[WikiEN-l] Wikipedia:Paradoxes

[wjhonson at aol.com]

Point one.  I do not presuppose the existence of a single god who is 
omnipotent.  After all, if you believe in one omnipotent god, it 
doesn't take any leap to believe that that number may be more than one. 
  I tend to write without the use of capitals at times.  You assume my 
religious beliefs, but you're not correct.

Point two.  It is I believe a fallacy to claim that a group of atoms 
can be crushed.  What you are crushing is the space between the atoms.  
Once you have crushed them beyond that point, they tend to dissociate 
and become simply a neutron ball with no protons, perhaps an electron 
cloud or something surrounding the ball I suppose.  I would think the 
electrons would rather scatter or something.  Can you crush a neutron 
ball further?  I'm not personally very happy with the solutions to the 
issue of the black hole problems, but there you go.


-----Original Message-----
From: stevertigo <stvrtg at gmail.com>
To: English Wikipedia <wikien-l at lists.wikimedia.org>
Sent: Thu, Jul 30, 2009 1:42 pm
Subject: Re: [WikiEN-l] Wikipedia:Paradoxes










On Thu, Jul 30, 2009 at 10:41 AM, <WJhonson at aol.com> wrote:

> Not exactly my point.
> First god creates a regular stone, which god can do.
> Now we can all admit that god, once god has created a green stone, 
could
> change the color of the stone from green to red.

Hm. Read: Making a point decapitalizing "God" and rehashing with what
I've said before are nothing more than absurd assumptions about God's
capabilities.

In fact it doesn't look like these comments have much other point than
to use a decapitalized "God" such as to proudly flaunt both the
author's *atheasm, and thear supposedly great capacity to deal with
the entire concept of God as only an absurdism.

-Stevertigo

PS: BTW when I designed my own virtual world with completely realistic
physics, I never really had to add "crushability" as a "property" of
anything - *any sufficiently massive conglomerate of atoms can get
"crushed" by a pair of more sufficiently more massive ones.

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