@keyframes rwdcur222068 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcElEQVRYhe3X228cVx0H8O85O9ed2Z2d9drZXV/jxE7SxK7JDRTSAk2aNkStaKVQlVZ9oxJC4gl4Q/QF/gGEEBJCAtQHeIqEUqVIKUHK3U3IzY7dxKnXcbz2eu+XuZwzZ4anVElKW6d1eOL7dB5+56ePdM6Mzo/EJCUVT9qKrGpNVTe84p1p/C9DUj19mYiQrZTGQkRRlftu2UjaTQDBSmE2fNKAmG6mAs6YrRuJjKzq3Yqm57jvZ7xO04gnbWJYXdxt1cWTAhAASGbyeVnVd+iGmTLMRBJRxHzf8xjzHeZ5zYCzquB+1erK1qkkOQs3L60bQAIAWVHLIgiaQggThCqGaZq6kQhFwJnvuY7jOD2+7zmN2mopYaVvAPDWCxADALdVF1SSqCSrGUKprKpanFIqRREkn7NQiICriqqGURQCpN6plzvrBaD3F3EjWeK+22TMdxjzQ+azoN1uOQEPmGmappm00qqmm06rlh3/9iv085o+TmL3F8lMLmjXq6qsaEkQqni+5xAqxTfu2PeWpulqJHhbcOYLEZGYJJWrxcK6HMMngHa9jGRXToiApwklIECkabqd3bTztf5tO3foCaube07Hddp1p1Vzv374B6sf37i4fgAA0BN26LudBKFUBQAhAiab3bvt3EDWzvb1pjb0b0VMsRqrxWrAvMLq4py/rgC3XRd9W/eUmecsS7LScNvNNpWN7XbvyBY9YSChyvHs0OioPbBtf6VUtDY/vW/57syl0roBAKC+UgjdZsVv10r1HfuPrC59PJvtHhw7kLTTNBOXML51I4knLDOeGdzFY/rBnv4Rb3Tns8U9L77hTJ15L/rKgAezNHc97B2dkFUrdyQ/PGLacQk7xwYxOjyAlGlIZiLVLXf1Ha422gemzpwIJp5/ozh/9V/tdQMAwJ5D31cr5eoL+eEtOVUC+nssWFYKWkyHJUmQWCcmJDlvbZw4wLg4ZPdtGTLS+XD02ddZ96bdYnnmLP9KgO17vxO7Oz//XG5k+6iuqbA1FYZsYnlxETemr+H2ygocqIikuKIYdj6ezj+jWrlX3Vb9xVa5MJHu39HIDO9aqcxfDb4U4Ol9B8Xt6Wvj+c3je+1um4pmFVPTU7h4cw7lUAe1NyCkMjiPwHmIIAghAqiSlsjF7fyErBnfa67c6bJ7t16uL806jw2YuvjPYOwbz/cSPX0wne1RS6sVLLUi+FISEVUgqzGIMATnApyH4CwAcxnCgCPkASE0pmtm11h9abYytPPI+dLc5EP91/RLtazEAuGeQ4kEYm1AJJsIBOCzAMzj4J0OuFOH8JoQvoOQMQQeh2ABoiBCLKaZ6b6xH5fmJocf7S2tBSDTqP21p/LBS4e2o8M45haauFdsolRt4d7inWBx5tJys7zUBIikaKapGqmkottxEtNowEIgDKGoVl5LZvYDuPPYAFVRlS7bokndQCpJ0JWw4W6MUG928Mffvn/aW/7oZ5n0hgXPY4oIvEy7VHiqXbtwdGBs/8G4kTPbtSZISBTudsb6xw9Jd6/945MLuSZAwkplDCOheC4Q+RG4ADw/QKtWhdOq/fXGmfc+fKB88bm33rly71ZwYuXW5C+3fPPoT7xmDJ4XgBCiEfLwsa/pDqianpZkVfG9CG5LwHcFuM/QbjZQWy1+6hX7wZ/fwey5Y1W/VfsThOuouoqAdzwgnNQT3eyxAD/91e8wdfmctloqUdf14HQceB0HzPUgeBBGImCftZdS+Rpz6vNEYk61eOUPlNC/zZ5+96GaL/wMz35wHOO7n0mUq5XD2Ww+qUgKuM/AOUMkInK3cKs8NLL90u3pf3/qfdAs3wuzIxOvV5ZuvR8F4tcL107WH635QgAAfOuFV1cmz5/qZiLaq2ka1RQNgnOIIEAuPzhRWV3KD27aVvho6vLKo3tVzdAJYr+fmzy+/N96rwlw+dxJ/ubbP79w9tSJaGGxMBwhSsZoDFEYgRKq5PND45kNva8MbN42psYNa2jLrlrPwGijOH8T/SMTV6fPHGt8Vu81AQDg/Knj/suvvX3h+qXT03O3Z3oqjVq+3WlQz3NIrVahxeI9o1QuDXYcp2fxzs1FM5GaKRZmsVKY+dyZgqwV8GDe/NEvlCsfntlbb1T3E0I3ptKZZVmSr3calfN9gyNLJ//+lzVPVF8KcD/fPfpD6vuelEikgmPv/uaJj3H/zxPJfwBeqRUaKJvjswAAAABJRU5ErkJggg==) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhe3Uz2/bZBjA8dd+/St27MRemjZN1qTpErKunVaKmlGVBnViY0KrKiHtsl0mJMQJTvwN3PgTOCDOcBkcBkhdC2FtUihKmhZI16ZZ0jQ/nCZO4tdObHNhx2koyhCHfE+W/EjPR371GuNEz6J/el7geEeGIGDxl4df9sB/GEHZOIpxjH5CsozekiuJyPV3k7qq7AZnFmSKZvTvvvjslQLg9PWbrWa9ds0Xnn3D7fO/fsHjv0mwwvJZ/iiia4gd9U21rkRvqEd7CfOVAELzMYTUNiRo9k2eF5yTE16nPzA5NuILTDOCFDNw4u3zujxjd7olTyDcXbpzv3GQWB8YBuYyCUsQ3Q29ayw6RsbGOJuN809MUC5Rso1IIucUJTfJOSO06FnstNoBYOjbucyOMjAAAADUz05aNl6k7S7vEoZhlCg4KYjjmKoieCbXgd4zDNFhpwwAaaScH0Rv3c3ub/84EAD+/MEbDK/LpfxxB2moWq2YlUoVHJ4UdE3TUdDrYaYmLgqSy+VWFOVWS2myA9kO/vkCAAAwHb2BjvZ2RqTxwIxhWkytoegQw/TXgkHhgiRRjI3BEEJmF0Bp/8n3W81qoThQwOHvcSM8t6yrSFugeAeHAwB4lrHxvMDRDANJigQYAJbSRpbe7XXnV9Z+/nPnsTEwAAAAjAYiPblcmoUk68UgjuuGYTbaHaaptAlVVSGOY4TW1S0VIaZ+mvu1mE2VBgq4HH2n3eucx1vV/IZczB+WTo6QiVFOwsZLJoYDpa3iFk6yNC+55Gp1PDS3rPgjc6VcJqEPBHCc3gLlfBbVTo+LK2v3f+NYZjObSiLn+KUY0rpku6MB0wKAoGmKEUYjnS59u5BNG96py8ly7qCvXzh80Yv95Ib1dC+prj34GMZi0dW5hXleVXWUevI4XcxmnvU0ncahTSIZ0d/TmvHycbrQDwB/2cAf2z+wVybHmbeuBUDYje8KVO8Dn3fsjtk6fV+pHP6EmRiDQ7Lva0m8bKB2dkrU5Qa4qFkA6xkdiqTKj776vAQAKC2sfvQtUgshmibS/QJeeATPi63ek7c211mKsodCodlL0LKudrRu++rSe89atWKuIxe+Tm18c94vAPs3Q3c//FRIJeMr3omp2zgGwdO/0pt2QXy4G3/U9+Jhw4YNGzZs2P+mvwFC93hkooh3XwAAAABJRU5ErkJggg==) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur222068 1.6s linear infinite forwards;
}
