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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur24885 1.1666666666667s linear infinite forwards;
}
