aboutsummaryrefslogtreecommitdiff
path: root/Flat-Remix/apps/scalable/isomaster.svg
diff options
context:
space:
mode:
Diffstat (limited to 'Flat-Remix/apps/scalable/isomaster.svg')
-rw-r--r--Flat-Remix/apps/scalable/isomaster.svg21
1 files changed, 1 insertions, 20 deletions
diff --git a/Flat-Remix/apps/scalable/isomaster.svg b/Flat-Remix/apps/scalable/isomaster.svg
index 8a7ef93d8..f8c7e5ede 100644
--- a/Flat-Remix/apps/scalable/isomaster.svg
+++ b/Flat-Remix/apps/scalable/isomaster.svg
@@ -1,20 +1 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="384pt" height="384pt" version="1.1" viewBox="0 0 384 384">
- <defs>
- <filter id="alpha" width="100%" height="100%" x="0%" y="0%" filterUnits="objectBoundingBox">
- <feColorMatrix in="SourceGraphic" type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
- </filter>
- <mask id="mask0">
- <g filter="url(#alpha)">
- <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.6"/>
- </g>
- </mask>
- <image id="image6" width="384" height="384" xlink:href="data:image/png;base64,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"/>
- </defs>
- <g>
- <path style="fill:rgb(91.372549%,91.372549%,91.372549%);stroke-width:0.25;stroke:rgb(83.137255%,83.137255%,83.137255%)" d="M 24.000155 4.000185 C 12.95452 4.000185 3.999848 12.954365 3.999848 24 C 3.999848 35.045635 12.95452 43.999815 24.000155 43.999815 C 35.045299 43.999815 43.99997 35.045635 43.99997 24 C 43.99997 12.954365 35.045299 4.000185 24.000155 4.000185 Z M 24.000155 18.545505 C 27.012735 18.545505 29.45465 20.98742 29.45465 24 C 29.45465 27.01258 27.012735 29.454495 24.000155 29.454495 C 20.987084 29.454495 18.54566 27.01258 18.54566 24 C 18.54566 20.98742 20.987084 18.545505 24.000155 18.545505 Z M 24.000155 18.545505" transform="matrix(7.947144,0,0,7.947144,-15.045183,1.26855)"/>
- <path style="fill:rgb(100%,100%,100%);stroke-width:0.442773;stroke:rgb(90.588235%,90.588235%,90.588235%)" d="M 24.000155 15.461162 C 19.283936 15.461162 15.460825 19.283781 15.460825 24 C 15.460825 28.716219 19.283936 32.538838 24.000155 32.538838 C 28.715883 32.538838 32.538994 28.716219 32.538994 24 C 32.538994 19.283781 28.715883 15.461162 24.000155 15.461162 Z M 24.000155 19.468596 C 26.502528 19.468596 28.531559 21.497627 28.531559 24 C 28.531559 26.502373 26.502528 28.531404 24.000155 28.531404 C 21.497782 28.531404 19.46826 26.502373 19.46826 24 C 19.46826 21.497627 21.497782 19.468596 24.000155 19.468596 Z M 24.000155 19.468596" transform="matrix(7.947144,0,0,7.947144,-15.045183,1.26855)"/>
- <use mask="url(#mask0)" xlink:href="#image6"/>
- <path style="fill:rgb(31.764706%,72.54902%,76.470588%)" d="M 366.769531 272.539062 C 366.769531 220.777344 324.886719 178.8125 273.21875 178.8125 C 221.550781 178.8125 179.664062 220.777344 179.664062 272.539062 C 179.664062 324.300781 221.550781 366.261719 273.21875 366.261719 C 324.886719 366.261719 366.769531 324.300781 366.769531 272.539062 Z M 366.769531 272.539062"/>
- <path style="fill-rule:evenodd;fill:rgb(100%,100%,100%)" d="M 303.308594 223.355469 C 299.15625 227.277344 289.546875 235.527344 289.546875 235.527344 L 312.0625 258.207031 C 312.0625 258.207031 321.808594 248.195312 326.210938 244.039062 C 327.304688 243.003906 327.164062 240.691406 326.070312 239.65625 C 322.65625 236.433594 316.996094 231.203125 316.996094 231.203125 C 316.996094 231.203125 311.664062 226.136719 308.382812 223.039062 C 307.183594 221.90625 304.507812 222.222656 303.308594 223.355469 Z M 279.652344 243.625 L 219.46875 300.320312 L 219.988281 322.746094 L 243.484375 322.609375 L 303.007812 266.4375 Z M 279.652344 243.625"/>
- </g>
-</svg>
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="384pt" height="384pt" version="1.1" viewBox="0 0 384 384"> <defs> <filter id="alpha" width="100%" height="100%" x="0%" y="0%" filterUnits="objectBoundingBox"> <feColorMatrix in="SourceGraphic" type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/> </filter> <mask id="mask0"> <g filter="url(#alpha)"> <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.6"/> </g> </mask> <image id="image6" width="384" height="384" xlink:href="data:image/png;base64,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"/> </defs> <g> <path style="fill:rgb(90.196%,90.196%,90.196%);stroke-width:0.25;stroke:rgb(80.000%,80.000%,80.000%)" d="M 24.000155 4.000185 C 12.95452 4.000185 3.999848 12.954365 3.999848 24 C 3.999848 35.045635 12.95452 43.999815 24.000155 43.999815 C 35.045299 43.999815 43.99997 35.045635 43.99997 24 C 43.99997 12.954365 35.045299 4.000185 24.000155 4.000185 Z M 24.000155 18.545505 C 27.012735 18.545505 29.45465 20.98742 29.45465 24 C 29.45465 27.01258 27.012735 29.454495 24.000155 29.454495 C 20.987084 29.454495 18.54566 27.01258 18.54566 24 C 18.54566 20.98742 20.987084 18.545505 24.000155 18.545505 Z M 24.000155 18.545505" transform="matrix(7.947144,0,0,7.947144,-15.045183,1.26855)"/> <path style="fill:rgb(100.000%,100.000%,100.000%);stroke-width:0.442773;stroke:rgb(90.196%,90.196%,90.196%)" d="M 24.000155 15.461162 C 19.283936 15.461162 15.460825 19.283781 15.460825 24 C 15.460825 28.716219 19.283936 32.538838 24.000155 32.538838 C 28.715883 32.538838 32.538994 28.716219 32.538994 24 C 32.538994 19.283781 28.715883 15.461162 24.000155 15.461162 Z M 24.000155 19.468596 C 26.502528 19.468596 28.531559 21.497627 28.531559 24 C 28.531559 26.502373 26.502528 28.531404 24.000155 28.531404 C 21.497782 28.531404 19.46826 26.502373 19.46826 24 C 19.46826 21.497627 21.497782 19.468596 24.000155 19.468596 Z M 24.000155 19.468596" transform="matrix(7.947144,0,0,7.947144,-15.045183,1.26855)"/> <use mask="url(#mask0)" xlink:href="#image6"/> <path style="fill:rgb(30.980%,78.431%,80.784%)" d="M 366.769531 272.539062 C 366.769531 220.777344 324.886719 178.8125 273.21875 178.8125 C 221.550781 178.8125 179.664062 220.777344 179.664062 272.539062 C 179.664062 324.300781 221.550781 366.261719 273.21875 366.261719 C 324.886719 366.261719 366.769531 324.300781 366.769531 272.539062 Z M 366.769531 272.539062"/> <path style="fill-rule:evenodd;fill:rgb(100.000%,100.000%,100.000%)" d="M 303.308594 223.355469 C 299.15625 227.277344 289.546875 235.527344 289.546875 235.527344 L 312.0625 258.207031 C 312.0625 258.207031 321.808594 248.195312 326.210938 244.039062 C 327.304688 243.003906 327.164062 240.691406 326.070312 239.65625 C 322.65625 236.433594 316.996094 231.203125 316.996094 231.203125 C 316.996094 231.203125 311.664062 226.136719 308.382812 223.039062 C 307.183594 221.90625 304.507812 222.222656 303.308594 223.355469 Z M 279.652344 243.625 L 219.46875 300.320312 L 219.988281 322.746094 L 243.484375 322.609375 L 303.007812 266.4375 Z M 279.652344 243.625"/> </g> </svg>