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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:rwdcur252463 1.3333333333333s linear infinite forwards;
}
