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  "```lean\nNat.succ (n : Nat) : Nat\n```\n***\nThe successor function on natural numbers, `succ n = n + 1`.\nThis is one of the two constructors of `Nat`. Using `succ n` should usually\nbe avoided in favor of `n + 1`, in order to remain compatible with the simp\nnormal form defined by `Nat.succ_eq_add_one`. \n***\n*import Init.Prelude*",
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  "```lean\nNat.succ (n : Nat) : Nat\n```\n***\nThe successor function on natural numbers, `succ n = n + 1`.\nThis is one of the two constructors of `Nat`. Using `succ n` should usually\nbe avoided in favor of `n + 1`, in order to remain compatible with the simp\nnormal form defined by `Nat.succ_eq_add_one`. \n***\n*import Init.Prelude*",
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  "```lean\nNat.succ (n : Nat) : Nat\n```\n***\nThe successor function on natural numbers, `succ n = n + 1`.\nThis is one of the two constructors of `Nat`. Using `succ n` should usually\nbe avoided in favor of `n + 1`, in order to remain compatible with the simp\nnormal form defined by `Nat.succ_eq_add_one`. \n***\n*import Init.Prelude*",
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  "```lean\nNat.succ (n : Nat) : Nat\n```\n***\nThe successor function on natural numbers, `succ n = n + 1`.\nThis is one of the two constructors of `Nat`. Using `succ n` should usually\nbe avoided in favor of `n + 1`, in order to remain compatible with the simp\nnormal form defined by `Nat.succ_eq_add_one`. \n***\n*import Init.Prelude*",
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