@keyframes rwdcur53266 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhc2XTUhUURTHf/Oc0TRztKhEWtQiUiqIFlEQGcalEFq1CSJyU+AUfk0h3aamKXsppUQQbQra1i6CPhj6MIM+KKtFhEUJEWhomtGkM/Oc02LSalPe50z137z34L7//d1z3znvXHCpYABx++60FQwgH18jmYCwMgH0VwEUelVsRJFILMwCzp8nt3ZtrZYHV6tFodPbUDtTFNq1p2kEykAQYCNhHKcMx1kEUKbQuW4AvIbjZ/tyYxQVCTeI4L9czUj/F0gvpABIuIGYkhS6pnbbBnn1YLUotJyreSYKLT3310j9zmWi0DPc+JpswZZkohARDwAXL1wCIDdvFK+3FyCh0GsVujArAFHszVZOEp8vjuIAAHUN9aTGc8ATAygFtgDlJgBTVjCAPL9dJQotCi2394+KQktXyJksSgo92zQjjLJgwYJbbCICQPfx9Pf7qOVHMYxiD0WxswcAsOaQ95frdcKmFuaaqP0KLe0k5d7B8cl7hZZLgV7pfbLC1b/hjxFQaG8yvnKy9F4nTDwxShXNk6tPSYrBwfk4yaUotFFUpzK4fCxWSl/fYg4fbAGgtc3mFm2EdBqg5+wMfD4HJz4HoCzTAJ88CD5fksNHQ+yu2wNAQ1MTLXaEcOgI9zhDKmWRSnkBnIwCRLHfF5bcpaSkH4Cnp9P+pzo6ABiODaWNrHFGP88D6DcBmLKaav3y9vFKUWgJ8UYUWuroEoWWF13rZPeOtWK6/2CQhh7PCH5/N8G9+3jIeQBecg2A4uI+8vJfE8VOZQ1gQu0nTwBQ39hIFc1pEyuJx/pgamWuiXpwkrgotNxs/iLvni2Xhp0VrntDVz3hje/luLXNZmysAE9OzO387pvSyKFjAHQ/WUIybpT601MwgLzoWicKLQM9cyWwfb0odIFbP1cRGB72U0kTljVA/qw7RLG//lWAioordNLhds7pqZKw9+eTUSVh08b2FxlHoJOI87vnrAP8N/qnp+NM6humnDCc/9jgNwAAAABJRU5ErkJggg==) 14 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhcWXTUhUURiGH68zo4WaziIVpVrUJtNFiQqBlnBAF7lpkYSEgkJoKDSEdCwHLQcrpFVRbdxLbcuYfrTSrEWUKBlKhAiW5A9iOuro1yJ1ZqBs7lzFZ3PvOXDO997v75wLJlHoPIU+4apGzK79G4ZJ4wBH00q+vqyvTeXi+VRZm4sYWxhGEwAnMOvFM6XQD4mSO75FJyt+AyAF+B6pgE09oNAGcGDNyEGFjvXimXCmvsK3EI/vVxpAmUKnbIsAYJVQLxmuasRVk0BNXiGniveQXDR2C0jcFgFePADfgClgDGB1ZT8iURRST8aRLzjTBgCGtkXAmogpYASYAc7O/MhFxOAFN9i96yf2mA/rQrcXhY4rLymVRw/KRKGlt1FEoWVyGLFSkv+tgiDmE5M/cSzbDuzD3dwQqc0Qwu4DXjyr0fbPxMf3U0QTAE2NLVsiIizqqjJkchhRaFFo6bm6uhEKK2EIywMK7fDNpQOQTx0AHdf6AHjb7I/ErjkBXjxLcUlPAci9FAtAxrk/z07cACwvZVkSsimuajbc38ayPHFNiUKLm1FRaOm67JNnHaflQkWOKLTDzN5heSD46zpxMz03yXGq6eUeACuywsiwk8X5vQCHt1yA3dEPBLK+/X47PdzdGL9vXeZk4QCGYS0f/klwCNYb0Jsr/pDxxFCq1FVliELHmtnbTCMCAlnfdL0xZD46ehybfRwvgz6ze4ZFsBdKuLmRkFbbsakbkd+fToNuZIEZIFCCVghbgIiTxcUkWjzNAJSWnyGHCssCwkahHXWVmTL6MVNamRWFlseuSRl8nW/pNDRzGC0ZtmlstgWe0wrA7bY23vUditS2OQEAhjFGTMwIEOgJRcVdlgSYJrgarF5GwKQHglm/E1glYgFbUYIRUYDbth6G2sosKcBtupsGY3pxN03+7LV3u6OfbvotnUARh2DH2aq/4x3nNx6aNafjZ4hMAAAAAElFTkSuQmCC) 14 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADY0lEQVRYhc2WTWxUVRTHf9N5GVummZhSEUqNizbDGKkWTEpgAQu8SYNBIUGjCREEqdCEOqEQ4RZmOv0Y1ApSF8aEBURdEOOChtQ0TGKABVUDCS2ITasViTapnRk+UtphpvMOCzrAwpj3XjuEf/IWL+++//m9c85997iwIYVeA1QCq8vX/f76sZPfuey8/18ybK4/A1zybzrXubvhDiVlyKEvmRGELYAY0Qlg4iUv+HwzCftQBbNj8xjVWI/0dq8RhZahn2tk21trRaFLnPo5ysD4eBGLeYNEopRs5imAp50CWOoBhS4GCoFxiLIoMMCndNFUeRbfMwuI8f1w3gAU2mD6CwNbYmM7Ntew9eVXiYTaeccP31z9FrfhfDdYKYE5fZGenEs8XgpAuKUJgL6+ZWSzFY8CF84qQIyoCSSB8fSkj+t/zaWG9wDYvecjkski0pMLUWiPQgeAaoX2zxrAtKZe/ODEjYadSY7ueI5fOEYk1M5nHZ8w+MMG6jYbLN5+/C6Q+zsUzxqAQgNUZybL8flusJq9APS2TAGQ6vYjUoDLlQIYBm4D16wCWNkFRm6diJvnt/8LX0HVngl6OuACX7PRk0akkBjROBC3GtyygnWV8ufFJaLQ0sqonGwYEYWWDlKi0PLjvglJDCGN9Yhdb0s9YJpz8HpHADhHJ263QS0RTtMybVLArVtL7ca2BqDQ5f/0rySVmse+vfsB+OLzI/QQJrhrFwBdB/vo7wvkBwDwZTNuAA5+3EbzgTYA1r79GkcOHyYSaucKXSxZejk/ADGiVyuWd+L13g/wU2sWgFMnugG4eScJgMsFplnmCMKSgttekJErFaLQcoiMKLQE6RWFluuXquTD96tEoW0fSpaaUKGN0eEV9J5fTvOBNnoIA/ArpwAYGFjE7XgAIJUXAMBXXDLG/AU3aW6934iRUDu1RAAoKkqT/GMhgMcugGUptH/nllckMcSDEpwPicQHvRKsqxSFLnXia3kgiREd9BReBHhQgnBLE2Nj1WRSZWB/wLUHACDms/T3rwfgzXc3AGCa7txjywfQjNRYjySGEIWW0d/Kc93vtzsH5OQobQC1RDCMKIbnb2JcHnTq43gsz/XBY9cqwkauDI31yCrCjrMIDjJwlsjU/93nHeCJkZPh44nUPS6rOeN3utgRAAAAAElFTkSuQmCC) 14 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur53266 2.0833333333333s linear infinite forwards;
}
