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94.957983193277%,97.378991596639% {cursor:url(data:image/png;base64,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) 7 33, auto;}
97.478991596639%,99.9% {cursor:url(data:image/png;base64,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) 7 33, auto;}
}
div.testarea{
animation:rwdcur145484 3.9666666666667s linear infinite forwards;
}
