1 files changed, 33 insertions, 0 deletions
diff --git a/Flat-Remix/apps/scalable/synergy.svg b/Flat-Remix/apps/scalable/synergy.svg
new file mode 100644
index 000000000..260629465
--- /dev/null
+++ b/Flat-Remix/apps/scalable/synergy.svg
@@ -0,0 +1,33 @@
+<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:0.301961"/>
+   </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 191.933594 23.25 L 191.933594 23.253906 C 99.03125 23.847656 23.835938 99.027344 23.253906 191.933594 L 23.25 191.933594 C 23.25 191.957031 23.25 191.976562 23.25 191.996094 C 23.25 192.019531 23.25 192.039062 23.25 192.0625 L 23.253906 192.0625 C 23.261719 193.292969 23.289062 194.519531 23.324219 195.746094 C 25.84375 104.546875 100.265625 31.339844 191.933594 30.753906 L 191.933594 30.75 C 191.957031 30.75 191.976562 30.75 191.996094 30.75 C 192.019531 30.75 192.039062 30.75 192.0625 30.75 L 192.0625 30.753906 C 283.742188 31.328125 358.152344 104.542969 360.671875 195.746094 C 360.707031 194.519531 360.734375 193.292969 360.742188 192.0625 L 360.746094 192.0625 C 360.746094 192.039062 360.742188 192.019531 360.742188 191.996094 C 360.742188 191.976562 360.746094 191.957031 360.746094 191.933594 L 360.742188 191.933594 C 360.15625 99.023438 284.972656 23.835938 192.0625 23.253906 L 192.0625 23.25 C 192.039062 23.25 192.019531 23.25 191.996094 23.25 C 191.976562 23.25 191.957031 23.25 191.933594 23.25 Z M 191.933594 23.25"/>
+  </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:0.435294"/>
+   </g>
+  </mask>
+  <image id="image9" width="384" height="384" xlink:href="data:image/png;base64,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"/>
+ </defs>
+ <g>
+  <path style="fill:rgb(29.019608%,68.235294%,90.980392%)" d="M 323.761719 162.347656 L 287.378906 191.933594 L 281.71875 191.933594 C 281.195312 241.28125 241.285156 281.207031 191.933594 281.71875 L 191.933594 360.746094 C 284.9375 360.230469 360.214844 284.9375 360.746094 191.933594 L 360.300781 191.933594 Z M 323.761719 162.347656"/>
+  <path style="fill:rgb(10.196078%,73.72549%,61.176471%)" d="M 23.25 191.933594 C 23.777344 284.929688 99.0625 360.21875 192.0625 360.746094 L 192.0625 360.554688 L 221.847656 323.777344 L 192.179688 287.292969 L 192.0625 287.441406 L 192.0625 281.71875 C 142.71875 281.195312 102.796875 241.277344 102.273438 191.933594 Z M 23.25 191.933594"/>
+  <path style="fill:rgb(21.176471%,48.235294%,94.117647%)" d="M 192.0625 23.25 C 99.1875 23.777344 23.984375 98.84375 23.257812 191.667969 L 23.128906 191.769531 L 23.253906 191.871094 C 23.253906 191.933594 23.25 191.996094 23.25 192.0625 L 23.488281 192.0625 L 60.007812 221.636719 L 96.375 192.0625 L 102.273438 192.0625 C 102.785156 142.707031 142.710938 102.800781 192.0625 102.273438 Z M 192.0625 23.25"/>
+  <path style="fill:rgb(6.666667%,48.627451%,40.392157%)" d="M 192.257812 23.238281 L 192.242188 23.253906 C 192.136719 23.253906 192.035156 23.25 191.933594 23.25 L 191.933594 23.636719 L 162.394531 60.113281 L 191.933594 96.441406 L 191.933594 102.273438 C 241.269531 102.789062 281.171875 142.667969 281.71875 191.996094 C 281.71875 191.976562 281.71875 191.953125 281.71875 191.933594 L 287.378906 191.933594 L 323.761719 162.347656 L 360.300781 191.933594 L 360.742188 191.933594 C 360.15625 99.089844 285.085938 23.953125 192.269531 23.253906 Z M 360.742188 191.996094 C 360.742188 192.019531 360.742188 192.039062 360.742188 192.0625 L 360.746094 192.0625 C 360.746094 192.039062 360.742188 192.019531 360.742188 191.996094 Z M 360.742188 191.996094"/>
+  <use mask="url(#mask0)" xlink:href="#surface5"/>
+  <use mask="url(#mask1)" xlink:href="#image9"/>
+  <path style="fill:rgb(100%,100%,100%)" d="M 192 85.394531 C 133.566406 86.054688 86.296875 133.300781 85.652344 191.738281 C 86.308594 250.164062 133.570312 297.425781 192 298.085938 C 250.4375 297.4375 297.683594 250.171875 298.34375 191.738281 C 297.695312 133.292969 250.441406 86.042969 192 85.394531 Z M 192 85.394531"/>
+ </g>
+</svg>