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25%,49.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
}
div.testarea{
animation:rwdcur160854 0.53333333333333s linear infinite forwards;
}
