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12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur239868 1.3333333333333s linear infinite forwards;
}
