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This paper proves that: Let f be an entire function of finite order λ on Cn. Then(1) ∑ 5(a, f) ≤ 1 - k(λ), where k(λ) is a nonnegative constant depending only on λ;a∈C(2) If ∑a∈Cδ(a, f) = 1, then λ is a positive integer and equals the lower order of f.