@keyframes rwdcur60854 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYheWXz0sbQRTHvyOCYqE0paGpFg9CFtEqIYESEgJKbRvxUA+1tNhWL5UQQWyhV6X+AboUKmkv9iKCXpKDVFEhIIpYIsUfUDYgCFURoZGKEC99PcSZ7G52dVctPfTBsDNvfnw/8+btsAv878Y0rWyWAAClpcIfA4jXI/rxfwVAJ/5NNyF2yRCmi0VUO+/f6xL+Wzc/XSpAkVmHeqf7aynsr6UAALt7XWQ25zx25m5WZ31C0FnnE34rkZibCRbA3ru/oJlnOZwcxCpEJi7RyhVngd97tA9HqyLmmR6BmfGjOM0ycYm42Gn9tgDqm1IM0EbASj5Qegvr02ug9JZhv60I1DelGI+AI1QDR6gGWUmmKUyZgmxs/hJPo4jYAuB54AjVaPwN0neYQdRWXdU8LwQAAFL0hagnlWpNHw0vF0D4vGV4+dgFn7cMcF0QgIuX9AYKxNUQjlaFwQVDQbigeQts3WpZSaaS3oDGdywvQu87KH8uxPTm8CsaTUsRyEqyCC2Ltmv69OLq/pVDJ1YOnXD4FcaLFT1TiKwkU+6c3fSq8gEBbsP2FKYoE5fI6CbUm4rIrRucNqTlicai7aDh0fxCqvZ09CcAIIywWGOwOUBvviwWrMm4OJECAEgkEgCA1ta3hhCrsz6qG+nIO4J+YGFJNI+//hYJygEGmwNic3qIYi6eSCSQTCYhy5O5nZICxiRSQ2TiEl0b6QCCfiTKd068O0BbJQDg0U45SrAEKHnx8e4WAoAfm5kC8ZMI5AAYk9DQUAGPxwNZnuQAmijMzQTJe7SPkY839OsIe339KdhoD+PCTz5MnpV4biIi4k+jOh+ZlWSamwkSDS/TeHcL7e51iTLe3SL8XNyKFbyGjY2N+fDoIpBUqhHsbsPExjuE+iow1rmumcv9ob4Kq/o5ALWox+MxHRxGmKlvwNtVDox1rmN+YFuI2v1kKwLSLJncFo6hoSHD81dD8DoX1e/YDsTJEeSEGJNEMbsHAKDt4CHmB3LQzz7fAQDMD2yjrbbfqq6w4nzVXNAMYmJgOt8+hzhwgW98an+fz/SgP79g9K7dHPi3dm4ANtpzKT8olhaJxWIX+hmJRCKmOrZ2YRfkNGFufwBqKHgMtRFjWwAAAABJRU5ErkJggg==) 3 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur60854 1.6s linear infinite forwards;
}
