You've lost me there, Marcus.

A base-20 system in which the radix value is integrally divisible by 3?

Perhaps you could explain how.

Or, perhaps, you meant to say base-30.

(Those brain farts must really be catching.)

Bill Potts, CMS
Roseville, CA
http://metric1.org [SI Navigator]

-----Original Message-----
From: [EMAIL PROTECTED] [mailto:[EMAIL PROTECTED]]On
Behalf Of Ma Be
Sent: Saturday, January 05, 2002 23:44
To: U.S. Metric Association
Subject: [USMA:17255] Re: The number twelve and the universe!!


On Sat, 05 Jan 2002 01:11:36
 Adam Baranski wrote:
>>From: "Adrian Jadic" <[EMAIL PROTECTED]>
>>It took man a lot of time to develop mathematics well beyond counting eggs
>>and fruits in the market to realize that the 12 base system is limited and
>>that the 10-base is better.
>
>The base 12 system is not limited in any way from a mathematical point of
>view. As a matter of fact, it's more versatile than the base 10 system. A
>group of 12 items divides neatly by 2, 3, 4 and 6. 10 devides only by 2 and
>5.
>...
I'm sorry, but after watching this discussion and the above reply I felt I
had to add my 2-cents worth, too.

This issue of limitation or not, or versatility or not is really not that
determinant.  If the availability of division factors is so important, heck,
let's use 20-base system then since it would be far more "versatile".
Notice that this particular base would be divisible by 3 different *pure
prime* numbers (2,3,5) plus the 4, and 10, for a total of 5, hence much more
flexible.  So, where would this end???

The fact of the matter is that while on one side one could gain on
"versatility" on the other one would add *complexity* to the counting
system.  And as I've mentioned some time ago, there are studies I've heard
that demonstrate that our brain is a lot more efficient when it deals with a
maximum of 10 "objects".  Therefore, all in all, the base 10 is the best
"compromise" when it comes to a counting system.  Therefore, let's please
leave it at that, shall we?

Now back to metrication...  ;-)

Marcus


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