fact: Definition simplified_ind_pack@{i j|} {A : Type@{i}} {uip : UIP A} (B : A -> Type@{i}) (x : A) (p : B x) (G : p = p -> Type@{j}) (t : opaque_ind_pack_inv G 1) := Id_rew _ G t _ (@pr2_uip_refl A uip B x p).
imports: Coq.Program.Tactics Equations.Init Equations.Signature Equations.CoreTactics Equations.Type.Logic Equations.Type.Classes Equations.Type.EqDec