f (x) is relatively simple thing to do, but to inverse the procedure is much more difficult;
that is, given a remainder to find the value x which was orginally cubed. This procedure
is referred to as the computation of a modular cube root with mo dulus n. If the factors
of n are unknown and large, this is a di cult problem; however, if the factors p and q of
n are known then there is an e cient algorithm for computing modular cube roots.
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