naxiom pA : A.
nlemma baz : ∀P,Q:CProp[0].(A → P) → (And A P → Q) → Q.
-nauto depth=4;
-nqed.
\ No newline at end of file
+nauto depth=3;
+nqed.
+
+nlemma traz:
+ ∀T:Type[0].
+ ∀And: CProp[0] → CProp[0] → CProp[0] → CProp[0].
+ ∀And_elim : ∀a,b,c.a → b → c → And a b c.
+ ∀C: T → T → T → CProp[0].
+ ∀B: T → T → CProp[0].
+ ∀A: T → CProp[0].
+ ∀a,b,c:T.
+ ∀p2:A b.
+ ∀p1:A a.
+ ∀p3:B a b.
+ ∀p3:B b b.
+ ∀p4:B b a.
+ ∀p3:B a a.
+ ∀p5:C a a a.
+ (λx,y,z:T.And (A x) (B x y) (C x y z)) ???.
+##[ #T; #And; #And_intro; #A; #B; #C; #a; #b; #p1; #p2; #p3; #p4; #p5;
+ #p6; #p7; nauto;
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