@keyframes rwdcur252200 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKKUlEQVRoge2Za2xU55nHf+c64/Gc8Y0Y37AN2FASiFKIst1SESVNG7UlW2lXstjOrr3SKuFDW2n3Q9QPoxap0qxWG7W7VZWukk1XSppp1ZSmbYC02bBtIQmXcikmJAaDAd+GsT2+zZnbub77wUAwEHyZgb1o/9KR5pz3cv7/eZ/nfZ/nOfD/+D8CM55ozb/++xPZf/3V5v9uLgBqCWO/Gnxq62bn/YFfT/5j4su/aat4KqDrD2qqAoDjuPFcvnAZyPR0d+XLQfZOkEoZbJ04K3BcbNclXaHgRSoIV1ZSFYkwNjbBSCqFhHzwwsDl53q6u/aWi/TtsCwhr/9i3zMdq9te6LiYJvilT+P2XcbPFfFb7yOnK9iOQ339fQhfMDwySjAQ4NDRk9/N5wvP9XR3pcotApYhZM+et75SU1f9wy2bNgY58gFK60qUugiSpmEd60PeuomZTAZdUQkGAwghmJicoqa6moGLl0+ePnP2Cz3dXeNmPLEOWHd12qIRi+4vRcgdfcSMJyJAx7X73jrlwdZNG57PFQpBSZZA11BW1oLvY/ddQjTVMZ2Zpa62lpGRJG01Vfiej6qpuIUCHRln8xq99r38T/8zo6xtalAaapv8yQz2b3uTQPNdEwJs0x7duEdpXoGbL6Kcv0CkugrH91B1HScSwj5xFrWtETa0kynmsWwbRVGIRAxyhQLhykqamhq58LvDrO5Yg/zwhg4poCM8H386A7qKvGZlphQRixECRRs/NcVAWGH1px5CVRVaWppJT00S7mwmm6tmZX09vuNAcW5zclyXSMQgNTZOuLISgPbONUihIOga1qH3kQIacm0EORTEOzP0bKlC5AXa+9HUfu2B1ciqiq7rAOiahq7peJ6P53nYjoMiy1i2TWtLC+l0Gl8IgsEAuVwOALVlJfahMzin+tE/2Yl2fztSZRDrQO8uIxYteUe7oxAjFu13zw3v9pJp8vk8kYjB2EQagJqaagqFApqmcSV5BddxkXxBZnqGoKZjZkwi4TDpiTRWvoCdL8DmTszRcZzzw3jJNPaB3u/6w5P/UKqIBYUAiAlzV/Hn720ZGb2Cmc1SHYlwYeAiM1PThAIBVEnGsiwmJydpamxkKpMhEomgyDIZM0t9fT3j6TQCkGoMZje1YjfWcujAkRe9S+PfMGJRtxxCFr39Hjl8TFQaIYzKSiKGQcY0yeUK5HJzfpHN5QlXhmhd1YxlW9TX1ZHN5/E8j2AgQCaXo6G+Hs/3mJ6Z5e397+zq6e76djlEwBJClEKhuLdzbfv2VGoC4foANK28j6pIZF6/waERRlJjDA8nWdexBkVWKFoWwvcp5PNIkoTv++Xifx2LFvLw4aFjo5HIdk+VsR2Hdes7QJ5vmcJxaWttoa21BYDRZIqZjImqzW3Hs2aWSLgSVV7QopeMpczYv7puRXFVcxNTsxkmp2dv6SBp8/+X5qYG1nesJlwRImvmUFWFsYn0Lat4z1HY8+5hP18QwvfFbeH7wrfs215XhkfFH46dEFPpSTE6PCL27HnrhZdfeW2eciFEw3K5LSmMd08PflN7qGOf0lCno95mqOfjOQ5Df+wFoHnjA+ihCgBW1t+H7wsK+QIVFRVUhkPPTE3P7gJSZjxRDQSL+w4dyP37vn5RcOJiJnfRiEXHF8ttyUHj6Iu7/y7TWv3Pn3j8UbjJlHA9DnzvB/i+wM6YFMfSrPniZ9n4xScBmM2YDI6O0tzYgO/5HDp68tknPpzW9c99cqcUCbVq69vmphlKIcx83vrVkSeNWPTdxfBa0ors3vH0usO/fSsC9GeSqXWPdO8ARZnXZ9Of/xnv/tP3afj0FlLpadoe/iiBrIoYuBcd0lNTtLesYrMaeq7y7x9HqggAICwHbBulxsCdyfrA3U3Idu94un33jqcHhevO9xHHFb5li/SFi+L9N94UxZnZW3zl+NGTYvDykBjs7RO5E31z4zxPCMcVwnGFNzEt7FP909nnf/nEXRVxDVe+9W8vfJyQGy9var6Y2fSkSJ4bEFbfJeFNZ4Q7NiV82xF+Jiu8sSlhnTw3bcYTn18qn2Xn7OFAaN598oM+Gtd1fvTA9xG5Al4yjXrV9gEMwyBw+hL6Y1uwj/ch6RoUiniTs3gj6R+nBkZ+8v4DtU+98cZbXwfB9EzmL3u6u7IL8SnlZPqROzwOrgeuR2NnBwhxvdE5O4iXnp0nYh48H219G3J1GD+TxzuffLWv2Tj3zgrlpzU1VV/b+qcPb//Ck49v71zbfuDlV15rXYhMScUHM57Ypj22aZ+kyOGbp1XXt1534tvBOX1h7ofvg64hV4UZm5xkxYa1qMEAyWSK2ZkMvu9z6vSHW3q6u07eiUsp5SCMWPSgGU+sBWRphfGjih2PP4EEUjCABIgbVuhmaBvaEZ43Z1pXQ5bC20f6/+haMy1NDY8oikKoIsjR46cWxaUkIVfFjAPkXtpblMMVIMsU9rxLYNtDyJUViI8LEDX1lpCmIV1MHDp/6V/6z1/quOHxzsXwKFnINQhfIFwP6+AJvHNJLM9H37oJuSq88OAb0NPdlQGum9HLr7z2HWDBElJZhJjxRKv6iVUPupeS6JvX4X0whCjYKDWRj1+RRaKnu6t/Mf3KEk/Lq+v/Rru/vVVk88g1EQJ/8Rn0rRsRvo/93ulyvGJhDqVOYMYT9Up7w1/LtVVIuoY/lUFZWYfSWHe9j6Spt+yPwswhyTKSqlAOlGNFHtHWr+oAgbq+DXdgBH9yFm7csCRp/j3gDowiHHeu7Sq0bQ/sNOOJFcshUcZUbY6Qd2Vqr/X28W/ax/rSomAhHO96s8jm8a6kEQULYd9ac5B0rYll+m05hJx2L6eGrv3lSmPtdn948iXnwJkN+eff2Okev3AQAAHCdvEup/BGxvGnzavsJSRFRpIkblm2JaBkIUYsOuSeG/6hb+aRZBl7f++152kjFn0ROAsgXU3ElNZ61M5VBJ/8E5z+IZxzg3OpgKZSSqBRFtPyL43vLf7iHazjfbdrftY5MwCIuVrvjS+PhLDfPLbT6R8aB1BWNyJVh55bDody+chZfyLzKq4HsAtIX2swYtGMfejDpNM/PGO9eTzvHD07b6Ao2Mft3/f+QRRt3L5BxEy+ejkEyiLEiEXz2O7fOgc/eMqIRb99c/VQpM3vWK+/dwTLec3P5PfjzW0ATu/AtfbvFX72u7woWAAzy+FQUvS7FJjxxFeA/wDUwJc/dcUfn8Y5OQCWu8WIRU+a8cRn9Cceut/ef+pVIxa9698cS4YZT4TNeOKEdfSMMOOJZ8o1b/lLfgvAiEWzwGP4ohF46V6//3887qWP1HOrBYwbsWhZKtp3XchVJ38U+CsgdFPzq0CfEYuW/LHnrgkx44kG4AAffYK+E7LAo0Ysese8/E64m84eAhZ7uKnAsqLea7irpmXGE2uArwPbgI2AflOX08AFYJcRi54p5V33+kC8OYH/33H43Uv8F9gTDYV+gnz1AAAAAElFTkSuQmCC) 18 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJ4klEQVRoge2Za2wc1RXHfzOzs7te79rr9duJEydxYiekAZIISkWBlABtSVHVChPhyhaVIFIRX5AiRC2BKNpPodCKIgSlVROyqKRAmtqoNIS2CSQpkPfbcewkXj/Wj9jrnX3O6/ZDHBPnaXuTgKr+pflw7z3n3vOfuefcc+7A//F/fLOgBUN5iT9+2Bx/9YOqr9sWAEcWums8j/1whf7F4UVaMPTdDyrVFcDN540HGxvqOrO0b8KQslHO7D4msG3SsTgRn4ojkE+e14vXm0u4q4fuSB+KrLScPBVe09hQt+1aGX0pTInI+++3LC8pLly7uCte4X7wDqyeAaxwP+a3ZhEzDZyqSr4/D9O26e2JIGwR37P/8KpUKt3S2FAXu9YkYApENm36+/3+grx3b198i5/dx1GqypBUB5LHjb73OPLtCxiOxchxOnE5neimyUhMI8ftpuPk6Y+OtrY/0thQF9OCoTKgYnRa3ddUfygbIlf0ES0YcgKBc+2dJY5F1TfVvpsxdD+A0A0kjxvZ40Y/3IEU8BFLJvD784n09TN9WgWKrRKNxXAqMjUpvj9Hd3+c+H1zv1JbOU8pLZhnayn0f+7vAaZdNyLA/erdC5vlonxEKoPv2HEKCgvoHxjAmePGCORh7D+BUhaA6ulEjTSZVIqiwkI8Hg+ZTAaPx0Nl5XSOffwpc2vmIi+pvQ2XE0mWsWMJhG7iqMmKw4SIIKJxhNNBW45E1d1LUVUHVVUz6R8cJKe6At3QKSosRDcMGE4DoBsG+fl5DA4O4vF4AKiePw/J4wa3E+NAO5gmUm4Oss9D5uDpVdkSka8yHpHLAv2OOdORFQWX2w2A6jjL3+lUSSZTWJaFLEmYpsW08nIGBgZR5LNTZ3QdAEd5MfrnR9B3HMJRWYJjbiVKSQB9b9t6YPN1JeJrqt9l7jmxQcSTZHQdn8/L4JkhJEmitKSE4eEoPq+X7p5ehC0wMhnSyRRuVSUW0ygKFNIf6UNPpdF1HRbMJD2iYUaGEFqSzI6D663D4VW+pno9WyLK1QSe/faKT8wDJ7/Y6zYenTlzOrIkE+nrw6WquFQnmUyaWExDWDblFWVE+vspKS4mnU5jmCa53lyGo1HcLhdSbg69LoHH5+VQ89Z3AuHoz31N9elsScAkwu/2z/4jPN4cAn4/RYEAZ4aHiccTaFoCgOhIDH9+HtWzq0ikkhQHColqMRyKgizJpE2d4sJCLMtiKDrCli2fPt/YUPera0ECJpGi2Lb4d2VFxT2DA2c4rXUBUFwUoLZ6zji5Y8fb0RIJ+voGmV1ViWGaCFlgZHTSyRRIEghxrewfw4SJzN9x8l/9OTn3yLk55Oa6mTFjOsjjXUyYJrXz5qDrOkIIwt29CAAJ/Pl5DEWjBPx+LNO8xjSuHrXG4LJEZHZpqV6Qn8fJcDdnoiNn3+55jzQWzZy4XC6qZ1cxvbwMVXGMne59A4MUFxZecyKTSlFSLduPuu5dWiu51LPGXwJCNy7ZH+7uoX9omKrKaZiWxWc7dr2cTKZWNzbU2VowJAMlF6gMTSaaTSqNN/efWq0uqWlWivzguETAMy0Aeo+1goDy+TVjQ5XTKgAJBDgUhcJC/9PJZGqNFgw5pYLcoPN7t/xs3FSt4Q3AI9eFiK+pvqWvfNPziZrSF2bdtgQcF6vvfGstyaFhjHiCXSNx5j/8ENV33gFAni+Xjs4uqiqnUzNnNs6eodWuhxavVBfOqcC0ELYNgEimMfediE7Gtgn7CMB7Kx9f+Onmlll7X/9T/7FPtoJlXyRTefsSUpEBKu5Yiq3reEuKx8byfD4kWzAwNERAdXLrgtqn1QWzz2bAigyGidUZIbN133qrve+pydg2pXrkvZWPLwb+8dP1rxehnLfFRt9q79FWeg4comb5MryFgXG6e/YdJFBUQFl/Avet85CcKiKVAQEIm+Q7n2wTg9oPfE31yanYNmmc/uVrbwjTFONgmMLO6OOfeHJcezDSL3o6OoV+8ISwEylhjcSFnUwJ60xU6PvbtPhrf10+FXsmtbXORyDXP67dc+QY4sKDzjAxjp4ar1fgJ3CqH3XhHIyD7ZitndhnRtB3t5Jp+eJu75M/3jIVe6ZMBGi2IkNn/cSyKZ9bPe7ENtvCGG1h1EXVl1884EMpLUD/shXzyxMtH1SqK9au2/Dc2nUbnpisMVldPsTf+NsTrntu/i2q4kaMzibA6hrAUTsD2e+7tKJhYnZ0I3k92FENx5xpmO3dDLhkrBwX7hyXvu/A0WcfeGDZyzeECIAWDC0EnFJB7ivun9x5F0jIBT4kSbp4q50HkcogUhnk/FzOBYzDb77fY9+5sKisvNTpdKr6jp27nnnwwft+s3bdhjyAK11cZLO1APA11R/yNdXvkZyOmFJcgFIaQN9+ADutI8mXf09Sjgs5kMf5Ua8qZr+hJZId6VSaU6fCzkU31b6ydt2GZuAZwH0lO7K5oAPGvshTwrQWAWS27cPY04HIGKhLapDzvZOar73j9OqaubObS0qKCIe7z3UHGxvqrhiOsyKiBUN3uR+560PH7GleO5bAaAvjqKnE3H0CeziOUuDDDPehTLswjbo8GhvqWtau27AKKBttT6hmyfaL3KNUFHsBJEVGZAyUkgDO+24FAcIWWKciOCpLEfbEa5DGhro3J2tI1ltrDE4VcWYEW0ug1sw8W4ecc3aHAy7IikUqg+zNAUlCjCab2SBbZ/+z0Xp6CADdwGzrIbN515t2PGlfVAVKgC3G8jOztROhm+PKAfU7tfVaMDT+pJ0gsiLia6o/brV1vyWSaYwTXYhBDc/Dy1ZlNn/5knHgxHhhAXZUw4oMftVxASSPax5XiU6XQ9bh12rr/UPy7Y97RCIF0ALgWbn8GX3z3vLES3953tjZugdAGi2LzeNdGPvbsDoHRq2XkJwqklPlGhxr2UELhhbHf7fxbS0Y8lxi7BfWSFwIyxJm76AwOrrGksnMvuPCCEeEnUoLIYQw+4dE/LWNb38dHCaE9Na9wk6mRXLjtq+IZHRhdHQJLRh6NLlx21Y7lRHprXuFFgw1T2WNaxe1rgDjsyPv2H3D1VZbbx6yFFDKCktQFIz97QDHrCPhF1NacpNc4vcAk6oMzyFrH5kgfm219bqBF61DnTebHT3o2w9gtUcA8DXVb7HDZx6QC3yrgKwvtG8ItGDIqwVDuzOfHxJaMDTpdP1yuFFfZAy+pvo4sAxblANv3ej1v/G4IYFbC4a8wKXS4LSvqX5Kzn0hrisRLRjKA9YAS4HFlxDpBD4CXs32Z+h1I6IFQ88BL0xCpcXXVP+jqa53PZ191iTlZ2Sz2PUk8iRwL7AH6LmMTHR0/LFR2SnjRjn7Ys76yYU45Wuqz/pH6P8U/gt8gpBqG8hU9gAAAABJRU5ErkJggg==) 18 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
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}
div.testarea{
animation:rwdcur252200 2s linear infinite forwards;
}
