Page 1 of 1

### A Conjecture

Posted: Tue Apr 03, 2018 11:57 pm
Prove that for every prime $$p > 2$$,there exists a prime $$q < p$$ such that $$p-q = 2^n$$ for some $n \in N_0$.

### Re: A Conjecture

Posted: Wed Apr 04, 2018 10:17 pm
Doesn't work when $p=127$.