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| author |  Daniel Ruiz de Alegría <daniruizdealegria@gmail.com> | 2018-07-06 17:37:25 +0200 |
|---|---|---|
| committer | Daniel Ruiz de Alegría <daniruizdealegria@gmail.com> | 2018-07-06 17:37:25 +0200 |
| commit | a49b9759a06352f0e7ff0dc0098fb82d33b62985 (patch) | |
| tree | ba4f3370d56d858e7e62a66d88e2cbd6f3e9732a | |
| parent | 72f778cd0500fa30f41c54d3148497b74776e596 (diff) | |
| download | flat-remix-a49b9759a06352f0e7ff0dc0098fb82d33b62985.tar.gz flat-remix-a49b9759a06352f0e7ff0dc0098fb82d33b62985.zip | |
Update some app icons
78 files changed, 924 insertions, 2445 deletions
diff --git a/Flat-Remix-Dark/apps/scalable/AdobePhotoshop.svg b/Flat-Remix-Dark/apps/scalable/AdobePhotoshop.svg index 0425d7f3d..7bbf73474 100644 --- a/Flat-Remix-Dark/apps/scalable/AdobePhotoshop.svg +++ b/Flat-Remix-Dark/apps/scalable/AdobePhotoshop.svg @@ -1,60 +1,5 @@ -<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:0.2"/> - </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 24 337.199219 L 24 349.199219 C 24 358.5 31.496094 366 40.804688 366 L 343.199219 366 C 352.5 366 360 358.5 360 349.199219 L 360 337.199219 C 360 346.5 352.5 354 343.199219 354 L 40.804688 354 C 31.503906 354 24.003906 346.5 24.003906 337.199219 Z M 24 337.199219"/> - </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"/> - </g> - </mask> - <clipPath id="clip2"> - <rect width="384" height="384" x="0" y="0"/> - </clipPath> - <g id="surface8" clip-path="url(#clip2)"> - <path style="fill:rgb(0%,0%,0%)" d="M 84 114.683594 C 84 114.683594 109.210938 113.992188 129.96875 113.992188 C 158.765625 113.996094 191.992188 123.597656 191.992188 173.996094 C 191.992188 224.394531 158.765625 233.996094 129.964844 233.824219 C 123.589844 234.101562 119.996094 234.167969 119.996094 234.167969 L 119.996094 282 L 83.996094 282 Z M 119.996094 209.929688 C 123.65625 210.296875 123.648438 210.121094 129.074219 210.050781 C 147.144531 209.835938 156 190.097656 156 172.804688 C 156 157.277344 149.113281 138.664062 131.761719 138.003906 C 124.835938 137.742188 120 138.003906 120 138.003906 Z M 119.996094 209.929688"/> - </g> - <mask id="mask2"> - <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="clip3"> - <rect width="384" height="384" x="0" y="0"/> - </clipPath> - <g id="surface11" clip-path="url(#clip3)"> - <path style="fill:rgb(0%,0%,0%)" d="M 215.996094 245.992188 C 222.5625 250.375 235.117188 257.992188 245.675781 257.992188 C 256.46875 257.992188 263.992188 251.316406 263.992188 244.867188 C 263.992188 238.40625 261.988281 230.480469 248.613281 225.574219 C 224.914062 216.792969 215.765625 206.28125 216 191.570312 C 216 167.808594 234.300781 149.992188 262.6875 149.992188 C 275.992188 149.992188 293.992188 161.992188 293.992188 161.992188 L 293.992188 185.992188 C 288.828125 182.890625 273.714844 173.992188 263.863281 173.992188 C 255.179688 173.992188 246.539062 180.984375 246.539062 187.433594 C 246.539062 195.734375 254.714844 196.476562 268.792969 201.902344 C 290.609375 210.164062 299.757812 222.296875 299.992188 240.886719 C 299.992188 264.390625 283.34375 283.078125 250.253906 281.941406 C 238.898438 281.554688 224.675781 275.152344 215.996094 269.992188 C 215.996094 260.609375 215.996094 255.375 215.996094 245.992188 Z M 215.996094 245.992188"/> - </g> - <mask id="mask3"> - <g filter="url(#alpha)"> - <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.101961"/> - </g> - </mask> - <clipPath id="clip4"> - <rect width="384" height="384" x="0" y="0"/> - </clipPath> - <g id="surface14" clip-path="url(#clip4)"> - <path style="fill:rgb(100%,100%,100%)" d="M 40.804688 24 C 31.496094 24 24 31.496094 24 40.804688 L 24 46.816406 C 24 37.507812 31.496094 30.011719 40.804688 30.011719 L 343.195312 30.011719 C 352.496094 30.011719 360 37.507812 360 46.816406 L 360 40.804688 C 360 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