@keyframes rwdcur237249 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhcWWW0ybZRzGn6+UHig9CAXsyAphGMcEGaNuus0FNjEhA4NemBgdcQHvZMNp5o0xMc5DlsUQSXSBsbgZE6NLMJmJN16gHOcQppzGOI/1RKVQSr/Sr7SPF8umCx3i/IrP5Xt6fnn+7/f/XgHr6PPzZzk368DM1DTOf3FRWG/tg0q53qR1SxZera7FxI0JQKFiJBzGhS8vyAqiiDVoNpu5Z89u5lqzMTI6jpVwFC1NzdCbjHJ6A4iRQH3dMR6tqYHBaIBOp0eGWgsNBUSiwBM2G3S6JAYCovzlyLJa2dJyjks+H4OiyKAocskX4KJngeFAkL1DI3TOzbP6lWrKa5xl5Yk33+KPbe1clSJcEUWuLAe4shyguORnRJLocbg4PTnFkH+ZrZcuMzNzi3wQpQdLuOTzccLuotPhphQQKYkig/5lSsEVuh0uVlZUsNhWxI6eDq5K5PsfnKJarZIHQqPV8tvWS/TOL3Fs6ib9i34Gl0SGAiJDgSAPl5ffNbJat7LnShfbfunj0doaKhMU8kDs2/80/V4/bznnaHd6GPQFGQ1J7O/9lXq9/h6T/IIdbP3+Mn/q7ODBkv3/GUABAJ2d7Wi62AST3ohINIpgWIIUiUChTEBycvI9GwYHhoXGM6cxOnQNVVXPobAgT54U1Bo1m5vP0T2/yMmbdnoXfQyFQnz75MmYBgf27eZnZxv43rsnmG21yANhMhn51dff0PmHl3bXHBe8C3S73DxWd3zNpRMAVh5+ho2ffsT646/xIZNeHgiDwcDTZz7k3LybHo+Hdoedk+PT3Pl44RoDZYKCR156no0Np3jkxUrqkrTyfZ5lZYfY3d1Nr9fLiBRl/et1MQ83GvSsq32ZH7/zBp8t2fuvAdZtqWZzKouLdqH0YBlcbhcaGj6Jud6SbuYLFYegT9bg5+5+dF39fcOtWrae/kjOVlaVH4AUDuO7H9oxM+vc0Nkx/4YPorHJWaGtqw/KBCVKnypGujllQ+WQDQAAeq9dR3fvICwPp6Mo/9EN7ZEVgKRwpW8IAyM3kGrSIjc78x9TiMszS61Wca9tOyxpKWi/OoxZ+9x9fWRN4I5CIUnoH5xCSFpFUV42DPrk+yYRFwAAWPT5hZ7+UahUidiVn4PExMSYEHEDAAC70yP0/DYGc5oRtsJcqGJAxBUAAOwODyZn3Mi0pCA7K2PN/LrPcjlEUhgYnmKiUoEcaxqCQYl/v5RxTwAAwuGw0D8wAVEMY3uuBeZU091SbAoAAEhSWLg+fgsgUbRzG8zm2xCbBgAA3gU/xFAEOp0Gj+3IgsmkZ1wa0XoyGnQsKtgGg0EDu2Nhs+1vy5KRyidteVSrVZufwB3pkrRcjUT+L/u/9CcuAAUHq+bn4gAAAABJRU5ErkJggg==) 0 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
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}
div.testarea{
animation:rwdcur237249 1s linear infinite forwards;
}
