quartz/pagespeed-fn.svg

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            <div class="row">
                <section>
                    <h2 class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                        PageSpeed Insights
                    </h2>
                    <div class="field">
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                        https://forgetfulnotes.com
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                </section>
            </div>
            <section>
                <div class="row fill-width">
                    <section class="categories">
                        <div class="category column">
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                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="329 329"/>
                                <text x="60" y="60" dominant-baseline="central">100</text>
                            </svg>
                            <span class="title">Performance</span>
                        </div>
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge high">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="309.26 329"/>
                                <text x="60" y="60" dominant-baseline="central">94</text>
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                            <span class="title">Accessibility</span>
                        </div>
                        <div class="category column">
                            <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 120" width="50" height="50" class="gauge high">
                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="329 329"/>
                                <text x="60" y="60" dominant-baseline="central">100</text>
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                            <span class="title">Best Practices</span>
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                        <div class="category column">
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                                <circle class="gauge-base" r="53" cx="60" cy="60"/>
                                <circle class="gauge-arc" transform="rotate(-90 60 60)" r="53" cx="60" cy="60" stroke-dasharray="329 329"/>
                                <text x="60" y="60" dominant-baseline="central">100</text>
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                            <span class="title">SEO</span>
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                    </section>
                </div>
            </section>
            <div class="audits row">
                <section>
                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                        Time to interactive
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                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                        Speed Index
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                    <div class="field">
                        <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" width="16" height="16">
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                        Total Blocking Time
                    </div>
                </section>
                <section>
                    <div class="field">
                        <div class="audit text">0.68 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
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                    <div class="field">
                        <div class="audit text">0.68 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.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"/>
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                    </div>
                    <div class="field">
                        <div class="audit text">0.04</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.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"/>
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                </section>
            </div>
            <div class="audits 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="M11.134 1.535C9.722 2.562 8.16 4.057 6.889 5.312 5.8 6.387 5.041 7.401 4.575 8.294a3.745 3.745 0 00-3.227 1.054c-.43.431-.69 1.066-.86 1.657a11.982 11.982 0 00-.358 1.914A21.263 21.263 0 000 15.203v.054l.75-.007-.007.75h.054a14.404 14.404 0 00.654-.012 21.243 21.243 0 001.63-.118c.62-.07 1.3-.18 1.914-.357.592-.17 1.226-.43 1.657-.861a3.745 3.745 0 001.055-3.217c.908-.461 1.942-1.216 3.04-2.3 1.279-1.262 2.764-2.825 3.775-4.249.501-.706.923-1.428 1.125-2.096.2-.659.235-1.469-.368-2.07-.606-.607-1.42-.55-2.069-.34-.66.213-1.376.646-2.076 1.155zm-3.95 8.48a3.76 3.76 0 00-1.19-1.192 9.758 9.758 0 011.161-1.607l1.658 1.658a9.853 9.853 0 01-1.63 1.142zM.742 16l.007-.75-.75.008A.75.75 0 00.743 16zM12.016 2.749c-1.224.89-2.605 2.189-3.822 3.384l1.718 1.718c1.21-1.205 2.51-2.597 3.387-3.833.47-.662.78-1.227.912-1.662.134-.444.032-.551.009-.575h-.001V1.78c-.014-.014-.112-.113-.548.027-.432.14-.995.462-1.655.942zM1.62 13.089a19.56 19.56 0 00-.104 1.395 19.55 19.55 0 001.396-.104 10.528 10.528 0 001.668-.309c.526-.151.856-.325 1.011-.48a2.25 2.25 0 00-3.182-3.182c-.155.155-.329.485-.48 1.01a10.515 10.515 0 00-.309 1.67z"/>
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                        First Contentful Paint
                    </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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                        Largest Contentful Paint
                    </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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                        Cumulative Layout Shift
                    </div>
                </section>
                <section>
                    <div class="field">
                        <div class="audit text">0.68 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
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                    </div>
                    <div class="field">
                        <div class="audit text">0.68 s</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.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"/>
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                    </div>
                    <div class="field">
                        <div class="audit text">0.04</div>
                        <svg xmlns="http://www.w3.org/2000/svg" class="audit high" viewBox="0 0 16 16" width="16" height="16">
                            <path fill-rule="evenodd" d="M1.5 8a6.5 6.5 0 1113 0 6.5 6.5 0 01-13 0zM0 8a8 8 0 1116 0A8 8 0 010 8zm11.78-1.72a.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"/>
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                </section>
            </div>
            <div class="row">
                <section>
                    <img class="screenshot" 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