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33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur120297 1.2s linear infinite forwards;
}
