diff options
Diffstat (limited to 'Flat-Remix-Dark/apps/scalable/checkbox.svg')
| -rw-r--r-- | Flat-Remix-Dark/apps/scalable/checkbox.svg | 57 |
1 files changed, 30 insertions, 27 deletions
diff --git a/Flat-Remix-Dark/apps/scalable/checkbox.svg b/Flat-Remix-Dark/apps/scalable/checkbox.svg index a3ed5dd82..d52e1cc0e 100644 --- a/Flat-Remix-Dark/apps/scalable/checkbox.svg +++ b/Flat-Remix-Dark/apps/scalable/checkbox.svg @@ -3,17 +3,6 @@ <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:0.2"/> - </g> - </mask> - <clipPath id="clip1"> - <rect width="384" height="384" x="0" y="0"/> - </clipPath> - <g id="surface5" clip-path="url(#clip1)"> - <path style="fill:rgb(0%,0%,0%)" d="M 359.746094 190.96875 C 357.0625 281.707031 282.78125 353.902344 192 354 C 101.996094 353.9375 28.03125 282.957031 24.265625 193.03125 C 24.152344 194.6875 24.0625 196.34375 24 198 C 24 290.785156 99.214844 366 192 366 C 284.785156 366 360 290.785156 360 198 C 359.964844 195.65625 359.882812 193.308594 359.746094 190.96875 Z M 359.746094 190.96875"/> - </g> <mask id="mask1"> <g filter="url(#alpha)"> <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.2"/> @@ -34,28 +23,42 @@ <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface11" clip-path="url(#clip3)"> - <path style="fill-rule:evenodd;fill:rgb(0%,0%,0%)" d="M 383.722656 287.507812 C 380.824219 331.628906 344.21875 365.949219 300 366 C 256.136719 365.988281 219.667969 332.226562 216.277344 288.492188 C 216.125 290.324219 216.03125 292.160156 216 294 C 216 340.390625 253.609375 378 300 378 C 346.390625 378 384 340.390625 384 294 C 383.992188 291.832031 383.898438 289.667969 383.722656 287.507812 Z M 383.722656 287.507812"/> + <path style="fill:rgb(100%,100%,100%)" d="M 191.988281 24 C 99.210938 24.007812 24 99.222656 24 192 C 24.027344 192.984375 24.0625 193.96875 24.105469 194.953125 C 25.765625 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