@keyframes rwdcur232680 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYhe1WTWgTQRT+IuKpsAp1FwqlIBIsVA/+XYoWuqhppKQXwSUkQcFToWBQBCl4EUUaWhB6FaKHgH+kYswGKaQULy00YhqqxdZDIJA0oLmqMB7CTia7O7uTTW/mg2Fn572Z9817b94M0EMPPfzv8PEEiiyRbhev1hrc9R0JKLJEVp49p//HAkF8HDth0TsSf4KzoVDb2K7+gfbHbkZdSRzkCXYexwEAl1a+UmM/5+/RPgCLcXaeKFxDUK7UO1oQAAYH+gGIheAATyAymWe8Wmv4ROdzCSiyRMqVOrJZHerEJHcBdWIS2axO/8uVekcJzCVgIPF0kRqyM87qeIEtAU3TyLgaBADcmZlu+7Iwy2KRKGKRKMbVIDRN6+4YK7JEfv/9Y2mnz5y0HWdbJyGwTRSWffJFqx7EIlHcvT+LuUcP28ZZOYtUKuUpkdugyBJJDLW88frtG+7OE0MSbaJecGSoyBJ5d/E8AGB1fQ3X5v1U9iq+bdG/cK6pe+jBAgLqqPdSzBIoV+ooXG8m5GX9MwCgsHwce3N9Fv3V9TXM7DQLV2nrmzAJrvFCcZO6d6NYIvmkSvJJlWwUS3T85dL7rpLRtQ6kMzkAwMiwH7XDtwEA33d/eNqUJwJmhKa/7JtxwOE2NDB19Qr1wq3wDSwtngJ+LSCdacmBpqeM/r7BKEZGzPNJlUh9R23jzcsFRXY+kq4eMHaWzuQwFdaxFxbfQDqTo9f54EC/hUS11vAJhUCUpBP05U+WsYA6SoTqANB6ZNjB/Ghhde0eNJtb2xgZ9juuaakDvDiaLy2zHitn64eh5xqCblGtNXy8+AMCpdg8oRs9O/wDNEnSCX32D7EAAAAASUVORK5CYII=) 2 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur232680 1.2s linear infinite forwards;
}
