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10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur150611 0.8s linear infinite forwards;
}
