An experiment in cleaning up CSS by just avoiding dis-features and focusing on flexbox and CSS grids.
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fsckcss/public/ice_cream_graphic.svg

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<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg width="100%" height="100%" viewBox="0 0 800 800" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2;">
<g transform="matrix(1.0948,0,0,1.07601,-69.7034,-150.814)">
<ellipse cx="297.5" cy="334" rx="163.5" ry="172" style="fill:url(#_Linear1);"/>
</g>
<g transform="matrix(-0.44965,0.141361,-0.339175,-1.26131,758.579,1263.2)">
<clipPath id="_clip2">
<path d="M440,506L619,762L261,762L440,506Z"/>
</clipPath>
<g clip-path="url(#_clip2)">
<g transform="matrix(-2.05059,-0.229821,0.551421,-0.731027,858.984,1097.77)">
<use xlink:href="#_Image3" x="222.7" y="339.758" width="167.316px" height="348.198px" transform="matrix(0.99593,0,0,0.997703,0,0)"/>
</g>
</g>
</g>
<g transform="matrix(0.78337,0,0,0.847019,28.4311,-40.0264)">
<ellipse cx="471" cy="916.5" rx="48" ry="47.5" style="fill:url(#_Radial4);"/>
</g>
<defs>
<linearGradient id="_Linear1" x1="0" y1="0" x2="1" y2="0" gradientUnits="userSpaceOnUse" gradientTransform="matrix(327,0,0,344,134,334)"><stop offset="0" style="stop-color:rgb(77,77,77);stop-opacity:1"/><stop offset="0.45" style="stop-color:rgb(128,128,128);stop-opacity:1"/><stop offset="1" style="stop-color:white;stop-opacity:1"/></linearGradient>
<image id="_Image3" width="168px" height="349px" 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