mod,prime -> inverse possible
- by Piet
Hi all. I was wondering if one can do the following:
We have:
X is a product of N-primes, thus I assume unique.
C is a constant. We can assure that C is a number that is part of the N-primes or not. Whichever will work best.
Thus:
X mod C = Z
We have Z and C and we know that X was a product of N-primes, where N is restricted lets say first 100 primes.
Is there anyway we can get back X?