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AMC 8 2026 (Problem 18)

In how many ways can 60 be written as the sum of two or more consecutive odd positive integers that are arranged in increasing order?
(A)  1\text{(A)}\;1(B)  2\text{(B)}\;2(C)  3\text{(C)}\;3(D)  4\text{(D)}\;4(E)  5\text{(E)}\;5