fix(library/data/int/div): int div
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@ -52,8 +52,6 @@ rfl
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notation [priority int.prio] a ≡ b `[mod `:100 c `]`:0 := a mod c = b mod c
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notation [priority int.prio] a ≡ b `[mod `:100 c `]`:0 := a mod c = b mod c
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lemma modulo.def (a b : ℤ) : a mod b = a - a div b * b := rfl
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/- div -/
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/- div -/
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theorem of_nat_div (m n : nat) : of_nat (m div n) = (of_nat m) div (of_nat n) :=
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theorem of_nat_div (m n : nat) : of_nat (m div n) = (of_nat m) div (of_nat n) :=
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