Minify images using ImageOptim (lossless compression) (#313)

1 files changed, 1 insertions, 22 deletions

diff --git a/recipes/anydo/icon.svg b/recipes/anydo/icon.svg
index 77fe087..5d7f5d3 100644
--- a/recipes/anydo/icon.svg
+++ b/recipes/anydo/icon.svg
@@ -1,22 +1 @@
-<?xml version="1.0" encoding="UTF-8" standalone="no"?>
-<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
-<svg width="100%" height="100%" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2;">
-    <g>
-        <g>
-            <path d="M1024,204.216C1024,91.506 932.494,0 819.784,0L206.216,0C93.506,0 2,91.506 2,204.216L2,819.784C2,932.494 93.506,1024 206.216,1024L819.784,1024C932.494,1024 1024,932.494 1024,819.784L1024,204.216Z" style="fill:white;"/>
-            <clipPath id="_clip1">
-                <path d="M1024,204.216C1024,91.506 932.494,0 819.784,0L206.216,0C93.506,0 2,91.506 2,204.216L2,819.784C2,932.494 93.506,1024 206.216,1024L819.784,1024C932.494,1024 1024,932.494 1024,819.784L1024,204.216Z"/>
-            </clipPath>
-            <g clip-path="url(#_clip1)">
-                <g transform="matrix(2.25637,-2.25637,2.5723,2.5723,-1055.81,178.189)">
-                    <path d="M478,242.034C478,192.895 432.519,153 376.5,153L173.5,153C117.481,153 72,192.895 72,242.034L72,471.966C72,521.105 117.481,561 173.5,561L376.5,561C432.519,561 478,521.105 478,471.966L478,242.034Z" style="fill:url(#_Linear2);"/>
-                </g>
-            </g>
-            <use id="Checkmark" xlink:href="#_Image3" x="112.061" y="529.972" width="511.916px" height="390.917px" transform="matrix(0.999835,0,0,0.999789,0,0)"/>
-        </g>
-    </g>
-    <defs>
-        <linearGradient id="_Linear2" x1="0" y1="0" x2="1" y2="0" gradientUnits="userSpaceOnUse" gradientTransform="matrix(406,0,0,408,72,357)"><stop offset="0" style="stop-color:rgb(1,110,215);stop-opacity:1"/><stop offset="0.44" style="stop-color:rgb(25,144,227);stop-opacity:1"/><stop offset="1" style="stop-color:rgb(80,222,255);stop-opacity:1"/></linearGradient>
-        <image id="_Image3" width="512px" height="391px" xlink:href="data:image/png;base64,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"/>
-    </defs>
-</svg>
+<svg clip-rule="evenodd" fill-rule="evenodd" stroke-linejoin="round" stroke-miterlimit="2" viewBox="0 0 1024 1024" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><linearGradient id="a" gradientTransform="matrix(406 0 0 408 72 357)" gradientUnits="userSpaceOnUse" x1="0" x2="1" y1="0" y2="0"><stop offset="0" stop-color="#016ed7"/><stop offset=".44" stop-color="#1990e3"/><stop offset="1" stop-color="#50deff"/></linearGradient><clipPath id="b"><path clip-rule="evenodd" d="m1024 204.216c0-112.71-91.506-204.216-204.216-204.216h-613.568c-112.71 0-204.216 91.506-204.216 204.216v615.568c0 112.71 91.506 204.216 204.216 204.216h613.568c112.71 0 204.216-91.506 204.216-204.216z"/></clipPath><path d="m1024 204.216c0-112.71-91.506-204.216-204.216-204.216h-613.568c-112.71 0-204.216 91.506-204.216 204.216v615.568c0 112.71 91.506 204.216 204.216 204.216h613.568c112.71 0 204.216-91.506 204.216-204.216z" fill="#fff"/><g clip-path="url(#b)"><path d="m478 242.034c0-49.139-45.481-89.034-101.5-89.034h-203c-56.019 0-101.5 39.895-101.5 89.034v229.932c0 49.139 45.481 89.034 101.5 89.034h203c56.019 0 101.5-39.895 101.5-89.034z" fill="url(#a)" transform="matrix(2.25637 -2.25637 2.5723 2.5723 -1055.81 178.189)"/></g><image height="390.917" transform="matrix(.999835 0 0 .999789 112.04251 529.860176)" width="511.916" xlink:href="data:image/png;base64,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"/></svg>
\ No newline at end of file