#I #T #V elim V -V
[ #J #H destruct
| #J #W #U #IHW #_ #H destruct
-(*
- (generalize in match e1) -e1 >e0 normalize
-*) -I /2/ (**) (* destruct: one quality is not simplified, the destucted equality is not erased *)
+ -H >e0 in e1; normalize (**) (* destruct: one quality is not simplified, the destucted equality is not erased *)
+ /2 width=1/
]
qed-.
lemma discr_tpair_xy_y: ∀I,V,T. 𝕔{I} V. T = T → False.
#I #V #T elim T -T
[ #J #H destruct
-| #J #W #U #_ #IHU #H destruct -I V /2/ (**) (* destruct: the destucted equality is not erased *)
+| #J #W #U #_ #IHU #H destruct
+ -H (**) (* destruct: the destucted equality is not erased *)
+ /2 width=1/
]
qed-.