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35%,39.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur161453 2s linear infinite forwards;
}
