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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRogdWZzW8VVRjGf3Pm436cttjLhTY3TSFtbRGb2pTbUgkfMUEJCxOiG4xLNyTEuGbhwpVuXKkLdi5N3GGCK0IoBqEQ2kjFREQICCkt3Evnfsy9c2fOcSH9D+Zd+CxncX555nnfOee8A0JaKBSCj6vV7w54npJiALhSC3964sRX78/Pf6a1ji/fv39ViiNi4JOJidkPp6a+nykUnHyaHom3tn64E4Y1CZZIvIuO8/n4w4dqYHWVqUePgreVOifBEdHJ0dF9l5VKm2A7YBtgL+Zy3ffGxioSvMwT2D85+VHJGBUuLNA+e5bG7Cy7u91gcnLydNYsAC/rBV/L5fbHwNWVFbyVFVJgL1DK59/MmgUCCfSaTdMGnvb381O5zHOtaQJJq2WyZoFAAmEUrdeBuVqNNzyPQpKwCYTt9nrWLBAwUO907m0CDkCS0AGeAy/j+F7WLBAooXoU3d1wXV4ODZE/dYra4CDPtDaNTudu1iwQMBC+ePH3Rj4f5ns9Smtr+NbyQuta/fHjf7JmgUAJRbXao5ZSL3+DgSthyGAc04ii9aVuV6QHMk/gBpiWUmupMexuNulZSztNV7PmbEvkKNFynF9brkvP92l7Hi3HuSHBASEDkTFLXdflYKVC5DhESbIkwQEpA2m63LK2c+nZM9pQi6xdk+CAkIFfoNOA1ZpSNOD6NRDZhUHIAEDL2uUtIDLmlhQDBD6j24qNuZlYS2qMWAODYAKm17veTlNDt7ssxRBVFZjVWvTtg+Cl/ilQgvamMXekGOKagqI0Q3Zm4/sfSK4vqlc9cFOaI5ZALggmfd+fO+y6u6UYIGhA+f5iUSlFLrcgxQDJBJSa36EUOaUOSjFAcCcuOk51B2CVqkoxQCiBw5Dvh9mdaUofLBySLFWJRQuet6gdJ//O8DBFKBUcZ0aCA1IGlDqaN4blJ08oGEPB845KcECoB7S1B4tJgu84FK1FWyvWyJknsAhen+tOu0qx0df3nwljZrPmbCvzBHSlMqqjqPSW5zFRLvNHktDw/fJRY4aXGo3MRyuZJzBQKo2Vw7CvBaxPTBCnKeU4Lg9UKiNZs0BivJ7PTw+lKaXNTXoXLrAT6IEaKBT2AZlfLzM3MBgEr5eBHUAUBBTjmOTV86xZIGBgQOvhEnCrVGItl6Pa6bC/Xqdf6+GsWSBgwNeaIrAnDBkHUkADntZZowCBJq6123d94NDcHMfOnOHQ9DQuUOt2f8+aJaKTo6MTl5Tqbf+lbIL9OQiid/fsESkhEZ0fG/tx88gRa48ft+vHjtlvxsfPS7FEzkLX4Yu/9u5NtmZm+HNkpHOt1/tSggNCY5XVen1jfGSkqHbtOnzlwYNz396+fVGCI6pqEHin5+a+PuA4opOP/73+Bb+8adqhL4ANAAAAAElFTkSuQmCC) 23 23, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur68806 0.6s linear infinite forwards;
}
