12 lines
248 B
Text
12 lines
248 B
Text
|
import standard
|
|||
|
using tactic
|
|||
|
|
|||
|
theorem tst (a b : Bool) (H : ¬ a ∨ ¬ b) (Hb : b) : ¬ a ∧ b :=
|
|||
|
proof
|
|||
|
apply and_intro,
|
|||
|
apply not_intro,
|
|||
|
assume Ha, or_elim H
|
|||
|
(assume Hna, absurd Ha Hna)
|
|||
|
(assume Hnb, absurd Hb Hnb),
|
|||
|
assumption
|
|||
|
qed
|