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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
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55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 32 32, auto;}
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}
div.testarea{
animation:rwdcur218076 0.9s linear infinite forwards;
}
