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35%,36.566666666667% {cursor:url(data:image/png;base64,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) 30 12, auto;}
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38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 30 12, auto;}
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}
div.testarea{
animation:rwdcur130444 2s linear infinite forwards;
}
