mapcomplete/assets/layers/bike_repair_station/repair_station.svg

17 lines
41 KiB
XML
Raw Normal View History

2022-01-06 20:54:00 +01:00
<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="303px" height="374px" viewBox="0 0 303 374" version="1.1">
<defs>
<image id="image21" width="303" height="374" xlink:href="data:image/png;base64,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
<image id="image40" width="303" height="374" xlink:href="data:image/png;base64,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
<image id="image59" width="303" height="374" xlink:href="data:image/png;base64,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
<image id="image78" width="303" height="374" xlink:href="data:image/png;base64,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
</defs>
<g id="surface1">
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(19.607843%,67.843139%,94.901961%);fill-opacity:1;" d="M 163.890625 344.988281 C 158.277344 356.675781 141.632812 356.675781 136.019531 344.988281 L 41.4375 148.097656 C 36.507812 137.839844 43.988281 125.953125 55.375 125.953125 L 244.535156 125.953125 C 255.917969 125.953125 263.398438 137.839844 258.46875 148.097656 Z M 163.890625 344.988281 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(19.607843%,67.843139%,94.901961%);fill-opacity:1;" d="M 303 151.453125 C 303 235.101562 235.171875 302.910156 151.5 302.910156 C 67.828125 302.910156 0 235.101562 0 151.453125 C 0 67.808594 67.828125 0 151.5 0 C 235.171875 0 303 67.808594 303 151.453125 Z M 303 151.453125 "/>
<use xlink:href="#image21"/>
<use xlink:href="#image40"/>
<use xlink:href="#image59"/>
<use xlink:href="#image78"/>
</g>
</svg>