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10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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25%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,32.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,46.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur81656 1.8666666666667s linear infinite forwards;
}
