> Now, this implies that for no 0<N<2kp, 2^N=1 mod (2kp + 1) That depends on whether 2 is a primitive root of 2kp+1. If 2kp+1=11, p=5, 2 is a primitive root and 2^p is -1. If 2kp+1=7, p=3, it isn't, and 2^p is 1. phma ________________________________________________________________ Unsubscribe & list info -- http://www.scruz.net/~luke/signup.htm
- Re: Mersenne: Factoring Anonymous
- Re: Mersenne: Factoring Anonymous
- Re: Mersenne: Factoring Anonymous