CapersProject/Assets/UltimateCleanGUIPack/Common/Sources/Icons/SVG/Lollipop - Violet.svg

55 lines
22 KiB
XML
Raw Normal View History

2024-06-03 18:26:03 +00:00
<?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 0 512 512" 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 id="Lollipop---Violet" serif:id="Lollipop - Violet" transform="matrix(3.31952,0,0,3.31952,747.812,-1264.36)">
<g transform="matrix(0.872756,0,0,1,-873.171,-761.697)">
<path d="M840.71,1247.45C840.71,1242.64 836.232,1238.73 830.717,1238.73C825.202,1238.73 820.724,1242.64 820.724,1247.45L820.724,1286.92C820.724,1291.73 825.202,1295.64 830.717,1295.64C836.232,1295.64 840.71,1291.73 840.71,1286.92L840.71,1247.45Z" style="fill:url(#_Linear1);"/>
<clipPath id="_clip2">
<path d="M840.71,1247.45C840.71,1242.64 836.232,1238.73 830.717,1238.73C825.202,1238.73 820.724,1242.64 820.724,1247.45L820.724,1286.92C820.724,1291.73 825.202,1295.64 830.717,1295.64C836.232,1295.64 840.71,1291.73 840.71,1286.92L840.71,1247.45Z"/>
</clipPath>
<g clip-path="url(#_clip2)">
<g transform="matrix(-0.340377,0,0,0.47086,1230.49,733.544)">
<g transform="matrix(-1.01408,0,0,0.639783,1434.11,868.71)">
<use xlink:href="#_Image3" x="231.987" y="399.038" width="29.362px" height="112.123px" transform="matrix(0.978717,0,0,0.992239,0,0)"/>
</g>
</g>
</g>
</g>
<g transform="matrix(1,0,0,1,-1019.33,-799.252)">
<circle cx="871.19" cy="1244.58" r="62.56" style="fill:rgb(151,117,250);"/>
<clipPath id="_clip4">
<circle cx="871.19" cy="1244.58" r="62.56"/>
</clipPath>
<g clip-path="url(#_clip4)">
<g transform="matrix(1.64105,0,0,1.64105,-7454.37,-944.365)">
<clipPath id="_clip5">
<path d="M5074.93,1333.78C5082.06,1343.15 5066.88,1351.89 5059.23,1342.92C5043.56,1324.52 5070.69,1302.28 5091.11,1317.44C5098.28,1322.76 5100.61,1332.05 5099.36,1341.11C5098.09,1350.39 5093.03,1359.54 5085,1364.28C5070.46,1372.86 5047.5,1372.26 5034.64,1358.91C5033.42,1357.64 5031.4,1357.61 5030.14,1358.83C5028.87,1360.04 5028.84,1362.06 5030.05,1363.32C5044.92,1378.75 5071.44,1379.68 5088.24,1369.76C5097.9,1364.05 5104.13,1353.14 5105.67,1341.97C5107.24,1330.58 5103.92,1319.02 5094.91,1312.33C5081.74,1302.56 5066.59,1305.1 5057.24,1312.98C5047.61,1321.11 5043.98,1334.82 5054.39,1347.04C5067.35,1362.26 5092.08,1345.82 5080,1329.93C5078.93,1328.53 5076.94,1328.26 5075.54,1329.32C5074.14,1330.39 5073.87,1332.38 5074.93,1333.78Z"/>
</clipPath>
<g clip-path="url(#_clip5)">
<g transform="matrix(0.183571,-0,-0,0.183571,5026.33,1294.6)">
<use xlink:href="#_Image6" x="48.391" y="62.051" width="385.883px" height="359.609px" transform="matrix(0.999696,0,0,0.998915,0,0)"/>
</g>
</g>
</g>
<g transform="matrix(-1.48026,0,0,1.51913,2609.25,-525.049)">
<g transform="matrix(-0.203511,0,0,0.198304,1226.27,1122.48)">
<use xlink:href="#_Image7" x="48.601" y="6.264" width="208.035px" height="415.339px" transform="matrix(0.995383,0,0,0.998411,0,0)"/>
</g>
</g>
</g>
</g>
<g transform="matrix(0.381108,-0.381108,0.350556,0.350556,-905.997,317.734)">
<g transform="matrix(0.395226,0.429672,-0.395226,0.429672,810.224,1060.99)">
<use xlink:href="#_Image8" x="82.77" y="61.609" width="158.215px" height="158.215px" transform="matrix(0.99506,0,0,0.99506,0,0)"/>
</g>
</g>
</g>
<defs>
<linearGradient id="_Linear1" x1="0" y1="0" x2="1" y2="0" gradientUnits="userSpaceOnUse" gradientTransform="matrix(16.6768,0,0,14.5548,822.012,1273.91)"><stop offset="0" style="stop-color:rgb(173,181,189);stop-opacity:1"/><stop offset="1" style="stop-color:rgb(134,142,150);stop-opacity:1"/></linearGradient>
<image id="_Image3" width="30px" height="113px" xlink:href="data:image/png;base64,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"/>
<image id="_Image6" width="386px" height="360px" xlink:href="data:image/png;base64,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"/>
<image id="_Image7" width="209px" height="416px" xlink:href="data:image/png;base64,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
<image id="_Image8" width="159px" height="159px" xlink:href="data:image/png;base64,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
</defs>
</svg>