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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABz0lEQVRYhe3VPWsUURTG8d9u1iWMmzVIhCAkLCFFDEFE0MZGQVB7v4BY+DGcryH2FtZ2AStRsbIIKsSXjYrEoEmIMazLMmNx75I0ZiYkVpkHDtzhztzzPy/3DJWOu2oH/SBPO3U0ow1VRx/9Wtod/DeAPO0kSDAanSYRZAcDbMd1r5Z2syMFyNNOC63ovImzaCOLto4tbEbbqaXdwnMbJZ037UYtOp+MQHX0hGysxedGXPeOBECIeFj7aVzEFYwLtf+GT/Gd9Qib5GmnX1SKQoDYdFk8fByXcVdSnzN5grERVnpsZm/wDKvRhsD7ZqFMBoYRNDGDG6aac26fpn1GCPYXb7/Pe7wxjS94gh+o52nHfr1Q/+dOVPw4i7CTuOBqi/YsFnAes5ybYmG0hUtCj/RLBFe6B/oRdmBsZMLMKUwJ1UiwgpxrayytTghpyZAV3YTCDEBspFWsy3OcFCK/ietCYpLQIYFoGH1hFkoBRIhtvLSdPQ0z57fdmzmKnyz/gY/4LEzFwmFUGiBCfMUdDz7g3Z6d53jP4hY8xFLZkXzgfwHkaaeNF+7fmmeM5UUebbzGPbwqMwEPBbAHpCFMQ7W0u3mYsypVqlSpUqXjq7+JRoPGneO3TgAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe3Vv2oUURQG8N+sy2Q2xhDd9V9QWOMKNtoINpZiIUoqwcI6laUvMFZpxC6+gI9hJ4IPEAyJpNhgiBCCCXFNNsu6YzE3sFhsNv8anQ8Ow8w993wfZ75zLwX+d0SH3ZCl9RJK6EVpsxfey2G5G6XN3qkICERJ36cSYnRD7KOHdpQ2h6pbPjiFLK3rI48DeRKe+x2IA/k2WiFORsBfpKO4gru4iUmsYwkb+IHVILp1UCeGFbBPPoEpzEiiZx6co1JieZfFvW3MYjXUbaET4kQEjKKGl2rlaTOXiCvIuNfhw+a4z79mZV7JPTGOnYMElIYUIAiYkkTTXlwkruIqGrjGoyr3x+AhxkJ+OZj32AK6IbdhKmFiBBdwHZfljTnLnQq5J2p9ewaO5bC/oBMKto1FcjtUcSMntoVNsg1oB9Ke/KwYWHioDoQiLXy1sIcz8kF4gqe4hfMs7cKyfBp2QhxfQMA61rR+v+OnvMuTcq8l2GKlA/NYCCIGGvBQAqK02Q2F35tbw1rf6gq+863zFh+xiM4wp+FR7oIYDbeTL54/xgg+8Xr1DebknWof9k44ErK0HmdpvXbqRAUKFChQoMA/jT+mlX6qY3pvCwAAAABJRU5ErkJggg==) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhe3VQWtTQRQF4O+lNSZtGmOomGKpwZ1KKWpViNKVC6mLIrgV/BPu309w4+8QVOpWN4KILqS60vJALEG01EhDjLVx8aYggvham5XvwMBwmTvnzJ05d8jxvyPaS9IgbhYwhgoK6KMTxUl/qAICcRH1QL7929iI4qQzFAGDuFnEaCCfxylM4AtWw/iI9m4qMZqRfDSsreAGljAjrUYbK3iNV9LraO+rgEBUxFlcVy0sOF6icYDxwrQP3+Y973ZwB91B3OxHcbKeZePC3xYM4ubOtIILqiMLLlZYqtGqM1dncZIr1SpuoYraIG6W9kVAFCeklSrhjNMlWkcYOYomTmCaS1PMlmdCQBDy7wICtoKIhoVDKOMYzmEWU6jRmhACmffO+gZ6WJc6QFqMk5iTuq+IjR1PzYScTE7IpDKKk+2UwUOft3AQDembvIzDKPP9B7wJaZn6QdYrELx91/IGNqWnLkuPPYZPrPTgEdaiONnaVwEBibX+NY9X8eKX8Dvev+XZ5m08jeKkl3XDXf8FoSm1nB9/YvEqxnl5jwdfb+L+0FrxH8RMSh3S3ctHlCNHjhw5cuSAny4mcgeN4fbTAAAAAElFTkSuQmCC) 0 0, auto;}
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87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABw0lEQVRYhe3VvU4UURTA8d/ABlaQzYZPRd1sIlGzUmhHpR2F0c538CFsptEn8AFsjbWNjYZYgTFiDGDUZEMsVuPHuhDAZdm1mGuk4waxYv7Jzdzk3jnnf+ecmSHnuJMc5qZeWh1AH4oooI0O2kla7/w3gZC4HBKXQ3JBZjOMVpLWW0cu0EurQxhFCacwFK4ng0AHa/iAr7ESUQLh5CXMYgbnwrwSRL6giQaW8BzrMeUoHLQhMIALqGEK8yoDcy4O0p/wcafmfRsWZP3QClKbRyUw5O9pay4X59wsURzOVs+3GNliefuaPeuYlJXrQIG+SIE/3T5mMLnt+gjFSZzFNOMVbo0zNww30JWV7EBin0A7BJ0xUWBiTFaNWVkPLmORM5uUt0c1u5OyMhyZQDOMgnI/JnAF8xjDNH6gwc8u9ON7TOCoEiRpfQev8VZfghM4HZLDVYyw26PnJVZF1D9aINDAE2+2V7IG/7xv6RM2WNiAR1hL0npU0GiBJK13sYg7Hr8L019h9Rle8W3vIV5gJTpu7Mb99NLqJYVk1d15TLH7lPuNB7gn+wpG/w8OJbBPpCR7DZpJWt/6l1g5OTk5OTnHl99RvHk6DSQy9QAAAABJRU5ErkJggg==) 0 0, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe3VT0tUYRQG8N+dmWxQiyxSS7NByERKokWtgmhRn6A+g636CF0/gPs+RuFGgna6bBcUYjH9I5vCMmwcpmmmxftGg4RzFVt1HziLy33vOc99znPOS47/Hcl+PuqklRL6UEIBLTTRStJq+58R6KQV6MdgVzRjfEMDjSSttrLmLOyFQCx4GjOYxRQux+cKjqG/k1Yy582sQCet9GM4Fh3FVVwR/v4VnuMFVvEZtSztyEQg9vx4JHDTQGHBrSFmyhSLvN9icZOPPx/gEd5hHRu9SGSVqi+eHVdKFtw5wcVRipM4x9g0c2cYKc0J7SjHONorcU8C0XjQxjWXBpgYFqxwNsYExrlxBG77Mx19vfxQ6kVgB0adLwuCnMQYDqEe+E2t48ukYNbf0pcEn/wVPRVI0qqYrI66WhNFjGBSMP9QPHKYIHu7i8CuI5nVA82YcMWzbWHcy4L0F2LNJHK0hq1YuHkgJoxJGnjsw4+HbOMTpgUl2tjkSQ2WhDFsCctpV2RfGGm1naTVDdw1/7LN2663r/GG5e/LWEQNXw9sD+xEJ60MYsX967OcwlPmV5dwD2t7uQ/2RaCLSEFw4jrqe72IcuTIkSNHjhzwCx/4hg/xO1B6AAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur48157 5.3333333333333s linear infinite forwards;
}
