@keyframes rwdcur104281 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYheXXT2xUVRTH8U//0Jl2+o9CC+10LJaIAoKoYCAqKH8kGBRDQghCMDYxcaEkxOjGKHHHgp0LEzcuXGPEhWFhCAnRKCyMBlGiNCDUSGnBAv0znXaui/egoWbsDFYw8SSzePee+zvfc869973h/25lBcbDnYpXWchzJcZxOl6VQBUuowI1yKIxfr4az7dhJo7F6wI68FOBOOWFAEZQhxnxrzIWqkYynq9CfTwGYzFoe7wmjxRmFQriP9CCQgA3QRpFZZ0tyvZbUVZnRdnOM9HHq1iIWhwUlTc7RZyCLbhhVXHwOfHzH6LSjolalIjVh+OxwVi0I56fyqYE6BVtsqE4QLso63tisBRyMUgCl9AZA/RNA0AZUVaXRRtjNnagCWkTJ2IgnktgX3NC7SSN2wUAx9GNHixF17tLzcFDonZUiKqTFVWn+1LWoWKEiwQog4ui8/0W7K02hNdakxriuayJ3t8/ae0/BbgplMW8XfdyJOkKmlbMlhLtg2q0mtisxQQv1QJCOPRUOExYQsi9ND+cIuwgPErYEvso4R4ptgLcyOhYr4Qo68GhMQvfXKhBdBcMTPadZoBI+cAp1+JgF89cJV1jSLQZj5Yq5m9eRoXiIzyPnjUtLnzdZ/TkgCacuNWnaCu1AgHCwdUa2mrksnk/HjznMaya5PNvAXgBti6SmpvSjz1Xci6ITsimUsVKBAhEVzOBDfXSTdXK8bBoU2Yn+U43gDOdKb/feFjT65vLw3Zi2TOt6kQ349ulCJYAEOBk96AxeO8ENUkZbFyXVlFXZRN+Q1dH/S1rpgMgwDuib4BG2NfHFwljaFverK6jzgJsRmdXpxC6ioYoqgK/PjHX01ibqfUqvJ/Ru7/P4+s7VOzvUZEq9+CGtEXpFLk8gvGwuxjpKQECZD6YadGzGT+cv24xvF6lZXezsspyeZuVLU84/2W/672j0c3y0fd/0bhdACG8zHfMWT/XEFa/sRgd7P7Z6cPnBOOs63F8aMRwLseKpIEjA3J7Tji7qmUq+WJaMGp05zVh730ScGAZ8nzerKGpOkpwsNIl1FdXyX81rP/cNaPD49JPTg1w17+KC1age2mLbNghG7YbGd5qNGzTvy4jF7bLhV1OZhpdfKpdLrxo9JUHfIrw8RIhdDm/tt1RhM/my4VtRrJbChIVBEjOqBT9N8oTgiBIzJoh7xPBL+oySbVtVcir/PARqzfOE3adFuTlB/NaFzTJP7cySjpfQkliu2MtuOv2J8TQG6vf26gIAAAAAElFTkSuQmCC) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYheXXXYhVVRQH8N+5d77u3Jlx7ow5H0466OiYIgMiRAmmQqVChqBTkNRDRETkS1A9CNFrb0EvPVcUSGQPUQm+CEKYSoZSQmnl+DBKOumMOnM/dg/7aKN4nblpzUMLDpx79lr/9d//tdY+5/J/t6TK8/Bf5aur5rkQAziCAlpwHefQjMnULz8tZgodyGIkfbYITThRJU9VAv24igxyqKAerel1g0A53VYm/V1CTxqbpOs31u5kc16CagRuEmkSZb0i7rwX27FXlPqCKOM4GjFfLN2pFPz4DHnupg6i1JOiJE0pgTe7c4pYjHmYEKVvRCf+QJso/0w2I4EgNmGvqMRaTJUqStiakmpOfdvEPjkrbrla4023qk2YWoKQFZtwDG8tbTH8y7jr4m57xVKElMjVNHDhrRhVbUYFiPUspAkupskb08S70SBOylVxFNvx6WyAZ0kggcNig/2QJpzEj1gz0IKoUEms/3e3xd4rgZtArdiTJn8Fv2H053F1Yi+0oVhD8loIgC/EcftsqGBzev+NeEpOiX1wphbAGgkkRPnz7wwpdOVcxgfpwo2emO57vwmA7+HxyxZt6fWoOBlBHL+DtYL9AwIJJPljzG9yACvxmtoa714IBBjf0seaDgW8ge4sj93m828R0If8pi5OjlmAjs4mDb0tVmNTrWA1WkBYR7i0qSccy9eHA4Q/X1oWzgwVwiHCe6mPGlSoSYHdeALtLw8Y3LlIZ19e27sZfeu7/CyelheferAWyFkTCDCK4e4cwys0r5zn2MgE7RvUdebsx08orJt/S8z9IBAgfDikDSv2rEZJ8feJv4OTjFNYjguHLth/W+y9EjAV1rJrtc3w6goEZ4+MWQw+tu/to+rEo/iBXf1G8f5sgGdBIEBFP5f2eWjRPCH9Cjz57ajewQ5U9MjaiM3PL2N4lcEFTdO3flcVZlSgGJ4hjCoXtsk210kOH+ST49qTjPp8A571cFhomzq5/jyKcq0NliOEF2aCn5lAouLaxtMSic7BNr++XqarqLU7r7GlXlDCRkvW9zJwHSX12awK4gt6Jvw729z/MSmG51RMyUocTvZatXOpicmi8XPXnDh63vbwooqPlD0tCLIHv1Z+5Ar1O2TUOd33pSUjW1FWnihravn8jnmqliAoCZWyiooRwdiZCT0benx19PzNoCCohCBIlNY9KWR2CBIVQb41p4KKDJnq76c5L8Gc21/RSwVWmXG4HgAAAABJRU5ErkJggg==) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYheXXTWxUVRQH8N/rUKEtFKZAafkIDa2BoDWxEUFDgkESNxgVMPE7hqhsXBhNdGPcuHChCTsXhsSFK4mJH93BQjdAYIGiIFJEJaGW1mqHyfRjmPZdF+8VxsRhZhDQxLM5uR/nf/733P+97z7+7xZV6A+3Kt+cSjNXYyyNKGFu2j+FO/AHLqbjzSigETE6cSmdny+L+ztrqESgPOA2TKcJpjGJNjSlyZtTghFaUwLz03bAvEpJ/Ae2oBKBK0TWuFqNDCbQJanCJFrSsULqV2AhxnEOF6rkqaiBWetI/YVZRq7qIUrJjKDoql7mS8o+VA3cNTQwa4dT3y5Z/RLch0VpexmykgpMpsmHU8IDN4BARLLq9tR34qU08DJWSsR5OfURchKxlmNcLwFwBLuwIPVtjZG8RP2/4Lxk9ZHkdIzieC3ANRKIYLdEDxvQsrxJIU0WY1Cy+nbsSdvlsf+UwBWgDA7grfMTMpLT8Qrux1LJiXjw7mzNyeshAA7hoGQrGiTi67vYp/+RVZajF9HXY/VA1kUgIlH/t5LV7oBl9/LyKkMpufK5N5oA6MdZvCG5cJhm250ewsl6wa7TAkL4eHM4QQhhRQjhxTDbXy9YvRUIJCfBQN43mHyuBZHvV7T+Zc7NIqBPcs0OvHvaGTT1tuJTRwfzhravrBeu+regzAKsTUkcypeSSmxq5IMeP/rNxEipfO6NP4Yh7LEVWyU34BGMvTdIJrKrZ6Hjx4aF8Gw9kDUTCLPujOTePyB57RRyU+SLerZ3WiIqh6xJC7UQCBDCesw4i5Ylzc5Lrt5FPQvkTl9SGC0aFvCTEJ6vmURNFQjH1pObwH6Pontzp7fx+OImC5Y1Gx+aNNB/QTOKe0aSmL19tUBXfxFBafc6czqa2BiZ+WJKZt8mYw8clH24k1xJPFOy/52T1nQ0697YbvFnWwSfaIjGq+apWoFunPjonO/2neVwLLPvZ0FR9qtB8Ws9NDZoWDTP7zATLL6nTSwS5+fKP722agWqEijhaKnkw5GCQm5KbKeSWNFOJdPibb8a/nJEAdk1rbw+Kgji1qJSYboa/L//Kq78XxCeMf3COp/j1NpWx9rmGn2sSxyeNBV2id9faqq4QzE8IZxc7gCKr/YKezca3rra5fCUcGKlfpzqzVZKc60tCDI982URojlu396ltbPFzOxwPkMcBDFLJ3Rv6DD8Q87kuUva38yIBOGuLcZRuDhZe0muZL85VvM74ZbZn56YMlbUG2KfAAAAAElFTkSuQmCC) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104281 0.83333333333333s linear infinite forwards;
}
