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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur15751 1.6333333333333s linear infinite forwards;
}
