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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur79846 0.58333333333333s linear infinite forwards;
}
