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19.259259259259%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,20.640740740741% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur71700 2.25s linear infinite forwards;
}
