@keyframes rwdcur84164 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhb1WbUyTVxQ+Xm9B62sHrxWF8CVfQu0UsdWkFHRmTjcQO6diHCsLqXUfzuHGiCIgLjIDzmjC3GYCGgcZghK34cciGgfqiImMifpnG1lkFdym02nQmT1w9wMslpbadsaTnB/vvee5z3PuPfe+h+gpGP64EYPz51ehyzbdc1BxoYSwMDWmadU4cVLymlRWS/ixYxG27zgOc/YVrF8vYFndiXNnKh4P/mx3DlYsb0V0jEBUlMDmklZUVeZ4TF5TnQNJ1QquEGDc0SfIv2G2LvFxArRgPAkabRLGSUlgPAlmcwMyM9sQHWMYEfftMQM2FbQhLe2BE/FDHy8JhATneprM0OLdNhUO1hVgU9FFKHgp/LjSYZ5xAzZu6BmR2NG9F2AnqvlyMgLkDchc2YmtH+XDnKVGdHQjGL8JxgUCAgUCA84jeLIZRZuXYtnyc09UgF3IamsZVq0S0GpPITpqYGG9rgcRUyzQaO1FC8aVDuSJMwQsOU9EQDrCwgaymzFd4Kuvf0Zbe7xT3MRJSgTIQwKsa26h936678RdNobKKiUMyX+CcQF5Qi/mzOnDrp0VYJw5xQcEKiGphgQkJLT5TE5EhMajSSgsGlisZLMgIsLH5fnQzRJQ8Dyn+OFHUFe73XdyW1cWXs9uh8JfwJB8FC3NRiIiWC0cc2aXYurUW1iZuRbhofadQMPhbXby8rK/0XouyjfyVKMKcbFNYFxAGt8EWa10iomOLURggEDQxHAiItQfisMS0xUwLhARKbD0ldLhGKczG9H0+j10+/bzpOBH6N79TP7XjXtOMVuKayjbfJ3u3N2NILWauq+lU2enhoiIRrHvKXLKTi9yHpYd48swUZ2L8FDZbVyQ2gDl2JuoP9iE8u3/gnGBqXECRoPRZ3JvDTp9I1JSBGRZgPE+TJqUj4x0/vQEMG60F15YeK+7WLc1gGNHQrFjxwqvyFcsm04TAg/bB+JjP/cGP7QQ4xIWLmhFRkYfEjTHsXCRAT9ccKp8B8zJE6EoKe4c3Pq7kGWBxBlud8CdgD0OD4jRKLC3yukaDcPkgnGB2BiBFxZY8O66XsjyA6xbO///CxjwHhRsrHaKVUoMCv9cMN6LsUqBlu8aYbWoscb6HiRJIMVYh3Vrx3gnoLJqD2JiXf3Le1BbV4qffrEfB7jiDfj5C+j0AhZrE0JCVYNJmMC4gG6WwJLF3l1DdFyWkaBpd9lQzJsnkLH4KJRSEHbuugrG7+PlpQINhxrxRY3qkV002TFl5RavBBARQTfbhIhI110N9xNQ+J0a/L6LyioLumxqB/yjAjZsvOqKw/1TrFJ9Q0ARjXIx199P1Nf/sLg+pfoDN2hrCezkx44k0r69++3xZ88o0Q+NZ5lf7ngLjHMiIvhxBgWvwGje57bP0yQIRE05hZdebEBefgOyzb8iOHho3mQSuHTR7S0aEsC4EdX7q9EP+/OJiMhmDxtO1x6fIPDm2x7+DS+1/0NjlSZKfa4ZKanNYLyZxvhriaiLiK57lIWTiUH3QACf9uwF6v79VRJ93RQUlEofblHRzMRtvB8RVL0vjXLf8Z5/nPIOLZh/2isMrBYJeR/Eo+PyZPtYt20M9lXFY+7cNiQne34Er2W5vAU+G1rOhqNgUy4qPhEY/RjyZ1QCB2o9K0CvhZxuVuP9vDIwfhwhIWcQ98jrOU0rMHNmO5IS8xEe6rIfcHXDfRdjzlLRte50Ot0yMJCWRqTXt/DiQttImP8AsnlWa0SyRCMAAAAASUVORK5CYII=) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRYhcWWe0yTVxjG35wdaykIUlogWButQJERlEsKVmYWNiM25Sblj6Fmi7J5GUzi3DKbXVwi4iLOZApeABMHji3MqEPjNoMbm1NHwEXmggGiQStkIhIV58BnnP3BBD/afm2XmZ3k5EvOec/z/M75zuUlIiIMDD6PpORazNQLMD5RZ80WqKkehm5mAWLjNPQ0Cn44q0DZ9iaJ8eQ6PVggRHsSx45q8McQ+y/9Gf3abqPW1nTZqHv3iQYHLdTR0U/nz0f7YoCWC1a8VliCziurXAcUvb5JdvbOtcGjaUS4AYzvAONtsOUNImG+QOHqYZRubUNXp1kafOCAL+YCgYF9iI40uzRmXAPGS6EOvgvGBZISfwPjdjBux8Gaa2BcoK62TTpoyxb3ZhUV/Tjz3TIwrkdlRSIO1jTjlZebce6sTaJhSuYwGEoRFHQTavU1fFpXBcb1sFrGNy4c10PB+A74qSYBNDa6Ni/fIXClw+JxuXsdJrz/3iHMniUQEV6K+Lj5bmMZt2Nb2SSAjCWrXAKkpa33aJ7+YjIKVw/DYPgJEbpCREfKnhD4B9hhzYx/so3RM4ohMkaPOkWfuzAiK2aMMVHvzSOk04EavviA9zqqeWe3s87j+JOnNFRdk0/ZOX86dzJ+ysUqFLoVYzwVUxT3oVQ0yUFKxmhD9dCGlroTPOwE8FldF7o7FZK49suBSE9fhLlzb2Df/pMIDAj1GqD+8704enzT5Paxf+av2kDKqdKeouJIMi/kkraWn4tIoWimFNMVutOfz+8N3fIWgEYRwHOzy13TqTUMSr8y541o3j0e4+9nBuO/IySkEVlWtdfGj8f3OiLkA75vLsGKlVKA4qIuXO2OQ8GKVBiNN8D4aTDus7lcmTg25oX7aHikTtLbdCaS3tiwkozG06TWaOi5tFo+ijveCGMEsbg35PZOcD1ozasxsCyVrkJ42Nh3me1tn7RGYEJVTb1PAERE2LbVhmdjH0ggbPkCWz5M81lLFaCDKkDnO8S33/wCxh+OAwQHCyxItWIUKp90crIsOPV1s88ARERgfL9kFSwWgR+bXV8kcjqz9LW+m1fusyBoer/TsYyY0YcXFrt8it1q2fJiUFNl9xFgb8/YxssTyLNJIRYv6YP9Xa8hwLkKnO/33rxghR4hIX1gXOCdzQLHG4sQNL0LCsUYQGiYwGzDAOZEpXqlx7gKCUn3kZWT7Krf+fns6VlDnIcTEdHly0QXLzpoKs8kraabiIhuDxD1XFfTg6EGGCK9m9mlSwF04oTSM+26NdGwLH00vtxTlQINX94F4zlISCxCcbFASsrE71D6CaSZTyM+zm3igpbW+n/iPR9jMB4jmw8uXy6QkbETGu0j+PlNtM+IGMb2j46g8UQsGFc9UReB8ZsICxOYY/AC4Ktja+UT0mkCmpAYbNxkQ+qCh7KxT9Z8Wwcq90R6BqisaPMAcAh6nZKICNasVOz55DDMC/uRmOR+zLx5f6HpTJlHcyIi7N7jHsBkEvi43Okiwq3b8SjfuQv2zc5jrJkC69fLvgfShKOn5y0icp1mvVRwjlKSdzkJhGracbX7TWptcz4Rej1RxlIHVVbKz3x8NiUbY5CTK52FViuQm30ejMsnFP+ySFfAYOiktWvX0RSeTUeOjrVNCxqhqKjlfBRDTwPgfy9/A15XWyKoc3tQAAAAAElFTkSuQmCC) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRYhe1Xa1CUZRQ+vb1DuK1CGwFykftFvK24w+i6UCGSESkg0sQwjnIpbupWtpqXTJRItMhxHKcfQCGOkrOzWRajqSmCzpiENWJjmqiYY8llVTAvD7z9QHb95ttPVv1RP3pn3pnd857zPM8533nPfkv0L68nHBnBuDsRcYnxKzP4zFnWRyXCXx2MGg9r6M/L66hokQ/p9b/QiBErpU7XezQwW4xgvBOMC8kuXduJnXVGdHVoHknAgYNvoLTMjhcYJDBFnyl1Ki+Px+x0ISMf3GmpAumzW7F6lREunDlFfL2H8FNzPkymGzK8zNfbpM5Fhc0Sh/AwAeMigfnzBEJC7XbOBXz9KhCtGz+kALNFhfL1jhPy8RW2LHCxPZv6+sfaIpcsPku6SWEUERFAQUEBpFYHUGvrAsrLOUGhIURWq5HOnN6PpsPb8N1ud0UFk6IraOl7CmcT71O6ebMRM2YMKJuWILC6JNdhRguLPZCclAs//4GSvpIksLC4TrECe+qTFB9pXk6l3XFrrRGzZg0ceHo1oaaWK4ESEaGyOgb5BWYwLuDrK/BSohmZWbJKgHGVQ/LpCQLLl2XaG2lM5G6yWs8REVFHJ/jcLDxIACXPIEqYdodUqk+os7ufzp1PI+rbhGPHpcLLPnRxGD/C7QTNTmuQqg0OHWzCQw/M/vKlydi791fc7Im5l6UJjAskJgrs22dBV4fa5ru9zuywAjvNJjnwDwf2DCUAya/qsGdvEzq7J9tsjHMwXgrGbyMrSyAnJ/peQq4Ii6iXkQ9z7YT6aXnjgvFIMC6QktqGY8e1svOvd+thWlKvKK6yaqCCTw1rg8ZDi5G+KXBzl5LrJgkUFRoHY6TPq6TkFrW2XqFTJwPp0wodEZ2wgbf87E19d7eQdlyBkgBSD19APl5munI1kMrK6qnvNqjYKPVh7BSNiapRxMCK90sxQSvAuOQagvF8MK5XDLT76R2OcsYFgoMEXptjfDBATa0KPr7t+LzmBppbXGFazJCbuw4Nh8xDkdswli+7ICP39hKIi61AnEEywmXznM/NuklCbKLsbDX19hbSyVZXihxtIu5S4awAMkyV2zjvIO2Eat7Q2D90BpcvhaN07RkMV/+IKZOPoqY221luMD4ejF+VZP9mvkBllcHpBIiI0NzyMaYaBNTqXqdjPJ6LAuO/y8pfULgfbRc8H0oAERGyc3vBuFMCkJGuRWhYu+LcZ9xhBRR/02GIXUYjPe/QByvPo2RNM5qOyuaCzXeiNopOn/2GrN1+koPUFPvnklVrnElkALAfo7DuoxYwbsYuiwob1gswvtGhrwsfD38/edkZt2D7jm2270kvX0M/EpwTMH+eAS88L8C4GV0dhP3fj4Lp3Sb4+W+E3uBKRIS0dHfU7dgmazjGBdzcvwDjajCeYrONjhQoKih1TsDSJdX3Am13H5cuJiMw2AJPr/U40piO+PhvERwiJX5WIxAaYgHjaiIiHGxIwdvv3O/jpICI8MFBchQ7vpxJRIQ/2uMQF5sB75HtCAm5Czc3KXlqqkDi9K2I0dnGO673MMS/uOLhBTBun2Q5uXfBuBkrV1xFeJjjDtdo/kZxoRlHGh29kDAwvgn+fn0Yrn4EAUPtgFFnwHjUkJgbyhcjRjfTOQFzMpqheUaZNDpaYOy4dkyNNSFGF+4UqMJy/N53rSuVPDx2kfWG/O4nTLtChtgqiows5RnpNx+HnEjhrxkRERj3przsBLJ2v0UqNdGTfDVVVf9GeXm3+Gdbzj8u8f/rP7P+AR8/ZcM0Rdn/AAAAAElFTkSuQmCC) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFc0lEQVRYhb2Xa0xUVxSFl5cD8hQGxuERJTrQgVqLSJEfBC01pPFBwQeiBW0pAlYsrWnUH0qjlldaNSaitWrVoMXUB2qllCBQxPqgFtAgSK0KIRLRglhfILDk9seQgWFmYDCxJ7nJ5O691vn2vnf2nBmF17xoJSTIWIKXfTecFYDKtVrcqP3LtCgzy4lKFyUloWT0YiW7aT+iTf9pE9y7T0lLMYtCFNNCyJT6Ljt7mc4u9Rxt4wEAkoF4jH0wGhruoKenFUAr2tpa8fPpYmbvijeb4NChzbh9uxUvUYhehEEeEOt8Afz72BfL40rZS1/9zeM/CaalVQsthEwvL5k+GpkOY7TkYWFdVDhXsfrqcd5rdjZauSSsKIlUer/RpavY1DVntsz0tBih59DdnQ1XVzd0dm6F3+RHsLYBOi8DzzuAhVGJqKsNwOZNAQh8x4mSiBS97NDTOzisw9OnaWhoHL5LlyqAmroB9Ndr4pmU2MWIyC0MCDR8NDdvqaie6Mn9B/K5cIFMSdzlyRNNuriNXTxHW2srj4h8TEmUM3pRHSMjjXcgMUHmL2di+jcoLFrNxKQW7v3Bfyhw3mtW8uD+BCateEpJyPTW7GFwyCTOj1zNhMQWSiKBuUfCAYC9nMDsHclGAZIS69hL737j+w/CuTL54vC968tvvhfEnbvyaGsnc/f3rfTRBPDrdGuDPKXKlk4KQ4At29IMTT+OK2ND4wJzIQCADo7baGP7kjuyb7GxydcgbgxgolrmW5OVhmZ5p6q4InH9SAC0EHbrKAmZscvqDWKSsDWofuOmyzxbYjhbWFAYwUXRW/j3bYOXcEgASQhKIoOSeMQTeeVseaDSxTLTswYB3KQkPIwbHTvhy6PHZf50zHMkADr9wQNVlIRMF8VnAMD4BA3f9qvTA9i1s2qgRr/S0NAG3Kzfi7LSV9kfcHRMgUZzH887v2F6xhr09kSgrW2SLr52zX1MC0oZuorqymBWV45o9uvpJRFMSTxkeqbM2JgBk2+OzN/LM17Vd2QQliJfr+0WQmZGWgF7afv/APxWljsIoJRWQjW8crBRe9s41tWVm53f8WwMT5+KoSRaBwA8H0oz9NctvyAEjXcKzQVAeoYG+fm5APqHjLWVNT8IX8eaWmFaaGLxXPlhs3ODQ/ypUt3VVT41QGZcvPZz8iqZOYdDjOlMdoAfxqxHfW27WZtv+GoS3Nzy0fliHADAx7sDHu5rAXktAGDPHuDGdePDx6hhNz2Zc+gqv/h82LeW74f5MTr6jq7yCRNlhs7QDiJJzNPd37SxyZjeeAcSEzzxR8VR+Gg6jMYB8NIFJ6ZuCMGfVaUoKlIDAFZ92oGCMyno7v3OQFBR4cGLF9YMV5DWPHLeQUoiwWS8m1FMSSnggvkDZ3wxt34bpZf3pm//PHB3l/neTPMGEZXKJipVu6n21usQ1d4a+k/9ku+G9tDZRWvs4SFz7tyLfPQwTpd3o9aZlVX5nDJl8DnATABJNNFJIXOsS2rfz6ktZ4Zl0UlRRxtbrZlCIVOp7OKR3GK+H6YCAM4MUzNwWh7D55YzaqGxo5iZAEuXNQ17qp09K4eZ6UF6OgfHqmF0BgDGX8Lx4zcgfM4zKBz777mOBab4PQFwDsB0FJUsF+tTr+jpHOzMKnDgMjqdRFbmj6ypfYL8M8sgLKLQ0XkN58//ipXJZSI6qsSk27btQGzsiCFMLnbTnmVlvrxS6WZW/tHjM+nvb7z9FkKm5WiDRzDkfBZW4hkA038iB6+mpmsIDCxB+8MwNLcMCo5qh6VlAXq6zLZ7pcWkBFt6qQvopdZW7uYuc/GSu6y6mvN6dx4I8dFSJWdMj+HJvC7u27+dZ0uCTOX+B8gQRRIQsU30AAAAAElFTkSuQmCC) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur84164 0.66666666666667s linear infinite forwards;
}
