@keyframes rwdcur153708 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABWklEQVRoge2XMU6EUBCGP6mVwmpDiIWVpbSeBy/ALeAKeIWtNx5lOyo3MdkXYmy2WJ7FzIIGV7eQBeJ8yd/MnwzvvczjBzAMwzAMw/i/XAzcPwBCYAFca80BL8DbCf6oBMjCUmAN7FRrrUWqY/7i/Ev+Sgik97AH/GclUsuALLn9xpdaqj1G4w45TZ+Dd6q8W+hG5YtHvFuK8rT119pjNB6QkfBb8I3KdRvYq7xb4ptnkVu2/k57/Egw4AbOwpAbcEAF8ATUqrLzX1WUK6jfReWq9SvtMRohkCYzvsQgr8kMuayHmd9oLVYd86NTHjDkCM3+foVAStIfEa1loqTvS230EWpzgOLK42JRftnLASg8OFU+vRzAxZ7mRuTiXg7IwhuVsxz4K9ocoKyhbkRlffDbHJB06CVFxRRyYM6XGM7wOT30Dw3IKUYc/2H5zTcMwzAMwzAMwzAmyQdkeOId5WkGNgAAAABJRU5ErkJggg==) 30 19, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 30 19, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 30 19, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 30 19, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 30 19, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 30 19, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 30 19, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 30 19, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 30 19, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 30 19, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 30 19, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRoge3XT4iVVRjH8c9735nrHWcwHSdz/vi3ZjIbREvCEkUXGUG4yUW0SQ1cRNTCaNEmdy2iQqEkWrgMqlVRBLWIgggXGjn9m0Gb0hhpxslxZnL0zntPi3P9g6RcqesleL/wwMvhvOd5nvM+v/Ocl5ycnJycnJzGkTbYfwEtVUtQQbiZBRqVQBMW4R5sx+OkJUKGc8gaFFfNdOE1TOBCtHUZ6UHch1Ijg7uWghhQSdz5duzGKAJbA/sCOwKm8TGW17p48p+He4W5Ypn0YAPG0oLBrKKdvle5fRXP4hGxYs6iF2bwML4WNdEQilgv7uZ5TC5ZaLqv269xLBnh3sBAIFTtz8BTAZN4QY1l1FSH4AtYmSaezoItKO3aRvs8Xv/AUrQTSnwvHjgXq6+MYCF6Cpwaq9VZPRIopon+NSvsubNH4ZXddMxjZJxli3juLW1iaVQ4UGAzNuEzvIHeMdJBstlanBXqkUAWbDp6wmz/Mua3RuvtZvuDl+dM4Q8+xZuiZp9HmGJwgKwd82qJrx59IMUKbCsUpE9soaXIbMYnh+OXmPrLsZmyQyyY4fcpZlrRjFTiNn02O2Mcp0UNXVfM9Uggqzp88pfT5qy9iyThzDne/5KjQ7TMcWRi2n4mPmemgvvRitTqpM1CHU7aWB37Vvxit5TFYqMa3bhaWL1UEBWbiWp9EX1YZZmP9Aj2FINjncHA4uDd+ZfmT+ABNyilel0lZvAdhlua3f3zKbPisZggzKfrDh6aoFVig5VJpx1z2TyXzia6mzk8xXBI8GN1rXKdYr0uBbHrPib2g0lxV8MGQk98HhF3ORjuCspLgrA0GO0O9pWCeM3YLwr6uk7qRQXnUsb76E9oO4BhPINH45xFaAMfTjFU5mwl2sBF1mmS+kpsFg2hhJ1LmN5L+IFQJlwgHHNZF2VMSgR7m4NdxUvj01IHscoNNroejexaOk5SGUfnVQ4T8S79E2OBI3r1e6/c4aRKddoXMu/ghBsco/VO4CK+QdMhvCRudyqqcgF6OTvIQceNy/Sho/rOKbEPNKx8LrFcFPH0DsLLhK1XymcUO0WxN7ly7a6nNm+aEtanvL029oHz4ukyIfaKrn+zeD3/B66miJUpazI2YgiH8RvGUNPF7Z+4VQkQy6JYtVmx2TXshyUnJycnJycnJycn5//P37lbEnt7eKUuAAAAAElFTkSuQmCC) 30 19, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 30 19, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 30 19, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 30 19, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 30 19, auto;}
}
div.testarea{
animation:rwdcur153708 0.8s linear infinite forwards;
}
