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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67616 1.05s linear infinite forwards;
}
