mirror of
https://github.com/walkxcode/dashboard-icons.git
synced 2024-11-24 04:09:12 +01:00
59fb4c9e10
Sorry for the bigger file sizes now, but all SVG compression methods I have tried have resulted into broken SVGs :(
62 lines
No EOL
28 KiB
XML
62 lines
No EOL
28 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
|
|
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
|
|
<svg version="1.2" width="105.82mm" height="105.82mm" viewBox="5208 9558 10582 10582" preserveAspectRatio="xMidYMid" fill-rule="evenodd" stroke-width="28.222" stroke-linejoin="round" xmlns="http://www.w3.org/2000/svg" xmlns:ooo="http://xml.openoffice.org/svg/export" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:presentation="http://sun.com/xmlns/staroffice/presentation" xmlns:smil="http://www.w3.org/2001/SMIL20/" xmlns:anim="urn:oasis:names:tc:opendocument:xmlns:animation:1.0" xml:space="preserve">
|
|
<defs class="ClipPathGroup">
|
|
<clipPath id="presentation_clip_path" clipPathUnits="userSpaceOnUse">
|
|
<rect x="5208" y="9558" width="10582" height="10582"/>
|
|
</clipPath>
|
|
<clipPath id="presentation_clip_path_shrink" clipPathUnits="userSpaceOnUse">
|
|
<rect x="5218" y="9568" width="10561" height="10561"/>
|
|
</clipPath>
|
|
</defs>
|
|
<defs class="TextShapeIndex"/>
|
|
<defs class="EmbeddedBulletChars">
|
|
<g id="bullet-char-template(57356)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 580,1141 L 1163,571 580,0 -4,571 580,1141 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(57354)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 8,1128 L 1137,1128 1137,0 8,0 8,1128 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(10146)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 174,0 L 602,739 174,1481 1456,739 174,0 Z M 1358,739 L 309,1346 659,739 1358,739 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(10132)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 2015,739 L 1276,0 717,0 1260,543 174,543 174,936 1260,936 717,1481 1274,1481 2015,739 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(10007)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 0,-2 C -7,14 -16,27 -25,37 L 356,567 C 262,823 215,952 215,954 215,979 228,992 255,992 264,992 276,990 289,987 310,991 331,999 354,1012 L 381,999 492,748 772,1049 836,1024 860,1049 C 881,1039 901,1025 922,1006 886,937 835,863 770,784 769,783 710,716 594,584 L 774,223 C 774,196 753,168 711,139 L 727,119 C 717,90 699,76 672,76 641,76 570,178 457,381 L 164,-76 C 142,-110 111,-127 72,-127 30,-127 9,-110 8,-76 1,-67 -2,-52 -2,-32 -2,-23 -1,-13 0,-2 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(10004)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 285,-33 C 182,-33 111,30 74,156 52,228 41,333 41,471 41,549 55,616 82,672 116,743 169,778 240,778 293,778 328,747 346,684 L 369,508 C 377,444 397,411 428,410 L 1163,1116 C 1174,1127 1196,1133 1229,1133 1271,1133 1292,1118 1292,1087 L 1292,965 C 1292,929 1282,901 1262,881 L 442,47 C 390,-6 338,-33 285,-33 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(9679)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 813,0 C 632,0 489,54 383,161 276,268 223,411 223,592 223,773 276,916 383,1023 489,1130 632,1184 813,1184 992,1184 1136,1130 1245,1023 1353,916 1407,772 1407,592 1407,412 1353,268 1245,161 1136,54 992,0 813,0 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(8226)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 346,457 C 273,457 209,483 155,535 101,586 74,649 74,723 74,796 101,859 155,911 209,963 273,989 346,989 419,989 480,963 531,910 582,859 608,796 608,723 608,648 583,586 532,535 482,483 420,457 346,457 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(8211)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M -4,459 L 1135,459 1135,606 -4,606 -4,459 Z"/>
|
|
</g>
|
|
<g id="bullet-char-template(61548)" transform="scale(0.00048828125,-0.00048828125)">
|
|
<path d="M 173,740 C 173,903 231,1043 346,1159 462,1274 601,1332 765,1332 928,1332 1067,1274 1183,1159 1299,1043 1357,903 1357,740 1357,577 1299,437 1183,322 1067,206 928,148 765,148 601,148 462,206 346,322 231,437 173,577 173,740 Z"/>
|
|
</g>
|
|
</defs>
|
|
<defs class="TextEmbeddedBitmaps"/>
|
|
<g class="SlideGroup">
|
|
<g>
|
|
<g id="container-id1">
|
|
<g id="id1" class="Slide" clip-path="url(#presentation_clip_path)">
|
|
<g class="Page">
|
|
<g class="Graphic">
|
|
<g>
|
|
<rect class="BoundingBox" stroke="none" fill="none" x="5208" y="9558" width="10583" height="10583"/>
|
|
<image x="5208" y="9558" width="10583" height="10583" xlink:href="data:image/png;base64,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"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</svg> |