@keyframes rwdcur72138 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZklEQVRYhc2XW2wc1R3Gf2d2Z3d27L34sl7je3wNgqgRTcWlkaCoLQKKoC20kQrlBVQhgSioF/UFVapaRahVaZFaRB9olFYK9AWoKtrSh0pAcCtEIWolJ4rdmNiOF6+9653dnZmdy78PqZ043jFJlF6+t5nzne/7zn/OnAv8j6EAPpvxxRVBGT7xdrgqLRw+Zqr/WoBbzaY4QUA1CNCCgGzCJ58URntDBrvh8aM9/7EwCuCWjCNlK2D/HVCa9fDLHm1hky4jpM8IGTBDBttD+vsCct1rdPz8hisWKA4Q6wyhGbC6ILw4k9sUf3r/B5KuuRjJgKThY7vLdFcD5r/2R1nJ5Znv0TiRjPOdR6+57EBxgEIhQKwAr+5tafzWm0MK4OgDx0X3KmRwkVRA1dQp6zYLHsw5ipt/9BdZNjUkqzORT/K7z1x90YE2iZ/ftSpmzOXXJ/t27Lz01B9kVvksmCbHAKfXpJYx+JsbUEmE5DJxhvLtTHW2MZpL8nC6c0e9zcYn95dEbJvxhEHXdDcAB0RFdj586C055jd5P/SYS2j4XRn2DnTy8t5xBfDDyoeSTSq64zF6mjF6bI2ewCBb0Ldobj787LayZI62ozfiAEi41XCnMNf96R1ZNHUK3W2MZ5Jc0xanz4DeUCftQr6uKAQpOjwd/DqO7+JrLl1TQ0rbEOn+c+6sec4hd+uHHBClzjc9okSiArz76X2qeNPHVH8W0m0BGCF6oEjaIbmqT8aJk3bi4Ng0Gi71uoO1Xgf+PQmPKBHxQbX7DH/pFMlCGV4/N/IN8yNKJKoS99dOiR0LKcTge3p/ZLWWp89Io+mgtatzATZKPrCvRufQKmm9EdW/Je6z56QU89gdajydGIk0L75RFKtaR6XjjF43pgC0jVEeEKWGPlektycg3rvM6VdfiSz5+bjHn5OS5jHUhGeMsUjzlddXpV52QVeM3XiOp51PGnxit1rqTfHP/BjHMx3bRC4s/532rKzUbYatkOfbJyLNy79dF6tsEySF8U/t2sKLX0g+nk9QNeJYus9zrx6T3N17WoreWT4haxWLyWaMXw5Hr4SV31hSWasRdiombhvextMufLE01MHJ3hSzjkHy6+Ob788f/V2LM1Ip1ZisxDg0vCfS3PpVQ6olBzFh/K7WE3NbgNNtOrNiMn7/GOZ8ijATbjG/972/y3qxxuSacOjqaHPnF65UizahGbLrvqsiedsCfD/dp6yDAR0zJmsFl2d//N5m21dee1usuSK7T9V44fqPR4o2f+JJpVjHz/iMPFjYcSneFgBg9GQagOnrV1hWVQAeeumvUv/AZtIyeP4Lt0SbH3SlXKzTzAYMP7yzeWSAntMpAMaMBP2lGF9+5i1x512mnBTPPvjJSFH/KU+qZxz8bMDQY/mL2hG3/QUAJ25YY3rPAi8f3q2+OjEtbZ6ikIrx3W/uix75NxwpL9VxhwMGvt116dvxhXj8oRmZ7E0gqToxK+CRg3sjud4jrlQrDRq7AgZ/0H1Jh5OWFXhJF5EXQE3VMW9fJOlGL4ruAzWxFm2ckUs3jwwQ+qA0SHgBPUWdrMRadra/uC7VJZfmRED/Ty/v4NoywAFR6u2bypIWm9xynLgRbONYt6/K+qKLPyUMPPfRsz0KLf8CgBvf6FB5zyW17pCytp4V129ekdqSQzAcMHDo8s13DACQCpoYNR+jds5j9RNnpLqwTjgS0v9i9Ap3sWj5CTaQ1GNojQRheJZWunZerDNVuFZj8JXBK3I32LECKmbi2UK97LI8PnPWfFJj5PfRW++l4iOFSrl/iC0ODgGxPW2Mvnn5l5BW2LECAG62ge3ZMMkVN/+/wL8AfIxNC3vwgeIAAAAASUVORK5CYII=) 1 1, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiElEQVRYhe2XXWwc1RXHf3c+9tPrXdtrOw42ThpsJyk0H0SRkiYpSKFEpS1toSCEqiJFLe0jQVULgiAEQpEqNU+oaWiEeEilVjy0QlQBqSoJwtCSKKQUpUCcWE7iOPZ6vdnd2fme0wfI4mU3jkNL+8J5mplz5n9+93/vzNyB/3MogOBou4gnRE5A6AjSEUc6kkg2S6bvffV5AhgAURQQ+iGhFUI8RhCaRF6A75c4NXW9TEuaqTDLJHkuqgySzfJ0277/CpgCcI/oEtgRfqDw9BQ9O6pN4gfHd8h4kGCyK0kiiDEym2ENbeTGTHhjHO3v42hjG1hxZu81gSkA+1BGfN/Hixv4cRMvlkDrXMnAyF+vKvbe7x6X6PUP4K1e+MBH78qhLVuCOZjHXNFL8roeEks6yHxroKWWArBeGxAvquHp7fiGj58ycdNx5ljGpuFDn8nqMw+9KsneThJLciTyXZhdCfwOFy1bI9a3tK6pACpH14jnlImyq6n5k3jpiIIfZyqIUWYpP1z7h/9ovv1jtvi6jeqsYPalMcx8XU8DyGw4oaJsjjDuMrj+uKpEOQp+llkvx1lLeOTEg/KZm7/iiuc4BCkHvTvOJXEa8trlgzDdRZBoA6CWD1C9F8gOjHH9wAWCcIbHynuvCcI/4Ih7sCa2XsHNWBh9UDFsXBU21NWtmLhwn8yKjd33p48TGiKCUh+VXKr2cObYTn56y9NXnQ7/KU/C7hCnv0rum90KoOB/KBUClpurGu43Lh8UVAa3++V6YpMK1TPvPih+VGbb8Ktk26a5aeM+/vzsHmmfXc2W3d9uAnF3VkVrM3HTNYKeoN580j0pJVVB8/Um2PoUlDNvg26hJM5mJQrg0Zt+owbj9zJ++CkIk+jJOVbc8i7m8QQf3nG0PiXO14vifaMqkaaw+yzaduVU7nufLDRLr+C6Nl9KrmmCrgPoybGPnKjc3FDwwMrvqIGpYdIT2wGojLxE11w3bUdTVHsmxP3yrCjfxO3zSD6XVu2/6Gxo8s9gVOyohBZFTaNvANiqldWlc7tJXPxRU9H2B7ardDUDgFKKG15bpzrCbvR0EifvURuukjnQ2XJteDJH5DisymxtmTfmnywf34JfSbQkrY4cAiC7/zbgRexMBa8/pPfwkOJwy1sACL0S+K01YZ4DAKl/5ek62ddUNCpKrFiBvNuLvfv7nL7hiBSWTtH7+tCCT8Rb9gvi2xbru+66Yl0DQO50hsz7DaYwKqq+2IYSkyroMSn2z1AeLizUGwC7ViByF359NHQrTJxAzn8CO7/5ZiXqjfuek0LxLFqPhtltLij8l+Ie8Ws2t/Y/vKBLDQ4sP/hdVT39DsdHnmnAvvxYesFF4oPvkVlXIbbB4cQ7B644PLtWRNzwSunWAAD63ASaN90weoDRn/9EYmtnyHxtiI27HlXmV1KcS07z4tlfNkH88dwucatVbl/xxFXfms0AG/+BduPbqI9nZ7MSdez5R8RY30l62yDr7v+ZArh55Y9Vsc3hfPo8z7tPNEBYlRnEXdwHtAnA3DGEtqWfTcpXm5WosVMPi35jiKyKWLt1V4PqD657UkWpGoEaq1974eT94lgWd695dlEExqcv6JsGMfVq/XwqmqWUNrhj9W9bCj6U2K9+PXen7Dt7pyRrKcqlaVJB52J6Ay0cWLZljyr1Fhn1s/Km6GItOYLV3lTWELFqCrtcZLo0gV2x2PnV3y96A9PkAMApo8hSEeKAYwTc07+/peCvLt4mQc1jpnQar+Ij1Yh0kF9sb2DefmB+7J3eJppRQlSIq6Uo6mlqRkDcCIgHDrghyhawFHEnBpaOshSP3fq3a966tXSgZESUCHB0CPQqmmmRU0kMT5HwkzyeffNz/Vn5Ir6I/2n8G0MJUhjxTV3VAAAAAElFTkSuQmCC) 1 1, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRYhe2XW2xcRx3Gf3P2nLNnd+2979prO+s47tppnKQKUi4EqpS2IWpoJYRqpfSiUIEQRURU5YEUqeIl6gNIRQgVVAlISZvKFbQ8tA+uKlAQJG2Vqk2Bpk6ixHFIYnt3be96b95zG17Iks2ua6M28MI8nfn///N933xnzswc+B83ARC0g1KTEsPxEHB1yqhc9V8V/zUBftMvPY6D4TgsOQ6mreOVXficPuLuOsKs5Xjq0E0RJAAi9YC07SpYAmwdYQcYEduRMoRrB1HtNQgrRUAOEvRtJCE8RMqneXr95z6xKAEwVE3Kkr2Ia6qYloZux/E6cXqdYd4afL6J5LGpkvSZRbzVDzHsCWLKRSLKBSLaNJ3McPuGS/+RKAGwtTokc0sFEk4/0/UCuhkjavfjWB2EnDTHNv/wY0Fff39U6pwlRBZdCaMra/kgkuF4Zyczuo4mDMaM77fFaAQH5gbkZGxSbJ3aLa16gIwYQVqdlMsd+Jw0PcatPLsls6rZRZzvykVFotBcbuMixc+agsq1h7CbAuBk/5si5qQolgS/23BQjG/7jkhoa3FrUZ48XpQrkQt5QBYUFz/wQi7Dn7Pb+PniNtJuuJFv68DdM/tk3O5lrO8ZAbDv5HMyYHXx651fFgBPv12VTukKfvsiKc8sD37x4RY3roF3SsHpv/cR0VLYgR7qgTiThocd/ucatdecaDjQK9cTdHsaBRnPMCExwFMnchLgBzv84qndGRG3s2jlC4y/+q0WNxQECoLvzQQJu0GW9Cih9F2ipAcJacm2jjUEdDmDRJx0I3HoM3eIPiVNqO7j8LGpBtn++x4ScVGjo3KJ945skJOv3trIvT5hMX5GZzQfpmokiQ1+SQBUtA4qHl9bAQ0bn7l6QppVjYO3bG2y9sU3J6RamyHpLXPnnnubcpPPp6TPUyEQGMbjTWF7urHCA8R2PNlU95ZTklesHKPenwA0LcSGA0/07BQJZahF4cO714ukdRFj/q8tuYGvTYuw2oMuO6iJCCV/Vws5wKST5XH9hbYOKNd3uu3FtkVrfEUS7iSXX/xK03uvjW2XdU+MgtpNwUhS0KKc+uiVlrXxhHqEaTEH0PIZNnVOTfxRqpbLxk13t8xi8bcPSK38IYpSxbv/vJh7aUSaShAzsI7++44KgHf+9rIs+WKY/m7cYJJ7O5JCyANSQRC1DXLaj1pwmxzoMs+Tcs61dSE4OiZMdZ4Fe5ZLR9fJeSVMOTTUIAfYvmmfMDuSFIwIeVVjv/WaVBCEHC/fvritLW6TgKh7gYB5pm0hQOiRKyIb6COvp1mKbCZzz29aZrS3e7N4MNoramKRCXcSgNvmujAK1soC5sUF8u7pZQW8/dodMq+nqSVG2LTnFx+7LT/m7Rc5UURKibfkUqlV29ap13dSt70sPjjZu+x2u+AP4ag93Lnr2VWdCV+4spaFWiehnM2hXV9vO0a9MTBnFNqCjf3lm3JG+nj09p+uSH7w8h9ksTJPsZjHJzwc3vX4smOUGwNZzwCvfLSnyYXDpw7JaS3BQmDNStx84/K4/EdlBlmv8/tNZ3hp89mWA+j61uJAVh1CJdoUO49KXe/mx1sOLDuTRxfekaXKHLVamaPDDwloPflWJSCn3oLp/Jvn4NkjcsY26VATbQEeqZ+WxdoiC9U5YpbkV5n7G4Nv3HRWJSCrxTGFp9Gf8gSwtTi/HNjbBPZV57JcqC8wW5knYUmO9uxd1cJcUUBVTZPHBuCBq8dk3oGYFmrkR61ZmafKVC1HxLIYj37+E11M2w7+7OwbMqN1c86qIzwBTsRHBMBOe1pW7UVCVpU/dW75VK7pbUE2zr8rpfCDohNWg9i6oCjLGK7JKWP4U/0/aHkFADVvDEdouKqPsrDxOiXOGoM35cekZR8AcLQgS7rGEhVCTuWmkcMyDkQ8krJtcs6bFtmbxfz/9q/2TxMRNCN6hbwJAAAAAElFTkSuQmCC) 1 1, auto;}
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87.5%,90.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur72138 0.53333333333333s linear infinite forwards;
}
