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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;}
62.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,79.9% {cursor:url(data:image/png;base64,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) 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;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsElEQVRoge2Zz4rbMBDGfxbGhGBCGkLpYcmhh1LoE/iYXvrWe80j9C0KLSEsIWv1IE00JJb/JFZKqD8QcXY1o9FoNPN5AhMm/N/IHrCGUc91SuUpYGzFO1AA+QPWGx3FFiywAkrcRp4KM1thgU/AEpiNvUDqI839Z6GenwbGVlgfQp+BjzzZCWiPJzuBWzZgcMb0yiqvVRq9t8JswfqLWeJCIrZYAayBjR9r4llIh9uiQ+9dyL3xa1xqnLcsZPz/l350zlW6F/QMuaGVOMd5p8BV1SPwZq0ly7KmKmuU0TXxSmyUXiN6gVMfg4ag9krFkCNQZ1nUD21GN+kdKncTF0rJbZLypgkpMNHpDuSeTusM8zTQxUnY6Oh0OpZGpazrPA4hvelUGpPVxG0F7HvIinyf2hFXIJ6zlRtbwnfaK7DR87Wcl33BUZCo49TcNe7USr9e7zCUqrjCHf0LsLkwYhkx4kwJYhvB0eqYA/JLh2lnEt7qzrJNWUhCQCiwhJJ8P+HCYc91qZfNl8BqCz9fK8h2/AAOwC8//uCowmV45F5Wv35KyJ1wlf/gP2sRuIQu6ydCTB7VBs4KGmRlEX1h92o0Gd4kf1R/E1uu7s+QOjDkchmgtBW/sx3f/Nw9wfN9kkCvBJKykBWEy1fjvHpg5GJ28wY8hW6bIvdGvHikBz0eitRUYmKXExpguM4Qg2GtjRXCu3W3wfiKOPdjzF5PrnSn60qost7VaYD+vR7NXKURnKwrMSd0Jd6IV1ZprZPt+EDoNMS6FzOC56Uad6bdocckpV5GW2rMv+/Ozwu6Q26I7rBIn0kNi5zU9zZKIJgRuM29eh8G+W3gK/AFR6Mf9kY2JnRYjE4lUmLms8oG5/3yH9szGMl/XoL0dFqGDqNRkfIO6Le6y+btaJjo9IQ78RemBAVx1lD9LQAAAABJRU5ErkJggg==) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUElEQVRoge2ZS27bQAyGP00FQTBcIwiKtAcoegctnU1vnS697E2yCJLAEGxNFxpGjCPrYQ2dqPEPEH7yNRr+Q1FwwQWfG8kZfDj1vrI0bgHnC/ZABqRn8Bcd2Ro8cA0sqROZFTJf4IFvwAqDBKxrIFNSKomGNKaxFuzUa6U+R8PsWeiUBBxNUBXxgrKy+9rJGnwozCWQE4canS/wgbFWEe2+QapY5RpYRHLkgMUBYw2qz7FbKKVenYz6EpfA1ntPkiRTLrlTdp3YZUDRj2UhYRIJtgSqJJnMBYcMNbgGTi1i7SgmTBnrQ2L254B1d5iGblQX6Gyguf0HcIVBM2fZC2nbq/C6tXSi4Q5+09TZBdFzQH67efl+GfS3vKXiSWgrYucL9rcbuCsg2fCVmu/7nL7oteGuCA43fAeeGXhQ0bOYrQlQ71VpE6rgsOxLAMh9wRNAVyIhiUeaK3LUZt9iHksgpWGN6lCpKwHq7bIClmv4C/AHfodgH4M8BOlNgJ7FbKM12aPSjwwJXvTK4EAClK0jwQ8NvM2uyCu9Y0UsSmOxo1khrS+B3zOukNvu4qIRQB/y0B7/An4CN3ykm/rQQnf9RfZuTrN3n4m8epa9kBSg1JnUUlRYN3Ofrz0+B5ySk+G9b2PAKLa74AKzLILEbAZTZdtuKqHGKldEnEqo1lsGwWZTiQXNVGLLuFP1GKQNkZWXE72Xtb5McLoD9kH8BDtQL6QLdnTv1Wt39qPF2Z8DljfZl8dL7w3zx0tgWwPmj5fAdqxi/ngJ/gMWuuC98Q81WuGFPXuoYwAAAABJRU5ErkJggg==) 23 23, auto;}
}
div.testarea{
animation:rwdcur153831 1.25s linear infinite forwards;
}