equivShrink π | CompOp | 60 mathmath: CategoryTheory.Limits.Types.Small.productIso_hom_comp_eval, CategoryTheory.Limits.Types.Small.productIso_hom_comp_eval_apply, CategoryTheory.CountableCategory.instObjAsType, CategoryTheory.FunctorToTypes.shrinkMap_app, CategoryTheory.ShrinkHoms.id_def, equivShrink_symm_div, equivShrink_symm_sub, Shrink.linearEquiv_symm_apply, CommRing.Pic.mul_eq_tensor, equivShrink_top, CategoryTheory.Subobject.wideCospan_map_term, equivShrink_symm_bot, CategoryTheory.Limits.Types.Small.productIso_inv_comp_Ο, CommRing.Pic.inv_eq_dual, equivShrink_symm_zero, CommRing.Pic.mk_eq_iff, CommRing.Pic.mk_eq_self, CommRing.Pic.mapAlgebra_apply, CommRing.Pic.ext_iff, CommRing.Pic.instFreeAsModuleOfNat, Shrink.ext_iff, equivShrink_symm_top, CategoryTheory.FunctorToTypes.shrink_map, CategoryTheory.CountableCategory.instLocallySmallObjAsType, equivShrink_div, CategoryTheory.Limits.Types.Small.productIso_inv_comp_Ο_apply, equivShrink_mul, Shrink.algEquiv_apply, CategoryTheory.Limits.Types.Small.limitCone_pt_ext_iff, CategoryTheory.Limits.Types.Small.limitCone_Ο_app, Shrink.toEquiv_homeomorph, CategoryTheory.Equalizer.Presieve.Arrows.compatible_iff_of_small, CategoryTheory.Limits.Types.Small.limitConeIsLimit_lift, AlgebraicGeometry.Scheme.IsLocallyDirected.glueDataΞΉ_naturality, equivShrink_lt_equivShrink, equivShrink_add, CategoryTheory.CountableCategory.instCountableHomObjAsType, Shrink.continuousLinearEquiv_symm_apply, equivShrink_symm_add, Shrink.rec_equivShrink, orderIsoShrink_apply, Shrink.continuousLinearEquiv_apply, orderIsoShrink_symm_apply, CategoryTheory.Subobject.leInfCone_Ο_app_none, equivShrink_inv, CategoryTheory.ShrinkHoms.comp_def, CategoryTheory.ShrinkHoms.inverse_map, equivShrink_smul, equivShrink_le_equivShrink, CategoryTheory.ShrinkHoms.functor_map, equivShrink_neg, equivShrink_symm_mul, equivShrink_symm_inv, equivShrink_symm_one, Shrink.linearEquiv_apply, equivShrink_symm_neg, equivShrink_symm_smul, equivShrink_bot, Shrink.algEquiv_symm_apply, equivShrink_sub
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