fact: Definition istrunc_pforall `{Univalence} {m n : trunc_index} (X : pType@{u}) {iscX : IsConnected m.+1 X} (Y : pFam@{u v} X) {istY : forall x, IsTrunc (n +2+ m) (Y x)} : IsTrunc@{w} n (pForall X Y).
imports: Basics Types WildCat Truncations Pointed.Core Pointed.pEquiv Pointed.Loops Pointed.pModality