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Regarding s and n as fixed for the moment and using the modify of results in [4], we have ∑ r = 0 s - 1 ∑ θ = s n G ( n, θ + 1 ) F ( n, r ) < 2 M 1 δ - 1 λ μ ( n - s ). for some constant M1 > 0. Since M1 is independent of the choice of s and n, this holds for all n≥s≥0.
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