@keyframes rwdcur71256 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGklEQVRYhe2WW2xUVRSGv33mnLl2poV22gJDa8uYIlAsUiukARXEIJdWxD5oNNGQNMREjE9eHryQEOMl+ooPJpKQmFREWqBBQpSA3AREQEohFeqUizNAsTAznc7M2csHqjGG9FSFt/5P+yQra3/7X2vvdWBMYxqTg2KJuMQScblb+U2nzd+tnfPXWrSNaI1ymVSWlSuA3ssXRfJ5tGimVFSpO0oXS8RlVVmVxBJxCYNUuoNSHSiWEpD2bVvFXRSSCaZf7p1QLTUTotLa8ty/dsqROJaIy8zSMnoXr8FXOxerLEL/T9+zcOMbuLxFdD7WSmlDI8n0DV76/H2O14U5ueO7UTsxYgkAYhf6KHd5CM2oJzWzjoxtULTiBTrSA4wPhen3+Tlz+mdOnt1POGgS3nmYlSua5KuvO0YF4QigRcjZeXQyieq/imV5yV7ro2T2fCgMUT4+ghUspMb7Gk/v2wXZJGs/fZ3BpqXS2bHdEcJwClBKsPCSSST4vacLy7BRykAF/DCYxhDN0UO7WP32s8jSx1nXfZCGWQsoO3Saxc3Njj3hCGBZHgbI0G8nCRQVk+zuRg9lMMRGhUrQmRwT66bz0Mp6zn7yEY3PNJOfNI7VhZPZ0d5O76WLI0I4Amit8WBTWjUdb00dZmUUo3giEixFuf1gGYQHsvg3bmbPhSM8kouwYecmTnv8zPQXkxf7/zkgIlgo3J4A2mVijisBtw9MC0SjtWAkc5zsSbApexPtL+YXl0HaNFGiEBm5CqPoAQXKQNs5EEHsPIgGbiW23/kSo+0YUxY+gZW1McoLmHzPNDxaI4bzRTC7Y9n2y9fzTTWTYF+Xq6Nlvqf57wG5XJZBsTG0jZ28imUFhjc3wFC41rYwBDzPAl50GaR+OEhb64d4jh3ilePbUQ5PjZnX+aaG6K2PvoTd9M+AomCI+2bUceLUUab6Csj4XHjGT0T5ArecsIedUAoZynHt8G4KCks48dt5GupnE41UjEigjvVktw4k88u8bpgzzX/b4G379kpz4zziqz4gNK6KG2YWj88Pw+cTEVCKbPImPiuIfbGL4IY3OX6uh/uroyMCmLOi7uUjegR4U0nmuQtp29NOw9yFPBCuJWVnyQylhouhML0+rJyQutJNy+aPWf7USoosr1Nq51kAsLuzTc4seZVHg0v4NvcNdk0lD5ZEqZs0A2VaDOUyXOnr5XomyeqDX+BZuoi92ztHlXtUQVcTl2XLW+uYsr6Hh8sb6Ro8z5r0VgaDXkyXRSqTQm7GmQoUPtnM+i3td3Ys/6nPVrXKy4TlvYLpsghT6kFqQZZVROTAj0ek68D+/z6OT52TiurywV81EPDfvhkBenvPiMs0CSkPpnIh2qYgErkzJ+4fSMula+m79vs1pjGN6Xb6A0tFqvG+cwJlAAAAAElFTkSuQmCC) 8 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur71256 0.66666666666667s linear infinite forwards;
}
