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Let fff be a function from Z+\mathbb{Z}^+Z+ to Z∗\mathbb{Z}^*Z∗ such that
Find the smallest value of nnn such that f(n)=1994f(n)=1994f(n)=1994.
Notation: Z+\mathbb Z^+ Z+ denotes the set of positive integers, and Z∗\mathbb{Z}^*Z∗ denotes the set of non-negative integers.
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