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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 22, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 22, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 22, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 23 22, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 22, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
}
div.testarea{
animation:rwdcur230925 0.81666666666667s linear infinite forwards;
}
