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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur18094 1.1666666666667s linear infinite forwards;
}
