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If p is a positive integer and p^2 is divisible by 12, then the largest positive integer that must divide p^3 is
(A) 2^3
(B) 2^6
(C) 3^3
(D) 6^3
(E) 12^2
(A) 2^3
(B) 2^6
(C) 3^3
(D) 6^3
(E) 12^2












