Prime abc conjecture b == (a1)/(2^c)
Prime numbers generated by the prime abc conjecture when c=4: suppose a is positive, odd and not a multiple of 3 and b is the cycle length of a as defined below. Then if b == (a1)/(2^c) for some positive integer c then a is prime.
The cycle length of 2n1 is OEIS A179382(n).
Example:
11 = 5*2^1+1
11 (1,3, 7, 9, 5)
Prime numbers generated by the prime abc conjecture when c=4,see OEIS A225759.
Last fiddled with by ewmayer on 20130521 at 19:32
Reason: remove annoying xtralarge font
