@keyframes rwdcur194562 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhe3WT4iVVRgG8J/XCJlFCxcRLaJFKhYzoUYpOEzFNEWLhkJFM0wjTBcRFBYSMWiLIURp1+CqZaBNU23CbJw0GBdRUkL+uxCuJGKIYQiR+72nxffd6c43zp/vDi6CXni5h3M4z/N873mfcy7/5bjMist0LAWjtpTNy3g38d4SMdqLqzyQ+C1DsPYRrreD03YFlnFEXv6OxNEl4FSPOk8GZwJZkcFTjzJ2xwXU86r9nNHVKiDjl2DdBqIKXjtHsDfRlVDKrsS+qmCVKlBnZeJqsDLkn5rNzImMVZuYWCxm1QocSrmIW4nrTRHF+FYh7MMqgIsWcI0twWuJ41iVcbIgF5xMrEocD3aPsaWKiHmjzsY6566SrtDXnP+VoxdIP5F+bLHh9/SOkr7l3DdsXAh/zgrUeajOicR4sDlxejWnmuuF9aazGT2cDk4Fm4Pxr/l8hNVz8dxVnrjGvRhIvJ64uyhx4ODFEmmzCYPaWTOa8mDQG9SCl4IXTnA849B2/mjlm3bBFTqW8TYOJO5h+nybv5FmkgpqBWE05xr/iqiVHCKYzDgSHNvF39MCLueEZ7A+FYJaPd4i4nZfX7birIzZ4wuJnj1M1mANk0FPxkDG1EKA8xGVM80cTyUOo3sPk7Q04VqmHuZw5BYbymi0gEfGhsTyZjY41lKFj0tr64JoEdJo2ncXA7uZavLOckEnN7rYn9GZMVKcaa3B4GPE48TG4sxbBT5DPEs8n/fKYNGAgq8SnTt54xVulPnmtOF6Lm3gxaA743xG3zl6m+uZGQ03HcM8HTwXnE90b6f/ZS7NxTPLhuV4gh+w6Szbgi9H+TQYLJ/5CPcn3g92J3Zs5bOFsKn4GH3HJ8G+4GZwI3iwEPB7cF+wIhjayv7FYlYScCp/bGa8hqWcwJpt/LlYzEqvYR8TDT6Yx4IDVcgrC5CTDTW4eJuL5mJiqCpeZQH9uQXfLN9ywVs7cmPcWQGwhbGMky0ihncy2g5W23/LMw4EN7PcEe+0i7O83Y3D/NWfP9fjr/JFuzgLXkTzRfDRUvb/H/APNRSeMVlUimcAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe3WwWsdVRQG8F9eSwldSXElRbpoSWsUsYlBGtFSG5OF4MaKxoTo0mWhoRTXXQW1/Q9CbTdSaqlQS4itBnVXKEGQl/okFOnKhUgpAd+c62LmNZPkCW8mFTc9cHj3Mdzv+86537kzPIltRJPDTYa3g9FXd+NdJH4MZIwO1sRp1BXQxySOJI7I13VxqkeL3Ylmxt4Mwf2MAy/ysCpW3Q6cSexNxZ/EM4lP6gBV7kCLfYlfgv6iem1krAWHhlmtglenA58m+hNSIaBY9wefVwWr1IEWRxO3Cufr/GYedUHGG6Pc7BWz5w602JM4H7SDi8HlKEQEVxIXUv7s/HfseWwCWuxqcSpxN9iVGDzIdHCvIyCxOsJMMBg0gtYCp76hv7aAVp6TaAZzkXdgdoAV65U/ShhlJZgNnkr5nuY1pr6qKuBXjiVuJy5l7CtIfmpzfRl3rJ994YPGEm7l6xvBUrHn2eCL4PaXHO/GtcGEKzzfxxwmOi4vOT3KFRfkjUJIdASVsrHJnIIbGbPT/LxFQJMJfJ3YqUReFrE5N3WhpyxM/PaHXN9wBAN564aChV7BeiEvC04sJl7ukG8QAIdYfo7xYDzjzqYZ/yHYkYps81mJ5FwqPcvWPdDJ5cT4NGMzuYV0FdCJF/IuDGXMtLlXiHi1zcQI8crWM48xYoL4mzcTrxXEvwcf4aUpFrpx/esYHiaGuBAMZJzO+LPN3Pfs16XVcJX9wVzGX8EZHHif+cn1Sd0SPV/FSzwd+TV8sLgJdwfvFh64nPEgmApWEq+f4I9ecCu9CxY5FnxbnoouRhs7wWKvmJXehse5mXG1LTdmecYLIdeqkFcWICc6mbHWZeTWgpNV8SoLeIvV8giWjuDce/z2nwuQk53N8u/Ajoj7ibN1sGoJeIeHxWh2qj/9AQ/qYO2sswmyfBQ/TnkRF+vibCvmGZ5n5H8hfxKPK/4B2BeEckFwjh0AAAAASUVORK5CYII=) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe3WwWsdVRQG8F9eSwldSXElRbpoSWsUsYlBGtFSG5OF4MaKxoTo0mWhoRTXXQW1/Q9CbTdSaqlQS4itBnVXKEGQl/okFOnKhUgpAd+c62LmNZPkCW8mFTc9cHj3Mdzv+86537kzPIltRJPDTYa3g9FXd+NdJH4MZIwO1sRp1BXQxySOJI7I13VxqkeL3Ylmxt4Mwf2MAy/ysCpW3Q6cSexNxZ/EM4lP6gBV7kCLfYlfgv6iem1krAWHhlmtglenA58m+hNSIaBY9wefVwWr1IEWRxO3Cufr/GYedUHGG6Pc7BWz5w602JM4H7SDi8HlKEQEVxIXUv7s/HfseWwCWuxqcSpxN9iVGDzIdHCvIyCxOsJMMBg0gtYCp76hv7aAVp6TaAZzkXdgdoAV65U/ShhlJZgNnkr5nuY1pr6qKuBXjiVuJy5l7CtIfmpzfRl3rJ994YPGEm7l6xvBUrHn2eCL4PaXHO/GtcGEKzzfxxwmOi4vOT3KFRfkjUJIdASVsrHJnIIbGbPT/LxFQJMJfJ3YqUReFrE5N3WhpyxM/PaHXN9wBAN564aChV7BeiEvC04sJl7ukG8QAIdYfo7xYDzjzqYZ/yHYkYps81mJ5FwqPcvWPdDJ5cT4NGMzuYV0FdCJF/IuDGXMtLlXiHi1zcQI8crWM48xYoL4mzcTrxXEvwcf4aUpFrpx/esYHiaGuBAMZJzO+LPN3Pfs16XVcJX9wVzGX8EZHHif+cn1Sd0SPV/FSzwd+TV8sLgJdwfvFh64nPEgmApWEq+f4I9ecCu9CxY5FnxbnoouRhs7wWKvmJXehse5mXG1LTdmecYLIdeqkFcWICc6mbHWZeTWgpNV8SoLeIvV8giWjuDce/z2nwuQk53N8u/Ajoj7ibN1sGoJeIeHxWh2qj/9AQ/qYO2sswmyfBQ/TnkRF+vibCvmGZ5n5H8hfxKPK/4B2BeEckFwjh0AAAAASUVORK5CYII=) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194562 0.6s linear infinite forwards;
}