Re: This Month's Thought on Fermat's Last Theorem: 1

From: Keckman (keckman_at_welho.com)
Date: 10/05/04 

Date: Tue, 05 Oct 2004 07:21:22 +0300

On 4 Oct 2004 07:42:01 -0700, Randy Poe <poespam-trap@yahoo.com> wrote:

>
> Anyway, this statement:
>> If that's queue's length is supposed to be oo then there is item oo.
>
> is simply wrong. You keep saying it, but it's not true.
> That's what you're trying to PROVE, and you "prove" it
> by saying it over and over.
>

Lets put those queues to queue. Where we count as well as biggest item
_and_ amount of natural numbers.

1 = 1
1+1 = 2
1+1+1 = 3
.
.
.
Math today says that we get(if amount is supposed to be something that is
not finite)

1+1+1+1+...

Which if is infinite.

But math today says that there is oo amount of 1 in that queue allthough
the sum is finite.

So visible contradiction that any can be.

You can not prove to blind monkey nothing. Does it mean that nothing is
true? 

-- 
Petri Keckman

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