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1.3712047012733%,1.4670910871694% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.5670910871694%,1.6629774730656% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRoge3VX2iVdRzH8feZZ6dVS2QMohq2WkikN8EIlS5sFU2h2QrCbsL+CWUUhJddRDcZIWEhNiRHWIyamOjUNdAhxCJNmpu6IdmmrtymGzn375yd53l3sbbqomQ753gKntf9w/fz4ft9+EEkEolEIpFIZE7UVWpVvnPMm7pM/U6tyXeWeVET6tdqj7om33nmRV2nJtXz6vJ855mz/u8tmxiy02kn1PvynWlOXqWp4FSdW1JjzjiqLsl3rjlpfcWHBk94bWpCw0DVwze6REEmH/c20T3aR9vUKEwMQphmFVCn3p+deNeXUYGuS8dH+ttoTI/D5DCc201BkOJh4OMbWSIj+x63vK/VS2MDun+1dtXr1ISBeuBGlMhoAwADx+j77SwHCaG8Bna/cH5mE9XAFrU885g59uWDVl3tMbjSqZvp921O2b1L1UA9pN6Z74z/6k2OJH5q9PTYgB6q1bVs9i2+9cynsyW+URfnYnbGJwSwlarUlXYa0uOES56HEhbTRQufvHSYn/dSEKZ5DNiWi8cuKwUAOj5iT3KY4ZIHYMVtzxGQ4gzN1NUe50Lz7D/xfrbfiawVOH2t9exQB22FxbB0A4SkSZOijZ3serKHC83EwzQ1wAfZPKesFdhKVXrgGI2pESbveQruZSVpUgSkOMA7NKz9hd59xA1Zw/RjV5KNuVkrAHBye7JlvJ/eW8vgkaW1BKRmN7GHTTQ8c5GLLcSBamCHWprpzKwWiMduGowV0BQvgmWv/3lGIWlSjPMVb7B99Y/0HQFDnmZ6ExmdU1YLbDTG7cvZn1jEcFkVrOTlv5VIMspB3mXno+eYHAamN1GpzntmVgsALEjQHi/ih8RCuJtKAtIEpGb/hwXEqaioIF4EQAfQHYvF5j0v6wWAEeCLolLGn6i/mUrWISEBKYopZUNhI9V7obCYX4H3FsXu6s5BhsyoJWqdmmz/UNfzuSt40fo79PJJVYfU19SifGf9R3+U2BFMaec2PbpRr/aoelndpCbynfG61GK1PgxMhoFTaqf6rJqL082Nv5zTZ2rlLZT8f8LPUBeqxfnOEYlEIpHIf87voOoBHCy/0UAAAAAASUVORK5CYII=) 13 13, auto;}
1.7629774730656%,1.8588638589618% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.9588638589618%,2.054750244858% {cursor:url(data:image/png;base64,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) 13 13, auto;}
2.154750244858%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur208113 17.016666666667s linear infinite forwards;
}
