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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRoge2ZS2obQRBAn5tBCCEUkY/iGKGFFyFklcUwR/AtfAEfyIdq5iIhOycYIctSFl2lKcvzz7Q/xAXNDEVPdf0/PfAGb/B/w8kTnOHM+y4m8RjgvPf3wAhIYpwXW4BEnhMKIV4VjNM03QOnwBwYPzM/nWHqvd8DK+Ajr0wA573fiwXOgQURBIgZAwnA9fU1RPT/PkQdheA7qlOjA7i6uoIgQJOy2tJ9fEgHcGma3nvv7wju0MiYWMA17HPe+/s0Te8oMlYU70gkKBeyNLOUHTY2MfCDEMhlMeAEPze0Z0R0uSmwSNN0LwfOLi4uJiVCjL33uqdKABvop8CZCDCNJcCxtpZUa6yNBRJgZmjZetHKhbr62Q7YAOssy94BmzRNfxJ8tlVMmHNH4vOjLMs+C91bYC3vrYK4j5lUCADyPP/kvf8FkGXZB2FgXce89EcI4wmwFZq6Wjd9fSNdhVCNabp8kEEEh+zd6pkGry61FlqdmIdh2ukRIegmcvgt8IcgxEzwCP5G9uh+Z/Zv6AFDRPqWoEHVnGpRhdkavH2nBN8ZhhpoqqpoV3xnqLKAoxhA2sbJjsfMNLUaVfT1u23N95XgtABpsap72kVomcuK2gP6+n3doqj0Gi+t07QWq/eEwrIEVk0HigArObQutpJjwdsoS4SaHgtRFgPqPtoCqyuNqB8NN4RsciPPqsDUdmRmGDoGTdMa4OpOmroP6baMEd2MPNVPlWCVGW0xqvNbW0O2NTwcx8CWkpjokoWaArtL4P1LknhA/9Wn0d6w3+/11bbEc4os5Ex2eoSXoLT4XtD7w5OTg/Hs7Gt7IYvXliIBnOAgBPGYZ7ovckhKJKTbFSHlahodG01/JwwryuwcWJpvdYDprNC+FtCWeJLn+SfB1XWUNvUeslCe518AvPe/iTwLW3A81O6CUIGPi0zdSOkuLy8nyMWXWEInu9bTWC/mTfBpla4cKY2QtSOl0Fga2tGESAxTZyJEldZaDfWCmx1ZItpQbzXWeK3SwgJgLgoM3dbXKl2ltPOw7U9KC5FJl21pauvSerTseyvR6vbAzL5N7cXhtoOes3EMGIv7fAO+ElyjrPN8saA/N84pClz0HD8kqAVWFJllcHgKjdjBZHCI+Zt1ZJa9dRsUYnaBdqqzU96gEPtHd9Sf3G/wEuAvAZfnVoILBq0AAAAASUVORK5CYII=) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur153811 1.25s linear infinite forwards;
}