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Re: Godels theorems end in paradox
Posted:
Feb 3, 2013 12:31 PM


On Feb 3, 3:09 pm, Aatu Koskensilta <aatu.koskensi...@uta.fi> wrote:
> As an account of the first incompleteness theorem this is of course a > huge improvement over Australia's leading erotic poet's attempt, but > taken literally  and when it comes to these matters we should strive > to say things that are, literally speaking, true and accurate  it is > more or less nonsense nevertheless.
Please explain. What I wrote is of course the starting point only, but it is completely accurate.



