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0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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}
div.testarea{
animation:rwdcur46963 0.86666666666667s linear infinite forwards;
}
