RE: primes as far as the eye can see, discrete continua

[Tyler Durden]

What about where N=1?
I don't understand. You can only have an infinite number (or number of 
progressions) where the number of numbers in a number is inifinite.

-TD
From: "Major Variola (ret)" <[EMAIL PROTECTED]>
To: "[EMAIL PROTECTED]" <[EMAIL PROTECTED]>
Subject: primes as far as the eye can see, discrete continua
Date: Tue, 07 Dec 2004 19:45:24 -0800
Saw in a recent _Science_ that Ben Green of Cambridge proved
that for any N, there are an infinite number of evenly spaced
progressions
of primes that are N numbers long.   He got a prize for that.  Damn
straight.
Now back to the decline of the neo-roman empire...