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10.810810810811%,13.413513513514% {cursor:url(data:image/png;base64,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) 31 0, auto;}
13.513513513514%,16.116216216216% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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97.297297297297%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur108176 2.4666666666667s linear infinite forwards;
}
