Question: Consider the following algorithm, where f ( n ) : n 2 3 n + 2 . Input: n in Z . ( 1 )

Consider the following algorithm, where f (n) : n23n +2.
Input: n in Z.
(1) If f (n)=0, output n and stop. Otherwise, go to step (2).
(2) Replace n by f (n)%5 and go back to step (1).
Prove that this algorithm terminates for every choice of input.

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