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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 23 14, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 23 14, auto;}
}
div.testarea{
animation:rwdcur89357 1.8s linear infinite forwards;
}
