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25%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur110461 0.8s linear infinite forwards;
}
