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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhe1XPWhTQRz/JT5tPkqiYCrt0FKKQ6v4JKhLB+fQTAbFoUOnQqGD0FYcHQVTRCgEuthRLHFKCTh16eIQKVgC1oJVtJji0IB9jX3pOVzu5e7e3b2k1M0fPHh59//43f/j7h+AQx4lggB0ItMNwrzhOWSMDthaHiVyGiIqnbBKMAhzyHTtULfBkKwwj6zwTV5nzhdR7pjwPLIh5thkXwixai2PEiFoBj68rBwF2a6lYyoriWHfNOzXxhwyXoSonj6yluqjzJYaaTtdLe1h53BIkB+J7eJ+tr8lZ3dcJ1oCbBe88+mVPmw4SeDbVb/CryE8LQDj0QMsTzGydiABX1j4QqOgxq4VFE4N2JrZ9gjIBcunI6ANN/Hq3e+unQOU8Fq5CMDcttoUsJ3nd276lwipLwxUEqnIPgBg/yiF5z/SdYRCCV7s8ZcMJlp2+MLUEpA7YHqlD3BEhZm+KmZzVgJIgD4UU/icWCq6KNRGIdtYnqppSXgExHajrDecpCB80jh8PZuzHoaQjgI4kjYTIbmKg2JVIEFt1MC6Q0aYOZfztFraEyUJqVcffdc5B4CjENLR2ZwFEFJXrCuhLUK5zxcGKizeKufg1zhZAMCzNxe6JyCDFdxZy1oA68uzvec7hRcB4y0F2mqd4uvxYPcEZIzEdoXfb/evs9eIwV4EAF7034E7FsPJlfMgPWE8efAHgI1FlH0b1RCwWxdLGztuD5aKLggqjoZEhKDiTK4PAwBIPIzmYA/cGzEDXwUB/qAYjx4Ia4XaqEeCoEKkx5lcH8b73ouCTrLRNBIwXEb6S2jEauBe6qNX7WuRu1iPXoZ7zl9Gn259aL2pU6AkAIgnYtBldHy7V/mdOm+ffh0ROA0JdywGEhezyZzzKVV1mrIImSBVtgHY2JrZ9tWEtwvnxHtPNppc2Nv2dG1u7H3TWMYfr3vxS3g58ZPTVIc9aOo2EhEnX18HtB7/ZMxP2vKUDBgHkjb4o5pGQj/rBeVcRtfhCPpLFvTH5lQp+I9/ib/98Ja5ZeO96AAAAABJRU5ErkJggg==) 16 16, auto;}
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}
div.testarea{
animation:rwdcur169313 0.9s linear infinite forwards;
}