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7.9545454545455%,15.809090909091% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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88.636363636364%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur13152 1.4666666666667s linear infinite forwards;
}
