@keyframes rwdcur58685 {
0%,4.0666666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdUlEQVRYhe2Wz2/cRBTHvzM7nnXcZLNJtmlFQ5smyi9FJKQKCKUFiiAKgiKKKlQB5YgERw5w4B+g4sIFceECXECABJeCoIBUInqoEPSnICVJ07SbH9vtJvF6vR7bM8Nh7daKqnRbpMIhT3qyLL+Z72fevHlj4D+2VPKFAP0ALABVAPJeA2SO9DW8/XLvln0loXYuumoNwBoAda8AWt7b2/ziobeObnt1b3/vQfb3Y9VQ9S27SlZCXQLgJ2JNANkUQUYDHLVs3VXGYgAGoPFQt/XM7tFH06mmHNk6vI9P9G3b8bx1dfivUtiy4MqK1Cg3MjI0tj09cbjHmjjY1bB/oMUYroaqY7mqVgCUAeg7AWAAaOQoCam0Lxg4AEDx7hF07RrMfjn088Snx04Mv3/GuXJ0LNPz9PhTWbZjgBGWhrQLas/nn4x8M+s9cHxefOaE+jTuYNtSAAhqaeSDrcYTe0cGW8DSFFISqJAgZVCWuz81EOY7D3fIJx888ErW6BwSdEuzhsGJOPsThVNir73+Rq6tcL73l7y4FGgU6gWgCce8HTrSLlEEgiEQXIeCab/KwqUZS1zP59rHj3CStnKytJhTnsvltctseupP1rvnEUpzO9lL42MdD7Ub++P56gW4ATJblquyOE+1DKgOBdW+z7TnsnBxxuJWxqLN7ZRyk+nAMxEIpoXLuzt3MWP3CIMKKe95mI3vTI8AaLxTAACg11yVD/IXFWRAEa1eezaTK3mTWBkOUCrtooJWvg4Fp005Zo4e4EgZXPtVRsxGNtjGWwG0olZfdQHEBaNKQi1dKNiuDqrQGoAKqPY9qoOQqqoD+BWq3XIIQpUOBEMomA4FhQyoDgIGv0JLQqrE3HVnQAFQK0IVj18RRVleAQBoKan2PUa5qezVVSXLJahYUPpUa1AoRbUMKGRAg+U5NrkgigA83DxhG1p8ClIADAAoVFTmuYZ8l9WcNZR9jUi7QKAkLhWuG626kja2dRm6WgbhDR5JMQWAQGtoUcHZH75y3v3N+a4S6mkAQeQb9oVUFJCKnJWEqp5cEunzU9Py29OzK9+fu1pu006mq8nQv88XjR2mYmhoYoRQQXiDD0Bpr4zZH78Qb06unbq4Fk6i1pBEPQAkenLULqFM5DnUCskEYI1sNcY/fLylv4VTfqogsm1panY3G3a2fXvRKS6pry9V7Q/OOCcvO/IEgKsAVgE4AFzcpinFACyCyEQgjZFbAMwUQecLXeaz74xm7mMg9OOpSvjRhcp5ofScL7ESiS5Eok4E4KJWCxsCJC+jGw0pMh05NBDM2dKdWZONf1z3q8cui3NFT/0qNaYj4VXUrnA3ISwAhBuJJzMQZ8GMMhFviYl1W0MArgEbNY/FPNxMeex+PQDJZqGiQSoa6EcAXuLd0bUxcWxyxbGoV6/4rQDCxJMmhGNBMzEmFruVcN234fp2qdYNDhMTxgA08S0W9dfF1g1Abh8CilpNMNzsbrFIcsV39etWD0AMsf6UKPwL4U3btE3btP+N/QMXSS/u3mU3WwAAAABJRU5ErkJggg==) 4 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhe2Wz48URRTHv1Vd3dPTDLMzu8OCsAos7q8QWDaBmLAoqJA1/ogYYkgQ/wgPevDqQeLFi/FiTIwXEzTxhMYfMUHUAyEKAlGQX7swy7IMM7vzs6u7qp6H6WY7G7IOmKCHfclLT2Ve1ffTr169auA/Nis5YMAwAA9AC4B+2ADZw0Pptw4NrthVluaxm00zD2AegHlYAPn3xrtePfDmkdWvjw8P7hd/PdVSZuhW0+iGojKAIBHrAshZDFkCHLSz9UAZiwEEgMyBTd7zG7c/mbJWFtiq0V3OxNDqdS97N0b/LKv8dFM3NKGWEWzrzjWpiYMD3sT+/vSekbw9SoS+6YauAKgBoPsBEAB45ChLbSiQAg4AwDibxtC/fnPu860/THx67Pjo+2fq14/szA48t29vTqwbEUykQH7VBFPnxt45enzLx+cbnzU1ncZ9bJsFgKGdRmdzt/30+NjmPESKQ2sGoxgsm4vCo9aIKm442Kef3fbiazl7w1bJV3QRS6UZz/Rwe+2Q2L1tqFC4dXbwx6K8GhJmOwXgCcdUVdV1tcwRSoFQOqSkoKAl1MxlL6wUC737Djss5RV0+WaBgpZDKhAUtgTpgFs9feLQ3if6dvTae+L1OgW4C3Klpud0aYqTDjkpySkIBPlNoW5e9qx0zuNdvZw7rqDQd0n6gkLfodAXFEgBo3hqZKeYWO+OAch0CiCSMLebphgWLxrn8e0CRnEiGJgQulJ0eTrjAJzrakkBCEhJBwpGFf/A1Knjph6SshjMZE11A+gG0ASgOgGIC8aUpZk5P1tt7ghbDrgNmJBT4INCxSmsA0GDU7Om2IouQ6EUjMEwL2/WbRoGyAgAqmfyTLxeR9sQBxkApiJN6bvrsqRrFQAAac0p8AV3XFOdmzO6VoZRkkOHnHTAicB5Js+dkXGe2vIMtx4ZENMNVQLgY+GELWnxKbAA2AAw2zDZl9LFfq8rZ5vqbaarswxG4+rsHbubGil7db9NrRqYk/aZJQwABiKQbOD3b7+ov3uq/nVD0SUAYeRL9gUrCrAiF2VpWr/MyNS5C5f0V6evVL45e6PWQ/Vs/0qbfp0q2WtTWjAvKxjjkjnpAIAhv4Yr3x+Vb5yYP3lxXp1AuyGFaHfPJQFY9HTQvoSykRfQLiQXgDe2yt734e78cN7hzslZmVvlcndj1q7meteU6qUZ8+XVVvWDM/WfJuv6BIAbAOYA1NEuxCWbUgwgIohsBJKJ3APgWgwbXul3X3h7e3atAOOfXGioj843zklD1wKNSiQ6HYnWI4Am2rWwJEDyMrrbkCKjyEFAeK2qm5fndea3O0Hr2KQ8W/LNz5pwKRKeQ/sKbyaEJTo4hizxW6CdcgcLW+Ji0dYwwCGgirbHYj4WUh570AlAshGZaJKJJgYRgJ8Y12mhdwSL3jgW9TsVvxeASjx5QjgWdBNzYrF7CXd8G4pFY7NoskosGAPwxH+xaLAotmMA9s8h4GjXhMBCd4tFkm/8QJ9unQDEEItPicG/EF62ZVu2Zfvf2N+Uvyrxwln9nwAAAABJRU5ErkJggg==) 4 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhe2Wz28bRRTHvzOeXa8dx3YSJ62aUEJCm0QRSS0VDm2BIoiC+CGKKlQB5c+AA1cuFRcOIEBC/BAXJDiAQC2qEEgpooceoKUJaqFp2jROg+vaqX+sd3Z35nHwbrOKqtQtUuGQJz2tR35vvp99M/Nmgf/YYtEBA0YBJAE0Aah7DZA+PJJ445WdHfvKUm+/ausbAG4A0PcKoOvtvZmXDr5+ZMtre0d3HhB/Pdb09cjftlYNn8oA3EisBSAbY0gTYKJVrbuqWAggAKQODiefeWD3o/FYZ471Tu4zp0e29L+QXJo8V/a7lm3VUIRaSrCJPVvj04d2JKcPDCX2j3UZk0QYWG6oCoAaALoTAAGAB46yVJpcKWACALQ5nMfQ/ePZryZ+mv786MzkO2fqV47sSe94euqprOgfE0zEQU5Vu4uz+be+nHno47nGF7ai07iDZYsBYGiV0RzvNp7Ymx/vgohzKMWgfYaYwUXuvtiYXxg8NKCe3PXcq1ljcELyjgyxeILxVA83to2I/fmxXK74+84TBbngEYrtAvCIY7Hq11W1zOFJAU+a5EtBblP4K/NJr1LI9U0dNlk8mVPlqznt2Cb5riCvKUi5nHdvEy9P7Rl4uM/YH87XLsBNkIs1tapKi5yUx8mXnFxXkGML/+p8UljpJM/0cW5agjzHgicFeY5JniPIlQLa5+aOR8TU9ngeQKpdABGFuWbrglf4U5sP7hbQPieChvagKgWLJdMmwLmqlnwALvnShA9NngQ417wj4zMrpcd7zG4A3QBsAH47FQg3jC5LvTJXrNrkNUEEQHucXIeT53PdrANug5Nd88G4Jk8K8qSQf5zgy8c+4d7SeUFOnZel0pG5b2thkAagK1KXfrgiS6pWAQCQUpxcR3DT0tXVVa1qZWhfciiPk3I5AC76R3naYvzYt9/wle8+FD9ekSUADtZO2IYWnoIYAAMAig2dfj5RGEpmsoauXmOqWmTQCgvF60Y3NeLGliGDmjUwM+GwmNDc6mDm4C4M93bi3Zlz9U/P2d8rwgUAXuAb9oVYEBALXJSlbp5ckfHZ8xfUsdMXK8fPLtV6qJ4e6jTo18WS0W9pgUSnYIxLZiZcAJqcGi6dPC4/mG2cWqypn9FqSLIdABY8TbQuoXTgObQ2kgUgme81pt5/vGu0y+TmqaLM9sS5NZwxqtm+raV6aUV/vdCsvnemfvJyXc0AWAKwCqCO1kbcsCmFACKASAcgqcCTAKwYw+CLQ9azb+5ObxNg/LPzDf+jucas1HTJVagEosuBaD0AsNHaCxsCRC+jmw0pMAocBHiXqsqev6FSv113m0cvy7MlR/8SrPVyINgMRENhiTaOIYv8FmiV3MTaklhYtzQMMAmoouWhmIO1kofutgMQbUQ6SNJBohsAOJFxnVo5YWz0jUNRp13xWwH4kSePCIeCViQnFLuVcNu3oVg31uuS/ciEIQCP/BeKuuti2wZgtw8BR2tPCKx1t1Ak+sZ39enWDkAIsf6UaPwL4U3btE3btP+N/QM2qCqRCG4N2QAAAABJRU5ErkJggg==) 4 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgklEQVRYhe2W328VRRTHvzM7u/cHt/dHeykNVMAWWrCRUgIxAgJGmhJ/RAwxJIh/hA/64KsPEl94Mb4YE+OLCZqYmKDxR0yw6gMxClIS+VEKhVvacnvb3p87uzNzfLi7dNMQuGCCPvQkJ3snd2a+nz3nzJkF/mOzogMGbAGQBNAAoB83QPp4f+KdY32r9pakWX+7bhYBLAIwjwsg98GezOtH3j6x5s09W/oOiyv7Gsr0z9SNrikqAfAic+MAshZDmgAHzWg9UsRCAAEgdaQ3+eKTO5+LWW15tnpwrzPSv2bdq8lbg3+XVG6qrmuaUEkJtm13V2zk6ObkyOGexIGtOXuQCN1TNT0PoAKAHgZAAOCBoyS1IU8KOAAA4/QOoWfDQPaLbT+NfHb6zODJ89WbJ3anNx8aPpgV67YKJmIgt2y8ybGh906defqTi7XP65rO4SHSZgFgaIbRGWi3n98zNJCDiHFozWAUg2VzkX/C2qoKG4926xe2v/xG1t64TfJVGWKxBOOpDm6v7Rf7t/fn8zMX+n4uyAmfMNsqAI84JsuqqsslDl8K+NIhJQV5DaGmx5P+fCHfOXzcYbFkXpdu58lrOKQ8QX5DkPa41dEtjh18pntXp30g3K9VgLsg1yp6QRcnOWmfk5KcPE+QWxfq9njSSmSTPNPJuRMX5Ltxkq4g33XIdwV5UsAo7vQ/K4bXx4YApFoFEFGYO3VT8AuXjbNpp4BRnAgGxoeemYiPTc05T319ko8vKNXmMG/DvsOOlesyYBzglgEpxeIpM9DhtANoB1AHoFoBCAvGlKSZvjhbru/yGw64DRifk+eCSPOuuIDTu4P3Fa4ollltmO0IKGmIccMsGwQIBqlKUof7tZSGMAIGgJmXpvjDTVncUZnPWplOkNacPJfzeJtxrJoRXZvAEmlupXIcwuZEAMiA4IMB8Is3xeiULAJwg70VHnAiwlNgAbABYLZm0q8kCj3JTNY25TtMl2cZjMbE7JzdTrWYvabHpkYFzEm4zBIGAAMRSNbw1/dfVt//vfptTdFVAH7g9+0LVjDBClyUpGn8Ni1jY5eu6m/OXZv/7sKtSgdV0z1tNv0xWbTXxrRgybRgjEvmJDwAhtwKrv14Sr41unj28qIaRbMh+Wh2z/sCsODpoHkJpQPPo1lIcQDJodX28Ef7c1tyDnfOzspsR4zHezN2OdvZVawWp81XE43yh+erv9yo6lEAtwAsAKiiWYj3TUEIIAKIdACSCjwJIG4xbHytJ/7SuzvTawUY//RSTX18sTYmDV33NOYD0alAtBoA1NGshQfWQGh3G1JgFDgI8K+XdX18Uaf+nPMap2/IC0XX/KoJVwPhBTSv8HpEWKKFY8givwWaIXewlJI4lqWGAQ4BZTQ9FHOxFPLQvVYAoo3IBItMsNALANzIuEpLvcNb9sahqNuq+L0AVOTJI8KhYDyyJhS7l3DLt6FYNjbLFqvIhiEAj/wXinrL5rYMwB48BRzNmhBY+n4IRaJv/Eifbq0AhBDLT4nBvxBesRVbsRX739g/4RwZMgVgbX4AAAAASUVORK5CYII=) 4 2, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur58685 1.2s linear infinite forwards;
}
