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81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur87764 2.0166666666667s linear infinite forwards;
}
