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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur258447 0.81666666666667s linear infinite forwards;
}
