diff options
Diffstat (limited to 'Flat-Remix-Light/apps/scalable/accessories-calculator.svg')
| -rw-r--r-- | Flat-Remix-Light/apps/scalable/accessories-calculator.svg | 2 |
1 files changed, 1 insertions, 1 deletions
diff --git a/Flat-Remix-Light/apps/scalable/accessories-calculator.svg b/Flat-Remix-Light/apps/scalable/accessories-calculator.svg index 6f186c8b4..80a0ff6c2 100644 --- a/Flat-Remix-Light/apps/scalable/accessories-calculator.svg +++ b/Flat-Remix-Light/apps/scalable/accessories-calculator.svg @@ -1 +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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"/> <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="clip1"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface9" clip-path="url(#clip1)"> <path style="fill:rgb(0%,0%,0%)" d="M 120.316406 77.554688 L 120.316406 107.007812 L 149.660156 107.007812 L 149.660156 120.273438 L 120.316406 120.273438 L 120.316406 149.730469 L 106.941406 149.730469 L 106.941406 120.273438 L 77.597656 120.273438 L 77.597656 107.007812 L 106.941406 107.007812 L 106.941406 77.554688 Z M 120.316406 77.554688"/> </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="clip2"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface12" clip-path="url(#clip2)"> <path style="fill:rgb(0%,0%,0%)" d="M 256.488281 110.929688 L 326.863281 110.929688 L 326.863281 125.429688 L 256.488281 125.429688 Z M 256.488281 110.929688"/> </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:0.2"/> </g> </mask> <clipPath id="clip3"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface15" clip-path="url(#clip3)"> <path style="fill:rgb(0%,0%,0%)" d="M 147.484375 258.027344 L 123.085938 282.421875 L 147.484375 306.703125 L 138.039062 316.148438 L 113.644531 291.863281 L 89.25 316.148438 L 79.804688 306.703125 L 104.199219 282.421875 L 79.804688 258.027344 L 89.25 248.582031 L 113.644531 272.976562 L 138.039062 248.582031 Z M 147.484375 258.027344"/> </g> <mask id="mask4"> <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="clip4"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface18" clip-path="url(#clip4)"> <path style="fill:rgb(0%,0%,0%)" d="M 246.015625 261.578125 L 318.078125 261.578125 L 318.078125 274.785156 L 246.015625 274.785156 Z M 246.015625 287.152344 L 318.078125 287.152344 L 318.078125 300.476562 L 246.015625 300.476562 Z M 246.015625 287.152344"/> </g> <mask id="mask5"> <g filter="url(#alpha)"> <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.301961"/> </g> </mask> <clipPath id="clip5"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface21" clip-path="url(#clip5)"> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 192.023438 23.25 L 192.023438 32.25 L 333.859375 32.25 C 348.789062 32.75 360.664062 44.902344 360.664062 59.957031 L 360.664062 50.957031 C 360.664062 35.902344 348.789062 23.75 333.859375 23.25 Z M 50.578125 23.265625 C 36.519531 23.34375 25.03125 33.765625 23.25 47.339844 L 23.25 56.339844 C 25.03125 42.765625 36.519531 32.34375 50.578125 32.265625 L 192.007812 32.265625 L 192.007812 23.265625 Z M 192.007812 191.996094 L 192.007812 200.996094 L 192.023438 200.996094 L 192.023438 191.996094 Z M 360.664062 191.996094 L 360.664062 200.996094 L 360.75 200.996094 L 360.75 191.996094 Z M 360.664062 191.996094"/> </g> </defs> <g> <path style="fill:rgb(37.647%,38.823%,43.137%)" d="M 192.023438 23.25 L 192.023438 191.996094 L 192.007812 191.996094 L 192.007812 23.265625 L 50.578125 23.265625 C 36.519531 23.34375 25.03125 33.765625 23.25 47.339844 L 23.25 192.019531 L 23.28125 192.019531 L 23.28125 332.964844 C 23.28125 348.339844 35.660156 360.71875 51.035156 360.71875 L 191.992188 360.71875 L 191.992188 360.75 L 333.167969 360.75 C 348.324219 360.667969 360.507812 348.566406 360.75 333.453125 L 360.75 191.996094 L 360.664062 191.996094 L 360.664062 50.960938 C 360.664062 35.902344 348.789062 23.75 333.859375 23.25 Z M 192.023438 23.25"/> <path style="fill:rgb(29.803%,30.980%,36.078%)" d="M 191.992188 191.996094 L 191.992188 360.75 L 333.171875 360.75 C 348.324219 360.667969 360.507812 348.566406 360.75 333.453125 L 360.75 191.996094 Z M 191.992188 191.996094"/> <path style="fill:rgb(45.098%,46.274%,50.196%)" d="M 23.28125 192.011719 L 23.28125 332.964844 C 23.28125 348.339844 35.660156 360.71875 51.035156 360.71875 L 192.007812 360.71875 L 192.007812 192.011719 Z M 23.28125 192.011719"/> <path style="fill:rgb(29.803%,30.980%,36.078%)" d="M 23.25 184.519531 L 23.25 192.019531 L 23.28125 192.019531 L 23.28125 184.519531 Z M 23.28125 325.464844 L 23.28125 332.964844 C 23.28125 348.339844 35.660156 360.71875 51.035156 360.71875 L 191.992188 360.71875 L 191.992188 360.75 L 333.167969 360.75 C 348.324219 360.667969 360.507812 348.566406 360.75 333.453125 L 360.75 325.953125 C 360.507812 341.066406 348.324219 353.167969 333.167969 353.25 L 191.992188 353.25 L 191.992188 353.21875 L 51.035156 353.21875 C 35.660156 353.21875 23.28125 340.839844 23.28125 325.464844 Z M 23.28125 325.464844"/> <use mask="url(#mask0)" xlink:href="#image6"/> <path style="fill:rgb(72.156%,9.019%,29.803%)" d="M 368.425781 275.027344 C 368.425781 326.042969 327.066406 367.402344 276.046875 367.402344 C 225.027344 367.402344 183.667969 326.042969 183.667969 275.027344 C 183.667969 224.007812 225.027344 182.648438 276.046875 182.648438 C 327.066406 182.648438 368.425781 224.007812 368.425781 275.027344 Z M 368.425781 275.027344"/> <path style="fill:rgb(70.196%,70.196%,70.196%)" d="M 50.578125 23.265625 C 36.519531 23.34375 25.03125 33.765625 23.25 47.339844 L 23.25 192.019531 L 192.007812 192.019531 L 192.007812 23.265625 Z M 50.578125 23.265625"/> <use mask="url(#mask1)" xlink:href="#surface9"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 114.316406 71.554688 L 114.316406 101.007812 L 143.660156 101.007812 L 143.660156 114.273438 L 114.316406 114.273438 L 114.316406 143.730469 L 100.941406 143.730469 L 100.941406 114.273438 L 71.597656 114.273438 L 71.597656 101.007812 L 100.941406 101.007812 L 100.941406 71.554688 Z M 114.316406 71.554688"/> <use mask="url(#mask2)" xlink:href="#surface12"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 250.488281 104.929688 L 320.863281 104.929688 L 320.863281 119.429688 L 250.488281 119.429688 Z M 250.488281 104.929688"/> <use mask="url(#mask3)" xlink:href="#surface15"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 141.484375 252.027344 L 117.085938 276.421875 L 141.484375 300.703125 L 132.039062 310.148438 L 107.644531 285.863281 L 83.25 310.148438 L 73.804688 300.703125 L 98.199219 276.421875 L 73.804688 252.027344 L 83.25 242.582031 L 107.644531 266.976562 L 132.039062 242.582031 Z M 141.484375 252.027344"/> <use mask="url(#mask4)" xlink:href="#surface18"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 240.015625 255.578125 L 312.078125 255.578125 L 312.078125 268.785156 L 240.015625 268.785156 Z M 240.015625 281.152344 L 312.078125 281.152344 L 312.078125 294.476562 L 240.015625 294.476562 Z M 240.015625 281.152344"/> <use mask="url(#mask5)" xlink:href="#surface21"/> </g> </svg> +<svg width="512" height="512" version="1.1" viewBox="0 0 384 384" xmlns="http://www.w3.org/2000/svg"><defs><clipPath><rect width="384" height="384"/></clipPath><clipPath><rect width="384" height="384"/></clipPath><clipPath><rect width="384" height="384"/></clipPath><clipPath><rect width="384" height="384"/></clipPath></defs><path d="m192.02 23.25v168.75h-0.0156v-168.73h-141.43c-14.059 0.078125-25.547 10.5-27.328 24.074v144.68h0.03125v140.95c0 15.375 12.379 27.754 27.754 27.754h140.96v0.0312h141.18c15.156-0.082 27.34-12.184 27.582-27.297v-141.46h-0.0859v-141.04c-4e-5 -15.059-11.875-27.211-26.805-27.711z" fill="#5e616e"/><path d="m191.99 192v168.75h141.18c15.152-0.082 27.336-12.184 27.578-27.297v-141.46z" fill="#4a4c5c"/><path d="m23.281 192.01v140.95c0 15.375 12.379 27.754 27.754 27.754h140.97v-168.71z" fill="#73757f"/><path d="m23.25 184.52v7.5h0.03125v-7.5zm0.03125 140.95v7.5c0 15.375 12.379 27.754 27.754 27.754h140.96v0.0312h141.18c15.156-0.082 27.34-12.184 27.582-27.297v-7.5c-0.24219 15.113-12.426 27.215-27.582 27.297h-141.18v-0.0312h-140.96c-15.375 0-27.754-12.379-27.754-27.754z" fill="#4a4c5c"/><path d="m368.43 282.53c0 51.016-41.359 92.375-92.379 92.375s-92.379-41.359-92.379-92.375c0-51.02 41.359-92.379 92.379-92.379s92.379 41.359 92.379 92.379z" opacity=".3"/><path d="m368.43 275.03c0 51.016-41.359 92.375-92.379 92.375s-92.379-41.359-92.379-92.375c0-51.02 41.359-92.379 92.379-92.379s92.379 41.359 92.379 92.379z" fill="#b8174a"/><path d="m50.578 23.266c-14.059 0.078125-25.547 10.5-27.328 24.074v144.68h168.76v-168.75z" fill="#b3b3b3"/><path d="m114.32 79.055v29.453h29.344v13.266h-29.344v29.457h-13.375v-29.457h-29.344v-13.266h29.344v-29.453z" opacity=".3"/><path d="m114.32 71.555v29.453h29.344v13.266h-29.344v29.457h-13.375v-29.457h-29.344v-13.266h29.344v-29.453z" fill="#fff"/><path d="m250.49 112.43h70.375v14.5h-70.375z" opacity=".3"/><path d="m250.49 104.93h70.375v14.5h-70.375z" fill="#fff"/><path d="m141.48 259.53-24.398 24.395 24.398 24.281-9.4453 9.4453-24.395-24.285-24.395 24.285-9.4453-9.4453 24.395-24.281-24.395-24.395 9.4453-9.4453 24.395 24.395 24.395-24.395z" opacity=".3"/><path d="m141.48 252.03-24.398 24.395 24.398 24.281-9.4453 9.4453-24.395-24.285-24.395 24.285-9.4453-9.4453 24.395-24.281-24.395-24.395 9.4453-9.4453 24.395 24.395 24.395-24.395z" fill="#fff"/><path d="m240.02 263.08h72.062v13.207h-72.062zm0 25.574h72.062v13.324h-72.062z" opacity=".3"/><path d="m240.02 255.58h72.062v13.207h-72.062zm0 25.574h72.062v13.324h-72.062z" fill="#fff"/><path transform="scale(.75)" d="m256.03 31v10h189.12c19.906 0.66667 35.738 16.869 35.738 36.947v-10c-6e-5 -20.078-15.832-36.281-35.738-36.947h-189.12zm-188.59 0.021484c-18.745 0.10417-34.062 13.999-36.438 32.098v10c2.375-18.099 17.693-31.994 36.438-32.098h188.57v-10h-188.57zm188.57 224.97v10h0.02148v-10h-0.02148zm224.88 0v10h0.11523v-10h-0.11523z" fill="#fff" opacity=".3" stroke-width="1.3333"/></svg> |
