plane/web/public/onboarding/onboarding-pages.svg

63 lines
528 KiB
XML
Raw Normal View History

<svg width="1214" height="675" viewBox="0 0 1214 675" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g filter="url(#filter0_ddd_3368_11392)">
<rect x="12" y="15" width="1186" height="505" rx="3" fill="url(#pattern0)" shape-rendering="crispEdges"/>
</g>
<g filter="url(#filter1_ddd_3368_11392)">
<rect x="254" y="15" width="944" height="642" rx="3" fill="url(#pattern1)" shape-rendering="crispEdges"/>
</g>
<defs>
<filter id="filter0_ddd_3368_11392" x="0" y="4" width="1210" height="529" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="1"/>
<feGaussianBlur stdDeviation="2"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.01 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_3368_11392"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="4"/>
<feGaussianBlur stdDeviation="4"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.02 0"/>
<feBlend mode="normal" in2="effect1_dropShadow_3368_11392" result="effect2_dropShadow_3368_11392"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="1"/>
<feGaussianBlur stdDeviation="6"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.12 0"/>
<feBlend mode="normal" in2="effect2_dropShadow_3368_11392" result="effect3_dropShadow_3368_11392"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect3_dropShadow_3368_11392" result="shape"/>
</filter>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0_3368_11392" transform="matrix(0.000585828 0 0 0.00137583 0 -0.265939)"/>
</pattern>
<filter id="filter1_ddd_3368_11392" x="238" y="0" width="976" height="675" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="4"/>
<feGaussianBlur stdDeviation="4"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.12 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_3368_11392"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="6"/>
<feGaussianBlur stdDeviation="6"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0.0627451 0 0 0 0 0.0941176 0 0 0 0 0.156863 0 0 0 0.12 0"/>
<feBlend mode="normal" in2="effect1_dropShadow_3368_11392" result="effect2_dropShadow_3368_11392"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
<feOffset dy="1"/>
<feGaussianBlur stdDeviation="8"/>
<feComposite in2="hardAlpha" operator="out"/>
<feColorMatrix type="matrix" values="0 0 0 0 0.0627451 0 0 0 0 0.0941176 0 0 0 0 0.156863 0 0 0 0.12 0"/>
<feBlend mode="normal" in2="effect2_dropShadow_3368_11392" result="effect3_dropShadow_3368_11392"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect3_dropShadow_3368_11392" result="shape"/>
</filter>
<pattern id="pattern1" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image1_3368_11392" transform="matrix(0.000837478 0 0 0.00123143 0 -0.0951117)"/>
</pattern>
<image id="image0_3368_11392" width="1920" height="922" xlink:href="data:image/png;base64,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
<image id="image1_3368_11392" width="1571" height="921" xlink:href="data:image/png;base64,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
</defs>
</svg>