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From: 100% Original Musatov on 2 May 2010 11:22
The number symbol for a quantity of ten did not necessarily have to be
expressed by two digits. This decision was made by us, so it may be a
problem.

I claim P equals NP equals equals zero when N equals ten.

Here is my proof:

Let P equal ZERO.
Let N equal TEN.

ZERO equals TEN multiplied by ZERO, proving P equaled NP and the
product of P and NP equals ZERO when N is any set of integers and P is
ZERO.

I anticipate some snickers and pokes from the sci.math folks--for the
simplificity--but stand by my approach as unique and innovative,
warranting further investigation.

Thanks,

Musatov
http://meami.org
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