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+Require Import Coq.Unicode.Utf8.
+
+Section test.
+Context (very_very_long_type_name1 : Type) (very_very_long_type_name2 : Type).
+Context (f : very_very_long_type_name1 -> very_very_long_type_name2 -> Prop).
+
+Lemma test : True -> True ->
+ forall (x : very_very_long_type_name1) (y : very_very_long_type_name2),
+ f x y /\ f x y /\ f x y /\ f x y /\ f x y /\ f x y.
+Proof. Show. Abort.
+
+Lemma test : True -> True ->
+ forall (x : very_very_long_type_name2) (y : very_very_long_type_name1)
+ (z : very_very_long_type_name2),
+ f y x /\ f y z.
+Proof. Show. Abort.
+
+Lemma test : True -> True ->
+ forall (x : very_very_long_type_name2) (y : very_very_long_type_name1)
+ (z : very_very_long_type_name2),
+ f y x /\ f y z /\ f y x /\ f y z /\ f y x /\ f y z.
+Proof. Show. Abort.
+
+Lemma test : True -> True ->
+ exists (x : very_very_long_type_name1) (y : very_very_long_type_name2),
+ f x y /\ f x y /\ f x y /\ f x y /\ f x y /\ f x y.
+Proof. Show. Abort.
+End test.