@keyframes rwdcur70897 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2XT2hcVRTGf+f9m8nM66SZNjFN06RJrIokNloJtQYbKbgoKBHMRkuoJUQ3CgoKioi4URHcuHAlXQtdiIq6UGh0xNJKlCrWFlKNmoRodZIpmX957x0XmUwykzFOmgxu8sHjwbn3fue75373PB5sYxv/M6Q80EJEg1CathyEgTxwrsK8rYJRHpgmLZaxMhgBumNoG2gtBPzrzu4GDQMx4G9gDrAKz3dbWJF1iQZAm4FrQKoQcwtvD/hiC4SsOYLVOAviAruBCyJcEOGsYdAENAGnQMf6GmpyNCV4EvQwqGVZypIX1DAMfcI0deLRPfoA6JEb9EjVJewvJEisrFERQUQ4FQT8ypJf5oDPanVr+kBfXrtTNQxDTdPUR0D7QQc2UI11PVCO8yBXgRdLE0gQBDLk+zgsmfNKSwudnZ2188bJgidWx4ZBTxSq4TjO5pJnPujRN5rr9CHQp22jIlmFUuvblugzIhtKXnIEH7mWTr2yT6V/L4fvcokDHbZwsXenvmOXEidAwsCJFRHylKcMuBajN+qB+ZxPNmkgtk2dKXQDN0cd8hkP1zEYBB0dHS2SfwrSCgyuEvHwgs+tUZvjVYooCngvZOrConLtchqA4Pcst8ccGnfZzPySIQ7cAszOzpYQvA7SCbxWZypAEATyXManG3i+ChFFASFb+AmYnsqjizn6v09zPJVnz4EokQaLsGnQIcL4+PgakrdA7u2KcvloY1HEmyJ0W/BhyFxXRFGA5RjkARY85OIkIsL0UCvxOx2a2l3suI2vSjKZrEh03w8pifdEyLzapQCqKsMexJsdvr1tR9WeKLbazNhBTb2wX70z+zX5UrsmumNqWZYaRuVbsYzM6Q7Nn2stuR3JZ9t18dLBiuvKG5EAkps4Bq6LsegQtISJHAlT3xBCVQmCYN02W/f4zyIZYeLBxqIx3WOgP+Yqzl/TCd9vi6iGbcQXvGxAcCkg+MOj58s/Ua2ukvb9v8ncjMe7yz0hDdc/zlQnIOop4vuww8ByDf76ZIG6kxMA/7n71Tj0TVJirkX6dKcSNcjOe9UJ2B2zAJB6Gy+WZe+ZqeWhDX/hhq4vivbehH/oALuORje6fMWQG15ZhmxqULOf91bHM/PYPs2O92s2NajZsTt0eHhYR0ZGNi0id/6eihxWecBE0Xl/qd5dO0kkEoRCoc3mJ9T3dcUjXCPAjthI1ARA6uuZnPwKkZr9FmyDfwDNlE9yfemAAAAAAABJRU5ErkJggg==) 4 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYhe2XS0xcZRTHf+ebO/fOewYY5NWWOlCkCVbFLnxVqc+m1Wh10xhdSkxM3cjCuNC4c2E3Gk1qiCZqjHFRjS5sa1cNaUzbYIKLWowWaoXwqMPAOA6PuccFdGSGgQ6vuOGf3M13z3fO7zvn+879LmxpS/+zpHhgTxTNpMCEwRIITcL5EnabBgCwB9QGZoA4kAEmwvDL1MaDmFKDfSABwI3MG0QAawraQTtANx0A4CzIzOR8FqwFGAAbeBX00Q0CWRYAoB8kswBwaUr4SYQzxpBdmPg46HGRdYGsCABwEcQH3K+Kx+PBdV0+As4YwxwgqhwBfXiNGSl7Ux0EHafgRKiIICI867pMMJ+poSj0pcr3u6pdfQ/oLcC3hfPUGIOIcDiXYxL4i/nMlePzpiVYrB8XTkdRusV1XXkil6PdGFqAofp6EonEhp6WAh0BfaCo5gdAf6h11Bijtm2vL/j06GP66baAdoF+bJuSzg6AHiyE0O+qHD3hs1YVvKAEz4N+UOdXMmmYg7u9QkPIw7ug7xWt+CRIBHjzv3F56vo08cYAF/ZWlA1RAJAGTGYOPTdGImLYXu3Q2BalIewlALwM2tnZmXf+5QJE5yKIjl/T1O0M8lnQUxZEHqDbbzQGMDlH6vQ0uw9VUXd7BdW7grQ0hfCHvaR3wsjISIGDLpAW4OKDlQrguq7sODHErTV+Pl+mfCUBolUOFmAHLQJPVlLz/p80nRomlPDR9EiUSMzCGoDe3t4lTrpAYrsjXHujOQ+x78rfpGaVvjtjK0LkAeorbCJA2gP2XXFEhIGnt5GTWUwQqioc9nmFZDJZ0lHz8QHx+Q0TR1sUQFXlFVXUK2TfalkWorhZ5A3Tp+5j/MOr5LI5wnEPY39Mc8e5JK7r4rrusk1m6lijyphD6J3+fMdMHd3Fb6eHab+cXjKvuBEJIP9c2o/dYBEIwfDPSZLXpnGCgqquGBwg/NqguLPwRYMvvzGd/bNUtsVK2i/phBcSwfkUej2o8UDIIlzjp/n7UVTLO12RY/0Stb18cuNL2dFK/KFQeQChuI1mcmi1n2CbEK/1Uf/VVYCbrn6xDl2ZkogxZE7uVSwfNATKA/BGvcwNZMCy8bY6tJ4dv/Fq1dex53I5kZgHAE3PrnY6uuhZl7KTz+jo280l/VjFA6Mv7NDQi7WYe+uRdIqXXt+Obdva3d295gupL/KNXD5cXR6Ar9KHycwA4P6epaenB8dx1ho7r9u+Hiu5gCUA2esZGDPYgDsDg4ODiGzab8GW+Bf7A0DScDE4dgAAAABJRU5ErkJggg==) 4 5, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2WTWhcVRTHf+e9mTcfyWQmaWby/dFMUBKw9aNoKLWfoBAqFiIiKFmFoGSjgq2upSh1q+BWdKELXZQiblzYZhFCG2KxlQQSkmpTkiadmEyTzEfucTFmksmM6UzT4ML+4cF7953zv//7P+deLjzGY/zHkO0DB0CTAbCWYRE/1cEVrv+VH7dnAgAOgaaBOQ+UOxBahnlg8l/idwOr0OBVkBDgJDLfDuAFmkGPgD5KATuuqLMCdSyoXYQ5IB7IuOEl48jNPXAkD4dA+0BFREVELcvSLtBW0M4KtHuXjhQswVZcBYkAL6ti2zbGGIaAW5aFUVgCDgTRww8ppGgLT4P+CYxu5qiIICJ0GoMfOEKmVN+UwPtABzZwCcQB3t5cqaiqGGO4aVlcs20iQDXwegluFC0AYPgfEadzJxBjjPSsr5MEwo7NYH09bW1tj3S35KAb9LVtq/zYsfULV6ZJHcfZ3eS/HY3o5Va//ljh6HBHRUGys6Dv5orQn+t9+uvBYEmT55TgDOiHoK6wRfRkJZE6h5r2Mq49u08/dVs5xBdAWhx7a73l1Mwq3kovc282PlwPuICUS2h6pwHvQT8W4It4iOz3UutYvAXa39+fJX8vuS5VwHcBd1ZEx+W7JBPwdY2vKBFZARej5bohQkMBjNdPMmGIjS+zMp+kwWdzwi3Mzs7mEHwJ0vl0iNi5FgUwxkjzDzPMx9O8UcRuyAoQj40DuEWQ1RR1AzfomlphfHiRe1NxPI5w7HiYkZGRPJKnrtyV+9MpbhwNZ0W8v5KmGpjq2bkcWQGB1DohIIqC20JEuP58FTFVSENVewVN/QFisVhBosZvZ8SkNidUVfkcCL5ok7jYUXRP6MaTGDuh06/U6U91Xh07XqP3BtrV5XKpZVk7ksXPtmlsIJqzO5Lxbl0431Iwb/tBJIDEvnoGDfsob3WoDTtUR72UhWxUFWPMjsds+YVJ8TXb/PJEINuYxjjYFZ6C8Xkn4VCjX9NLSXA5+F8K4Qu6SSfBc34M1eKc9J4bl+c+izLU6s8mrEytFYx1bR8oC3vw7LMz6jqrWLg9wZNXFgAeuPqtKH91VGIfRXX1ZERJr3Fn9H7BuDwHKqNlkMq8r/++zOHJ+Mavki8flZ9MiPhtJJYiOW9KTd9syJIztyExcUpHXqgujmfsWFjvfLBf15bOaPxSl/b29mpfX9+uRfzR01CQI68HRAQrnBl2d/gYHBzE4yncwaWg6fvbBUuYJ2A1lqDKysRqOMj09DQie3/3/P/ib3fRVxZNPHXcAAAAAElFTkSuQmCC) 4 5, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur70897 0.83333333333333s linear infinite forwards;
}
