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6.6666666666667%,13.233333333333% 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53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
60%,66.566666666667% 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86.666666666667%,93.233333333333% 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3 15, auto;}
93.333333333333%,99.9% 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ofB+Zh/uenCw6xQuGw8oEYbdH4M2bRMhY2Ay9hfpWlx+lz3hFNwBnNPgaKMD8+Cm+Zfsxi5UvCJWIdV11wsPqA7sA3LU1epFf+BcjBnO0S4RL+Zh75/wXplTHzhJ/wE/5v4H8BlRn0EHrIfNgAAAAASUVORK5CYII=) 3 15, auto;}
}
div.testarea{
animation:rwdcur144662 0.75s linear infinite forwards;
}
