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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe3VP2hVZxjH8U+8yQ0IikgomqFEEHEQbB0cqrUhlmTp0CFaB3Ww1EGo4FRK0UWxokgJwYr4jy7F1UFCAoJSEhXFGLGxVCRGiYXoJd5cNSQ35ulwjHG416HnZin3C+9wnt95+T6c9/C8VKnyf2eKlSPsuUZzqby20sJgKVrQVuTL5zT14y5rK+1KhPX12aA5+Dm4GbwJYobIEReJdp7Mi7ywfPm2iWx2OLLZiEwmgndrkughPidwel4agMcs+IdNeY5PMhwrVkScPBm3iS2JPPD1vDUwywtW5hgeIq4Qh+bkk1hcbl9FfsJJVuNyrq6usb9Y1I+BubgP4+X2Lkgrf8kaXM12dDT+USy6wFQ/380w9faVS2kdZcnxSZ5nsX9/nEs+9wS+gu/p2pjU1qSSDLS0LCtVf8r6Ucbi6NH4NRG9QutsfoRd3zKcSg43m5o6uvjo/doQnz0hH52d8UsiL0iGzzvO0PATJ1I3cGPJkodd7J59/ovmBxTi1Kk4nMjz2FhqbyeNqeS9rLqeyUQP3XCL1nu8enP2bBxI5GNYn0ryIa6wt4+4TLGHnb1M/LljRxxM5M+wLq2j5kNhN931tM7U1pqYnjaFBzjP6H02417aBsrOgYssLLJpGovb2xVqavyNuzxdxBeVkEOmXLCFtmBnIDc+7mE+bxCjjC2ibgOv2xjpTY7jP1P2CC5wYoY9BclY7cOdt9mn+BgNPF7Kjw38/kOaLkpxjqFjxNa5S2V2DeA4WjezsNJecJrVh4lvEuEIfsN2lJyKaSh5G75g2SP2DdKDwUpLq1Sp8j7/AkHo5FGXBOm4AAAAAElFTkSuQmCC) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur216936 0.4s linear infinite forwards;
}
