refactor(library/algebra/group_power): open namespaces in the "right" order
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@ -92,7 +92,7 @@ theorem pow_inv_comm (a : A) : ∀m n, (a⁻¹)^m * a^n = a^n * (a⁻¹)^m
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end nat
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open int
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open nat int algebra
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definition ipow (a : A) : ℤ → A
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| (of_nat n) := a^n
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