@keyframes rwdcur45894 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYheXXy4scVRQG8F9XV/f0dJLpSduZSWJMRmdAkSgRImgMCqKgEnClCxdu3IsrXY2bWYor/wIfC8laxJVoNgmKCgE1L0JeJJruJDPtTHdPP6pc3BoVM6PdYxDEA0UVt26d891zvvvdU/zfLTfS7Np8jAkUs5EOmhoLyWYBxCMEj1BD9IfRcuajsVkA0d9P+c1m8CDuE7KwVchEUW2+vFkAw2WgNj+FAyhlQXfiErpoDu1n0wDYnd3XVl7Fzez7Kjpq8110R+XDsCVI0M+Cy55L2VXO7jHKavPFdT38QwBXs6BNvfNv6d26V+DCFJb9XppY4MTQ3Bq2BMs4iQ5RjfR1Se+kqHAOs/juD3P7GeDlOwmgK5ShKl/DlggHRBMHJM1FvJPNuSJktao2vwaio7HQ2sjxcKkKxAqEG6wSxYzdT+Eg0fQkdglcmBQIOyVoRhWTavOTG7nODwWgNg93Ya9c/KJoCyaIdhBF9C515fIDTAvqmsNY5n8FkfJTq1rHBn92PWwJioLs7haNEZWxxOB7ciV0D0nEouKEkPYv8I2QgRjnMh/dzQJIMIdZ0VZ6NyhMkSwSVSnMRdKVx6QpeqSrE/gxA130u27cZsNul0iQ4RmFveTH6f1M+gtph9w2ou3kK8QziB7AIwIP1nTittWPkoE4czCjXydXyNizJZSg9AT5XXSPkyYkSwx+2o+6QMxljYX+P8nAbqG258I2LGaLWmHsABP3UR5n/GniKZKrJO0mrgsnZXUjhRwWwIzAg4Pi6RCkdJDSc+QmgvTkoEtaxjbTpetH9Br3CEI1g0PrnZrDAuijrDA7qfgQ5WcpHaawj1xM+xQ9REXSGygQ74v3TC69KWk/LCgjgRObAnABJb2LRNtC3QeX6F9g9SvivXQvM1jM3ueMj+XIzxWny+0jeouPZhm8rXEZTohaxxaVn1oiOWvQfsGgTtqk8w2Dy/Tr5PeE3ZDU6Z622Lys2b5hpbUS7a5cufuX/t1vayzcdj6M0kicw1FLH79XmZiTTyiUUp1VlnqnKT1K2qJ7nrT1g8LOEzit4POrHY2NYg3fkjUWoMFNlfFUqZiK+ic6pejk8nQZ7S9pf0Z6i6AZa4SL/irOKD0hJFaacjmi/oeta1cHL3X6Yx91einRVgr7yVWDKAXdWBQI3LWBEI0GoLGA4warH7SuXLn4vNrhT5a6W94tutY3WA1bMtpO2oYWzgg9Y8cG/cFo/wXYsWP6bL3+82s4tjY2M/vyl/Xl+59cyc2Rtu0aO9W81tr2uKD/y4ISrutvZADrWuXVV2ZqlfcLxWqcot74Olmqf7pdWP1f2qgcWN8K+46Wx85cWG4N1Bf7yd5d+W+HCX6nrVapVN7AM/924P+2/Qr7pE1jWIl+iwAAAABJRU5ErkJggg==) 11 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhdXXTW9c5RUH8N99Gb9cjz2OM4mxixwXBA2E0tBFpYIUb1BX3SAWbOAjIPEFvPKSBd+CD1BVVKIqi4iqUkVbQhop4k2QlskkGZwY7PF45s69XTzXzTBK4nGIKvVIV1cz99xz/uec/znPuZFJpLk5hRQxCvR1tvKJ3j1CogmcZ5XjUUmRo49cZ6t4WADJEc4PIx+VDNPVFWxkG7HuxYfKyHhk4zLufLG6ZsaepxXYRw4gHrk3sYZ1PI0nsFCBmcKU5uaxAYxHOC5F5XxhBEAslKGOa/gE3QpET+DGIwPQFyKcqQA08VT1u13ptCsAner/3eMAeHAJQqv1K70ZnMNzOCtw4SSWhOgXQHPzqKB+IA/uAuheHMo2ksrZM4qDV5TJiijaw6DSyiqgN1DKNsg26F4sfzwAyDYGQm1fUHpJnKSK8owo+plQxkyo/0F1h5psI5VtDB8E5KguCNLZ6uMmLtGjKElmUiHtdYGciwJHsjH7dc3N+/qZDECQLlaZI11CjdqzxPMXBE4sCFmqV/ozeKy61jU3m/fix3EATGFeukRyhnSZ8g7xCkVRx0/dnQmr+KUwM5oO5wRL47PiOIwNuvkNkkWijLxFOkWcrCryC+LkC2wL86MnELNXvbvrLl+6D5uBXHKC+GSwVeYMviEqMVhXDF7FSpWNc+5OyrrDNh0LejIAzc1FnMa/DHeF5smJpoirYyFZjiXxecXBhQpsijMjfg7Pih9MyklLsI7H8SRDDi6RngoAyojoBHO/pdij99cLBp9ti2dvCuleE0qSC53UGzV89BwIp9wvMIs1Ze9F0RQiyn3SVWZ/xew5ph+j9jx566y8fVuUnkQptOg+OjpbN0bNT1KCQ9LEWPrvGlBua6T75N+EyNOASdln9iWSxsuKvCmcEf9AC2vVgnMsAIdD6I7Q0xiCJGIu3iV9+u7CJqb/LVGNJHle8f1q5fzQX33U+CQAukILXcOfGRAVGmlpuka9hv4XQas7JN+jaBM1KBMr9e7rBu3nKlu5kRacDEBnC/4t9HfHcN9cHKKPokgcI7/Cwdfk1+lfIk4Z3qLYcf3b3XRl7tabVSa/GgcwWRd0tgrNzQ5uSmbtFWS1SFmWvjsgEPI7kiWGLYZfo/+heP4PZuc/vt7XFsp4c3yBnXwSBhDXDLskM+K4ZPBRT/FMemr6q/TW/jbRIuVtyv7HQt0/FRaWT3W27rmoHGcSwlU7lz0+X0qK93vXd2pvpDrvDouS+DRlj3iRotzFJSHthzPgnjI5gHCkvmguU/Te67Zuz79m9vwHO/3s7WlX+stTn4cSiDFYErLbF7jTu5/Z42YgbWS1VqsVvWLvT7/T2dpWO/1lY6H9e5CcoHbGcjZYE8jWRrsi8o8EEMjzwU55/kn+9v7Ik97Vq/E7q83LvWV/sRxdtHtwp67Y/RD/rJaZ+8rRn2aTSHMz/vnKH6/c/v7ls92DsvjJqU/+frl1/teP6vtxYhiNRuMt1n/zv3T6/y//AcOabYn5ACF4AAAAAElFTkSuQmCC) 11 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhdWX3W4bVRCAv/3Neu04brJJ26CWNCkooSktFTRAVVmgShRxwR1c8BJccuMrXyPEK/ACwAMAUlQhUSFRBVpo1aLGTZs23Thx4p+1sz6Hi3McuympN+kPYqSVvLuzM9/MmZlzDP+xGHvSDgoApr5iwuILBAgKLuDueNoiLLaeBsDag/MskAM8oK0vCz8P9fn2fgH6Z0Cl/RAw3vPUBEpAXd9X97scdgIdUwOAij6rvxsDVoAyEAPRfgDMBDqu1rOBAPCBYWBag00DEwQF//kAhMUIFWEAZIBJ4JwGyWgbvn7/HAA0hnY2htgsIuQnwCDwKnAUtSyerpc9SbIu8PMScIAzSPM9rGEPEZ3CMEaAV1AZWAPu7LUj+gMEBRNIo6I8S1yeAxPsQZd26xAGi4AEloBN/Pwmft7GzxvU50U/80m6AFQh5oAs1gj4c2BYIBdM2us5TGcJOIGqlTpQ1fACiAiLu4IkAbDpTsCjuEfAPQakoL0Gsn4aOA1yge6YvgRs6N8e3XnxmDx5CYKCrTzhAlPABWRrHCsAKcHwwXDBnQX72EHE6nlky0EVbAmVEQ8/7+Dn0VPzkWw8GcDPe9oYGuJNROM4hgXxA2ivgv0y2LPgHAArAPFwGtlwgYPALe3DQdWJhZ+XvYXarw39Hh0b+Il2FYwMGGkdYBOsCCwfvGlInQN4HzUv3qY7yDxtz9eFnQig932kjFQgWoD2XTAzIBsg1sHNgZcB7y1wJgBeB94BztKttQ6I/W8OHhU1VOIdAGUw9cIZgAXOOFij6lZoi+YREPK4jt7X2ej16fUHULtbZwyDqmRf1SQgyxBfhdZtaC3ClnZnA0YdTMdFNCcV9PabjmwXYr8l6PR1pA0cwBoADNKmJN2xFd+F5g3V/ZXfoHmdISdm1Ku+y1Z4Amj1BCL0fQIAddqJ9QcecL07EgxqxiDIJiAh+gXWvoT6txz2a+TSBqlUYE+MPPiCxh+djUroYBICKIhIZ2EDGKcdMuxIBiypHBumKkipW1PC8maTxeVrlG79wO2/77lHR0pF7VRNyZ7DS7JRHBYFQWFd6UscG6pNA8xB2LoBRg7EHTDTYKaA6jypma9IzZSBpVKdle1M7hjLyQCCQha17d4HAxMYsCR2+/c4xgUDu2ZNgXsKWjdBLGRRlb+B2guqu5lOeh7oHMmuEIdggGf+GFWqpU9tHn6DAEQFtv4EsQKCnA4uR5+jWlKAjsTU1mHrUnRv6a8PSJ35rtLKfj1ghzHtsoKwRsDyJrR+p4OeGuB+58fwqFtarvifQXmesChwRm9m/dWfD/sCsMAcJm3WYtT5oExY3HUnhL39MelsTI+vafrji7OTg99XG1NuoyWJGpdFpT1zHjNzjbC4/mwA+sjJk29crdQ+eq0RCfHS2K+XryzNfdjP+bOWYGho6HPgwot0+v+XfwDul2lJdr5vGAAAAABJRU5ErkJggg==) 11 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
}
div.testarea{
animation:rwdcur45894 2.6666666666667s linear infinite forwards;
}
