@keyframes rwdcur241765 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRYhaWWXUwUVxTHf2NJiAQESp3tyqIoEGMjNVoQU5coNU1tml21tk0spmIfykZaDW0Qn9D2QYuIxI81+JHUGi1NrWnKmgyNlYYssba0YkPTpAlbKuyHgRoXdl3L0+0DzDCzzC5g/8nk3nvumfv/33POnTugg9AhmU0Ph8Npap8tUvREpeu6DWIA4m2SJEmzJbctbtTm/YP1kplPip68q9POG2/52LY1WyPu6rRz6JMBigozKV3XjRBCOJ1bAPjiyiXernxnmhCPp12yLW4UO3Zs12xtbQhTEUIIUVLmFY8eCVFX3y/avvxXvPraRDth+0uznTv/QJSUeYUQQkTGwiIyFha9vb0iGAxq48hYWDgcTuFwOEVJmVeUlHlFXX2/0EdDD0ndfcVGK2tW2wBwOlIBaPeMa46ynMqxZh8j/4TouW0nGhml3zeAxWIhIz3NNAUVL/fxUW0pzS09/PJTuWkK5gEEA7cMRj1xPPS+hQVLk5J3ddoBaDxip6TMaxqBlHjDnV7/ZAteb4h9e0sBONbs4+uvCihaPuXb7xugsGCp1urxw41iNrw0VcBWuYn4NPgH66UUSZIkIYTIzTsKTBXNmtU2vN4QJ072AHDzhp2i5UcJDO0nGhkFwGKx0O8bmLYrNTXnW9O1FK1YuR59UcJEYaYA6EVUVm7XakGFGTkwGX7LNAFqVGRZBiASjfGs9UVtXVlOpeM7HwCGwpiKBDQf28eJkz0MDk7kPJ7cbNfxaVAjoaK62kVouI6KjVba2q5NpED/gtO5hcDQtwCoQgJD+wEM5GZkZlAjoYoIDddpp0LFtCIMhUJzJtbbE/k4t/no6rTT7hmnYqMV2E5bG2JeIvXRyCh37941JVE6FIOv0qFwyn3GsGv9XDw2v1Kg9bUIOBxOcfZsKxc/v0jVrqpEuhJis72MU+4zfFCzx3S+/ZsCw7G8H7qFf7BeMkSguto17UV1Z2Y70WNFUaHWT+T7+lYvVrkJq9ykXU5aBDyedvVEiKpdVUSiMYOI2t2VHD/tRncZGuYAandX0jIp2Aw/3rqt58EgwAxKh6ItDvDhuzsBaPnsyjRyFer4+Gk3e9+vSbY8MHkXJEP+qrXkr1rL+MgQ4yNDml1Prs6pvvmr1iJJEqfcZ56onnA4nCIYDIrDRw6LcF+3sFgs2hPu6xaP79/Tnvh51Ud9XC6XCAaD2hUdz5UwBdXVLnJzFwHw5/fXNHvqwjyDX+rCPP7+7WdDdMzW8njaJTMBCVMQXyxPggPuyzQ0NCRdc0YSl8slPq3ZqY3jI6BCH4ED7ssABALBhMSzFqCKUPvvVb45bf7clauGcWtr6/+OngFZ2bJQFEXkL1shFEURi3M3iQWZOWKRdYlQFEWsfH6dNpf5tDyn3/Sk3wGAvNxNIvuZXG1cV/8xZy8cNIz1WF60i5D/jhgK3JxVFGYUEIn18VQkCOxISKpH7LGXzByIxGQRfjg8o4ikH6KsbFlkZeewIKMUj8ej2ZsaDxpaFR6Ph7T55aTNL8eWt4ys7JnTkVRARloxCzJKGYv0GOyqGL0oFcMj1xkeuU7a/HIy0opn4k9+Clwul1CrvqGxhd5f+5IutvqFYq5ecGvj2kNHZjwRs/oOqH2/38/vf/hIT88E4OFIiOyFVgCi0VFWPleAzTb1Qzub4zin85prXSJy5A0APBjuIhC6J5nZ5rLmjLehHtFYmJo966nZs55oLJzQNhf8B7ylvYxAr9DNAAAAAElFTkSuQmCC) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241765 1s linear infinite forwards;
}
