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13.04347826087%,15.117391304348% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.217391304348%,17.291304347826% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
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}
