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Let f(z)be an entire function.We write Ω(α,β)={z|α≤argz≤β,|z|>0},M(γ,Ω(α,β),f)=sup α≤θ≤β {|f(reiθ)|},Ω(α,β)={z|α≤argz≤β,|z|>0},In 1920s,Nevanlinna had proved the following theorem.