(* Completely unrestricted case *)
(* begin good_foo *)
Inductive goodFoo : nat -> Foo -> Prop :=
| GoodFoo : forall n foo,  goodFoo n foo.(* Completely unrestricted case *)
(* begin good_foo *)
Inductive goodFoo : nat -> Foo -> Prop :=
| GoodFoo : forall n foo,  goodFoo n foo.(* Need to write it as 'fun x => goodFoo 0 x'. Sadly, 'goodFoo 0' doesn't work *)
Definition g : G (option Foo) := @arbitrarySizeST _ (fun x => goodFoo 0 x) _ 4.

Lemma genGoodFoo_equality' : genGoodFoo = genGoodFoo''.