do not include all private contributions</span>
                <span>Last updated 24 May 2024, 14:04:12 (timezone Europe/Berlin) with lowlighter/metrics@3.34.0</span>
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