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CN-LEAGUE 1996 Problem 2

    For geometrical sequence (an)(a_n) , the first term a1=1536a_1=1536 , common ratio q=−12q=-\frac{1}{2} . Let πn=∏i=1nai\pi_n=\prod_{i=1}^n a_i , so the lagerest one in (πn)(\pi_n) is (A)π9(B)π11(C)π12(D)π13\text{(A)} \pi_9 \text{(B)} \pi_{11} \text{(C)} \pi_{12} \text{(D)} \pi_{13}

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