Integers congruent to last two decimal digits mod 23
N belongs to Z, that is N can be every positive, negative or 0 integer.
let be m the last two digits of N
so for exampe if N=9345, m=45
is it possible to find with a program the numbers N congruent to m mod 23?
Is it possible to extend this to other primes p different from 23?
Last fiddled with by enzocreti on 20200303 at 10:14
