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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 19, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 19, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 19, auto;}
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}
div.testarea{
animation:rwdcur170335 0.7s linear infinite forwards;
}
