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0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGCUlEQVRYhcWXa2wU1xmGn5lZz3rWt7WdXa/XgRg7BoTbFJOqBFpMwiUBi2JVRcIGvFIjoIa2EJcGayCJQi41LqIENxaXOFHqRQSlUZSqSltQSzCJUpQfrRsUCg5KAyTGF7w7dlh7bzOnP3ZtuRiEbVL6SkejnTPf9z5z5sz3zUrcgcrKygrLyso+jcVixX6///Jkcsh3AtDT01MXCoVsQoi6yeaYNIAkSZ5IJOILh8NYluWrrKx03zUAoUN+htAVa8gJIITIURRZF/pdABA6/OQEXpeGz5sBml2g2SU0VfY9Yyz3ThRiQgDJ5OoXA+z8y+9anfnpkKVBugq/3rw8p29I1QF1IhATXoHD7XiBNQDZqZCWYuJQLWRUJFled4RF3onkmyiAeuoS9WkqToA0K4QcDqJYQwDYbcL592vpTwLq1w4gdHih417P9RhVTQda2bnVhyLBkxsfx7h8jsbXXqd+3QoicWVNU/RR93gfw20BhJ4YjV/OvOfMpZhuWom7Ny147qVWnn1iPc9sr6f/nyeRURGW6bzY79wF2MYDYbuVaVLq7oFF7nO9abrR31c70HMeLRlxPQpbNvl46UALdbXrMUXifOirfgqKCh7/lbYdjxbYJfSWLiAKIDWM9ZJuYa7+1iz3tvdl1UctpUqypTqDvVeJd7S9IAn6jQgbYibTZQVkAZaUWEqHjQ67QkdxxcYVubnZgGwocuxYodbTWNnV2glEb4SQbjTfcW2p14hqO5HEGk1VnDtqfjgy76v7Rce7S7u/BVgVb/LQZwZtdgUiJsx288hrK/ho7e/5R8ur/unDMW+cOUfMxDDj8aMpDL64NdTcORpiBKCiosKTmmrXVcXyvbxllXP4fMuf20CWudp5lcBAFE0OLzxU1HZ6VBInYAgdqt6hPBihLVeDaQsrmVo0nVVzHxi58ODJ88ZQlNZwONywd+/eLgDJ4/EUFhQU1Kmq6rPbVWeGJpGREiM7zUZGuoOM7Fx+/P3HeO7VI/QNmARCFn86fnLMowModSPy08GdCk2H/Bz6w3EyMrMJmwqDEcFQVCZmScRiMSMWi7V2d3fvAzABAQiXAzHHi6goRtR8A7FpDuLa+36xaZFLXHvfL5bNcYkHivNEXl5e5k38M0vdiGVFyZhkbO2CLLFuXo6omJ0j5tyfIzz35AiXyyXcbrfIy8szJaAQqAN8LgfOKU7waOC0Q7odFAme3+/nZ7U19A7BlX640Dd28wLMyEVMyQKXBr856OfprTWYAq5HwIhA1xBcMaB3EANoBfaNTuTxZqK7NHx/fcs/sgd2bKnBtGAgCn2DICQWvPc5H9wMYHkx5ZE4bS5Hoj8oMvyyyT8yv3hVjdE7RGvnAA1A15gEQofND+JdWULzyhKC1aWJZRweS6bxL6H/d4Hx+XyZw7FCR32siAujY6pLEStLCK4soXnzg4zplresA4fb8Z66RP1XUaqiFs64CVnTZmx7e96FlwGr5uKy+XJqTpvb7bbsds1yYCzeIQ58VPUOPw1G2GOTQJYwMlSOPXwfjRtnc/s6cAMEgPr0adzvXUYfilP7vfJvz3VOm1t+PRTe0G8EZ9pTU/F48tEcqViWZfUHjfNXPvngrc8/OftUhsrheQU0PDWfiVXCW8H86F2KPu7l05LvLJKbtq1l95E/kpKSwrbVizn24UVMM87aBTOpfb7ZunquPf6DGeRvn0vgZqajddtmJDUkxppSPtNsHAx+fBIQhLs72LZ6Ca0nzlA1/376Ov8NSIQutsuKTMt4zMcFMKylhbBwKo02GQPAvHyWZ59YT82Sh9i1+0V6P3wbgBSFwCNTGYf1JBT4OWr1LA5UlyK6T7eIDWWJYrWhDNF16hVRXYqonkWz0P8HHyQA2Xai5VPZE4okViEUgf5w4ijJEoMxAg/fxx6Sm+5rBwBYPYsvkDgKEAgnKlwgnJgTgqPJ123cuu1bcKOEDpuOc+/fvuSsojBSMc04ge9O4ZvNj9I5ns13RzpRDd5M9rsciQbmciC8meybzB+TO5EHCJLopH3J33dd+5MA+/4f5pBo5bHkcVL6D1qHf1YFRpVjAAAAAElFTkSuQmCC) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIElEQVRYhcWXfWxT1xmHn3v97TjJJeDYOG7jwZpMqrY0GtBsmpIMaJtF02hatqWp4i3QoGoC2pCkyFTTVG3MfAXGiAZdWZlsDdhatX+sY5RpgRRN6zbUVqOwNtBlaSvIp+0kdmL72vfsD5s0CqlIQsd+0pXle+75vY/Ped/3+ErchsrLyz3l5eVXVFVdHgwGP1yIh3w7AIODgy2xWEwvhGhZqMeCASRJciYSCW88HkfTNO+6desK7xiA8MHSXOHTaZMKgBCiQKeTfcJ3BwCED9q6cC/NwetRINcssJkhxyJ7d0ZrXPOFmBdA1tzYN4rv9G8DiisX8i2Qa4Z9T9YUDMaMzwLG+UDMdwXkwCXcskwDQIEF8kwpbCYNWZiQZbnhJbnKPR/f+QLoz/XRbjOgANjSMaREBL02CYBZL5QLQ3ntgP4zBxA+OPgfl2s8Qf3uQwF+0upFluCpjU2Mf3SZnwWP0fL4N0kIff1RsdY51224JYDwZYP3ly7p7k37NJH59SkNduwLsKu1mbZt2xl96yyyMCG0lPKv8KIfMcdcmHWpshNlQH9ostr59mCuLxwa2RQdeB+zLvNMVIXtW7z4O19gx+Zm0lrm/kR0DKfHvaEjp1W+yxp6TviOXQNSgCb5b44lfUpw40nxNfdbI0p7QujrZZ1ZCQ1dh57un8oSo6E4G5NpSmQJ9HJmNfQyWA30mPVcvbtmU23B4kUgpIgO9eQyS//e2v7ffAwkZ0JIM4M/F17rDiUsPiTRYDXqlLbH10+NP9HW1vPq6oFyIPXIK1T0hOk26SGRglVO1hz+Bhe+/3v+0fl8sOTGnJf+9i7JNJFUSjtulcb9T44f+Xg6xBRAbW2t02w2+Sw6zXtw63rlxv3An86iCZmB/n6Gx5LkyPGvH/K8cW6aiXLmMSIPeGDjKaqHJzi7xAp3V34Lt+ceHl5139SDz597LzIRJxCPx/0dHR39AJLT6fQUFRW1GI1Gr8lkVJQcCcWYRMk1kG+zYMtfTFNtDbt+HWQ4qjE0qvGH012zbl3ZrxDuXFhqg92dQY6dOo0tXyGR0jMeF0yoOhKqhKqqEVVVAwMDAwcA0oAAhN2KqChCPFKK2FSOaFmFGD4fFC0P2sXw+aCoW2kX993jEA6HI+/mdCLvS4WIh0uyc7Jzn67OF82VBaJuRYGoKC0QziUFwm63i8LCQuFwONIS4AFaAK/dirJ8EbhssMgMNiPIEjzbEeSZzY30R6FvHC4N3py8APcWIopzwWmDPZ1BdrY2ogmIJiEch2tR+CAMQxNEgABwYLqR05WHb2kO3td/F5zKgR9vaySlwVgChiZAkqj64we8MRtAXSmVkyrdDhvYDJnK+OH+4NT4Q99pjFyPEbg2hh/I5MDMfWzrwt03ik+WabAZUPZ0fmLwvabGnte+zReZVk5erzcvEAiM3SjfdS9z8cUXP6mCZzY3ElWJaBrHi/Px71vN7FUwHQIwBi7hPtdH+3iC+ngKJaWBsqy0/cTK938O8ETvQxUpw+LuQkehZjJZNJsUXrM9feRC02tsHp5kt1EHskQk18TJ6mL2eu/l1n1gBoQM6Pe8ifNML76Yyqaqqi9/xVp8f2V0ItE8GgmVmM1mHE4XZosJTdO08dHIe9cv/+WV3ncv7rAZOFpVjP/pFcyvE34KDD94nWVvD3Bl+f2r5f0tDew/cQqD0cCWujW8/PerpFMpvvvVL/CU/xfatcvvpB4tpWjrCoZnCzpdtzyMJH/mqivl3yYdR0b/2QUIEoNX2PLoWk50vcn6VZ8ndL0XZIno1Xdkg8zRuQSfE8ANPeCBmmXsNcpEAETfRXa1NlO/uoI9HTsJ//VVAEx6Qg9+jt1z9Z2XItswNpVxeEMZYuD8C2Lrykyz2roS0d/9S7GhDNFUxmHhwzhXz3n9I8o3kaq8i46omlmFWDLTH2JJkGSJaJJQdTF7ySTdZw8AaHUlfKhpHAcYmcx0uJHJ7KDgZLbctLka3rIKZkr4oPXPuLs/4qJBZqpjqilC1R7KZjaa/4nOPAauPA7arZkDzG5FuPI4sJAXk9uREwiTOUlHst/vuA5mAQ78P4JD5ihXs58L0n8B7DiAABUIeycAAAAASUVORK5CYII=) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur21761 1.6666666666667s linear infinite forwards;
}
