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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;}
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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;}
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}
div.testarea{
animation:rwdcur213861 0.6s linear infinite forwards;
}
