attach 📖 | CompOp | 55 mathmath: Finsupp.sum_indicator_index_eq_sum_attach, pimage_eq_image_filter, attach_cons, SupIndep.attach, attach_eq_univ, attach_nonempty_iff, Algebra.adjoin_attach_biUnion, sum_attach_eq_sum_dite, attach_eq_empty_iff, attach_insert, disjiUnion_disjiUnion, inf_sup, Submodule.span_attach_biUnion, mem_attach, sum_erase_attach, attach_affineCombination_coe, Finpartition.bind_parts, CategoryTheory.Limits.ProductsFromFiniteCofiltered.finiteSubproductsCocone_π_app_eq_sum, sum_attach, sup_attach, Finsupp.prod_attach_index, Set.PairwiseDisjoint.attach, inf_attach, Finsupp.prod_indicator_index_eq_prod_attach, coe_attach, sup_inf, prod_attach_univ, prod_erase_attach, card_attach, univ_eq_attach, Finpartition.card_bind, Finsupp.indicator_eq_sum_attach_single, Equiv.finsetSubtypeComm_symm_apply, prod_coe_sort_eq_attach, prod_attach_eq_prod_dite, prod_powerset_cons, Nonempty.attach, Finsupp.sum_attach_index, attach_affineCombination_of_injective, supIndep_attach, attach_val, prod_attach, sum_attach_univ, prod_sum, finsuppAntidiag_insert, CategoryTheory.Limits.CoproductsFromFiniteFiltered.finiteSubcoproductsCocone_ι_app_eq_sum, filter_attach, attach_map_val, attach_empty, Units.mk0_prod, filter_attach', sum_powerset_cons, sum_coe_sort_eq_attach, attach_image_val, Holor.sum_unitVec_mul_slice
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