> sn't Benford's law just a phenomenon that indicates fit to a power law distribution? I think so. From the wikipedia article... > Benford's law tends to appl

> sn't Benford's law just a phenomenon that indicates fit to a power law distribution? I think so. From the wikipedia article... > Benford's law tends to apply most accurately to data that are distributed uniformly across several orders of magnitude. In this case they are using the second-digit Benford's law. Which just makes it more mysterious. At least to me.