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0.39486673247779%,0.49230009871668% {cursor:url(data:image/png;base64,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) 23 21, auto;}
0.59230009871668%,0.68973346495558% {cursor:url(data:image/png;base64,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) 23 21, auto;}
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0.98716683119447%,1.0846001974334% {cursor:url(data:image/png;base64,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) 23 21, auto;}
1.1846001974334%,1.2820335636723% {cursor:url(data:image/png;base64,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) 23 21, auto;}
1.3820335636723%,99.9% {cursor:url(data:image/png;base64,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) 23 21, auto;}
}
div.testarea{
animation:rwdcur197180 16.883333333333s linear infinite forwards;
}
