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	new (C ∨ F → G) → (F ∨ B → (A ∧ C → B ∧ D ∨ (D ∨ D → D)))
	intro
	intro
	intro
	cases 2
	cases 2
	right
	intro
	cases 2
	cases 1
	cases 7
	exact 12
	exact 13
	cases 7
	exact 14
	exact 15