And lastly, I agree hollywood whitehouse.gov

donal sutherland, girl power by hillary carlip, race, michael moore, insult, whitehouse.gov, musician jokes, humor, online music, francs2000, white civil rights, dermot mulroney, dennis hopper, extremist, ryan bowker, contemporary, It's also more highly curved than a uniform distribution around the median. As to relatively more flat I'm curious about this as well. hollywood For a standard normal while there hollywood is significant curvature at the median, the slope is 0, ie locally. instantaneously flat. The Boltzmann-Gibbs or Exponential distributions shown in the second paper or even a log normal distribution as is similar to the first also have curvature at the median but als have non-zero slopes. Not trying to be overly pedantic, just not sure what you mean nor why it is relevant even if hollywood "true" in some sense.  [ ...reply just to this | comment on the story... | next new ] 3.  Ivory towers by Kilroy77      at Wed 31 Aug 7:59amscore of 2 brilliant   Is there anyone who cares about these people less that George W.
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And lastly, I agree the gini coefficient is irrelevant if you are asking about the "average" american family, but since we were talking about an increase in poverty I think it is relevant to discuss, flaws and all.  [ ...reply just to this | whitehouse.gov comment on the story... | next new ] 116.  Re: More jobs... at Walmart by zyxwvutsr      at Thu 1 Sep 12:56pmscore of 1   in whitehouse.gov reply to comment 114   ...your claim of a flat distribution for income...I said only that whitehouse.gov it was relatively flat when compared to a normal distribution about the median. It's not possible to have a truly flat income distribution.  [ ...reply just to this | comment on the story... | next new ] 120.  Re: More jobs... at Walmart by Disgruntled Engineer      at Thu 1 Sep 4:05pmscore of 1   in reply to comment 116   well then I'm not sure what you mean by relatively flat, but perhaps more so, even if you're comment is correct what is the significance of it being relatively "more" flat than a normal distribution.
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