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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur222614 0.6s linear infinite forwards;
}
