@keyframes rwdcur138406 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 2 6, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWklEQVRYhaWXS2wdVxnHf3Nm7tPO9St1iONYoFqFgOgiEihIUSWSIISsVoZFlS5YoiIhIYIQrCoW3cCKVURZsGFRIRbIpXLUUoeKRikxjRqpraWStiFO7MRv3zt33nMeLM5c+7qJHyTn6ug7987c+f2//3nMOQ4HLDNXGZlpMPnmISY+1pyTZcpawokEfvs61D4kiyUzqxHTmxFTF/7OvYM819nvhtmrnHKe/MKFv/YuPfdanerdrn8YY+vP5+Gnr7iEqWE91qwEJMsBU6sRL/1yhk8fScD1azRGx7h4b4jzPyvhvb+H1JqBG69A312Bn0Iz0axFsOAjbzf580Kbn/z+PfyH/dd92I9Lizx1ZITZhcOc/pGL+HAfn6QD34uGefJOgFN8hGPwXERZ8HSu+OHXh5meXWR9XwHvXuH82Je4tN7D0AsO3NybvVVOasM35nJcDMYINA4GgzHgChqZ4vvDZfe/c+vm410FLC3y1NgXuSR6qP/agbcPCAcYdPt49kaE0KC1gzYOUhmUAalBGxoIc/qYYXrO33ZCdBrXr9Go9XC53kP9LQ1/+j/gALerKXFtCBwouRpPQNmFqgc1Dw6VYaDGaHVQXP5uzW08IOD4GBcbfYy2DPxm37nxYJnz2vgDmzjCjmxXgOuAcKDi2dpThuFePdrzhLm4Q8DsVU4NHuY8wCzwwW4CzO4C2gL8Ab313QE8IXCFFeEKqLjWjdohff5ZGN8SMD7OBa+Ep4C/7JXmPs5s1Iftbc5OrR0BrgNVF3rqeOq4eBlA/OsKI9U6zwGsGXjnEezvlHbPGmi7OFEsUmCjAISwSZQcKJWYPCO8EdHXYLJaowrwmYH7j86nXdEYA0qDBnRHQKdtrBueB25JV0v9ZlJUa0yIYijeeozsAeKahXSmniyiMVaAKkQA4IBXMRNCa851HnDnMQXk+ogFaxetDVJrtIZcF66Y7QqA4GlRLlMGa9nK4/EJnWVyCZmGTEFuiqisiI4rShV8j1GhFBht7VnTewP2K1pDpl1yZUiVRnaBt0QVbW1ACQeRJKCyx0wdkBK0tJBMajIFSQ6JhLRwIVOQaMjy7Rki2j4kCbgGDou9IbsVpSDJIE0hU4ZUCTJlwZmCVHZFbSOAqw2i2SILQpAJ9O+x0u2VeZwCMZhoiCiHWGqiIvs4h7iIiYIos24A5DmZSFNmwjZEEYzlgwcGG2OtTBILJ4ZSsk6qNLG08KiAd9qRhiS1MwLANcyI+Ttc32yC34KjUYqU2/2zG1gqiBPIQgsux3AsATZthkleAHOIJIQZRMrGOO88CGTqTIsk4Q9LyyTNJjzRqjAaQBhBlkGe2/5VEmRu+ziMIQlAF/C+APojWAmAAMLc1qiIYWpFBBKC2M4IAC1FkjedKfGLX3FvZZWptQ3w1jxObYxACzIf0jbEbYhDC80LCCGUIjgSQCWClba9JjYgSC00zGwNMvCVhSd5l5OSqX9oec8D+GiO35VKPG/MivimM8bfeqDkgS7BpoN9C2poaPA06BxcCcspkACZdUNsQFBkHqTgp9CW0I7BT7reDQqZLjovQbEluzbL4okTfKtWY3xQt3jfwIKESl6oTi2kEkMzsQMvjgt40RWDITwzB6oJ7dRm3pbQSqEVbVsPoELx6htt/cctAQBDQ/2z1Wryg6pD47Dp5Z0824YXozxNCmi8DSa0dcSHkx9AHFnrfQ3N2MI70w5ASbEgV52Jz6RJAbzOhanXmp8eP8bZPOPGcOzWvz0wwNuVTXuHA5QA1VXzwvpC5GAT4lYx6rtt78pcG6Lc1WffTLbPCDt2xf9+j/WBfm6h08mjqkcsSIWfqS0HBiOb4bHEjnwngkMBRAGcuA99i7bfN0PrQvfbF1jwQ358eZ4r3cwHzgX/uclH9To3Sln2zKjub2wmmkosqcfQm0ErhHYxG7QPzRDw4Wt3QC7brDO1c0umpFjwQ/PCP+/zxud5Dz0Z3b7NTdc1r9cyNdifmK8uhkL4oSbyoTcA0QYnhNyHUhNKLRi7BTrZuYgZu1K/KlMxcXnRfPIw1r5bkLNnGFeVkZeXKvHkggiqOWrr6akGtMNXEsOX57c7WxuSXIl3hatfvPTJIx5OP1/OfefoyIrjvXjXrJ5pGX1auxIc6DVw8j7UQ51hxIw2etpod+qteXWg4/n/AM1NtKbcyCopAAAAAElFTkSuQmCC) 2 6, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/0lEQVRYhY2XW6hdRxnHfzPrsi/Z55I0ae4krbGtVAINVMTGUKFFbHzIg0geFIrxoVBEEEF9CFICvkmfKgrqm9AHH2IhRWsCbS2oUaItbZqmsSWnJztpTnKy97rNrFlrZnxYe++TNCfn7IFh77ms7////t/3rTUjmLL9fXbjjvk8O9Kz1WHT7j7V/smPYnfse+iqpshzbty8aYZJdvq9C1dPvXK6f/Jffz3Rn8auWG9DH/Z1OvJE1Jo50krztrAe9j2Ae/N1gu3bcM5R1zV5ljFMEga3Brx/cVH/6c+Lr/zt7PkXr53/1T/Wsh/ca+F9mD0+P//bTbr6dbsW+0NtQuGbNf/DHxB885nGAyEIgoB2u02r1SKKQubnuuHDn+s9WlftZ6+Z/Q+1Zx88U9z8bzk1gf4jmx+6r9T/nE/MQQnyrg0vHEfs2XPHlBCCKIoQstkeRZIHdsfSG7n/4qL5bmf+C6eKG+durkvg7BMc3fk/8Wo3tfetKk0UwAs/R8zOrrocBAHOOfxIrR3bIpaW7OyV69mxsLP5Iz28+O49CfQf2fzQzsv1q51B1V3VOuC/dgj5/WMQhquuy5ECtq6xzuFdzZaN8PaFOtKmfibesPOPevjBRImJvO9+Y8tsN67PdJbtPcEB/IED+FZrrS2EYUgUx0RRSBzHbN+6gaef2EjY3twVYefMzPaDE/kmBDYHw5d676S71rQMiN27EWLt4gmCgCAICIOQKIpotVo89ugM9832CONNu2TYe+kOAtefk/vmr/qj64EDuO3bptnWGJeSIJAEQcBML+arBzrIqIsMu0dndz29b0JA9qMT4Xtu9aB+1uiWLVOBCyFAiIlaQgge3NNGyogg6IbACQD59nPsaC/bI+jpvLpX9t/enHOjSvArz0nBxrmIvfdHiKCFQB6Z2XFoh+zk4ZH2J7SngwfXXjsBAbz3TXcOa91kLKVg57YYEAgh20LGR2Q7dYe57Nc1CkAnxnfXLBIAqqqirmussytquIbExl7VbBISvD8sTd17ajp0YEMPGaydKtbaBtxaqqq649daS7fjAA/e4717SraWRDwtvu91IVqbwNj7yhiqqsYY04xH82EI3ls8DiFkLL2vpsVft9V1A2jKElMZjDGUZdnMj8bOWnA14EFIZEmA766fWOs15xxlWTbgxkx6VVWUpsSUhlKXVHWFcwbvm1DItLZUxXQ1KEyF8HcnrPe+AR95rEuN1uXKf6Upy2asigJvR19m75A3NjiT97pMVQfG4Ko7Q+a9pygKtNaoomhAdYlSCq1143lZopVGl5o0zfDOjF1alLV2pxMcamYKEnmOresJcF3XFCNQpRRKa5RugJVSFKqgKEZdFRR5wWBQ4nw9tviOXO6ZU4OwIJGgZrq4tWgoQ5hmWGvRWlMUReOpUhRFjtYKpVbmVaEaIiOF8jxn+Va+Yk+IU+FixMm5TfyyvaDbfkZi2jFtrQmDENnpQFYg5mdwQuLqCjcYUGYNibIsqYyhNI3sY2/H8hdFQZ7n5HlOMkxI0pT+jbH8XntnToY/fY3+7x/l5Lyojroc6niOcjYgrkEWOSEOpzXOGLyU2KUlaqVGGT7O9mriaVEUKK3I0qwBz3KyLCPLMpaXM1I9VlicTPtv9kOA5RbHF+7nW9UVQmOGdIFwThLFLaQM8Vh8r4U3Leynn1KnyaTmy3GSaU2hRlLfBpqkSeN9knDj5iSBa+A4QAjw43Nc+sXDvCzhOwaYAVpDR4gioPlmO8CicJc/xmX55AUzLj+lVuKdZRlFUZAkCYPBgCRJUMpwZWl8rHYvJ1fOXJoQALhkeb7axJN7FLuUgi4Q0RwagxEBgOrjy9jl5ck7flz7eZ5T6qbusywjTVKGwyFJmqCV5tpSjao94Be9U8+PcSeH0v8sU25R8kNZi28LvDSzUJVQAgWgRt14j/rS4yhjyPKMPGuSbOz5cDgkTVOGyZBbg1uj94Djg4Uaa13tff319OpbH91FAOA8/uLWdvC+i92TtWZD2YFSQhmDngMVQn7rBvqxx8msXZF6mDTxThLSJGVwa0Captja4pznw8uWRLnC2+LZ9Opbf7kd8657wfnane+FXDDIQ5X0s6UGVYNSkBvIK8j27KFoxeR5TpqmpEnaxHs4IBkmKKWaUFvPwpWK/rJdFDL8StJ//Y3P4q16M/qo5uJWL3+X1nJ3FvkvKoHIgcJDDuStiGFvhiRdSbJkmKAKhbUWAFvDwpXKLSxVf0AEh5PF11a9rK57Of2ylM/0AvGzluBg7CwiAOINuIMHod3GWosQYnL+8x7ywuqFvj45GAxfvHn13Nm17K9LACCI5uR+p/ZH8PyM948I3EH58OcJ9+5FBMHoFmQNhKcHQ/PvT67b31z7+I2pruf/B9HWvhiiEYd+AAAAAElFTkSuQmCC) 2 6, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIHklEQVRYhZ2XXYxdVRXHf3ufc+/Mna/OTKfYwmBNoXw0UCBRxMKLsfShjbEvRjDxiRcTXzW+SHjwgZiYmJjwIEbBmCAaiI1SE7CllPAhAi0EbMsUOlMybbVl+jH3ns+911o+nDvTKbSWuJKdc7LOOfv/X/+91l77OD6nvfr6K9euXj25M00HdrzyVrn113+R9tksYFKDlKwdOlF/5ZYje25Y99TuXvfYrh/+mJOfZ153tRdef+O1e6anpx+dnJy8Z2BgYHDv645HnhCqKJhETEvQCo05Fi7w9ZsP87U7Hi+L3qu7Tp3i4Z88wof/F4G3D741Nj09/dj4+PgDaZqmAB997Pj+zz1VADWI0RCNSCzwWiKSEepF7rr2OA9u+xnnFl6Lc3M8feIUP/jV4yxeDie5nPPguwfu3rBhw/6JiYn7vPceQMT45R89cwsOfPNhmji8S8C1EDMS58B7/n2uQxI2cMet+/3gQL45Ct+7bRO7//kmC1cl8Mab/3jgpo0bnxsZHR1f6f/guOOxFzzmIPHgHGDN1XCYJqgJ3gEYR04Nc+vacdZes5/EMZYVPDQ+wbGZGd6/IoF333vn7o0bNz43PDKSrvSbwZ/3Od6bdxggDryD1IHqRRLqwKmgCN6U02cm+eptH+KZB2ihbL9+mmcOHb6ohF+6+d3vn7xx/fr1zw4PD18CDlCUxkuHHM71I4cGbGkA3jucS1A8zqekLuHowipmj29jsANjo7DmGoY6Q+y9fytjnyGwbdu2R0ZHR6c/DQ4wd9JzuudI+m871xBQR4PeJ+LNY3g8HnUJ5jz73rmLNJ1ioA3DQzA1xfTQEI9dQuCFPc9vn5yc/O7lwAE+OnGxWJYUcID1l8L1l4llJRpGKQmH5sdZzLeQpNBuw1AHhjo88M3t3LhMYNOmTT9K09RzBfvgY7vUYeAMnDblqI0Lc4aqYWaAQ/pk5+bvIkkgTWFgAIaHSVX5KYB/+k9/uG18fPyeK4GbGf+aX7q/6PdLoNqQMQMzxWFY8wRvigEfzl8HNNXj+0SSlJ3b7udaf/PNN20dHBwcvBKBvHT8Z9Gj2gCq9pdAwcmyIJhZU4YIhuFMCQ6cKbOnViEytRxAmkLiGfSOnX50dOx+59zlsAHoZlBLH7wPmGoTufT9oqAqmArOGaoR0YgzQUxZWEzJ8luWS3YJzYwdqaluvSI6UBRKlIR+4AxIH1iXIm92SdUAElEXcRoRE1KNqEUWC6Esh1FpFFRbJrDVp61W+38RqIIDg5ZCawm4PwCCgEhEpCZxQpQKr4GggVQqogmigbwaJCqEADE237ZS2mmSXLYdLFuInlT6SabNMmh/C64jiAhiNYlF1CqcRqJGEg0Ei3ipEVPyEgZTkAhRmgGQlmWJqtLvOZ8xAzReTL6lZIx98GglxAqoEanwUlNLxYDW5BZwWoFU1AESg7KEUDcTq4HvdbuEEK6oQOKsSTJr5A4CIUKUSJQS6gpHhUhJO5aUWtOyQNAaHytUakxqVArKEuoairKZ2zvwp8+cIc8ydCnET9lgW6ljX24FMSFoRQw5LpZ4VxOlxMeKQgNeSrwUiJSYVDitUS2Q0KUsIC8hVM3cUah9t9t9pdvrkuf5ZUl0hjxmEdFAiAWhyrA6J7UKtZwoBWksqaXCpCCRgjIWEAtMCjQWdHyG6TmKAvK8qaK+7UnPnj377PnzF+5bKoZOp8PKxBweAhczJCqoknpFLVBbwEvASU2mNWksSLUil5JESkRLLBZEKRnpZMRwkl4ORX4xOOfYne578aVD69ato91uYWbEGGm326RpiveeThu+MFbx8Sc1aopExWug1c/20gLtWGBaN+AxRySHUBClwGLGWOcTinyRrAexn25qlEXJruTsubOzt2++/Rujo2Nf9N5jqogqEiMhRkKoOfJBl2PzBU5rnNRUUlFrhUlFqiUqBZWUeMmbw2nMiTHDQg8JGV9aM4vjKL0Vp8IoPLP3RZ5MT544qQcPHHx0YmLir6rq61Wr6HQGabfapK0WDvji2posFpgzEgmk1myzqoFKm9Jz0hCxWBIkh5ARY4aGHp32LN0LF5uZGTFEHgZIAX77myf+Nrl69YFWu/XlEAIjIyO0222SJKHVSlk3JbTjYtN2TYgaEIs4iTitEK1BKlRKYsyxkCExQ2POVOcMMcyuTDxC5Om9LzbH9eVsm5wc3z84MPhg2kqHRIS6rokxUtc1znJePtAjK0uQApUSixUqOSYFFnNCP1qLGRJzNGZIfZ7rJ+cYSI+vlH4+RHbMzlJdQmBm5ujC0PDQicGBwW8BfolEVVeEUHFhIWPuZNYASgkxQ2LRHzkWu0gs0JijoYvUFxjy51i/9jDe5UvguSpb/r734l/TJY3g6MzR91ZPrT4qIjtFxFdVRVmWVFVFQsbbh7K+zFkfNMdib1luC1009ND6PBp7bLzuBMOduX7Wt/MsH31o775y/0rMz3Siw4ePvD81tfr57mL3O6IyUJYlZVHiKFk4vcjC+QZYpUBihoQeGrMm6tBrrlIwPZmxbs3bONfILiJbPg1+WQL95ThR1+G5LMvuDnVYm2WZK8uCTrvi6OwiEjKk7jVE+nJr6KFSohZZM1qxYXoG77IYIk+FyI6Vsq+0q/6c3nvvlu1pq/WL0dGRm9I0ZeGscGjOEG3OfWbSPwM2zeX61T2uWzNT4hZ2hcjDS9l+JbsqAYCktcrfufmGzWNjq77darfuPHc+bp2Zj2215nPnPGMDdb1m4sKeibFju0XyXftf/ny/5/8FJetr/wBTn/EAAAAASUVORK5CYII=) 2 6, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
}
div.testarea{
animation:rwdcur138406 1.6666666666667s linear infinite forwards;
}
