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33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 8, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur224613 0.6s linear infinite forwards;
}
