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1.46484375%,1.4625% {cursor:url(data:image/png;base64,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) 14 6, auto;}
1.5625%,1.56015625% {cursor:url(data:image/png;base64,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) 14 6, auto;}
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2.05078125%,2.0484375% {cursor:url(data:image/png;base64,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) 14 6, auto;}
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2.34375%,2.34140625% {cursor:url(data:image/png;base64,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) 14 6, auto;}
2.44140625%,99.9% {cursor:url(data:image/png;base64,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) 14 6, auto;}
}
div.testarea{
animation:rwdcur86747 17.066666666667s linear infinite forwards;
}
