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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 39 10, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 39 10, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 39 10, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 39 10, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 39 10, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 39 10, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 39 10, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 39 10, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 39 10, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 39 10, auto;}
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}
div.testarea{
animation:rwdcur189983 0.9s linear infinite forwards;
}
