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0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 13, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 13, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 13, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur243044 0.81666666666667s linear infinite forwards;
}
