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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur165566 0.66666666666667s linear infinite forwards;
}
