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10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur179648 3.1666666666667s linear infinite forwards;
}
