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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;}
41.666666666667%,51.983333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur168051 0.8s linear infinite forwards;
}
