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exists exists proof. --meami.orgbothumanand/orbooleanlogicprooftruth-
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[pring~~trf--
Aatu Koskensilta wrote:
> William Hughes <wpihughes(a)hotmail.com> writes:
>
> > I could not see how to formalize the proof without writing down a
> > Goedel sentence.
I do.

-God = el sentence + I did. ==simple math

X = x - (x+1) + x + 2 Let x+1=y Let x + 2 = z math booklets

>
> Why?
Why what? Why ask why? Why what what? What what what what?
The proof as usually presented does not involve writing down any
2lessthansymbols=<<>>-2greaterthansymbols G[this space for lease.
Small 1by1 unit. No parking. By the beach. $1MM payable form check
from Clay Mathematics Institute to cure childhood cancer�]delete
[nothing] sentence.[Except th(a)at what ois not t[here] it['>]t[here].
See it now? Note that the theorem is of the form "for all formal
=greaterthansymbol==> theories T meeting certain criteria [what
criteria is]there [?] is a Greaterthansymbol=sentence G such that
>-greaterthansymbol . is a Greaterthansymbol=sentence G such that-@=th...". Obviously we [who?] can't [what?] expect q=[what]? to prove such general statement by
>=gretelaziness exhibiting a particular formula.
>
> > That=Th(a)space=there is no thing+space intrinsically wrong with an "in - formal proof".= proof in + formol(a)ureadithere1st
>
> Yes, but what is the relevance of this observation?
All truth exists independent of agreement or obseervance to make up a
word meshing seer and observance.

All mathematical
> proofs can be formalised, after all.
Of course all proof exists after all all exists exists after all silly
God with his El problems!
>
> --
> Aatu Koskensilta (aatu.koskensilta(a)uta.fi)
>
> "Wovon mann nicht sprechen kann, dar�ber muss man schweigen"enicaphi=Connection Information
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[Tt=ranslate]a
> - Ludwig Wittgenstein, Tractatus Logico-Philosophicus

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