In message <[EMAIL PROTECTED]>, "Ma
gnus Danielson" writes:

>Everything is arbitrary as base scale and division.

Uhm no.

All bases larger than 2 are arbitrary and all scalings are arbitrary.

But base 2 represents the fundamental counting system, and as such is
is unique.

This has been acknowledged since Leibnitz.

However, following the subsequent mathematical proof that the choice
of base makes no difference to any kind of math, apart from expense
of ink and paper to write the numbers, base-2 was left alone until
somebody much later got the heritical idea to drive thermionic
valves way pas their linear behaviour.

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