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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur196794 0.6s linear infinite forwards;
}
