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Re: Would you call this a paradox?

by Pubkeybreaker <pubkeybreaker@[EMAIL PROTECTED] > Jul 7, 2008 at 11:21 AM

On Jun 25, 7:36=A0am, Frederick Williams <frederick.willia...@[EMAIL PROTECTED]
>
wrote:
> Doug Wedel wrote:
> > ineluctably to the conclusion that information is at its maximum in
ran=
dom
> > numbers.
>
> Let's suppose that the digits of pi are "random", i.e. that pi is
> normal. =A0

They are not the same.




 19 Posts in Topic:
Would you call this a paradox?
 "Doug Wedel" &l  2008-06-24 12:17:59 
Re: Would you call this a paradox?
 William Elliot <marsh@  2008-06-24 21:15:58 
Re: Would you call this a paradox?
 "Doug Wedel" &l  2008-06-25 08:39:38 
Re: Would you call this a paradox?
 Frederick Williams <fr  2008-06-25 12:36:41 
Re: Would you call this a paradox?
 "Doug Wedel" &l  2008-06-25 08:36:34 
Re: Would you call this a paradox?
 "Peter Webb" &l  2008-07-07 13:01:45 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-06-25 06:42:08 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-06-25 12:48:50 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-07-07 10:40:43 
Re: Would you call this a paradox?
 Pubkeybreaker <pubkeyb  2008-07-07 11:21:01 
Re: Would you call this a paradox?
 Pubkeybreaker <pubkeyb  2008-07-07 11:21:20 
Re: Would you call this a paradox?
 "Peter Webb" &l  2008-07-08 12:24:48 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-07-08 02:11:22 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-07-08 10:32:53 
Re: Would you call this a paradox?
 "AngleWyrm" <  2008-07-11 00:43:35 
Re: Would you call this a paradox?
 kunzmilan <kunzmilan@[  2008-07-12 00:42:36 
Re: Would you call this a paradox?
 "Mike Terry" &l  2008-07-12 15:04:47 
Re: Would you call this a paradox?
 "AngleWyrm" <  2008-07-26 21:28:51 
Re: Would you call this a paradox?
 hagman <google@[EMAIL   2008-07-28 03:51:21 

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localhost-V2008-12-19 Wed Jan 7 16:51:19 PST 2009.