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63.636363636364%,81.718181818182% {cursor:url(data:image/png;base64,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) 18 13, auto;}
81.818181818182%,99.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
}
div.testarea{
animation:rwdcur216462 0.91666666666667s linear infinite forwards;
}
