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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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}
div.testarea{
animation:rwdcur217087 0.6s linear infinite forwards;
}