chore: add Nat.le_refl as simp theorem
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@ -179,6 +179,8 @@ protected theorem mul_left_comm (n m k : Nat) : n * (m * k) = m * (n * k) := by
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/- Inequalities -/
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attribute [simp] Nat.le_refl
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theorem succ_lt_succ {n m : Nat} : n < m → succ n < succ m :=
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succ_le_succ
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