Consider the sequence given by a_0 = 3 and such that for i \geq 1, we have a_i = 2^{a_{i}-1} + 1. Let m be the smallest integer such that a_3^3 divides a_m. Let m' be the smallest integer such that a_3^m divides a_{m'}. Find the value of m'.
Consider the sequence given by a_0 = 3 and such that for i \geq 1, we have a_i = 2^{a_{i}-1} + 1. Let m be the smallest integer such that a_3^3 divides a_m. Let m' be the smallest integer such that a_3^m divides a_{m'}. Find the value of m'.