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Let f and g be nonconstant meromorphic functions sharing four values a 1,…a 4. If every simple a v -point of f is an a v -point of f with multiplicity at least three (v=1, …,4) then f=L∘F∘,h and g=L∘G∘,h, where L is a Möbius transformationh is an entire function and F and G are given pair of elliptic functions sharing the values 0, 1, ∞ and -1 DM.
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