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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur205945 0.6s linear infinite forwards;
}
