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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:rwdcur75657 1.05s linear infinite forwards;
}
