19405When might I expect a prime or relative prime?
- Jun 4, 2008Hi all,
Would you consider this list A of primes including 2;
A = [2,3,5,7,11]
Then consider a number n.
n has these properties:
It is an even integer.
It is not divisible by any of the odd members of A.
Consider adding successively larger integer values x to n.
x has these properties:
It is odd.
It is divisible by any integer not in A
Can anyone give me any limitations on the size of gap within which I
would expect one of these additions to result in a prime or
relatively prime number?
Cheers for any consideration.
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