Question: Given the following large, integer constants that can reasonably be assumed to be prime: A, B, C, D and N where v1, v2, and w

Given the following large, integer constants that can reasonably be assumed to be prime:

A, B, C, D and N

where

v1,

v2, and w represent unknowns that are bounded by N as below:

1 < v1 < N

1 < v2 < N

1 < w < N

provide a general solution to the following system of linear congruences:

v1 = (A * w + B) mod N

v2 = (C * w + D) mod N

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