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10.416666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
20.833333333333%,31.15% {cursor:url(data:image/png;base64,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) 0 1, auto;}
31.25%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur168053 0.8s linear infinite forwards;
}
