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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur196789 0.6s linear infinite forwards;
}