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-rw-r--r--test-suite/bugs/closed/3690.v75
1 files changed, 35 insertions, 40 deletions
diff --git a/test-suite/bugs/closed/3690.v b/test-suite/bugs/closed/3690.v
index fd9640b8..fa30132a 100644
--- a/test-suite/bugs/closed/3690.v
+++ b/test-suite/bugs/closed/3690.v
@@ -3,49 +3,44 @@ Set Printing Universes.
Set Universe Polymorphism.
Definition foo (a := Type) (b := Type) (c := Type) := Type.
Print foo.
-(* foo =
-let a := Type@{Top.1} in
-let b := Type@{Top.2} in let c := Type@{Top.3} in Type@{Top.4}
- : Type@{Top.4+1}
-(* Top.1
- Top.2
- Top.3
- Top.4 |= *) *)
-Check @foo. (* foo@{Top.5 Top.6 Top.7
-Top.8}
- : Type@{Top.8+1}
-(* Top.5
- Top.6
- Top.7
- Top.8 |= *) *)
+(* foo@{Top.2 Top.3 Top.5 Top.6 Top.8 Top.9 Top.10} =
+let a := Type@{Top.2} in let b := Type@{Top.5} in let c := Type@{Top.8} in Type@{Top.10}
+ : Type@{Top.10+1}
+(* Top.2 Top.3 Top.5 Top.6 Top.8 Top.9 Top.10 |= Top.2 < Top.3
+ Top.5 < Top.6
+ Top.8 < Top.9
+ *)
+ *)
+Check @foo. (* foo@{Top.11 Top.12 Top.13 Top.14 Top.15 Top.16
+Top.17}
+ : Type@{Top.17+1}
+(* Top.11 Top.12 Top.13 Top.14 Top.15 Top.16 Top.17 |= Top.11 < Top.12
+ Top.13 < Top.14
+ Top.15 < Top.16
+ *)
+ *)
Definition bar := ltac:(let t := eval compute in foo in exact t).
-Check @bar. (* bar@{Top.13 Top.14 Top.15
-Top.16}
- : Type@{Top.16+1}
-(* Top.13
- Top.14
- Top.15
- Top.16 |= *) *)
-(* The following should fail, since [bar] should only need one universe. *)
-Check @bar@{i j}.
+Check @bar. (* bar@{Top.27}
+ : Type@{Top.27+1}
+(* Top.27 |= *) *)
+
+Check @bar@{i}.
Definition baz (a := Type) (b := Type : a) (c := Type : b) := a -> c.
Definition qux := Eval compute in baz.
-Check @qux. (* qux@{Top.24 Top.25
-Top.26}
- : Type@{max(Top.24+1, Top.26+1)}
-(* Top.24
- Top.25
- Top.26 |= Top.25 < Top.24
- Top.26 < Top.25
- *) *)
-Print qux. (* qux =
-Type@{Top.21} -> Type@{Top.23}
- : Type@{max(Top.21+1, Top.23+1)}
-(* Top.21
- Top.22
- Top.23 |= Top.22 < Top.21
- Top.23 < Top.22
- *) *)
+Check @qux. (* qux@{Top.38 Top.39 Top.40
+Top.41}
+ : Type@{max(Top.38+1, Top.41+1)}
+(* Top.38 Top.39 Top.40 Top.41 |= Top.38 < Top.39
+ Top.40 < Top.38
+ Top.41 < Top.40
+ *) *)
+Print qux. (* qux@{Top.34 Top.35 Top.36 Top.37} =
+Type@{Top.34} -> Type@{Top.37}
+ : Type@{max(Top.34+1, Top.37+1)}
+(* Top.34 Top.35 Top.36 Top.37 |= Top.34 < Top.35
+ Top.36 < Top.34
+ Top.37 < Top.36
+ *) *)
Fail Check @qux@{Set Set}.
Check @qux@{Type Type Type Type}.
(* [qux] should only need two universes *)