@keyframes rwdcur227386 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABb0lEQVRYhe1WMY6DMBAcn67hGfR8yOWl9BNITX4QSlL6Q9THMyj3CnuNDQY2JEWkYyQky3Z2xrvjdYATJ/471Nsi6Y7C2F7EcWUbdUerQZm4Gqe5vhCL+BaRNz8AsBShOwrE2sx/uS5aLIDJbQugWK5VI6ANqHRTaoDfC6AxIhHrAuLTzecBxOQJce+FXh+iMuyXAHDpte2UkesjLC3InzCgWACV3q3V6MY+M1QC6ubIqTZOjLD2jK/VFXtR7kT+dN5k6taC6tRwVBsnJMqMFNtKZ0ZL0p2bYzxRiv1NkQgAwfHZYIMf2FYsQt6I5jdCkhWBiHUPxGA/eFBtJlIbecK2UMN2lo4JYGgzGS5CYszYtNWYvhEZyPoAwKkkFbXeUPO+cOO+AKpxmhdA9hYwIvJQawZ3Pt2Ra1qLt+GAgOQtQL7vbxntQGfMi/il9Gvu7svVl/fv1J5x7Bryjdj6j/C2RhQHZbyc1hMnTnwQ/gDSCNLKJz3hLgAAAABJRU5ErkJggg==) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhe2Wa2xTdRjGf6eXsxtdVza2IaOb3BY33cWBZGKAzAmIH4Yly1bMIJwQ74EYjCGiUkSiooCJolHgRDZHtWEBxAgCQUUGIduAQYU6rt2kjA620a1j69pTP6iJwY5wAPninm/nJP/n9+R93/95Dwzq/y7hjk5b5YcBDXABu3Tl3gWwyrHAdnQUkxYI0GkU8Qf2ImoX4w+I2KX6W7XS3VYACHBfsJihQZg4VWT0A/Crs5jh5kY+rFkE/IcBrHIxsIOURLDMAkEAx3roUODyUYD9auw0qgPoUMjsi16UEuaqWcNSxQ9dMeAWXfQGM7FLx9TZqZXCWnInMGVKAVsudrPSUQntUaDTTSSoiGrtbl4Bq6y74XkU+nBOeozI0ybY7PYA8EbJRJhbdA3YozbAwBWwysvJN08FORa7NOGvt+MY2a+44wyafDccC4WxGA3Me3AYq1bsI2BU8nh+g58QW+jWaIDPsUsHbhYg8jW0yhoQGlhamsfHNeALzQYSSI7bSEI7hhgNTa88y8INVSyZ9hgnWy5RUdsIJhMUPgGH9kCHH84LcF0oA3ZjlzojoQZuwfQcHb4OSO0BgSpgStZLFqTRwzGGFQ7W17O6dCYvtIZ5v87JUeuTzC8p59v7E9n1TDk1pTMgIwjmfjvQgVVOiITRRoQ/VGKky7OGoslgiAWzqKffm7s0xsdTWWNYPWsaUxsv8XruGPKGmni3qIALl9t456dajit6qkUTn42OxzemgMOhHgGfF7o043Fur7rVAJswKtlor/Noznicj5hZ5bnCzpaLyKfdHKpvpDxzLJPSEkmPgrJm6DleR4Lfh/D7ORpONBDb2YVzWAa/pYyEc3XQrvOSXbIJ53bln6iBZiAB6CC7F2aWcTJV4VJcEvpgP3O9IfYn+kmMN/BRm0BFko4612k62i4DMHtyIaaFm2BEAFLSICcfrvbA5loHdqnsRlTkGfhzYN7DLX7JJ9uwVG/j8avgCWm5EBWNw3meEWs2kt12lsXyV1jyxrH26CkW7HRhqmuHrLHf4YqezeE2OLALOnsAnouEGnAIbZkvLmH9gvlcF5pcnnAz6zZQ/vUOcHzBqz8coTMcJi1O5Odr3VSe9tI7aRoYQvDp93D4bLttxds19AouCmZASHECvkicAb8DNlvv3+3JplWnA5LxtFcTpRtKkimrqmIGQl8r3pg4Tg1JRtQD8fGg75tHpVRpszMPK2aqfoymL/jNQBz169gqm9FrT5CfHk/XSZhUxMEJmWx1e/nAsVXhjDgdu7T3Vu3ULyO71Gx7a1k8TWd2ow2zL1mg0ACOi63QotcA59TY3U4FLEAVJiWWl+ewb0QMb9YeofaXOmgWj1Mt5aqxU78NMxJXkmWMpbsNgKKWbmg+D26xiTD/umZ3N4BVzqM/NAp/FBRboKEWzjjBo4ewdj92yaU2gOoW2JrSw7Zly0pBSCVOKcQvzAFW2ZYvf802zn1nP7m3Jas85N5DBzWou6g/AKcrkuZYy9f5AAAAAElFTkSuQmCC) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbElEQVRYhe2Vf0yUdRzHX/fDu0PgEEQh46QEQULEU7zMCW7AyBTncpU9zgRvtdVatLZaWQsfM5tWzjk3m2XPytSbv7vMX20mQtoyRUaHAnd5Af4CReSE434//eFyLD05tPUX7z+/ez7v92vP5/P9fmBIQ/qvJEggSMrBlg264B7B5QjSeUBGK7+NIJn+PwBBSkYfeobx3glM7IOc2DXMMe5BkKyiqJMjsVA8RHgGappIUoBQCvGJ4PPC5VbQj4a1+277W5be1+a+f0B0PCYjSHl3nZ83yMAZckJsKn4ce1YixSrgwE44cgwO/woqxdSBwgcEACAz+TfKt6xHkIbfAfhoxWrSvcOzShYwdeYsjtsaubhLgr+8PlqH7abhylyCoboBvQcCED+srKVospKxsRVAqWhPlRGkyYwMFjJlqlI0xNPp9vFyUyuNN/3g0tQB67CYD2Ixhx4OQJDKmWOcguwBfzvAUrFyeT4pI84SFTJx0UGZC55uu0X2ZSeu98ugcokJOCE2p0Y0gOEBBEmPVn6FGw2QbIBpuZDmm41KWVNW8SyMCICrC3cqmI7tZW3RU6yx/gQrJYiWEVdXbkeQTJGAqO51KD53xFPVXmpgRA9MMrE5w0DvhQaccW4OTU8nPy6GMYEAmUmJRKuH4Rmm47j9As0xfZCeAOMeycFzXaj6ofB7cubXYrN2hQMIfw0F6QxpvimUzsOWmcAf3V6Eejucr2VDdjoOXTzGSUZmxkLt9R5m6Hxo4hLIvwQfRwd4vq0bDu2EBp0Pi1kbLuZ+Q1hGi+ZNthxkR9UvaPVxtJbkkTR3ESqlgtcmjGHxKEjTQWZ8DJYTpylYt4kmnw+DTk3bxJHkR2kgGg1LpJUIUkrELQDAZu0ge34TPuV71f4bHPWHaI59lFMqDRsMMZxstLNMkcILcQoqGtp5yRCPq7OLa7+f4POAltcTNOhzZ7Bf64H29gJ6lZ3YrDWRt6C/BKmG0YFJpMbo6esCWcG+QhMtLjeFGak0XrpKXdsVZmWOI0qrpWDnzyw2ZmMz5lPXeR2su8GubcRizvq3dWS7wGLOp0O9kPq+jdiimBedgj5KR7XDyZH6RsaljecTx2Ve3fMnBYwFp7Z6a5Wdun1bbj/RAQXAu2Jb+l23IvJlZDEfxqtYz5g4FCVF+INB9vZ6eSe3hDxPPKhknM4uWGWBAEV0KNz09ILHA/6kk0CVaHA8+O65I0FSUvZ1kFUbZc5ck91BWV7U7JZZsU1mibSg33e7+LFZ5ruzMoJUHs5OPYjg2cAbQDHpSuVn04wszNBz4CZsP9cA19yn8atO9atYxtF6K1ddb2ExfxPONtIhVJKTsg1D7Iu0nIVsIx88OZ1R7m6+3LuDc7dCIRzaT7GYl/Uv++clFDNawuZECjCZ1JFf8URKHtNzQKWGznZwNsH+CxCkR6xcHiNmtQ26x4MrEKQKkvRrSexQ41FCtwq6VLlsNdcPNvjBAG5DJANfAGOBb4HNWMzuBwUY0pCG9DduEKVlgL/jkgAAAABJRU5ErkJggg==) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2WbUyVZRjHf8/D4XhA0HN4GwbyokJ4BjITAV94mbZpqKmwwqfE3CFcNdpqNDPbClbOJW2xvpRojzOrU7KxpFm5aGvIi+NNICTixYNJDFMCbAeOzznnefri1nIeOQnf4v/l/nJf1/W7//d17b5hXvP6v8vnvwaU9kVrP9364ApJuzaRtPMxus+1zgZA5/VOST6Iv2YqrTQpZC2pYnMqVFQVzaY4gOBlcX/AjtkBO56BwSvQfQ16HfVYLRmzARC93PcJ4S5YFgcBgTDQA70OgLx/g54SkWT/u8AgyYa5AihEAFKzsRpFWGGGIPclIB5JPowkgyQfAs1GqLsTsHPgpBWYRpIPzwXAGTSoGGggZ6ECvR3gFtJ5I/8iRr8jRDjvYPY/SrYpKiE9ZgVmB2RE7cHsgMXqESS5zFNi75pQpByjK3fEvIETkzqITeDMOgPmoGnWOKcgyK0n/2n6w+EOAiFaBi/9uYDqValQ9x00Tj+JJJdhtagP54CKgQmdOjI0SGEIEBlLQVMHmn2SsGV3OL31cZaLAhduOUgcVvihuY0bbg1+H4KcfNiS7PGg3o5hPaM68TOnRtV1eD9Q5F1BYNiukLU4gH2r4zhWfoJinR4cUxRMC1DbDU6guwWWpCQCi4CJexN7N4YA++SjRCmHYkL9qZNyCF4USMVNgYIQHS29/YzfvAFA3sY0TB/Wwc/XY1E5g9GwkczEYWpaG7Fa8u9N++ArkGT93dWAk0NMmBgat1P4RQ0VHUOURPgSYRD4Miie0b/s1NmG2Vv9I0SFgkoRVksGE44NpWt2RALS/Urc3wFJNoLwDiLPo2ongZdJW/5NxZ7M7Sm3+li3Mo7w820MbUuhww7rA+HSL/3sPlfLqBu4YgBYiNUyNZOxnhy4zZZV2by4yUCwuxgRJwN92ytPVSI3tRN97DgfB8PY2Bivdl4l6VglBr0vTzz7AqxMhnCXCqTOVPxBAHChy4UxGJJDoShTl782lJ5HomgNCGVy53OsT0mhpOpbPgoXeH1tIqubr2LyETi4Ng2MLhERx8MDWC0qaDVcbIHsbcRGL+fTgp0MPLWV87mbeTvIjyWN/VT9YefI9w2kP7oMve1XwtwKMQYfiE8CgTdn5UBpWdlb9PW7OFuJrbeLBbU91HV0sXRwmtfaO6GpFmwLqE7N4fTlERQ0Jkd+o9DkgqtdoLEdSQ6ZCcDzGEqyDvgKkVyWOlWu+4pEKTCmBx+1ndtiMyph+OszmVLqSXTsaj6wn0aXgVc+/xraJqqxWvI85p8R4B+QBCASGAZKgPewWgZK+6K10vhrwt0Xr5wY32IK8sDXF85WQo9fHypJWC3K7ABmBgwDbpDogN374XIDtNpgVOeVA97/iDwrl71ZoE3BtBPabAqjOj1Q4E3wXDhgxOg3jl2pRe9Tgl3RA91YLV6N4dzIi26f17w86W+LO4NVgsWJkwAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRYhe2Wf0yUdRzHX/c8x3HCgRwC8iM4RT0RfxFa6mC6nILpjDUZ+piauyzXry3/KmfW2WLzj5zLZm2FjxO3TmxqZCmCMbIU0SG/584hIYoGIr/OA7o7nm9/5NZSEe/qn5bvv7/f9+f1vL+ffT4PPNET/aelqKZ/aiEHcsl+xSIqunaHAD8w/wUrU198ipk5ifajtU0Vn/Xt8MdLFwgAivoV5uFNxHth8gyYkwE/XoDmWx7ae+fhsNU+rpU+gOIp6FjILDNkZoMkw+mjYIqGILnFn+IAkt8AEkVYPNaMpImUJ95rgYY+ONEyQOudbX77+SVFTWbjPmEpqRNCCFHe4BTk7xW8XnDK3jxBBGLpbwLJJHq1vIRYKl2wuFPAsA6sk7PsH+3oR1GT/AV4eA8oqgRUE6xfze++IRy2NgCCiGdsmPS9KQb5LlBfRbWyjMvGWNa1d4fT1XMSRe0GXgI6AR8Om+9RACMnkD1bz/rnnMCf8SrqAby6A/T342lvZdrdTmIG3QhNsK5wP8i3IcWXyoLITOKHrxHrcwJNAHa7ccTnGQkgHFmaQXUJGEWKffsHq5g3KZI3loNLxni2lA1TYlg01sQNt4cInY5PstMh7zUOrVkJb24iJV6XxBhh5dWCfXbn5ztHAnj4HFDUItZm5DEuBOproOMGtBvo2fMyR85UAmCOHs8zKVM42OXjnWjBnX4XC++EUhgj49UHEefuIvU3CU4UQZMRwIzD1js6gKLq0fMzKUPzWb2ZnCCJ+Q0/sfVyMyuCZcYFB2ONMlM3dxmHksArYNeFK1ScP0uZVwOdDikqjp612Tx/U+LchTNQ5YSb+sM4bKvvL/fgKG4s1pieswY9yciDLLNYsKdPYH9COvrQcC5197I13cqWyeOodMH4IMir/ZW6dcvJijAxS4aT9a3s7HZzfcANqXPgfC24pUwai4dGBwCYmXMcl/QeAx1aVVO1Li02ltyocDKizfiSppKBi6UFhyk3mFkZojF3sI/sr7+j3z1EcVoWt481FXKldwruliDi4sAQ3sjVjk9pLH6gGUfeBYoaAWQxRhQxUYA5FBYshcoy6OnhYMZsUhPj2Fn6C3s2rce6+0tcgxr0RkKn+xWgl3D5CG+vgvxvakHMwWHTHh/gL5BMYDMmTUMmFwgxEELT9sW8e6yUo9OeJW3SVGqvt0LpKY1mwwoctpJ7dy/ydNIQNW3lOGwfjlrrsaSoNZS1ifdPNQjy94pFFU4hhBCWknrBxn0CRU2+7/wjF57/2xCWUlju+TjM10cCrLXE820PXBv0gFdXj8PW8rfTAU/CkRWJT6siMphteRvITTBRcfwI1F0EiS3+mvmXgKKmYdTXMH4AwnzkS6Hkt2nQoQNn8BABfJC/T7CQt3LgVhtMnwFXL0NVBXTrAX3YaHH/GwDn+OL4bDzDuwhtXEJEn4cbRgM+TgMGwG+AwP4JARQ1CpgAaDhslwL2eaL/vf4A03KbAxxdWykAAAAASUVORK5CYII=) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur227386 1.2s linear infinite forwards;
}
