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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;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur96652 1.05s linear infinite forwards;
}
