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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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33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur245616 0.6s linear infinite forwards;
}