@keyframes rwdcur176590 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIDklEQVRYhe1WfVRT9xl+ktzc3IQQ0ggBw4cQ+cYpgigqwy8sTqvDtqd2sp5uo0dPj+1cZ9ut3dmZ1rWeVa1i5znbGTtHN6eHsx5xThlFRBSHCoHyGQgEDCFcIcSQz5twc5PsD6KzCui2P/ZPn7/uub/7+z3P733e+74v8H8Gb65FmmZJAIRKRTJPO4imWSmAZAAulYrUP6sA/hwHUgBUAJQ0zSqeQg4AcQDkAOJompX8zwIAkLM8P04uBfAKgGwAHIDljhHDruPHK+YU/QDEHGsuAJKQSNsc30mDwaCE8zC7fYybJeXPGe2WcQLgNQFofpqAOXPgcdA0KwPgValI9tH3l099UZBj0l72eaZkjaSsIvvl1w9lZcUMPcuZc1nwEG9cejPnxI2KAwDuAnghJOaB97hZ/qHD0nw14OpsRMe531FZWTFGAITmk8M/v7Au/900QDrb2bNaQNMsvF5vCU2PWI7q9kdOeqzJ/iTuvNk8PtTVNSoBEOnxMPwzZy5a1eqUvpaKz46uJAIHduw7sXyrgJD5Gqu3qVZtOOg36JDZ19+uu2et+48EAJD02TurvOkeJtwpvbA9trSqz9tdSs83Xhm9Mnpg55qyS44vKvYmCiXL4gqLuuP3H38eXRouIW9Jak91zR8SOuoLDNpWnNfcqbl+z6qdjWRWC8pNB9zuVDs4vk/yrbhlJREREUdjwxZsIglRZPf99lyv18Mfc3u5trpLtMfj1gWH9UTc5kKSzwfijf0vstkblKO56/VH+gw/tAL0bDyC2RZy9uTuT6TSIOGkGHT3B1P9WUMRlDwhOBWEaFR8E+dO0sRQVzTjZWrnZ+Vukdms+Y4xG8/ZqsFUcx08i/IRnr3CULYgTkUZuhzrFKRzb0by0psjZqsL8M1oQaj4SAEwKhXJmzhrCWZvXAZhFI/UDXcrt6ZswHx+FrCYpxbWVu6OIfHqAnk0JyEIvj8lix+wToDH4wNR8fBormOEJ+iMiFIlx5S8kbjGcGetyMP8Yml0xHfvjdsbnhAQymhlyBYJTbOm0lNbirPY7Mvd0lYCacEErXUEZIBCu7y5cPE7H2sdPMo0OtA7Ng+CyPmkKBHhcviHdODMJlAcB/K+OVlVXHLolfVbGt7PT0kMDydd1eP29kcvzXtMQEJIQKCjX8OvbDgtX1m2+u8xkrg4GSdHA1EDT9ADhT8KseYEW55wdbVUGu4CUOi6O6B0nj2p8Onb4Q0EIRbwA2KZItDjYM5+UHttr3GWYvYwAioVCZpmzQCkt4zXC8Xp1MnvZG1TjIiGSBErRiAYhMgvQTRiIQpQsBDjskG6n1yanqcDwIz7fD1XWjVZPqdFqXe4hzILN/NfWLn6x/Kh/pcT7twpN9qZtpkEzFgJP2078fFCddqHLs4JLdMBMROGQDAAiqCQJEyFjbViwNTL1R6vfvvkvo+M86OpMkqkzrFYjN3r8ja81qyzMEKhMM5lt/1SIBTGdfd0vrRjxybHTFwz/gV+tT/AxbM7Byf6BcMtBlt3Q0etSWu6FeWONucpVkeNGej7pjsjlz/YuZfOUmuOhEkS84L8WLlYHJVKSqneVQXFFoIQxkik4TqxWNK1cmVa+0w8X7PgUdT/rLbJ55ra57V5UvT1A5WTPZOaP9afW+sJ92y8rb/xZaI/ueH9nSUUAncP8YK8GK+Hhs83AcbDYZ7CXTw1NdUsEoniOM7XTRBCPQDQNBsJwKZSkdyjXE8Uol0H9yi+HGyqXLd94wo/j3d6smeyKXdXriwzc0llcmr6u/HLF/zmlr+hdOHCCM2Y8YjWyUTBZmMwbh6HYbAK5gm7A8ByjvOVscy1Y9drX/uRTmfJxHQPKXqc7wkBkvywIr80sI0Xxv8+JRFuB8DPSyqQN/rqWKfbAZZhCT3Ts4miEFNxuvVvPb2O9t4BTlt1yXTiUPntfVZ727Wu9s9fujfawQgCPc8rnlMeHOjXxgB4GzPMFU8koSxfplj/1sZjnglvZueZtt1nKy8fTA9bvLmiq7xNJBYtHjWYbH1Xr9SU/3RNokzCqPv1SVqbm+lUJ7GpSsWC/CA3RBmGba6WzoQzJMkpRFSSzekOHC4p2VHidrvOZGQoXXMKCIECIFm6ZxW18yffa9kg2Kq0D09evHq1plUsltjU8f/M2LQ+7S0fawYEuSAIIRD0gQumIBBgwbJ29GpvmQxjee8VFRW96bKdGuvtuqZ/9Qf/+BjA1+bL2bqhFwD31ckmQgDusCfFlxsbHn9dqYx2eL3eQI92SJaRHM9Oed2kImYhxCIGvMBXgHARgn4PAvxFmLDU41rdR5biwq70edKJQh4wBODYswogAMgAyNKKMzMa9XWs/fc2TU7OCur27UaivV1jMQw5D06xvuiUNFHki1uE2yLncRJ+sA0+nxCmkau4cLGupqnFaLxxo62Oz+cVNtw0nscM1XAuC2QAJKpvq1SRidHq0nfKflX1l7N/vn20qRrTyUtgemaUfPrrgtfXFsRtIwQCguWS0a21m498fuo9q9nVb7ZyXkwnnxGABdOD60PM1o45AB4AbqfR6RjvHLs/MjE4PFinb2HtrA6AHYD/wSWu1BvvTk1x7rtGh898P3EkKlru3LcnZnvO0uglf60auBkKuw/AFB5pxXNZAAABACymp2NOd153MfTOGxJoC+2nAMj+dK6vbzpqrdRvP1tbOmFWZnZ2W1gAY6GbP9j3X4OP2ScoPqbDTAGQi0RQ5yxRlABIx79H+2/wDWbEvwC4j7D+3dX3YgAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur176590 2.6666666666667s linear infinite forwards;
}
