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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur243049 1.1666666666667s linear infinite forwards;
}
