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+Set Universe Polymorphism.
+
+Polymorphic Definition id {A : Type} (a : A) := a.
+
+Eval vm_compute in id 1.
+
+Polymorphic Inductive ind (A : Type) := cons : A -> ind A.
+
+Eval vm_compute in ind unit.
+
+Check ind unit.
+
+Eval vm_compute in ind unit.
+
+Definition bar := Eval vm_compute in ind unit.
+Definition bar' := Eval vm_compute in id (cons _ tt).
+
+Definition bar'' := Eval native_compute in id 1.
+Definition bar''' := Eval native_compute in id (cons _ tt).
+
+Definition barty := Eval native_compute in id (cons _ Set).
+
+Definition one := @id.
+
+Monomorphic Definition sec := one.
+
+Eval native_compute in sec.
+Definition sec' := Eval native_compute in sec.
+Eval vm_compute in sec.
+Definition sec'' := Eval vm_compute in sec.
+
+