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45%,46.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur225813 3s linear infinite forwards;
}
