svg fixes

icons/ABI.svg

-<svg width="30" height="30" fill="currentColor" xmlns="http://www.w3.org/2000/svg"><g clip-path="url(#a)"><path d="M10.176 10.291a1.253 1.253 0 0 0-1.76.159L5.29 14.2a1.247 1.247 0 0 0 0 1.6l3.125 3.75a1.25 1.25 0 1 0 1.919-1.6L7.876 15l2.459-2.949a1.25 1.25 0 0 0-.159-1.76ZM16.494 7.525a1.261 1.261 0 0 0-1.47.981l-2.5 12.5a1.246 1.246 0 0 0 1.229 1.494 1.249 1.249 0 0 0 1.223-1.006l2.5-12.5a1.246 1.246 0 0 0-.982-1.469ZM24.709 14.2l-3.125-3.75a1.251 1.251 0 0 0-2.209.687 1.25 1.25 0 0 0 .29.914l2.459 2.95-2.459 2.948a1.248 1.248 0 0 0 .584 2 1.25 1.25 0 0 0 1.335-.398l3.125-3.75a1.247 1.247 0 0 0 0-1.601Z"/></g><defs><clipPath id="a"><path fill="#fff" transform="translate(5 5)" d="M0 0h20v20H0z"/></clipPath></defs></svg>
\ No newline at end of file
+<svg width="30" height="30" fill="currentColor" xmlns="http://www.w3.org/2000/svg">
+  <g clip-path="url(#abi-a)">
+    <path d="M10.176 10.291a1.253 1.253 0 0 0-1.76.159L5.29 14.2a1.247 1.247 0 0 0 0 1.6l3.125 3.75a1.25 1.25 0 1 0 1.919-1.6L7.876 15l2.459-2.949a1.25 1.25 0 0 0-.159-1.76Zm6.318-2.766a1.261 1.261 0 0 0-1.47.981l-2.5 12.5a1.246 1.246 0 0 0 1.229 1.494 1.249 1.249 0 0 0 1.223-1.006l2.5-12.5a1.246 1.246 0 0 0-.982-1.469Zm8.215 6.675-3.125-3.75a1.251 1.251 0 0 0-2.209.687 1.25 1.25 0 0 0 .29.914l2.459 2.95-2.459 2.948a1.248 1.248 0 0 0 .584 2 1.25 1.25 0 0 0 1.335-.398l3.125-3.75a1.247 1.247 0 0 0 0-1.601Z"/>
+  </g>
+  <defs>
+    <clipPath id="abi-a">
+      <path fill="#fff" transform="translate(5 5)" d="M0 0h20v20H0z"/>
+    </clipPath>
+  </defs>
+</svg>
\ No newline at end of file

icons/networks/rsk.svg

 <svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
-  <rect x="6" y="5" width="27" height="30" fill="url(#pattern0)"/>
+  <rect x="6" y="5" width="27" height="30" fill="url(#rsk-pattern0)"/>
   <defs>
-    <pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+    <pattern id="rsk-pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
       <use xlink:href="#image0_2038_38465" transform="scale(0.0277778 0.025)"/>
     </pattern>
     <image id="image0_2038_38465" width="85" height="40" xlink:href="data:image/png;base64,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"/>