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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur162245 0.81666666666667s linear infinite forwards;
}
