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In this paper, we prove that for a transcendental entire function f(z) of finite order such that λ(f−a(z))<σ(f), where a(z) is an entire function and satisfies σ(a(z))<1, n is a positive integer and if Δηnf(z) and f(z) share the function a(z) CM, where η (∈C) satisfies Δηnf(z)≢0, then

A note on entire functions and their differences