@keyframes rwdcur214011 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhe2WT4hNYRjGf27SZKXJShYWZERijEmMP/kzzULZaOg2DEkau8HMPbK2MGOYIQuRpjH5U5IoaRpGwtJCysx1aJJmZSFJ0nef12K+ex137tU9Z8jGW2+n75y+53m+93ve7zvwP6YRo53UjnZSNx2MGUknZjMAPJOBE+uWnU6Gk0oqIDWDNLBWxlognRQnUQXCgNnAmBPzZSBjwuVYtOIsX+NiJa3AcRnz8wMZ84ATSYBiVyAMWAC8llHlBDJwOZDxTcaSuj7G4+AlqUCPjCrZ5CDyrJJxNi5YrAqEAZuAEe98/P7jcj/HTmxpuMCjSjErrkAYUA30yXAyBmXckoEmiW8DA/5b3+M2qv+YgDBgVhhwDHgjY5aMpTVd7JHx3pMDjNefo1XGUhkpGW+HDnLs/gGqEgsIAwgD0sCYjG4Z1TI6arrIQmHlhQRouEBWRoeMOX7O2N39tNxuLS+gpAfCgM1AN1AbIXjuxHoZ8uQ9Mo74fe91ot37ICUx4sSGiC9eyMg0X2X4twKyGZZ54ib4xeHIUGTP85nyJCpqSZxI5c1aMKx44ETH3hu8miJgtJMm4B4ws5i8IKKo7L90wlQBJd97o+7Yd5P7EPFATRcPZKySMVRqcr7VolkpeSSHZazOk5f1wMujNEqcAlZEPPBUxsZ8Nb7n6M57QEavxNFIyUdkPz0g8VJGR8t1hoq5SnbB8h6GZKxyotWJ9x64wYmm+nNozXnvBysQqPESarqMnGiUscF/+yCxH1hZirysAIDaXlTXx4CMxU5knPjkRPfjNhaCX2lkawDu7GOhb7/PMo4Di9LX6E9fQ+V4Kj6KnxxmrowRGTUyBiVmy2j21bkl44uMFhlZGRubr/KxEtxYd8HwITZLPCwyVnFuK9Xv5SLWbbj1Io+cuFPcDZGuuBuHPLYAABnt/u4vXvk3Ge1x8WIL2H6FcSfOTDkPRO/uQd79dQEAMk7KmMifji7HhIyTSbASCdg5wFeXIxM5XjMt1/mSBGtmkkkAmvwpaZORAgaT4kwr+ndR17+L+n9C/j/+VPwA15p9kFq6ds8AAAAASUVORK5CYII=) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvklEQVRYhe2WPWgUURSFP5cQLGSxkBR2AX8CGgkiUUQUbQxiJRJFEkEFfwgYdSGORQgiFv4siQbEQkSMGIkKEqOCqIVELJQUirCsU4sEq7BIWN6ca7GTdXfdlcysjZALw8xcmHPOPfe+Nw8W4n+OTB/JTB/JejAa6vk4sYh+GQkgFRdjUdwPfY9VMj47gYzWtVfJxsFJxBUADMpoBBplXIsLEkuA79EhYxeADICOqVOF96gRuQW+RwPwWUZLaD8uACeyMlrbr5OPghfHgZMyWsLKkRVdWCXjZFSwSA74Hk3AVxnJiuoLz2LGiZVbbzA9X8x5O+B7bAKeykjKyMnIllSfDXNJGc9eHWPzPxPge6zwPR4C72W0y5iU0SxjQiq2YMKJZhlvZWyQePf8CI/HD7EitgDfY5nvMQx8kbHXqWh1yokfFdYnZPxwIiVDoag9Mr48OsjwWDfLavH8MQPZsywGTgHngGTlsMmQfotJhHcVBaqQKxFcmI2ASzKGDj7gZ00BmT6WAK+B9jnSMnKVCSklqDaQZfkw91HG9sNj5Kq2oOUyORnbZfQ7kSsCBeXkFdWVkZTmSq6cjAFgWyl51RbMxacUTRIDMo4CDUX7jY3AVD7giowzYX5IIjXraAM+hDOBE07iloyBrtHqS7PmEK5LM902SI+MNU48CatOOJGedSwt9jkAF6BZx1IZ6TlyGeNA64H7nKhF/lcHKmOyhy0yrslYL2NGxjepuB1nZCx3IiljSkZv5wiT88GNtBO+OU6TjK8qEFXr+YyM1Z0jfJ8vZqR/wY6bTLuAC6XLrGIYL0YhjywAwInrTmSriPBlDEXFiyxg923yTpwuE1BYpqf334v2K4Y6jmRj3byQ0RHuDy+7RtkZByf2kcwF9LqAvBNORm9cnLri7n7Sd/YxWA9GXcdyJ85T38F2IRaCXwsNHJMbsc7EAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe2WT2hURxzHP9mKSA4ePBRPkkOVlpbQBm2lGLSlRE+thRBEQk2jra5QqglJFkQW20OwadS0BUMsragYq2kqHtNQFykk0NpKCLjoHkpOoZSlBCkSZr+/Ht57u293Y7rvhRwKDgxvmHm/7/c7vz8zA//nlu1lXbaX+pVgJFZkXEcv0LcSjLq4hg/62ATcdwIZL7z0OXNxcGJ7IFHHAFDv98G4OLE8kEuxS8ZtGcjACSTeePksmVUXkEuRAH6X0VgkN3AFZmS8snUIRcGLE4IPwSOXeRPyKBuBI1HBInkgl2ID8FDGhgr3B57IO7H59a/I14oZ1QOnfPJFGXMyj9wfL/prn0YBrFlALkWrjE5gBNgsY6wYAmPMnxuR0ZFJ0lor7poaiLcDAzJ2ALu3nGYCYKa7uHsAXv2COeBwJskNGT9OfMDPMnr2fM30cvhP9EAuxXO5FDeAKZ98MiCHEnk4GQF2nWdSxoSMHTKmbr3P9zc72PIknqokzKV4FkgDh2SsBZAh4DUnfg3FfVBGl59855w4HkrKJid+kZHw150TIzJO7bvCn0sKeNBHPdAF9ADrfWJCcVaIPOgBgULnQVAdibJzwhO2IGNAxpn3rvFPUUC2l/XAbaCp6OIScVm9h93uVD0OCaj+p1Ac35Oxs/M6CwmA5z9jQcZOGWknHlUZyzN2Ku9VQioElm3CO6weAZ8AzZ3XWVgyB2a62QikJQ4Ba3wgAduAewHwYoEBKOWARHdorVHGXZkfhgJOxjdAun2U+TBfVRk2DjIPJH87xpCMfhl7gYSM/u1fsjv4L5MM7VSo5ULpDhg/QH9ALuMW0Nc+SraSC5Ypw6ZzZLcO8a6MZiemnWi5c5S3gnUXhMUPTYj8TRl7ZEzLaN53hXf2X12aHCLcBXeO0ibjWxkXZfTLK7suf5dnnBiUcUJGB3Cw9RLXasGNdBlNHua8xBEZj2XMy2jwBfwhY6OMdTKG2y6TrBUz0mUkcUJG3idqUCnbG/y5PHAyCmYkAS0XyDtxsrIcQyWZbrvMX6smAMCJYSdmK+vdFZiVGI6KF1nA3otIxkdlO/e+H++/ilt1AQCtl8jIGAtOSBnj7aP8FAcr9rPcFejxq+GxjO64OM/ENRyf5e+3X2StwdSB7/ghLs5/voiWazJOr8T+aQP4Fy+9hC1IaSf+AAAAAElFTkSuQmCC) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhc2XX2gcVRjFf1lKCVJKKD4GTYspJaZYosSKtUiFGmhBKZqGULZaUdtYtSVtdiWEPlSJSdSkqf/AgsEuaZRSpUKgomkpFvqgFWqwa5gHCeJDkBKClBDuns+HnVlmN+m6M/viB5eZnXvvOed+e893Z6CKyPawLtvDmmowElVNruEk0FcNRk3ciTMpmoFfnBDwYNMQXhyc2BlI1HBKxipgtYzh2DhxJnlp9sjYEXq0+2Y3bXGwIv8FXppa4JaMBhnIwAkksjI2t4zgouDFycAxoAHy5LL8QxmbZLwRFSxSBrw09cDvMu4JyGXgcoVMLMho3HqauUoxo2ZgyCe/LSMbysBvMhaAtTL6owBWLMBLsw1oA04A62V8LwMJZFyUcb+Mt2XsudpFS6W4qyogTgAHgMdkrN84wDzAze58f5CF1lHmgb6rXQzLGJ46yA8uR2bnZ6gcftkMeGl2A78CH8noD8iD8Fdf2IgA2z/mtowhGZ/L+HnyJXZGFuClecRLcxn4VkaTjDMbB4orXZg8LABgx6dMS3whY4uMS9+8wKUL+9myEleRC7w0G4B3gHZZXpyMO0CjE38FRP6uPw0cdnkhg06kSlzRIOOWE7W+QyQjI6OvI8NskYCZFOvIHypdwGqfmOAqQ4XfoZU7kQj3u6BPhfuEKx6PxKKMURn9yQnma7I91APXgPsK6bXl19KUr9R8ApaRltQLv3kyHk9sGuRPGQ/L+FDGUjChcM1FIy83xo9F4APg0QNfMVe0B6aP8YBfSJ6TCqv/R0YjMFcCeErGYf9+UMZb4RUu5QpVs9YXJxkTMnqTE/wRcBbVgeb38IDnbxxhK/mqt03GGqC3dZTXw2OvHAqJESr1+4X9nJDlNyAwBRzfd44blMSKNmwZ4XrLCE/IeEZG1olXfnyNDeExIfJlNjyfpElGUsa0jF0dGZ7qHF9OflcBQbSOclHGZhlvyui9coi1QZ/L+a1EwPkkdUBKxqvAQx0ZJstxVHwaTh1kO/C1y/E+5G0U2gPvOtEPHPHFPt1+lp8qwY10HH/3Ml/KaJfxt4w5oMkXMC2jXkadjLH2s7xYKWak41jGcRl3ZNwro8n5nnei2Yk6GQsyUlEwIwloO8OsEwPu7n4/2ZGp/GUksgAoeH7WlVQ8iRmJ0ah4kQU8O8aiE91F5TUv5GjnOEtR8WJ/mIx3chl40rfg5L5z7IqDE/vDxLebk7Ek42hcnKpibC+fjO1lqBqM/3wnLBcyeiHah8j/Lv4F8+WupvfSu+AAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur214011 0.6s linear infinite forwards;
}
