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6.25%,12.4% 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18.75%,24.9% 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50%,56.15% 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1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur52327 2.6666666666667s linear infinite forwards;
}
