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50%,74.9% {cursor:url(data:image/png;base64,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) 4 8, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJzElEQVRYhdWXa4yc5XXHf897nXl37nubndmd2bX3Yq+vu2Abgms7wSWoLS3UNQlRU6cNpS1RStRKrZLUrSISKVeSik9IVGkgDsEEQVsVJ8aGNomDYmwD67V3bQ+bvV9md+d+n/d9n34wQSU1Cqhf2v/X5+j8fzrnuZwH/r/p+I4h4yf/8Ddtl/fc3Da1bfPpn/7Vg3f/b/Ip7yVo8r6PKJO33vKZ8V0jMdHkH/M/PH1JSa8+1Zie+FBzLf/06UceeeDpSOi144fvvuX9AmjvJchZW+3V5xa+qVqeLwhNEH71fMAvOFjUwH/6lHFlau4xJVdAbB/50aRm9m166unMewUQ77bwwgc+dke5MZ7ojSX+FF9gt+fUizhrqzhcL1sU0F2YbYFrNQXXhP1tKvLgYezPfvHT/mbFav7dX+7Jjd6G+dH7/6y3P7n2viqgpM8fsmazD5RScyiFLEJcN7Zc8AIG4AH0Oqg6jLRC2GySe+UkhbHff9Q6/iTO+E9Zs1rpdJpPAT+4oc+7AYwO7O7YZ29kU2kjphGnLq8HVxRQ3wKQgE+FoAUJn4uigs8pE/n7B6md/zdsx6bcncD36j+3LX/l8PCNfN7Rgsn7PhJRTwZG5e/EsYYjR63PH9un2AIVwZyeoepcQQrodCD0Fn1WhXzMYCjQAKBsK2SboHvBk9DxRD2Ybpm8Z9QmLMaW9OBfbH345Nkbt2Ch58+bxZkvKcdylD06imLSQoMGDslmG3MeOKtPMd4PoRjIIKg+hWZRoXLJw5amTdUGs80lktRRTBsaJTAlMntBk3Ux+otbvvrk0uJ3tnTFuux3ABQ8zwZKfXKofNYC18VuZsg4dWxtlqCtMuYp8kZvkQNRP2FNR3Mker2B2VqDAZvFD5v8MOWh+2SDkYEaQtbBVRCWS75ogsfhivlhgkM3Hf+l+TtakPY/s7ci6y9bJUXTFA3T1ZGKzbr2Jq8rP2C9fYkdepRcqZ1y04siXPyeIh2RVTqSKwS2ZandbPFSzUfyXwts9RYROuRzOk0VFjybWD7416l4Pbu/xbIq2k13FnqHkq4GcO72f9m9sJK+Sy2wRkmLhlydBjbClRTdIJMhm+Hyzfy4OMCsSFJU/SjSJVLIkFybZtv6BP3lSVrVNLcdMDlxuIvQMzYteRfXa1MQCtncJJ5nH+hfh4Vcz29jdG44CnxRA9DWVx+rjdd32oEWMrEYHmnR4tbpKOZ5wnmBncVBzti7GQtuYyaaoNzSgoIklMvTl56isBpEVR28oQr+RJ6bbmvj+xujHJ6eZ76iUW26GF5JoyoR0mY5WyZcqQbf3gNFUztS7h/4dqpl32hd6iAEEpd84CJitsIley9nO3ZzZXCQ9a1hnC4BUrA030n+tSD6pEM0s0TX8izxxSLBYpHAXUnmTi+zZRA8Figa2CisrFkYnUfSA5tHH34b4NvBe6J208i0N3RiBmhIXKkw17xK3N3EeGArVzcOkL41gm9Plc7eNXTNIT3TxrLbwfxynNWFTmpFH5QFeq1Jx6YQBStAoDuPdAQYAl0Dv7+V8kphVlXVBoB2/8eWfbU3Pc+WSoYv60jm6oKY6eJTXJZrKQL0M9fWQ2YohHekweDOFLs6z9HHHOcj+3n+P/eiSRddNFE1F1SJqyoI02BJa0PxFVBVaDYFl1c0xuY/wfCOnYe6Yl01AO3x70VLf3TX/O2WDH/eqRsHpata866ApsJU06bDaCUXCtKMa7QlMmxqn+SDjZfZe/YMg6cMFn4UYfvqRZIt0wRas9AONb9FXguyUofpuqTkSBYLOjOLZdILXydfvzxz8t8fPx7t3vXHGoDh1y4sloznSqtyX60uLY8qEUJSk36WdUHda4JPYvnKRLR1orkVAlMZNr/0PJ+aSREKZBhMXCG8eY3qxhbS7R2kRZhcvsHFTA0pdTS1RKIXOjrLXH3jBK+cG7t3r+dbGQ1gbcn3WG5G/EnTVnAE5JqAK1D1LeSqlxCuC47AcVTq0kPZtKjFLXo+MEFrbA5Vd/BsKGNv01kejJEKb2Rixk9fcB751mUjMXAciddy6EwO4JSPXIiEOo5pAJWKds0UVBwFS1HBMATeKOjhncz+7Dt4Sr8L2XZKWT+LtS6u+gdoH06TVKfxrlRwdUGhI0i6p4OJ2DCvazuYeHGc8D7BqyWFdqlAZgvt7ocy9ebPvxL2P7hn++hNDw1uHpzXADwR5RE9kLtv6sdsl/4SG3ZEMEImlq8Va/hOigtn8MzGyE35ebOzn1Aij4wL0oF2grU8rlDIe0PMWgkusZnXzir0t79A92iF0ioszddxzBTG+h9wy8avv7Br956vvuMx6onX7zzxXGi74iuxYU8Ys8XE9GooQPfgPbya/xzGlRiN6AFmA90gIBcNkvINEAjkcRHk3RCL9S5+MQ6t//Fltnw6T7UMZgCarVBZLnC+cTRiLxVPXxwf+81tW7ePvQ1w7725l87+xNjY+UG+4eStu1VDuX50VJeluiDYfT+y8gSNMytUxV1MlZNkNoS51jqA11NDSkGlICn8/DX0n32T2x6aRDcbSKBWBuGFzJyCdCSv29/qiM0NPArsfxtg/x09JaB06LdqCdcRoFTISoXVBpSyayS29XHg977AxCunOHfs4yyN30mur59sqwTTRaxPY86coPOjp/EdrXHhFYNcBnqHQDEAadHTPIJHqqxWV6gJp/uGA8kffjLT39C13lyL27aQ1Z8qZ9fxBMPccY9JKKagqZJKqcGY+TVm5k+gC0HM64O4jexyyGsT1HMZjBUXLinYsxCNG9weONq4NXn7Q0ObhlLlUgVFVca6Yl3p/zGQfPefIikgtfdz+WONehVvIIhlrtOZiFOzJaUaeKJZSj2T+Ic6MHSIGz7KTolio4i3GqehZ5Ax0K662JbKSqFGQ3cL3fGe74bC4RK/ohvOhI20OOO4eYzyWXbuXMBFAAK/RzDR9gxNp4rrSiqZOoVsBU3RURQVU7dQfS7SuN53VWsBVC7nLrQVy+UbfmBuOBXP5U493hfNTR0eFts3HTz0t+dKRDQFVkoV5uyLuLKJYmgUZ3MsqEWGdiUwFRPXU0PYILx+LGL8RuheAr4wV6+NpxYy5bEbeb3rv+CXemKy+uJCUzk4s1rjajZPbcfRQs1YCiiaQvHaItK2OdA3Sj1exbrsY7pnbD5nznY/cPprkyPJkc8ODg6WVpfWx5L9ifR7rsB/14DIPymmLyTStZjmS119VOyu7yjm65/w5M2SMKTRlgkvR6aiH1/tWnhYrBvPfab25cup6qVHe0PJL+0cGXn+1+X/tRX4VR3KHBkuNIrHeFn91FzyTY0JZ3Hyk2+k3m+e/zP6L5RsRFDQJRR5AAAAAElFTkSuQmCC) 4 8, auto;}
}
div.testarea{
animation:rwdcur132289 0.4s linear infinite forwards;
}
