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[20], with the approximation m2 ∼ m1, we can express the maximal asymmetry as ϵmax = max y 3 16π M1 v2 m2 3 − m2 1 ˜m1 sinh 2y s 1 − 2 ˜m1 − (m1 + m3)cosh 2y m3 − m1 2

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