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1.1396011396011%,1.6094017094017% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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5.1282051282051%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur67837 17.55s linear infinite forwards;
}
