@keyframes rwdcur10327 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACb0lEQVRYhe2Wz0sUYRjHP/PO7Pju7Mzs7Lir7epKyR7MxCiWhQrRi9Cpm4cgb56jDv0DHuvSxbNXobMgHeoQ/UAkPITgJQRBKyWn2tzdcWbtsAZ5amasLu0HXnhh5v2+3/d9n/d5Xujyv6OcYawAzJN+HWif3U48NBMWTVgEtKQiIulAHYYHYGgAhnQYTqqT1HmfAlP7cB5AgSnAAz79KwMyBdOP4BnAXZhuwUoSoSRHoOkgW1AtQrMIzRZUdZAkWJCaxEAeHtxSqM8qfDyn4O8qHO5A5Ts8B8JYYgkMOBkFUVZpZtMEAOUGzUyI4BiHmHEQ9wgMC6pCZXy+zJaep63nac+X2RIq4xZUAeNvGhC5HvyJLN6mjaG5oLmwaWNMZPFyPfhxNeP8LABnu8VytR/PyRGQB/Lg5Aiq/XjbLZYBJ45unCDssSB/o4h7+yIHl/po4AAW2BlCX3K8Vef9fp03fic1B1FXFZlQ5b6VwTFcoATYJ60EhgtWBidUuR9HM3Ix0mG0mOPmxj1yQgOpnS4+zQDRDmD0MQe7B6z4sBFFN+oOaEaaSqgwuR5iaAXaOPAzBnBAK9BeDzFChUkjTYWIVzxqDGhGiq8P57h8ZYRDp0CIDaTpXDobRAaEhAtFWk/XeNIIOCRCUoqaiKSQLCytIms11l9+wFY1AkvvfPzmQxig9dr4S6tUhGSBBrOA/6cM+P4R3s4eTm2OOxNXeVXI8vn1O2oA18ZY3fuC++It14cHWPOP8KJMHgcBSNvGTaUY601TmhlEmiYjpsnIzCCyN00plWLMtnHpFKbEb43fIX/pa5zeRUmXLl26xOQHw62UQ/usO0kAAAAASUVORK5CYII=) 15 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 26 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 26, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe2Vv09TURTHP+/29fH63oNW+gNoIviDBCUhIdEgYow66epi4urk4Opi4n+gg3F0cVLj4uKgLhoSows6iIoIGAWbUgv2xyttX1/vcyhNGLAFYmDwfZd7c3+c873nnPs94MOHj/8dyj+2JzbM5W4QEBtGDVABHXABG3DaGQjs0LEGmEAXEOkxGU2YDLmS2kAvV/QQR4slPgFVwGtlSN2iw+ZLVaAbMILQFQuQCOkM90VxDZPItXHOPH1PLJ3HTjXOtY1CKwKCRh4tQA0DNeiPwgFDYM1K7o4leZCMwI3z5GYUtGAY9g9QuHqLMV0lUXHJAdlWBP5WA81cHlDBUEEbgokIaF6A8HAn1kAUojHceBR5fARbjyPLnYjnc0Ref8R5Nsm9tM0CUNlOBMT6mlBhVIMjIThYhbNDMJ1UcG8mWH1roIYjuId7cYwkUg0htQDEupF6AMfUWDtpkn1it/8JmxGIheFSB4woMHgRlpIwewrsXhXHBSZ0bBECy0AKgABIDVYLCF1Dnf7O4LxLP438t6wB0WpzN7DZN6xUYaoKmTqkZkGZhGMFyH31CJ6zKL9RsPIqoiOEJzuhbuCJIJhxvHdLBB2X5a4UL2ZKFIH6dgh4zQsSsjWwa7AAvASsHJQflbF+1zHyAm1REsw4aPu6cd0QrEgCX1Yw59OIV3PM2A45GqK0rQis+8cFliXkXchWYGoR0lWPwk+H9ONVrgvBh4yDcvoQ5ekSWqGOWldRbj/kRLHCpCspAmutCGxVirckRBfGCTeF6PM37gA/aFOEO+0FGg2d0AGtx2TQCGL9WmOuL87lUo18KsN9IEebprTnzWjP27EPHz58/AFJS9eX8YWffgAAAABJRU5ErkJggg==) 5 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur10327 0.66666666666667s linear infinite forwards;
}
