@keyframes rwdcur56279 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhe2Wy4scVRTGf/XoqurqtqftzHQmj0mKYTLETNAYYoygoARFF7pyEcF/wJWguC/8E1wKrt0ZEARdJj4iESFGyMQh9FSSZjKZnun0a2qqq6vquri3kxlRpLuDLvTApR7ce+53vvudcy78102bZLHwPYAK4AIJ0NH8IBzFhz4JAOAgMK0AlICDwvfcURyMzYDwPROY3/XLRAbUATbUe6z5QfLYAQjfc4BZ4EXAUr/r6ukCN4Ce+g41P2g9NgDC9yqAAywCp4H9QAR01bMF3EGykPCIlZbmB9FEAITvFZFnbQJnkSw8j9TBHWAVyIAp4D5wWX3HwBqQ/FGk5igAkJFbamTA0maYvTvtWdBMIRGfICMeHpEOBEgGMiAUvpdofhAPHY6TBZbawAUOl2xFYsWgn4jXgSPAGaQ+XgWqu/ZxgfJuZ6MykCknQ0fBvW7K1CFBuaFjny0scjNaxNahn0GYdYAloKZAZEARqQ9gdAZi5SRBMnHuUMmg3NDhTAESAbYGYQqGBjJNy8DTfxXsOEewiVR6BNyKEgGWBvcGclQtiIUEI+fMAnPAglq/R4SjAhhG30Mq/NtLt/tcOx1Rz4fQTKCd0CsAcUYqhAOcU2tLau2emjCOBiKkCJtAvbE9YPuwQd+C2pyBEwlKXZuZuwn7EipZOwl1TfOA74F1oKzSOQM642ogRArxuaPlHG0nZaOUw0hM5lcF+VCjVXXoZBq1Tur0E3EceBO4CHwEnFLBV0YCoPnBkAEdqebl1QcDytsuBxsm575LmRYGc7WIYjejPZ3HWijrQTddSIV4C1d/DXgbeAWliZFFqJrLsLpdX+umnKyZHL8BhqWBDkKDgWmyf32HI1s9nph/0tSgTNmAGfMIUhdnxgKgLFEjPlA06OdyFDINZnLQGGDkdewow3IEzFlUogG6a8jUbD5sjsYkACLFAI5pIIQpnd+JaU45YOrMdHfoRzrxPUGnkCfU8qp66PRTUQR+BjqjZgEAmh8gfK8OzDZ3UuxYY8M1WV0ocb/o8NL1Fu4gxnYyKBo4wRYrDwYIAStbCdPFXOW8Z93U/GB9LAAKRCJ8b/3Heh/9WJHqrI64n6L/8CDpVR3T7Q3AElAxKSUWp2z9U+DzZw/Yt4DNYWue9EqmL+4zuVrKc2lgsPJZEBV+a8VuK8Y+aYNjwFIeGkkT+AlZRWPAVPfJiQHI29DdlMHHy9ELZf19R+OLSncbGgM540oPgVhBNqCQR6VYh9Er4R7T/KAHcPbDX8MLJeOd8/P5m51+li1vJRdOGJgcdaAWUe+kG3Ml8waSgaFlD1FMZE8Vbl290n7jg2+aXwJByda/7gt9ZZAZ0EtZy1f4qq6fQJbhbLi55gc8HgDL28eQjQl101m7eL393i+baXI3nSFnmszb/flr6/3qrlUP74YTHcGfmSrXl2+bhdrLbuId32mzf8rZeGZaGxavaBj9P2LC94rC96p/P/N/+5fsd6Q6seiCyfeZAAAAAElFTkSuQmCC) 16 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
}
div.testarea{
animation:rwdcur56279 1.3333333333333s linear infinite forwards;
}
