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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur219093 0.6s linear infinite forwards;
}
