Skip to content

Instantly share code, notes, and snippets.

@dmb4086
Created May 3, 2023 05:01
Show Gist options
  • Save dmb4086/4cddf05ecf2f225357d0fb439055c82c to your computer and use it in GitHub Desktop.
Save dmb4086/4cddf05ecf2f225357d0fb439055c82c to your computer and use it in GitHub Desktop.
Display the source blob
Display the rendered blob
Raw
<?xml version="1.0" encoding="UTF-8"?>
<svg id="Layer_2" data-name="Layer 2" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 97.59 97.59">
<defs>
<style>
.cls-1 {
fill: none;
}
.cls-2 {
clip-path: url(#clippath);
}
.cls-3, .cls-4 {
fill: #fff;
}
.cls-5 {
fill: #191919;
}
.cls-6 {
clip-path: url(#clippath-1);
}
.cls-7 {
opacity: .91;
}
.cls-4 {
opacity: 0;
}
</style>
<clipPath id="clippath">
<rect class="cls-1" width="97.59" height="97.59" rx="1.21" ry="1.21"/>
</clipPath>
<clipPath id="clippath-1">
<rect class="cls-1" x="-5" y="-5" width="107.59" height="107.59"/>
</clipPath>
</defs>
<g id="Layer_1-2" data-name="Layer 1">
<g>
<g class="cls-7">
<g class="cls-2">
<g class="cls-6">
<image width="225" height="225" transform="translate(-5.19 -5.4) scale(.48)" xlink:href="data:image/png;base64,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"/>
</g>
</g>
</g>
<path class="cls-3" d="m6.91,6.05h83.43c.67,0,1.21.54,1.21,1.21v83.08c0,.67-.54,1.21-1.21,1.21H7.26c-.67,0-1.21-.54-1.21-1.21V6.91c0-.47.38-.86.86-.86Z"/>
<g>
<path class="cls-5" d="m40.41,34.52c1.34-.06,2.44.48,3.37,1.41,10.39,10.38,20.78,20.75,31.15,31.15,2.1,2.1,2.07,4.62-.03,6.74-1.06,1.07-1.98,2.32-3.6,2.68-1.42.31-2.69.07-3.83-.81-.42-.32-.8-.69-1.17-1.07-9.98-9.99-19.91-20.04-29.95-29.96-2.72-2.69-2.77-5.5.01-7.99.3-.26.55-.57.84-.85.89-.87,1.95-1.34,3.21-1.3Zm3.76,13.64c.2.21.44.47.69.72,7.74,7.74,15.49,15.49,23.23,23.23,2.09,2.09,2.15,2.09,4.25.05,1.43-1.39,1.44-2.06.06-3.45-7.91-7.91-15.82-15.81-23.73-23.72-.25-.25-.51-.48-.68-.64-1.3,1.29-2.54,2.52-3.82,3.8Zm1.48-6.07c-1.36-1.39-2.73-2.86-4.19-4.24-.61-.58-1.42-.54-2.08.04-.62.55-1.2,1.14-1.75,1.76-.48.54-.68,1.26-.16,1.8,1.46,1.5,3.02,2.92,4.54,4.39,1.19-1.22,2.4-2.48,3.62-3.74Z"/>
<path class="cls-5" d="m65.74,30.21c.02.9-.65,1.5-1.81,1.56-2.33.11-4.16,1.11-5.59,2.93-.98,1.24-1.46,2.64-1.52,4.21-.04.89-.39,1.55-1.34,1.69-.92.14-1.56-.51-1.65-1.65-.21-2.95-1.6-5.15-4.26-6.43-.92-.44-2.05-.44-3.03-.77-.54-.18-1.15-.54-1.42-1-.2-.32-.03-1.06.24-1.41.25-.32.84-.48,1.3-.54,3.54-.42,6.02-2.35,6.88-5.48.17-.63.23-1.3.3-1.95.1-.87.51-1.42,1.42-1.49.84-.06,1.39.52,1.56,1.46.2,1.06.28,2.2.73,3.15,1.3,2.74,3.58,4.12,6.6,4.32.99.06,1.58.63,1.6,1.42Zm-10.48-2.74c-.79.81-1.93,1.97-2.69,2.75.86.85,2,1.98,2.69,2.67.79-.75,1.97-1.87,2.71-2.58-.78-.82-1.89-1.98-2.71-2.84Z"/>
<path class="cls-5" d="m38.93,27.22c.03.84-.6,1.46-1.59,1.57-2.66.3-4.04,1.68-4.34,4.4-.1.9-.58,1.4-1.44,1.49-.76.09-1.35-.6-1.55-1.51-.19-.85-.38-1.76-.82-2.48-.75-1.2-1.94-1.83-3.4-1.91-1.08-.06-1.66-.57-1.72-1.43-.06-.87.5-1.42,1.62-1.6.13-.02.26-.05.39-.07,2.3-.35,3.73-1.86,3.94-4.15.1-1.08.6-1.66,1.45-1.68.91-.02,1.42.54,1.53,1.68.22,2.27,1.68,3.8,3.96,4.15,1.35.21,1.94.67,1.97,1.53Zm-7.47-1.35c-.43.44-.88.92-1.33,1.39.48.5.92.97,1.31,1.38.49-.49.94-.95,1.41-1.43-.43-.41-.9-.86-1.4-1.34Z"/>
<path class="cls-5" d="m38.94,57.02c0,.81-.59,1.42-1.52,1.54-2.82.37-4.08,1.63-4.42,4.43-.11.9-.61,1.38-1.46,1.47-.73.07-1.36-.58-1.5-1.44-.47-2.99-1.53-4.05-4.47-4.46-.94-.13-1.54-.72-1.49-1.55.05-.88.57-1.32,1.45-1.46,3.06-.5,3.95-1.41,4.52-4.56.16-.88.75-1.4,1.55-1.35.86.06,1.28.59,1.39,1.4.37,2.79,1.54,4.01,4.3,4.47,1.07.18,1.64.7,1.65,1.5Zm-5.51-.08c-.57-.55-1.25-1.2-1.95-1.87-.61.64-1.25,1.31-1.89,1.98.68.71,1.31,1.38,1.9,1.99.65-.7,1.26-1.35,1.95-2.1Zm-6.15-11.91c-.51-.49-1.11-1.06-1.74-1.66-.54.56-1.11,1.16-1.68,1.76.6.63,1.16,1.22,1.68,1.77.58-.62,1.12-1.2,1.73-1.87Z"/>
<path class="cls-5" d="m30.02,45.01c-.03.99-.55,1.49-1.4,1.6-1.02.13-1.51.64-1.64,1.65-.11.81-.66,1.34-1.49,1.31-.81-.04-1.33-.54-1.43-1.38-.11-.9-.56-1.43-1.51-1.55-.84-.11-1.45-.58-1.45-1.48,0-.89.55-1.36,1.44-1.47.91-.11,1.41-.64,1.52-1.56.1-.87.55-1.41,1.47-1.43.94-.02,1.38.58,1.48,1.42.11.99.66,1.46,1.6,1.58.84.1,1.29.58,1.41,1.33Z"/>
<path class="cls-4" d="m44.17,48.16c1.28-1.27,2.52-2.5,3.82-3.8.17.16.44.39.68.64,7.91,7.9,15.82,15.81,23.73,23.72,1.39,1.39,1.37,2.06-.06,3.45-2.1,2.04-2.16,2.04-4.25-.05-7.74-7.74-15.49-15.48-23.23-23.23-.25-.25-.49-.52-.69-.72Z"/>
<path class="cls-4" d="m45.65,42.09c-1.22,1.26-2.44,2.52-3.62,3.74-1.53-1.46-3.08-2.88-4.54-4.39-.53-.54-.33-1.26.16-1.8.55-.61,1.13-1.21,1.75-1.76.65-.58,1.46-.62,2.08-.04,1.46,1.38,2.83,2.85,4.19,4.24Z"/>
<path class="cls-4" d="m55.26,26.67c1.07,1.12,2.5,2.62,3.51,3.69-.96.91-2.49,2.36-3.51,3.34-.9-.89-2.38-2.36-3.49-3.46.99-1.01,2.46-2.52,3.49-3.56Z"/>
<path class="cls-4" d="m31.44,24.72c.91.87,1.79,1.71,2.58,2.47-.87.88-1.71,1.73-2.61,2.64-.72-.76-1.54-1.62-2.42-2.54.83-.87,1.66-1.74,2.45-2.56Z"/>
</g>
</g>
</g>
</svg>
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment