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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur202499 1.3333333333333s linear infinite forwards;
}
