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	new B → (((D → C) → B) → (B ∧ D → ((A → C ∨ D) ∨ (D ∨ B → D) → (C → (C → C))) ∨ D))
	intro
	intro
	intro
	cases 2
	cases 2
	left
	intro
	cases 2
	intro
	cases 2
	intro
	cases 2
	exact 10