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50%,74.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur238900 0.33333333333333s linear infinite forwards;
}
