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10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur214731 1s linear infinite forwards;
}
