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33.333333333333%,36.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
36.111111111111%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
38.888888888889%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur247834 1.8s linear infinite forwards;
}
