@keyframes rwdcur96605 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiUlEQVRYhe2VW2xcxRnHfzPnshev1971YjvxxgkpUMUWQQluAy0ooomQkAptJYwAoT61VV8QvLeABBWq2sc+Uh6aFlolLVWgD1S1uEWKLeFgiLGNHRqvnfVtvY53veu9nHNmhgfj1HGM4jqgqlX/LzNn5sw3v/N9/5kD/2GJnSzq7Rvavd4/dfzQ7I0A2Oud8E9/fXr/rn0PxROtDI2fw6+UMOUiplx8/Ymnn3wsEKpZScmp44dmLSnSlhBSGaOBGwK4OgNP/nbEsd2uYO5j8MBcnhvlnd93P/b2YEri3KKM0Uqb7EYApU0WwHWUfuVoz/yOMwDAb37U7QPO488a/7Xnr4JTxmhLCKkwKG2yCnNlTga+rPhSbw5+4tNPW+263BcSJuVaIhuriOn7Dt1c+GKAzyWc0FXPf7yvJ9/bN+Sub7qx7o++9eE3cV0iUlSAKxn4xbuD7RNz5W+FLPFtbXTKEaLfCAVwfQC341a8rSa2kNImKwNfroac8sbxnNHp5aXLdxulH45IK9UQsnV7oiEDnL8uQGNqN+VNYxvr3ts3hCVFen2ubuR0tlFtXkKgFdpX2ifI+ai8Dpzc5ne2BJDCumbMErrTaIElDQqRlcZ0AmilM3994Frz5Txvtlr2+rXyCQsLz/BuhwgmNr939Sl49m8jEWRXfbIfEWlFrRZGeeWZblir9UbnO5Y4jNZ3v3rs8M+2+giAl/rPt3ou7TrQNZ2IZp667bZrKvsvgB8+d1rUVx8y5QIU8hDUQQhwo6/z3p+/1/uPwbht44rVavDqd+8t9J48KU898sg1zv+v046u4s365SfT43c2RvPLSsfqRgcdrlv5zq7kvV85wEdLhUsvTefTb34wTiIRp1qtYbSguS3J4dYmftyZyh5MNu35SgDemFmsvjAyFZ4emcPLZrjr4NcYGJvG8yNIO0y0PUpn9y6e6d5be7DjpsgXxdnyGF5382yu/mL/mDs+OEZQNezdn6KrJcaFtibmLvkYFVDKzDC+MMuLK5XwG9lc/cF0a2irWDsCEAKZbIkNUiv1mHKVzPlFTkzNUSzVcGIdoDX4dQLPZ3RgmOejrju8vDJ1eyK+90sBmK/53rlzIz1+obR2VIWkXCxjIUB7IByEVhhVJyj5/PPsR7y8O5XeKpbcCcBrk7PR8ugEju1jamXQCpRaa70aoJFuCIo5RP4ilckpzoxNyvcWloa+FIDpkQv42Qyrg2dQ+XlQei3tWiEA6brIeBJhhfGXCkjH4dLwBYbL1a4bBvj52JSZyy5COIYWIWQsCQgEEmk3IMNxrFAEKUPYew4Q7jmO3dRCtVDifHbR/aRY/PvGeNv2wMnsQrFvZjl++uICsqERq3k3ViKNtB2MtBGWgxASYRuMXwHLRbgxCCzQBl0tcWZ2kba2lvsHcpffv6s1+Q3Y5j3wq/FL/on3p+zZ0XlkSOLEHUoTORBrHjQAOkBX89ixGMJZg8GJIGQYXasghE/znfsIFhbpOnSAn9ySXnl4T2vTtjLw9vCMPXl2Cl2vAwbLdUC6WBEL42tMsOZ4rQz+SgnpOggJRi2BcJFuHGHbFM5dxM/PMzAxxdKxI3HYpgfuiEcJWZLAFyjf4K3WMEaRPNJJw80tgINREkwIrW2CmiKo+Ki6RteraK+C0QZtwohYM44Q3BN22XYJAH43lFF/ODspB8Zy1MseCEM4GUIIh6CqUNUVjFcFFKCvtEJorFAIO9GOcFxUaYkfHPs6J75/VPxbAOvqy+QWXu6fTL01MCeXS1VkKIy0JEFlBQIfIQ3CAiHBdgTNMZd4g01jIkpHKhn85fF7nI3xdvwz+tPH06tvfrgQ/WBmlZmiR624gtEaq8ElEpakG22O7Etw9EBb/tGD+2/a6T7/1/++PgNfspS5yeo3tQAAAABJRU5ErkJggg==) 5 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur96605 1.3333333333333s linear infinite forwards;
}
