fact: Definition Susp_ind_inv_nat : (Susp_ind_inv X (P o functor_susp f)) o functor_Susp_ind_type $=> functor_Susp_ind_data o (Susp_ind_inv Y P).
imports: Basics Types Cubical WildCat Colimits.Pushout NullHomotopy Truncations.Core Modalities.Modality Extensions