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37.777777777778%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.888888888889%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,41.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.111111111111%,42.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur44012 15s linear infinite forwards;
}