@keyframes rwdcur243733 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF10lEQVRogd2Z7Ytc1R3HP7/7NBNfbELMCxHrQ+KmSTUJmhU3EaQvGkF0S5VWfBFKX6rrIwWtRiMJJIJiaEJMiyBEXUtpK5QsofUPqFjaKJSaxKxmdyOEIBgbrbMzc+893764c29m1904D3fptl+4zNzzMOf3Pb+H8/udgf8DyMwEqMP2JQdNNsbnCisz02Rj/H+DAG0k8qdN+CVNwFqfApiOjxYd14R3zR2zJBHkX8wM5xzt71Jfm59PvtQGdDLm2xeax2Tm84uOYWb6Yu8hfb7nlYXMUPOM6QkBwOn6Ea6rjBTrA7quMsJkY7y9vStEQYAkvth7CCdx+Y5RAWZmOr/nlWJMu9Z7gQfMFb747FF43TR4Kz84/AZmRhQERL4/a0AUBJnwEtteH+PmwWHoUQulO2jLNAAIfR/nHCt3jBKnaTGmEgSc33sISSTO4SRWPvNQT/IE3z6ke4RzdjxOU8yMsWMncE789JbvAVmgyEn2itIJSLIVTz8oz4zzLU2YGafr4wTBNGC88bfjrLj1xrlTe7KGxYrxMjO+fOFXrHruYU7++49EUZh1KHuSJM7enfjxxj28P/FeT7J45cmcwcz01vsn+bh2hJU7RmkmaSF81g+eB1EUZk8l4ue/PczmtVuWhBPLzDiT/BkzEccJwCwC35ggSFNxbXgnQl3LU5oGzEwzMzNIYnX1LtYsGyl2GYnl+6YXmAeeJ5RF0a61UAoBM9PYsZNEUYSZ8dmuA5zd+UtWV+++OCi91HyPN/9+oqe1S9PA/ZsGMTNqtRpX7HyUyPdpNpPW7p8BWFALALdvKvq60kLfBPLd9zzLTt4oopnO3m5zLWdLYfnL098gYgaBD5+3UoxuUIoG7t802CZMpoWVO0YBcBJ3/O5g1kdGJicy8PIU9215spg7N+XoBKUQ8LyLwSPXQuIcp+vjeGaM3/tAnipkYwAljlW/GOXojx4AMqKXP/tI7gsdm1FfBHLzmaedWq3GuoF7WL7vDJHvc3bX/oKEc45Vzz7Mud0HCLyLux6nCUG4cMgtnQDMNp8chS80Ey48djWSuPL5xzi3+0DRf3bXfq7Y+SiQnQXvfnh90deNFvrOhdrNJ4ck/vDhVPbiZ0Kd232AyPdYtufxzGuf3lcQkhzbh25g7NgJzKwrLfSlAQHVM3MFn+T3/5xk+9B6TtfHAYq6AIyvn3qJZRdqbW0ZkjgmCKOuZejPhCRrrq3Oarpn/bXcu/4akjguUoh/PXF11mkGnk8znw4c3fZ91lz2Q8aOZQeZc47tm9dDh2lO3z6gRoNqtdqSz/A9w/c9arVadhKbQctPnXOseu6RLMy2HFq+z2t/+Qc/G95YCJ8mccc5URlh1BrN5ixTandi5xz3bXmq6GvEMSuWr+Ds7v1sO/wmZtkpHDebufBdLV5OQSNZY7Cq6kSdemEtWeGyurqBJEm5Iz3IOz8ZzYp8xMjbvyZ2AwD4PnwyM86aZSPwX72HiiqqTEuS5JxTnDox0ZBNNHSw/rW2Dm3Q1qENuu2WjfrNB6dUr9cVRpE+Tf+kMAyWxg2gVSrK4Zw04ySbdkqcU7PZVL3RlH3cVDjllKapgKUjPGSncztyErlmUifZtDSTpArDsLhM7nW9UkvK+VILM4igCJ0GzFwljhyfIo4Lh+3Z7ku/lZg3tQDq32l9bxFy/d27zvrt0mBm6uSOxzlHVKl2Fe8XQqk18XyZ6ULoNt4vuG4pv0JGIEnSeZO7uXDO4WfFy9LQgJmpXq93JPysTHUpILvI+kidIk1T+UFYWtzvV4UyMzo1HSjXfKD/kpJOTWex0F9BI9nAwEBZsvSEUrYurFTknbqYibZDEm8fnwLAObF987r8BC5l7fJ0H4YKPQ/v1AxjX00VzSIr2tuKlXLXLR1hqCAMNXzD7brw4qsKw0gXXny11Miz6Lh57bCGvrtVw+tuE1B8LsZapf/BAfDBxF8BiFt5UdznX6mXwqLZomGtC39hWH7/X/p6/wERhAac06esoQAAAABJRU5ErkJggg==) 4 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur243733 2s linear infinite forwards;
}
