%------------------------------------------------------------------------------ % File : SPASS-SCL---0.1 % Problem : CAT033+4 : TPTP v9.2.1. Released v3.4.0. % Transfm : none % Format : tptp % Command : /export/starexec/sandbox2/solver/bin/execute.py 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % Computer : n025.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 300s % DateTime : Thu May 7 07:18:53 PM UTC 2026 % Result : Unknown 11.97s 3.35s % Output : None % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----No solution output by system %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.00/0.12 % Problem : CAT033+4 : TPTP v9.2.1. Released v3.4.0. % 0.13/0.13 % Command : /export/starexec/sandbox2/solver/bin/execute.py 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 0.16/0.34 % Computer : n025.cluster.edu % 0.16/0.34 % Model : x86_64 x86_64 % 0.16/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.16/0.34 % Memory : 8042.1875MB % 0.16/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.16/0.34 % CPULimit : 300 % 0.16/0.34 % WCLimit : 300 % 0.16/0.34 % DateTime : Thu May 7 14:10:37 EDT 2026 % 0.16/0.34 % CPUTime : % 0.16/0.34 SPASS-SCL-FOL version: % 0.20/0.43 SPASS-SCL-FOL 0.1 (595c0c7b1) [parallel mode] % 11.93/3.05 Starting: ./SPASS-SCL-FOL --heuristics_normal -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 11.93/3.05 Starting: ./SPASS-SCL-FOL --heuristics_resolution_1 -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 11.93/3.05 Starting: ./SPASS-SCL-FOL --heuristics_resolution_2 -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 11.93/3.05 Starting: ./SPASS-SCL-FOL --heuristics_resolution_3 -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 11.93/3.05 Starting: ./SPASS-SCL-FOL --heuristics_lmodel_grow -t 300 /export/starexec/sandbox2/benchmark/theBenchmark.p % 11.93/3.05 Execution normal ended with status: gaveup % 11.93/3.05 Execution resolution_1 ended with status: gaveup % 11.93/3.05 Execution resolution_2 ended with status: gaveup % 11.93/3.05 Execution resolution_3 ended with status: gaveup % 11.93/3.05 Execution lmodel_grow ended with status: gaveup % 11.93/3.05 No successful execution. % 11.93/3.05 % 11.93/3.05 Input Clauses: % 11.97/3.34 % 11.97/3.34 Predicates: r2_hidden = r1_tarski r2_tarski p1_s1_tarski v1_xboole_0 r1_xboole_0 r2_xboole_0 r3_xboole_0 p1_s1_xboole_0 p1_s2_xboole_0 p1_s3_xboole_0 m1_subset_1 p1_s1_subset_1 p1_s2_subset_1 p1_s3_subset_1 p1_s4_subset_1 m2_subset_1 r1_subset_1 r2_subset_1 v1_setfam_1 v2_setfam_1 r1_setfam_1 r2_setfam_1 v1_relat_1 v3_relat_1 v2_relat_1 p1_s1_relat_1 v1_funct_1 v2_funct_1 p1_s1_funct_1 p1_s2_funct_1 r1_relat_2 r2_relat_2 r3_relat_2 r4_relat_2 r5_relat_2 r6_relat_2 r7_relat_2 r8_relat_2 v1_relat_2 v2_relat_2 v3_relat_2 v4_relat_2 v5_relat_2 v6_relat_2 v7_relat_2 v8_relat_2 v3_ordinal1 v1_ordinal1 v2_ordinal1 v5_ordinal1 r1_ordinal1 v4_ordinal1 m1_ordinal1 v6_ordinal1 p1_s1_ordinal1 p1_s2_ordinal1 v1_wellord1 r1_wellord1 v2_wellord1 r2_wellord1 r3_wellord1 r4_wellord1 m1_relset_1 m2_relset_1 p1_s1_relset_1 p1_s2_relset_1 v1_partfun1 r1_partfun1 p1_s1_partfun1 p1_s2_partfun1 p1_s3_partfun1 p1_s4_partfun1 p1_s5_partfun1 r1_wellord2 r2_wellord2 p1_s1_wellord2 p1_s2_wellord2 v1_funct_2 v3_funct_2 v2_funct_2 p1_s1_funct_2 p1_s3_funct_2 p1_s5_funct_2 p1_s7_funct_2 p1_s9_funct_2 p1_s14_funct_2 p1_s1_funct_3 p1_s5_domain_1 p2_s5_domain_1 p1_s6_domain_1 p2_s6_domain_1 p1_s1_domain_1 p1_s2_domain_1 p1_s3_domain_1 p1_s4_domain_1 p1_s7_domain_1 p1_s8_domain_1 p1_s9_domain_1 p1_s10_domain_1 p2_s10_domain_1 v1_binop_1 v2_binop_1 v3_binop_1 r1_binop_1 r2_binop_1 r3_binop_1 r4_binop_1 r5_binop_1 r6_binop_1 r7_binop_1 p1_s1_binop_1 v1_funcop_1 v1_ordinal2 r1_ordinal2 v2_ordinal2 v3_ordinal2 v4_ordinal2 p1_s1_ordinal2 r1_arytm_3 r2_arytm_3 r3_arytm_3 p1_s1_arytm_3 p1_s2_arytm_3 r1_arytm_2 v1_finset_1 p1_s1_finset_1 p1_s2_finset_1 v4_finsub_1 v1_finsub_1 v3_finsub_1 v2_finsub_1 v1_setwiseo p1_s1_setwiseo p1_s2_setwiseo p1_s3_setwiseo p1_s4_setwiseo v1_fraenkel m1_fraenkel m2_fraenkel p1_s23_fraenkel p1_s24_fraenkel p1_s26_fraenkel p1_s27_fraenkel p1_s1_fraenkel p2_s1_fraenkel p1_s2_fraenkel p2_s2_fraenkel p1_s3_fraenkel p2_s3_fraenkel p1_s4_fraenkel p2_s4_fraenkel p1_s6_fraenkel p1_s8_fraenkel p2_s8_fraenkel p1_s9_fraenkel p2_s9_fraenkel p2_s11_fraenkel p1_s11_fraenkel p1_s12_fraenkel p2_s12_fraenkel p1_s16_fraenkel p2_s16_fraenkel p2_s19_fraenkel p1_s19_fraenkel p1_s5_fraenkel p1_s7_fraenkel p1_s10_fraenkel p2_s13_fraenkel p1_s13_fraenkel p1_s14_fraenkel p2_s14_fraenkel p1_s15_fraenkel p2_s15_fraenkel p1_s17_fraenkel p1_s18_fraenkel p1_s20_fraenkel v1_xcmplx_0 v1_xreal_0 v2_xreal_0 v3_xreal_0 r1_xreal_0 p1_s1_real_1 p1_s1_square_1 p2_s1_square_1 r1_nat_1 p1_s1_nat_1 p1_s2_nat_1 p1_s3_nat_1 p1_s4_nat_1 p1_s5_nat_1 p1_s6_nat_1 p1_s7_nat_1 v1_int_1 r1_int_1 r2_int_1 p1_s1_int_1 p1_s2_int_1 p1_s3_int_1 p1_s4_int_1 p1_s5_int_1 p1_s6_int_1 v1_rat_1 v5_membered v4_membered v3_membered v2_membered v1_membered p1_s1_membered p1_s2_membered p1_s3_membered p1_s4_membered p1_s5_membered v1_card_1 v2_card_1 p1_s1_card_1 p1_s2_card_1 v1_finseq_1 m1_finseq_1 v2_finseq_1 m2_finseq_1 p1_s1_finseq_1 p1_s3_finseq_1 p1_s4_finseq_1 p1_s5_finseq_1 v1_zf_lang v2_zf_lang v3_zf_lang v4_zf_lang v5_zf_lang v6_zf_lang v7_zf_lang v8_zf_lang v9_zf_lang v10_zf_lang v11_zf_lang r1_zf_lang r2_zf_lang r3_zf_lang p1_s1_zf_lang p1_s2_zf_lang r1_zf_model r2_zf_model v1_zf_model p1_s4_zf_model r1_zf_colla r2_zf_colla m1_orders_1 v1_orders_1 v2_orders_1 v3_orders_1 r1_orders_1 r2_orders_1 r3_orders_1 r4_orders_1 r5_orders_1 r6_orders_1 r7_orders_1 r8_orders_1 r9_orders_1 p1_s1_orders_1 p1_s2_orders_1 m1_eqrel_1 p1_s1_eqrel_1 v1_trees_1 v2_trees_1 m4_trees_1 m1_trees_1 m2_trees_1 m3_trees_1 p1_s1_trees_1 m1_finseq_2 m2_finseq_2 p1_s2_finseq_2 p1_s1_recdef_1 p1_s2_recdef_1 p1_s5_recdef_1 p1_s6_recdef_1 p1_s7_recdef_1 p1_s9_recdef_1 p1_s10_recdef_1 p1_s14_recdef_1 p1_s15_recdef_1 p1_s16_recdef_1 p1_s18_recdef_1 p1_s20_recdef_1 p1_s22_recdef_1 v1_classes1 v2_classes1 r1_classes1 v1_card_3 p1_s2_card_3 p1_s3_card_3 p1_s4_card_3 v1_classes2 m1_ordinal4 m2_ordinal4 r1_finseqop v1_finseqop r1_zfmodel1 r2_zfmodel1 p1_s1_zf_lang1 v1_zf_refle p1_s1_zf_refle p1_s2_zf_refle p1_s3_zf_refle p1_s5_zf_refle r1_zfrefle1 r2_zfrefle1 r3_zfrefle1 r4_zfrefle1 p1_s1_zfrefle1 m1_qc_lang1 v1_qc_lang1 v2_qc_lang1 v3_qc_lang1 v4_qc_lang1 v5_qc_lang1 v6_qc_lang1 p1_s1_qc_lang1 p1_s2_qc_lang1 v1_qc_lang2 v2_qc_lang2 v3_qc_lang2 v4_qc_lang2 r1_qc_lang2 r2_qc_lang2 r3_qc_lang2 v1_cqc_lang p1_s1_cqc_lang m1_pboole m3_pboole m4_pboole r1_pboole r2_pboole r4_pboole r5_pboole r6_pboole r7_pboole r3_pboole m2_pboole p1_s2_pboole p1_s3_pboole v1_pboole v2_pboole v1_seq_1 p1_s2_seq_1 p1_s3_seq_1 v3_seq_2 v1_seq_2 v2_seq_2 v4_seq_2 v1_prob_1 m1_prob_1 m3_prob_1 v2_prob_1 v3_prob_1 m2_prob_1 m4_prob_1 p1_s1_wellset1 v1_seqm_3 v3_seqm_3 v2_seqm_3 v4_seqm_3 v5_seqm_3 v7_seqm_3 v6_seqm_3 m1_seqm_3 v1_seq_4 v2_seq_4 v3_seq_4 v1_margrel1 v2_margrel1 m1_margrel1 m2_margrel1 m3_margrel1 r1_margrel1 p1_s1_margrel1 p1_s2_margrel1 p1_s3_margrel1 v1_prob_2 r1_prob_2 r2_prob_2 v2_prob_2 v3_rcomp_1 v2_rcomp_1 m1_rcomp_1 v1_rcomp_1 p1_s1_rcomp_1 p1_s1_multop_1 p1_s2_multop_1 p1_s5_multop_1 p1_s6_multop_1 r1_finseq_4 r2_finseq_4 v1_cqc_the1 r1_cqc_the1 r2_cqc_the1 r3_cqc_the1 v2_cqc_the1 r1_partfun2 p1_s1_partfun2 p1_s2_partfun2 r1_rfunct_1 r2_rfunct_1 r3_rfunct_1 v1_valuat_1 m1_valuat_1 r1_valuat_1 r2_valuat_1 r1_rfunct_2 r2_rfunct_2 r3_rfunct_2 r4_rfunct_2 r5_rfunct_2 r1_fcont_1 r2_fcont_1 r3_fcont_1 r1_fcont_2 v1_fdiff_1 v2_fdiff_1 v3_fdiff_1 r1_fdiff_1 r2_fdiff_1 v1_limfunc1 v2_limfunc1 v3_limfunc1 v4_limfunc1 v5_limfunc1 v6_limfunc1 v7_limfunc1 v8_limfunc1 r1_limfunc2 r2_limfunc2 r3_limfunc2 r4_limfunc2 r5_limfunc2 r6_limfunc2 r1_limfunc3 r2_limfunc3 r3_limfunc3 p1_s1_scheme1 p1_s6_scheme1 p2_s6_scheme1 p1_s7_scheme1 p2_s7_scheme1 p1_s8_scheme1 p1_s9_scheme1 p2_s9_scheme1 p3_s9_scheme1 p1_s10_scheme1 p2_s10_scheme1 p3_s10_scheme1 p1_s11_scheme1 p2_s11_scheme1 p3_s11_scheme1 p4_s11_scheme1 p1_s12_scheme1 p2_s12_scheme1 p1_s13_scheme1 p2_s13_scheme1 p3_s13_scheme1 p1_s14_scheme1 p2_s14_scheme1 p3_s14_scheme1 p4_s14_scheme1 p1_s15_scheme1 p2_s15_scheme1 p1_s16_scheme1 p2_s16_scheme1 p3_s16_scheme1 p1_s17_scheme1 p2_s17_scheme1 p1_s18_scheme1 p2_s18_scheme1 p3_s18_scheme1 p1_s19_scheme1 p2_s19_scheme1 p3_s19_scheme1 p1_s20_scheme1 p2_s20_scheme1 p3_s20_scheme1 p4_s20_scheme1 p1_s21_scheme1 p1_s22_scheme1 p2_s22_scheme1 p3_s22_scheme1 v1_realset1 m4_realset1 r1_realset1 m1_realset1 r2_realset1 m2_realset1 m3_realset1 r1_rpr_1 v1_supinf_1 v2_supinf_1 v3_supinf_1 m3_supinf_1 r1_supinf_1 m1_supinf_1 m2_supinf_1 v4_supinf_1 v5_supinf_1 v6_supinf_1 p1_s1_supinf_1 v2_zf_fund1 v3_zf_fund1 v8_zf_fund1 v1_zf_fund1 v4_zf_fund1 v5_zf_fund1 v6_zf_fund1 v7_zf_fund1 p1_s1_schems_1 p1_s2_schems_1 p1_s3_schems_1 p2_s3_schems_1 p1_s4_schems_1 p2_s4_schems_1 p1_s5_schems_1 p2_s5_schems_1 p1_s6_schems_1 p2_s6_schems_1 p1_s7_schems_1 p2_s7_schems_1 p1_s8_schems_1 p2_s8_schems_1 p1_s9_schems_1 p2_s9_schems_1 p1_s10_schems_1 p2_s10_schems_1 p1_s11_schems_1 p2_s11_schems_1 p1_s12_schems_1 p1_s13_schems_1 p1_s14_schems_1 p1_s15_schems_1 p1_s16_schems_1 m1_seqfunc r1_seqfunc r2_seqfunc r3_seqfunc v1_comseq_1 v7_intpro_1 v1_intpro_1 v2_intpro_1 v3_intpro_1 v4_intpro_1 v5_intpro_1 v6_intpro_1 v8_intpro_1 v9_intpro_1 v10_intpro_1 r1_int_2 v1_int_2 r2_int_2 p1_s1_int_2 p1_s2_int_2 v1_prepower p1_s1_fdiff_2 v1_zf_fund2 v1_comseq_2 v2_comseq_2 r1_cfunct_1 v1_series_1 v2_series_1 v5_hilbert1 v1_hilbert1 v2_hilbert1 v3_hilbert1 v4_hilbert1 v6_hilbert1 v1_card_4 p1_s1_card_4 p1_s2_card_4 p1_s3_card_4 r1_fdiff_3 r2_fdiff_3 r3_fdiff_3 r4_fdiff_3 v1_comseq_3 v2_comseq_3 m1_comseq_3 v3_supinf_2 v1_supinf_2 v2_supinf_2 v5_supinf_2 m1_supinf_2 m2_supinf_2 r1_supinf_2 v6_supinf_2 v7_supinf_2 v4_supinf_2 v1_trees_2 m1_trees_2 v2_trees_2 v3_trees_2 m3_trees_2 m2_trees_2 p1_s1_trees_2 p1_s4_trees_2 p1_s5_trees_2 p2_s5_trees_2 p1_s6_trees_2 v1_card_5 r1_cfcont_1 r2_cfcont_1 v1_cfcont_1 p1_s1_cfcont_1 v1_measure1 m1_measure1 r1_measure1 m2_measure1 m3_measure1 r2_measure1 m4_measure1 p1_s1_measure1 m1_measure2 v1_measure2 v2_measure2 r1_measure3 m1_measure3 r1_cqc_sim1 r2_cqc_sim1 p1_s4_cqc_sim1 p1_s5_cqc_sim1 p1_s6_cqc_sim1 m1_toler_1 v1_toler_1 p1_s1_toler_1 m1_measure4 v1_measure5 v2_measure5 v3_measure5 v4_measure5 v5_measure5 p1_s1_measure5 v1_modal_1 v2_modal_1 v3_modal_1 v4_modal_1 m1_modal_1 m2_modal_1 p1_s1_modal_1 v1_trees_3 v2_trees_3 v3_trees_3 m4_trees_3 v4_trees_3 v5_trees_3 v6_trees_3 m9_trees_3 m8_trees_3 m1_trees_3 m2_trees_3 m3_trees_3 m5_trees_3 m6_trees_3 m7_trees_3 p1_s1_trees_4 m1_trees_4 v1_rfinseq r1_rfinseq m1_rfunct_3 m2_rfunct_3 r1_rfunct_3 r2_rfunct_3 v1_rearran1 v2_rearran1 v3_rearran1 r1_cqc_the3 r2_cqc_the3 r3_cqc_the3 r4_cqc_the3 r5_cqc_the3 r6_cqc_the3 r7_cqc_the3 m1_card_fil v2_card_fil v3_card_fil v1_card_fil v4_card_fil v5_card_fil v6_card_fil m2_card_fil r1_card_fil r2_card_fil r3_card_fil v7_card_fil r4_card_fil p1_s1_card_fil r1_card_lar r2_card_lar r3_card_lar v1_card_lar v2_card_lar v3_card_lar r4_card_lar m1_card_lar v5_card_lar v4_card_lar r1_binarith p1_s1_binarith r1_mesfunc1 r2_mesfunc1 v1_finseq_6 r1_mesfunc2 r2_mesfunc2 v1_pre_circ p1_s2_pre_circ p1_s1_pre_circ v1_trees_9 v2_trees_9 v3_trees_9 v4_trees_9 m1_trees_9 m1_measure7 m2_measure7 m1_qc_lang4 m2_qc_lang4 r1_pzfmisc1 v1_mssubfam v2_mssubfam v3_mssubfam v4_mssubfam v5_mssubfam v6_mssubfam p1_s1_mssubfam m1_rewrite1 v3_rewrite1 v1_rewrite1 v2_rewrite1 v8_rewrite1 v7_rewrite1 v9_rewrite1 v6_rewrite1 v5_rewrite1 v4_rewrite1 v10_rewrite1 r1_rewrite1 r2_rewrite1 r3_rewrite1 r4_rewrite1 r5_rewrite1 r6_rewrite1 r7_rewrite1 r8_rewrite1 r9_rewrite1 r10_rewrite1 r11_rewrite1 r12_rewrite1 r13_rewrite1 m2_rewrite1 p1_s1_rewrite1 p1_s2_rewrite1 v1_funct_7 m2_funct_7 r1_funct_7 m1_funct_7 p1_s5_funct_7 p1_s1_afinsq_1 p1_s3_afinsq_1 p1_s4_afinsq_1 v1_abian v2_abian r1_abian r2_abian r3_abian p1_s1_nat_2 p1_s2_nat_2 l1_struct_0 v1_struct_0 l2_struct_0 v2_struct_0 v3_struct_0 m1_struct_0 l1_incsp_1 v1_incsp_1 l2_incsp_1 v2_incsp_1 v5_incsp_1 r1_incsp_1 r2_incsp_1 r3_incsp_1 r4_incsp_1 r5_incsp_1 v3_incsp_1 v4_incsp_1 l1_cat_1 v1_cat_1 v2_cat_1 m1_cat_1 v3_cat_1 v4_cat_1 v5_cat_1 v6_cat_1 v7_cat_1 r1_cat_1 m2_cat_1 v8_cat_1 v9_cat_1 v10_cat_1 l1_net_1 v1_net_1 v2_net_1 r1_net_1 r2_net_1 l1_graph_1 v1_graph_1 v2_graph_1 v7_graph_1 v3_graph_1 v4_graph_1 v5_graph_1 v6_graph_1 m1_graph_1 v8_graph_1 v10_graph_1 m3_graph_1 r1_graph_1 r2_graph_1 r3_graph_1 m2_graph_1 r4_graph_1 p1_s1_graph_1 v9_graph_1 l1_lattices v1_lattices l2_lattices v2_lattices l3_lattices v3_lattices v10_lattices v4_lattices v5_lattices v6_lattices v7_lattices v8_lattices v9_lattices v11_lattices v12_lattices v13_lattices v14_lattices v15_lattices v16_lattices v17_lattices r1_lattices r2_lattices r3_lattices l1_pre_topc v1_pre_topc v2_pre_topc m1_pre_topc v4_pre_topc v3_pre_topc r1_pre_topc v5_pre_topc v1_tops_1 v2_tops_1 v3_tops_1 v4_tops_1 v5_tops_1 v6_tops_1 r1_connsp_1 v1_connsp_1 v2_connsp_1 r2_connsp_1 r3_connsp_1 r4_connsp_1 v1_tops_2 v2_tops_2 v3_tops_2 l1_rlvect_1 v1_rlvect_1 l2_rlvect_1 v2_rlvect_1 v3_rlvect_1 v4_rlvect_1 v5_rlvect_1 v6_rlvect_1 v7_rlvect_1 r1_rlvect_1 v8_rlvect_1 m1_rlsub_1 v1_rlsub_1 m2_rlsub_1 l1_group_1 v1_group_1 v3_group_1 v2_group_1 v4_group_1 v7_group_1 v5_group_1 v6_group_1 l1_vectsp_1 v1_vectsp_1 l2_vectsp_1 v2_vectsp_1 l3_vectsp_1 v3_vectsp_1 v6_vectsp_1 v7_vectsp_1 v8_vectsp_1 v9_vectsp_1 v10_vectsp_1 v4_vectsp_1 v5_vectsp_1 l4_vectsp_1 v11_vectsp_1 v12_vectsp_1 v13_vectsp_1 l1_parsp_1 v1_parsp_1 v2_parsp_1 m1_parsp_1 r1_parsp_1 l1_symsp_1 v1_symsp_1 v2_symsp_1 r1_symsp_1 v1_ortsp_1 r1_compts_1 v1_compts_1 v2_compts_1 v3_compts_1 v4_compts_1 v5_compts_1 v6_compts_1 l1_orders_2 v1_orders_2 v2_orders_2 v3_orders_2 v4_orders_2 v5_orders_2 r1_orders_2 r2_orders_2 r3_orders_2 m1_orders_2 m2_orders_2 m1_rlsub_2 r1_rlsub_2 l1_midsp_1 v1_midsp_1 v2_midsp_1 r1_midsp_1 r2_midsp_1 m1_midsp_1 l1_qmax_1 v1_qmax_1 v2_qmax_1 l2_qmax_1 v3_qmax_1 r1_qmax_1 r2_qmax_1 r3_qmax_1 r4_qmax_1 v1_parsp_2 r1_parsp_2 r2_parsp_2 r3_parsp_2 l1_funcsdom v1_funcsdom v2_funcsdom m1_rlvect_2 m2_rlvect_2 r1_rlvect_2 v1_realset2 v2_realset2 v3_realset2 v4_realset2 l1_analoaf v1_analoaf v2_analoaf v3_analoaf r1_analoaf r2_analoaf l1_metric_1 v1_metric_1 v6_metric_1 v7_metric_1 v8_metric_1 v9_metric_1 v2_metric_1 v3_metric_1 v4_metric_1 v5_metric_1 v1_diraf v2_diraf r1_diraf r2_diraf r3_diraf r1_aff_1 v1_aff_1 r2_aff_1 r3_aff_1 r4_aff_1 v1_aff_2 v2_aff_2 v3_aff_2 v4_aff_2 v5_aff_2 v6_aff_2 v7_aff_2 v8_aff_2 v9_aff_2 v10_aff_2 v11_aff_2 v12_aff_2 v13_aff_2 v14_aff_2 v1_aff_3 v2_aff_3 v3_aff_3 v4_aff_3 v5_aff_3 v6_aff_3 v7_aff_3 v8_aff_3 l1_collsp v1_collsp v2_collsp v3_collsp v4_collsp m1_collsp r1_collsp m2_collsp v1_pasch v2_pasch v3_pasch v4_pasch v5_pasch v6_pasch v1_tdgroup v2_tdgroup r1_tdgroup v1_transgeo r1_transgeo r2_transgeo r3_transgeo v2_transgeo v3_transgeo v4_transgeo v5_transgeo v6_transgeo v7_transgeo v8_transgeo p1_s1_transgeo m3_cat_2 m1_cat_2 r1_cat_2 m2_cat_2 v1_translac r1_anproj_1 r2_anproj_1 v1_anproj_2 v2_anproj_2 v3_anproj_2 v4_anproj_2 v5_anproj_2 v6_anproj_2 v7_anproj_2 v8_anproj_2 r1_anproj_2 r2_anproj_2 r3_anproj_2 r4_anproj_2 r5_anproj_2 v1_vectsp_2 v2_vectsp_2 l1_vectsp_2 v3_vectsp_2 l2_vectsp_2 v4_vectsp_2 v5_vectsp_2 v6_vectsp_2 v3_filter_0 m1_filter_0 v1_filter_0 v2_filter_0 r1_filter_0 v6_algstr_1 v2_algstr_1 v3_algstr_1 v4_algstr_1 v5_algstr_1 v1_algstr_1 v7_algstr_1 v8_algstr_1 v11_algstr_1 v9_algstr_1 v10_algstr_1 v1_rlvect_3 m1_rlvect_3 m1_group_2 r1_group_2 m1_vectsp_4 v1_vectsp_4 m2_vectsp_4 r1_vectsp_5 m1_vectsp_5 m1_vectsp_6 m2_vectsp_6 r1_vectsp_6 v1_vectsp_7 m1_vectsp_7 l1_analmetr v1_analmetr v2_analmetr v3_analmetr r1_analmetr r2_analmetr r3_analmetr r4_analmetr r5_analmetr r6_analmetr v4_analmetr r7_analmetr r8_analmetr r9_analmetr r11_analmetr r10_analmetr v1_group_3 r1_group_3 r2_group_3 r3_group_3 r4_group_3 r5_group_3 r6_group_3 v1_lattice2 r1_lattice2 r1_projdes1 r2_projdes1 v1_group_4 v2_group_4 p1_s2_group_4 p1_s1_group_4 m1_connsp_2 m2_connsp_2 r1_connsp_2 v1_connsp_2 r2_connsp_2 v2_connsp_2 l1_normsp_1 v1_normsp_1 v2_normsp_1 v4_normsp_1 v3_normsp_1 v1_algseq_1 r1_algseq_1 r1_homothet v1_afvect0 r1_afvect0 r2_afvect0 r3_afvect0 r4_afvect0 v1_complsp1 v2_complsp1 p1_s1_complsp1 p1_s2_complsp1 v2_sub_metr v3_sub_metr v1_sub_metr r1_sub_metr m1_metric_2 r1_metric_2 r3_metric_2 r2_metric_2 r4_metric_2 v1_incproj v2_incproj v3_incproj v4_incproj v5_incproj v6_incproj v7_incproj v9_incproj v10_incproj v11_incproj m1_incproj r1_incproj r2_incproj r3_incproj r4_incproj v8_incproj v1_afvect01 r1_afvect01 r2_afvect01 r1_normform v1_o_ring_1 v2_o_ring_1 v3_o_ring_1 v4_o_ring_1 v5_o_ring_1 v6_o_ring_1 v7_o_ring_1 v8_o_ring_1 v9_o_ring_1 v10_o_ring_1 v11_o_ring_1 v12_o_ring_1 v13_o_ring_1 l1_algstr_3 v1_algstr_3 v2_algstr_3 v1_lmod_5 m1_rmod_2 v1_rmod_2 m2_rmod_2 r1_rmod_3 m1_rmod_4 m2_rmod_4 r1_rmod_4 v1_rmod_5 l1_geomtrap v1_geomtrap v2_geomtrap v3_geomtrap v4_geomtrap v5_geomtrap r1_geomtrap r2_geomtrap r1_projred2 m1_projred2 v1_conaffm v2_conaffm v3_conaffm v4_conaffm v5_conaffm v6_conaffm v7_conaffm v1_conmetr v2_conmetr v3_conmetr v4_conmetr v5_conmetr v6_conmetr v7_conmetr v8_conmetr v1_papdesaf v2_papdesaf v3_papdesaf v4_papdesaf v5_papdesaf v6_papdesaf v1_semi_af1 r1_semi_af1 r2_semi_af1 r3_semi_af1 r4_semi_af1 r5_semi_af1 v1_aff_4 r1_aff_4 r2_aff_4 r1_heyting1 l1_prelamb v1_prelamb l2_prelamb v9_prelamb v10_prelamb v2_prelamb v3_prelamb v4_prelamb v5_prelamb v6_prelamb r1_prelamb v7_prelamb m1_prelamb v8_prelamb r2_prelamb r3_prelamb m2_prelamb m1_oppcat_1 v1_euclmetr v2_euclmetr v3_euclmetr v4_euclmetr v5_euclmetr v6_euclmetr v7_euclmetr m1_filter_1 m2_filter_1 r1_filter_1 p1_s1_filter_1 p1_s2_filter_1 p1_s3_filter_1 p1_s4_filter_1 p1_s5_filter_1 p1_s6_filter_1 v1_conmetr1 v2_conmetr1 v3_conmetr1 v4_conmetr1 v5_conmetr1 v6_conmetr1 m2_nat_lat m1_nat_lat p1_s1_group_5 v2_nattra_1 r1_nattra_1 m1_nattra_1 r2_nattra_1 m2_nattra_1 v1_nattra_1 r3_nattra_1 m3_nattra_1 m4_nattra_1 r4_nattra_1 v1_matrix_1 m1_matrix_1 m2_matrix_1 p1_s2_matrix_1 v2_pcomps_1 v3_pcomps_1 v1_pcomps_1 r1_pcomps_1 v1_midsp_2 l1_midsp_2 v2_midsp_2 v3_midsp_2 r1_midsp_2 r2_midsp_2 m1_ali2 l1_bhsp_1 v1_bhsp_1 v2_bhsp_1 r1_bhsp_1 v1_bhsp_2 v1_bhsp_3 r1_bhsp_3 r2_bhsp_3 v2_bhsp_3 m1_bhsp_3 v3_bhsp_3 v4_bhsp_3 v1_ens_1 v1_borsuk_1 m1_borsuk_1 v2_borsuk_1 v3_borsuk_1 r1_borsuk_1 r2_borsuk_1 v2_tbsp_1 v3_tbsp_1 v5_tbsp_1 v6_tbsp_1 v1_tbsp_1 v4_tbsp_1 l1_grcat_1 v2_grcat_1 v3_grcat_1 m1_grcat_1 v4_grcat_1 v5_grcat_1 m5_grcat_1 m4_grcat_1 v1_grcat_1 m3_grcat_1 r1_grcat_1 m2_grcat_1 p1_s1_grcat_1 p1_s2_grcat_1 m6_grcat_1 m7_grcat_1 v1_group_6 m1_group_6 v2_group_6 v3_group_6 v4_group_6 r1_group_6 r2_group_6 l1_mod_2 v2_mod_2 v3_mod_2 m1_mod_2 v1_mod_2 v2_mod_3 v1_mod_3 m1_mod_3 r1_analort r2_analort m1_topmetr v1_topmetr r1_topmetr v2_topmetr v5_topreal1 r1_topreal1 v1_topreal1 v2_topreal1 v3_topreal1 v4_topreal1 p1_s1_topreal1 p2_s1_topreal1 v1_gr_cy_1 r1_isocat_1 r2_isocat_1 m1_isocat_1 l1_ringcat1 v2_ringcat1 v1_ringcat1 v3_ringcat1 m1_ringcat1 v4_ringcat1 v5_ringcat1 m4_ringcat1 r1_ringcat1 m3_ringcat1 r2_ringcat1 m2_ringcat1 m5_ringcat1 m1_modcat_1 m3_modcat_1 m5_modcat_1 m4_modcat_1 r1_modcat_1 m2_modcat_1 m6_modcat_1 v1_metric_6 r1_metric_6 r2_metric_6 v1_topreal2 v1_tsep_1 r1_tsep_1 r2_tsep_1 r3_tsep_1 r4_tsep_1 l1_e_siec v1_e_siec v2_e_siec v3_e_siec l1_lang1 v1_lang1 l2_lang1 v2_lang1 v3_lang1 v4_lang1 r1_lang1 r2_lang1 r3_lang1 v1_bhsp_4 v2_bhsp_4 v3_bhsp_4 v1_cat_3 v2_cat_3 m1_cat_3 r1_cat_3 r2_cat_3 m2_cat_3 r3_cat_3 r4_cat_3 v1_matrix_2 m1_matrix_2 m2_matrix_2 m3_matrix_2 v2_matrix_2 v3_matrix_2 v1_lattice3 v2_lattice3 v3_lattice3 v4_lattice3 v5_lattice3 v6_lattice3 r1_lattice3 r2_lattice3 r3_lattice3 r4_lattice3 p1_s1_lattice3 p1_s2_lattice3 r1_tmap_1 l1_midsp_3 v1_midsp_3 m1_midsp_3 v2_midsp_3 r1_midsp_3 r2_midsp_3 r3_midsp_3 r4_midsp_3 m2_midsp_3 r1_lmod_6 v1_dirort v2_dirort v3_dirort v4_dirort v5_dirort v6_dirort r1_dirort r2_dirort m1_mod_4 v14_mod_4 v1_mod_4 v2_mod_4 v3_mod_4 v4_mod_4 v5_mod_4 v6_mod_4 v7_mod_4 v8_mod_4 v9_mod_4 v10_mod_4 v11_mod_4 v12_mod_4 v13_mod_4 m2_mod_4 r1_mod_4 r2_mod_4 r3_mod_4 r4_mod_4 v15_mod_4 v16_mod_4 v17_mod_4 v18_mod_4 v1_tdlat_2 v2_tdlat_2 v3_tdlat_2 p1_s1_pcomps_2 p1_s2_pcomps_2 p2_s2_pcomps_2 p1_s3_pcomps_2 p2_s3_pcomps_2 r1_topreal4 v1_topreal4 v2_topreal4 v1_goboard1 v3_goboard1 v4_goboard1 v5_goboard1 v6_goboard1 r1_goboard1 p1_s1_goboard1 v2_goboard1 r1_goboard4 v1_jordan1 v2_jordan1 v1_tdlat_3 v2_tdlat_3 v3_tdlat_3 v4_tdlat_3 v5_tdlat_3 l1_ami_1 v1_ami_1 v2_ami_1 v4_ami_1 v3_ami_1 v6_ami_1 v5_ami_1 v8_ami_1 v7_ami_1 v10_ami_1 v13_ami_1 m1_ami_1 v11_ami_1 v12_ami_1 v9_ami_1 r1_ami_1 v14_ami_1 m2_ami_1 l1_cat_4 v2_cat_4 v3_cat_4 l2_cat_4 v5_cat_4 v6_cat_4 v1_cat_4 v4_cat_4 r1_vfunct_1 r1_tsep_2 r2_tsep_2 r3_tsep_2 r4_tsep_2 l1_petri v1_petri v3_petri v5_petri m1_petri v2_petri v4_petri l1_fin_topo v1_fin_topo v2_fin_topo r1_fin_topo v3_fin_topo v4_fin_topo v5_fin_topo v6_fin_topo v1_unialg_1 v2_unialg_1 l1_unialg_1 v3_unialg_1 v4_unialg_1 v5_unialg_1 v6_unialg_1 v7_unialg_1 v8_unialg_1 v1_coh_sp v1_monoid_0 v2_monoid_0 v10_monoid_0 v13_monoid_0 v16_monoid_0 v17_monoid_0 v11_monoid_0 v12_monoid_0 v14_monoid_0 v15_monoid_0 m1_monoid_0 m2_monoid_0 m3_monoid_0 v3_monoid_0 v4_monoid_0 v5_monoid_0 v6_monoid_0 v7_monoid_0 v8_monoid_0 v9_monoid_0 m5_monoid_0 m7_monoid_0 p1_s2_monoid_0 p1_s4_monoid_0 m4_monoid_0 m6_monoid_0 p1_s1_monoid_1 m1_prvect_1 m2_prvect_1 v1_prvect_1 m1_lmod_7 m3_lmod_7 m4_lmod_7 m6_lmod_7 m7_lmod_7 m9_lmod_7 p1_s1_lmod_7 m2_lmod_7 m5_lmod_7 m8_lmod_7 p1_s6_lmod_7 p1_s7_lmod_7 p1_s8_lmod_7 p1_s9_lmod_7 p2_s10_lmod_7 p1_s10_lmod_7 p1_s5_lmod_7 v1_tops_3 m3_unialg_2 v2_unialg_2 m1_unialg_2 r1_unialg_2 m2_unialg_2 r2_unialg_2 v1_unialg_2 v2_hahnban v1_hahnban v3_hahnban v4_hahnban v5_hahnban v7_hahnban v6_hahnban m2_lattice4 m1_lattice4 v1_lattice4 v2_lattice4 v3_lattice4 r1_lattice4 r2_lattice4 r3_lattice4 r4_lattice4 m3_lattice4 v1_ami_3 m1_ami_3 r1_ami_3 r2_ami_3 r3_ami_3 r4_ami_3 p1_s1_ami_3 p1_s2_ami_3 m1_scm_1 r1_boolmark r2_boolmark v1_dtconstr v2_dtconstr v3_dtconstr m2_dtconstr m1_dtconstr p1_s1_dtconstr p1_s2_dtconstr p1_s7_dtconstr v1_pralg_1 v2_pralg_1 v3_pralg_1 m1_pralg_1 v4_pralg_1 r1_alg_1 r2_alg_1 r3_alg_1 r4_alg_1 r5_alg_1 m1_alg_1 r6_alg_1 v1_freealg v3_freealg m1_freealg v2_freealg v1_tex_2 v2_tex_2 v5_tex_2 v3_tex_2 v4_tex_2 p1_s1_tex_2 v1_tex_3 v2_tex_3 v3_tex_3 v4_tex_3 v1_ami_5 v2_ami_5 v1_bintree1 v2_bintree1 v3_bintree1 p1_s1_bintree1 p1_s2_bintree1 r1_boolealg r2_boolealg r3_boolealg l1_msualg_1 v1_msualg_1 v2_msualg_1 l2_msualg_1 v3_msualg_1 l3_msualg_1 v4_msualg_1 v5_msualg_1 v6_msualg_1 v2_msualg_2 m1_msualg_2 v1_msualg_2 r1_msualg_2 v3_msualg_2 v1_pralg_2 m2_pralg_2 m1_pralg_2 v1_msualg_3 v2_msualg_3 r1_msualg_3 r2_msualg_3 r3_msualg_3 r4_msualg_3 r5_msualg_3 r6_msualg_3 v2_msafree m1_msafree v1_msafree v2_t_0topsp r1_t_0topsp v1_t_0topsp v1_msualg_4 m1_msualg_4 v3_msualg_4 v4_msualg_4 v2_msualg_4 l1_quantal1 v2_quantal1 l2_quantal1 v3_quantal1 v6_quantal1 v4_quantal1 v5_quantal1 v7_quantal1 v8_quantal1 v9_quantal1 v10_quantal1 v12_quantal1 v13_quantal1 v14_quantal1 l3_quantal1 v19_quantal1 v20_quantal1 v21_quantal1 v1_quantal1 v11_quantal1 v16_quantal1 v17_quantal1 v18_quantal1 v15_quantal1 p1_s2_quantal1 p1_s1_quantal1 v1_toprns_1 v2_toprns_1 v3_toprns_1 v1_sppol_1 v2_sppol_1 r1_sppol_1 v3_sppol_1 r2_sppol_1 p1_s1_sppol_1 p1_s2_sppol_1 v4_tex_4 v1_tex_4 v2_tex_4 v3_tex_4 m1_tsp_1 m2_tsp_1 v1_tsp_1 v2_tsp_1 v3_tsp_1 v2_tsp_2 v1_tsp_2 r1_projpl_1 r2_projpl_1 r3_projpl_1 v1_projpl_1 r4_projpl_1 r5_projpl_1 m1_projpl_1 l1_sgraph1 v1_sgraph1 m1_sgraph1 r1_sgraph1 r2_sgraph1 m2_sgraph1 r3_sgraph1 r4_sgraph1 p1_s1_sgraph1 v1_grsolv_1 r1_filter_2 m2_filter_2 m1_filter_2 r2_filter_2 v1_filter_2 v1_cat_5 v2_cat_5 v3_cat_5 v4_cat_5 m1_cat_5 p1_s1_cat_5 p1_s2_cat_5 l1_fsm_1 v1_fsm_1 l2_fsm_1 v2_fsm_1 l3_fsm_1 v3_fsm_1 v5_fsm_1 v7_fsm_1 r1_fsm_1 r2_fsm_1 r3_fsm_1 r4_fsm_1 r5_fsm_1 r6_fsm_1 v4_fsm_1 r7_fsm_1 v6_fsm_1 r1_sppol_2 v1_goboard5 v2_goboard5 v9_pscomp_1 v10_pscomp_1 v7_pscomp_1 v8_pscomp_1 v1_pscomp_1 v2_pscomp_1 v3_pscomp_1 v4_pscomp_1 p1_s1_pscomp_1 v5_pscomp_1 v6_pscomp_1 m1_msaterm m2_msaterm m3_msaterm m4_msaterm r1_msaterm p1_s1_msaterm p1_s2_msaterm p1_s3_msaterm m1_decomp_1 v1_decomp_1 v2_decomp_1 v3_decomp_1 v4_decomp_1 v5_decomp_1 v6_decomp_1 v7_decomp_1 v8_decomp_1 v9_decomp_1 v10_decomp_1 v11_decomp_1 v12_decomp_1 v13_decomp_1 v14_decomp_1 v15_decomp_1 v16_decomp_1 v17_decomp_1 v18_decomp_1 v19_decomp_1 v1_msafree1 m1_msafree1 p1_s3_msafree1 r1_msuhom_1 v1_msafree2 v2_msafree2 v4_msafree2 v3_msafree2 v5_msafree2 m1_msafree2 m1_autalg_1 m2_autalg_1 m1_cantor_1 m2_cantor_1 l1_altcat_1 v1_altcat_1 l2_altcat_1 v6_altcat_1 v7_altcat_1 v10_altcat_1 v2_altcat_1 v11_altcat_1 v12_altcat_1 v8_altcat_1 v9_altcat_1 v13_altcat_1 v14_altcat_1 v3_altcat_1 v4_altcat_1 v5_altcat_1 v1_circuit2 v3_circcomb v5_circcomb v1_circcomb v2_circcomb m1_circcomb v4_circcomb v6_circcomb r1_circcomb r2_circcomb v1_graph_2 v2_graph_2 v3_graph_2 m1_graph_2 r1_graph_2 r2_graph_2 p1_s1_graph_2 m1_vectsp_8 m2_vectsp_8 m3_vectsp_8 m4_vectsp_8 m1_unialg_3 m2_unialg_3 v1_index_1 m1_index_1 v2_index_1 v3_index_1 m3_index_1 m4_index_1 m2_index_1 m5_index_1 v1_matrlin v2_matrlin m1_matrlin v1_urysohn1 m1_urysohn1 v1_facirc_1 v2_facirc_1 v3_facirc_1 r1_facirc_1 v1_cohsp_1 v2_cohsp_1 v3_cohsp_1 v5_cohsp_1 v6_cohsp_1 v4_cohsp_1 v7_cohsp_1 v8_cohsp_1 v9_cohsp_1 v10_cohsp_1 r1_cohsp_1 r2_cohsp_1 p1_s1_cohsp_1 m2_pua2mss1 m3_pua2mss1 m1_pua2mss1 r1_pua2mss1 r2_pua2mss1 m4_pua2mss1 r3_pua2mss1 r4_pua2mss1 r6_pua2mss1 r7_pua2mss1 r5_pua2mss1 p1_s2_pua2mss1 p1_s4_pua2mss1 p2_s4_pua2mss1 v1_endalg r1_endalg r2_endalg r3_endalg r4_endalg v1_triang_1 l1_triang_1 v2_triang_1 v3_triang_1 m1_triang_1 p1_s1_triang_1 p1_s2_triang_1 v1_altcat_2 m1_altcat_2 v2_altcat_2 v3_altcat_2 r1_altcat_2 r2_altcat_2 p1_s3_altcat_2 p1_s1_altcat_2 p1_s2_altcat_2 v1_orders_3 v3_orders_3 v4_orders_3 v2_orders_3 v5_orders_3 m1_orders_3 m1_connsp_3 m1_scmfsa_2 m2_scmfsa_2 v1_closure1 v2_closure1 v3_closure1 v4_closure1 l1_closure1 v5_closure1 v6_closure1 v7_closure1 v8_closure1 v9_closure1 v10_closure1 v11_closure1 p1_s1_closure1 v1_closure2 v2_closure2 v3_closure2 v4_closure2 v5_closure2 v6_closure2 v7_closure2 v8_closure2 v9_closure2 v10_closure2 l1_closure2 v11_closure2 v12_closure2 v13_closure2 v14_closure2 v15_closure2 v16_closure2 v17_closure2 m1_closure2 v1_msualg_6 v3_msualg_6 v2_msualg_6 v4_msualg_6 m1_msualg_6 r1_msualg_6 m2_msualg_6 p1_s1_msualg_6 p1_s2_msualg_6 p2_s4_msualg_6 p1_s4_msualg_6 v1_msualg_7 v2_msualg_7 v1_scmfsa_4 v2_msscyc_1 v3_msscyc_1 v4_msscyc_1 v1_msscyc_1 v5_msscyc_1 p1_s1_msualg_8 v1_functor0 v2_functor0 m1_functor0 l1_functor0 v3_functor0 l2_functor0 v9_functor0 v10_functor0 v11_functor0 v8_functor0 v12_functor0 v6_functor0 v13_functor0 v14_functor0 m2_functor0 v15_functor0 v16_functor0 v21_functor0 v4_functor0 v5_functor0 v7_functor0 v17_functor0 v18_functor0 v19_functor0 v20_functor0 r1_functor0 r2_functor0 p1_s1_functor0 m1_pralg_3 r1_gobrd10 r2_gobrd10 m1_msalimit m2_msalimit v1_msalimit v2_msalimit m3_msalimit p1_s1_msualg_9 v1_sf_mastr v2_scmfsa6b v1_scmfsa6b v3_scmfsa6b v1_scmfsa6c v2_scmfsa6c v1_scmfsa7b v2_scmfsa7b r1_scmfsa7b r2_scmfsa7b r3_scmfsa7b r4_scmfsa7b r5_scmfsa7b r6_scmfsa7b v1_scmfsa8a r1_scmfsa8a v3_yellow_0 v1_yellow_0 v2_yellow_0 m1_yellow_0 v4_yellow_0 v7_yellow_0 v5_yellow_0 v8_yellow_0 v6_yellow_0 r1_yellow_0 r2_yellow_0 p1_s1_yellow_0 v1_waybel_0 v2_waybel_0 v3_waybel_0 v4_waybel_0 l1_waybel_0 v6_waybel_0 v7_waybel_0 v8_waybel_0 v10_waybel_0 v9_waybel_0 v11_waybel_0 v12_waybel_0 v13_waybel_0 v16_waybel_0 v17_waybel_0 v19_waybel_0 v21_waybel_0 v18_waybel_0 v20_waybel_0 v22_waybel_0 v23_waybel_0 v24_waybel_0 v25_waybel_0 v5_waybel_0 r1_waybel_0 r2_waybel_0 v14_waybel_0 v15_waybel_0 r3_waybel_0 r4_waybel_0 p1_s1_waybel_0 v2_knaster v3_knaster v1_knaster v1_yellow_1 r1_yellow_2 v2_waybel_1 v4_waybel_1 v5_waybel_1 v6_waybel_1 v7_waybel_1 v8_waybel_1 v9_waybel_1 v10_waybel_1 v11_waybel_1 r1_waybel_1 r2_waybel_1 r3_waybel_1 r4_waybel_1 r5_waybel_1 m1_waybel_1 v3_waybel_1 r6_waybel_1 v1_waybel_1 v1_yellow_3 p1_s2_yellow_3 p1_s1_yellow_3 p1_s3_yellow_3 p1_s4_yellow_3 p1_s5_yellow_3 p1_s6_yellow_3 r1_yellow_4 r2_yellow_4 r3_yellow_4 r4_yellow_4 v1_waybel_2 v2_waybel_2 v2_waybel_3 v3_waybel_3 v4_waybel_3 v5_waybel_3 v6_waybel_3 r1_waybel_3 v1_waybel_3 v5_waybel_4 v1_waybel_4 v2_waybel_4 v3_waybel_4 v4_waybel_4 v6_waybel_4 v8_waybel_4 v9_waybel_4 v7_waybel_4 r1_waybel_4 r2_waybel_4 r3_waybel_4 r4_waybel_4 r5_waybel_4 p1_s1_waybel_4 r1_yellow_5 r2_yellow_5 v1_yellow_6 m1_yellow_6 v2_yellow_6 m3_yellow_6 v3_yellow_6 m4_yellow_6 v4_yellow_6 v5_yellow_6 v6_yellow_6 v7_yellow_6 v8_yellow_6 m2_yellow_6 v1_waybel_5 v1_waybel_6 v2_waybel_6 v5_waybel_6 v3_waybel_6 v4_waybel_6 v6_waybel_6 p1_s1_waybel_6 v1_waybel_7 v2_waybel_7 v3_waybel_7 r1_waybel_7 r2_waybel_7 v4_waybel_7 v5_waybel_7 v2_waybel_8 v1_waybel_8 v3_waybel_8 r1_jordan3 r2_jordan3 r3_jordan3 l1_waybel_9 v1_waybel_9 r1_waybel_9 r2_waybel_9 r3_waybel_9 v1_instalg1 m1_instalg1 v2_yellow_8 v3_yellow_8 m1_yellow_8 v1_yellow_8 r1_yellow_8 p1_s1_waybel10 p1_s2_waybel10 p2_s2_waybel10 p1_s3_waybel10 p1_s4_waybel10 v1_catalg_1 v2_catalg_1 m1_catalg_1 v3_catalg_1 v2_waybel11 v3_waybel11 v1_waybel11 v4_waybel11 r1_waybel11 p1_s1_waybel11 m1_waybel12 v2_waybel12 v3_waybel12 v1_waybel12 v1_altcat_3 v2_altcat_3 v4_altcat_3 v5_altcat_3 v3_altcat_3 r1_altcat_3 r2_altcat_3 v6_altcat_3 v7_altcat_3 v8_altcat_3 v9_altcat_3 v1_wellfnd1 v2_wellfnd1 r1_wellfnd1 v3_wellfnd1 p1_s1_wellfnd1 p1_s2_wellfnd1 p1_s3_wellfnd1 r1_jordan4 r2_jordan4 r3_jordan4 r1_equation r2_equation r1_functor2 m1_functor2 r2_functor2 m2_functor2 ren1 ren2 ren3 ren4 ren5 ren6 ren7 ren8 ren9 ren10 ren11 ren12 ren13 ren14 ren15 ren16 ren17 ren18 ren19 ren20 ren21 ren22 ren23 ren24 ren25 ren26 ren27 ren28 ren29 ren30 ren31 ren32 ren33 ren34 ren35 ren36 ren37 ren38 ren39 ren40 ren41 ren42 ren43 ren44 ren45 ren46 ren47 ren48 ren49 ren50 ren51 ren52 ren53 ren54 ren55 ren56 ren57 ren58 ren59 ren60 ren61 ren62 ren63 ren64 ren65 ren66 ren67 ren68 ren69 ren70 ren71 ren72 ren73 ren74 ren75 ren76 ren77 ren78 ren79 ren80 ren81 ren82 ren83 ren84 ren85 ren86 ren87 ren88 ren89 ren90 ren91 ren92 ren93 ren94 ren95 ren96 ren97 ren98 ren99 ren100 ren101 ren102 ren103 ren104 ren105 ren106 ren107 ren108 ren109 ren110 ren111 ren112 ren113 ren114 ren115 ren116 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ren832 ren833 ren834 ren835 ren836 ren837 ren838 ren839 ren840 ren841 ren842 ren843 ren844 ren845 ren846 ren847 ren848 ren849 ren850 ren851 ren852 ren853 ren854 ren855 ren856 ren857 ren858 ren859 ren860 ren861 ren862 ren863 ren864 ren865 ren866 ren867 ren868 ren869 ren870 ren871 ren872 ren873 ren874 ren875 ren876 ren877 ren878 ren879 ren880 ren881 ren882 ren883 ren884 ren885 ren886 ren887 ren888 ren889 ren890 ren891 ren892 ren893 ren894 ren895 ren896 ren897 ren898 ren899 ren900 ren901 ren902 ren903 ren904 ren905 ren906 ren907 ren908 ren909 ren910 ren911 ren912 ren913 ren914 ren915 ren916 ren917 ren918 ren919 ren920 ren921 ren922 ren923 ren924 ren925 ren926 ren927 ren928 ren929 ren930 ren931 ren932 ren933 ren934 ren935 ren936 ren937 ren938 ren939 ren940 ren941 ren942 ren943 ren944 ren945 ren946 ren947 ren948 ren949 ren950 ren951 ren952 ren953 ren954 ren955 ren956 ren957 ren958 ren959 ren960 ren961 ren962 ren963 ren964 ren965 ren966 ren967 ren968 ren969 ren970 ren971 ren972 ren973 ren974 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ren31958 ren31959 ren31960 ren31961 ren31962 ren31963 ren31964 ren31965 ren31966 ren31967 ren31968 ren31969 ren31970 ren31971 ren31972 ren31973 ren31974 ren31975 ren31976 ren31977 ren31978 ren31979 ren31980 ren31981 ren31982 ren31983 ren31984 ren31985 ren31986 ren31987 ren31988 ren31989 ren31990 ren31991 ren31992 ren31993 ren31994 ren31995 ren31996 ren31997 ren31998 ren31999 ren32000 ren32001 ren32002 ren32003 ren32004 ren32005 ren32006 ren32007 ren32008 ren32009 ren32010 ren32011 ren32012 ren32013 ren32014 ren32015 ren32016 ren32017 ren32018 ren32019 ren32020 ren32021 ren32022 ren32023 ren32024 ren32025 ren32026 ren32027 ren32028 ren32029 ren32030 ren32031 ren32032 ren32033 ren32034 ren32035 ren32036 ren32037 ren32038 ren32039 ren32040 ren32041 ren32042 ren32043 ren32044 ren32045 ren32046 ren32047 ren32048 ren32049 ren32050 ren32051 ren32052 ren32053 ren32054 ren32055 ren32056 ren32057 ren32058 ren32059 ren32060 ren32061 ren32062 ren32063 ren32064 ren32065 ren32066 ren32067 ren32068 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ren32402 ren32403 ren32404 ren32405 ren32406 ren32407 ren32408 ren32409 ren32410 ren32411 ren32412 ren32413 ren32414 ren32415 ren32416 ren32417 ren32418 ren32419 ren32420 ren32421 ren32422 ren32423 ren32424 ren32425 ren32426 ren32427 ren32428 ren32429 ren32430 ren32431 ren32432 ren32433 ren32434 ren32435 ren32436 ren32437 ren32438 ren32439 ren32440 ren32441 ren32442 ren32443 ren32444 ren32445 ren32446 ren32447 ren32448 ren32449 ren32450 ren32451 ren32452 ren32453 ren32454 ren32455 ren32456 ren32457 ren32458 ren32459 ren32460 ren32461 ren32462 ren32463 ren32464 ren32465 ren32466 ren32467 ren32468 ren32469 ren32470 ren32471 ren32472 ren32473 ren32474 ren32475 ren32476 ren32477 ren32478 ren32479 ren32480 ren32481 ren32482 ren32483 ren32484 ren32485 ren32486 ren32487 ren32488 ren32489 ren32490 ren32491 ren32492 ren32493 ren32494 ren32495 ren32496 ren32497 ren32498 ren32499 ren32500 ren32501 ren32502 ren32503 ren32504 ren32505 ren32506 ren32507 ren32508 ren32509 ren32510 ren32511 ren32512 ren32513 ren32514 ren32515 ren32516 ren32517 ren32518 ren32519 ren32520 ren32521 ren32522 ren32523 ren32524 ren32525 ren32526 ren32527 ren32528 ren32529 ren32530 ren32531 ren32532 ren32533 ren32534 ren32535 ren32536 ren32537 ren32538 ren32539 ren32540 ren32541 ren32542 ren32543 ren32544 ren32545 ren32546 ren32547 ren32548 ren32549 ren32550 ren32551 ren32552 ren32553 ren32554 ren32555 ren32556 ren32557 ren32558 ren32559 ren32560 ren32561 ren32562 ren32563 ren32564 ren32565 ren32566 ren32567 ren32568 ren32569 ren32570 ren32571 ren32572 ren32573 ren32574 ren32575 ren32576 ren32577 ren32578 ren32579 ren32580 ren32581 ren32582 ren32583 ren32584 ren32585 ren32586 ren32587 ren32588 ren32589 ren32590 ren32591 ren32592 ren32593 ren32594 ren32595 ren32596 ren32597 ren32598 ren32599 ren32600 ren32601 ren32602 ren32603 ren32604 ren32605 ren32606 ren32607 ren32608 ren32609 ren32610 ren32611 ren32612 ren32613 ren32614 ren32615 ren32616 ren32617 ren32618 ren32619 ren32620 ren32621 ren32622 ren32623 ren32624 ren32625 ren32626 ren32627 ren32628 ren32629 ren32630 ren32631 ren32632 ren32633 ren32634 ren32635 ren32636 ren32637 ren32638 ren32639 ren32640 ren32641 ren32642 ren32643 ren32644 ren32645 ren32646 ren32647 ren32648 ren32649 ren32650 ren32651 ren32652 ren32653 ren32654 ren32655 ren32656 ren32657 ren32658 ren32659 ren32660 ren32661 ren32662 ren32663 ren32664 ren32665 ren32666 ren32667 ren32668 ren32669 ren32670 ren32671 ren32672 ren32673 ren32674 ren32675 ren32676 ren32677 ren32678 ren32679 ren32680 ren32681 ren32682 ren32683 ren32684 ren32685 ren32686 ren32687 ren32688 ren32689 ren32690 ren32691 ren32692 ren32693 ren32694 ren32695 ren32696 ren32697 ren32698 ren32699 ren32700 ren32701 ren32702 ren32703 ren32704 ren32705 ren32706 ren32707 ren32708 ren32709 ren32710 ren32711 ren32712 ren32713 ren32714 ren32715 ren32716 ren32717 ren32718 ren32719 ren32720 ren32721 ren32722 ren32723 ren32724 ren32725 ren32726 ren32727 ren32728 ren32729 ren32730 ren32731 ren32732 ren32733 ren32734 ren32735 ren32736 ren32737 ren32738 ren32739 ren32740 ren32741 ren32742 ren32743 ren32744 ren32745 ren32746 ren32747 ren32748 ren32749 ren32750 ren32751 ren32752 ren32753 ren32754 ren32755 ren32756 ren32757 ren32758 ren32759 ren32760 ren32761 ren32762 ren32763 ren32764 ren32765 ren32766 ren32767 ren32768 ren32769 ren32770 ren32771 ren32772 ren32773 ren32774 ren32775 ren32776 ren32777 ren32778 ren32779 ren32780 % 11.97/3.34 Fol Constants: f1_s1_tarski k1_xboole_0 f1_s1_xboole_0 f1_s2_xboole_0 f2_s2_xboole_0 f1_s1_subset_1 f1_s2_subset_1 f1_s3_subset_1 f1_s4_subset_1 f2_s4_subset_1 f3_s4_subset_1 f1_s1_relat_1 f2_s1_relat_1 f1_s1_funct_1 f1_s2_funct_1 f1_s3_funct_1 f1_s4_funct_1 f3_s3_ordinal1 f1_s3_ordinal1 f4_s3_ordinal1 f1_s4_ordinal1 f1_s5_ordinal1 f1_s1_relset_1 f2_s1_relset_1 f1_s2_relset_1 f2_s2_relset_1 f1_s1_partfun1 f1_s2_partfun1 f2_s2_partfun1 f2_s3_partfun1 f1_s3_partfun1 f1_s4_partfun1 f2_s4_partfun1 f3_s4_partfun1 f3_s5_partfun1 f1_s5_partfun1 f2_s5_partfun1 f1_s1_wellord2 f2_s1_wellord2 f1_s2_wellord2 f2_s2_wellord2 f3_s2_wellord2 f1_s1_funct_2 f2_s1_funct_2 f1_s2_funct_2 f2_s2_funct_2 f1_s3_funct_2 f2_s3_funct_2 f1_s4_funct_2 f2_s4_funct_2 f1_s5_funct_2 f2_s5_funct_2 f3_s5_funct_2 f1_s6_funct_2 f2_s6_funct_2 f3_s6_funct_2 f1_s7_funct_2 f2_s7_funct_2 f3_s7_funct_2 f1_s8_funct_2 f2_s8_funct_2 f3_s8_funct_2 f1_s9_funct_2 f2_s9_funct_2 f1_s10_funct_2 f2_s10_funct_2 f3_s10_funct_2 f4_s10_funct_2 f3_s11_funct_2 f4_s11_funct_2 f1_s11_funct_2 f2_s11_funct_2 f5_s11_funct_2 f6_s11_funct_2 f1_s12_funct_2 f2_s12_funct_2 f1_s13_funct_2 f2_s13_funct_2 f1_s14_funct_2 f2_s14_funct_2 np__1 np__0 f1_s1_funct_3 f2_s1_funct_3 f1_s2_funct_3 f2_s2_funct_3 a_0_0_domain_1 f1_s7_domain_1 a_0_1_domain_1 f2_s8_domain_1 a_0_2_domain_1 f3_s9_domain_1 a_0_3_domain_1 a_0_4_domain_1 a_0_5_domain_1 f1_s8_domain_1 f1_s9_domain_1 f2_s9_domain_1 f1_s10_domain_1 f1_s1_binop_1 f1_s2_binop_1 k5_ordinal2 k4_ordinal2 f1_s2_ordinal2 f1_s3_ordinal2 f5_s4_ordinal2 f1_s4_ordinal2 f2_s4_ordinal2 f6_s4_ordinal2 f1_s5_ordinal2 f2_s5_ordinal2 f4_s6_ordinal2 f1_s6_ordinal2 f3_s6_ordinal2 f1_s7_ordinal2 f2_s7_ordinal2 f2_s8_ordinal2 f1_s9_ordinal2 f4_s10_ordinal2 f2_s10_ordinal2 f1_s10_ordinal2 f1_s11_ordinal2 f2_s11_ordinal2 f4_s12_ordinal2 f1_s12_ordinal2 f3_s12_ordinal2 f1_s13_ordinal2 f2_s13_ordinal2 f2_s14_ordinal2 f1_s15_ordinal2 f4_s16_ordinal2 f2_s16_ordinal2 f1_s16_ordinal2 k6_arytm_3 k12_arytm_3 k13_arytm_3 f2_s2_arytm_3 f1_s2_arytm_3 f3_s2_arytm_3 a_0_0_arytm_3 a_0_1_arytm_3 k1_arytm_2 k2_arytm_2 a_0_0_arytm_2 a_0_1_arytm_2 f1_s1_finset_1 f1_s2_finset_1 f1_s1_setwiseo f2_s1_setwiseo f1_s2_setwiseo f1_s3_setwiseo f1_s4_setwiseo f1_s23_fraenkel f2_s23_fraenkel f1_s24_fraenkel f2_s24_fraenkel f3_s24_fraenkel f1_s26_fraenkel f3_s26_fraenkel f2_s26_fraenkel f1_s27_fraenkel f3_s27_fraenkel f2_s27_fraenkel f1_s1_fraenkel a_0_0_fraenkel a_0_1_fraenkel f1_s2_fraenkel f2_s2_fraenkel a_0_2_fraenkel a_0_3_fraenkel f1_s3_fraenkel a_0_4_fraenkel a_0_5_fraenkel f1_s4_fraenkel 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skc11281 skc11344 skc11499 skc11500 skc11501 skc11525 skc11528 skc11636 skc11725 skc11726 skc11727 skc11728 skc11729 skc11866 skc11867 skc11893 skc11894 skc11936 skc11938 skc11941 skc11943 skc11947 skc11953 skc12097 skc12158 skc12159 skc12166 skc12206 skc12211 skc12212 skc12213 skc12216 skc12217 skc12218 skc12244 skc12245 skc12253 skc12340 skc12341 skc12342 skc12360 skc12543 skc12593 skc12594 skc12596 skc12598 skc12666 skc12667 skc12668 skc12670 skc12671 skc12679 skc12690 skc12880 skc12881 skc12884 skc12885 skc12901 skc12945 skc12946 skc12948 skc12950 skc13019 skc13115 skc13216 skc13217 skc13218 skc13219 skc13220 skc13244 skc13245 skc13246 skc13247 skc13249 skc13264 skc13265 skc13311 skc13371 skc13372 skc13377 skc13408 skc13409 skc13410 skc13625 skc13692 skc13693 skc13694 skc13853 skc13854 skc13855 skc13906 skc13908 skc13909 skc13976 skc13977 skc13992 skc14064 skc14065 skc14066 skc14069 skc14071 skc14072 skc14194 skc14195 skc14196 skc14197 skc14198 skc14199 skc14228 skc14229 skc14242 skc14243 skc14244 skc14262 skc14287 skc14288 skc14289 skc14308 skc14309 skc14310 skc14376 skc14377 skc14379 skc14396 skc14397 skc14481 skc14482 skc14483 skc14484 skc14568 skc14569 skc14571 skc14572 skc14574 skc14575 skc14577 skc14578 skc14598 skc14599 skc14604 skc14605 skc14638 skc14666 skc14667 skc14668 skc14669 skc14739 skc14740 skc14741 skc14742 skc14743 skc14744 skc14745 skc14788 skc14789 skc14790 skc14791 skc14792 skc14793 skc14794 skc14795 skc14796 skc14797 skc14798 skc14846 skc14963 skc14993 skc15046 skc15049 skc15050 skc15051 skc15060 skc15061 skc15079 skc15123 skc15129 skc15130 skc15131 skc15134 skc15135 skc15136 skc15137 skc15143 skc15144 skc15148 skc15149 skc15150 skc15151 skc15191 skc15282 skc15283 skc15284 skc15285 skc15287 skc15306 skc15373 skc15374 skc15437 skc15460 skc15462 skc15463 skc15473 skc15476 skc15477 skc15478 skc15491 skc15492 skc15493 skc15494 skc15497 skc15512 skc15513 skc15514 skc15515 skc15561 skc15562 skc15563 skc15568 skc15571 skc15589 skc15637 skc15755 skc15824 skc15825 skc15826 skc15827 skc15828 skc15829 skc15830 skc15831 skc15833 skc15834 skc15835 skc15870 skc15871 skc15872 skc15886 skc15957 skc16047 skc16048 skc16049 skc16050 skc16220 skc16258 skc16261 skc16262 skc16265 skc16288 skc16349 skc16350 skc16351 skc16352 skc16438 skc16439 skc16440 skc16441 skc16460 skc16471 skc16472 skc16473 skc16474 skc16479 skc16559 skc16560 skc16561 skc16562 skc16563 skc16577 skc16721 skc16722 skc16723 skc16724 skc16725 skc16730 skc16770 skc16771 skc16830 skc16831 skc16835 skc16836 skc16837 skc16841 skc16842 skc16843 skc16920 skc16921 skc16922 skc16923 skc16930 skc16931 skc16932 skc16933 skc16938 skc16939 skc16941 skc16942 skc16944 skc17028 skc17029 skc17030 skc17032 skc17033 skc17034 skc17035 skc17109 skc17110 skc17111 skc17112 skc17113 skc17114 skc17139 skc17140 skc17141 skc17143 skc17160 skc17161 skc17162 skc17163 skc17165 skc17259 skc17293 skc17294 skc17300 skc17405 skc17406 skc17407 skc17409 skc17435 skc17442 skc17445 skc17456 skc17459 skc17461 skc17464 skc17467 skc17597 skc17661 skc17662 skc17674 skc17675 skc17727 skc17753 skc17754 skc17755 skc17771 skc17773 skc17775 skc17789 skc17790 skc17811 skc17812 skc17813 skc17814 skc17856 skc17857 skc17858 skc17859 skc17860 skc17900 skc17901 skc18053 skc18054 skc18099 skc18106 skc18107 skc18254 skc18255 skc18256 skc18257 skc18260 skc18280 skc18281 skc18282 skc18283 skc18295 skc18296 skc18297 skc18298 skc18299 skc18300 skc18302 skc18318 skc18319 skc18321 skc18322 skc18323 skc18354 skc18355 skc18384 skc18465 skc18490 skc18535 skc18536 skc18596 skc18597 skc18636 skc18637 skc18775 skc18776 skc18794 skc18795 skc18796 skc18816 skc18831 skc18832 skc18900 skc18913 skc18914 skc19061 skc19126 skc19127 skc19128 skc19197 skc19198 skc19284 skc19311 skc19312 skc19313 skc19314 skc19316 skc19317 skc19319 skc19354 skc19355 skc19409 skc19425 skc19426 skc19428 skc19567 skc19691 skc19692 skc19694 skc19781 skc19833 skc19840 skc19907 skc19908 skc19911 skc19995 skc20021 skc20022 skc20023 skc20048 skc20051 skc20060 skc20061 skc20064 skc20065 skc20121 skc20124 skc20125 skc20126 skc20127 skc20128 skc20129 skc20130 skc20131 skc20133 skc20134 skc20136 skc20196 skc20197 skc20198 skc20199 skc20202 skc20203 skc20205 skc20231 skc20253 skc20254 skc20256 skc20258 skc20333 skc20334 skc20358 skc20359 skc20360 skc20466 skc20467 % 11.97/3.34 Fol Functions: k1_tarski k2_tarski k3_tarski k4_tarski k2_xboole_0 k3_xboole_0 k4_xboole_0 k5_xboole_0 k1_enumset1 k2_enumset1 k3_enumset1 k4_enumset1 k5_enumset1 k6_enumset1 k1_zfmisc_1 k2_zfmisc_1 k3_zfmisc_1 k4_zfmisc_1 k1_subset_1 k2_subset_1 k3_subset_1 k4_subset_1 k5_subset_1 k6_subset_1 k7_subset_1 k8_subset_1 k7_setfam_1 k1_setfam_1 k2_setfam_1 k3_setfam_1 k4_setfam_1 k5_setfam_1 k6_setfam_1 k8_setfam_1 k1_relat_1 k2_relat_1 k5_relat_1 k4_relat_1 k7_relat_1 k3_relat_1 k6_relat_1 k8_relat_1 k9_relat_1 k10_relat_1 k1_funct_1 k2_funct_1 f2_s3_funct_1 f2_s4_funct_1 k1_ordinal1 k2_ordinal1 f2_s3_ordinal1 f2_s4_ordinal1 f2_s5_ordinal1 f3_s5_ordinal1 k1_wellord1 k2_wellord1 k3_wellord1 k4_relset_1 k5_relset_1 k6_relset_1 k8_relset_1 k9_relset_1 k10_relset_1 k11_relset_1 k7_relset_1 k1_relset_1 k2_relset_1 k3_relset_1 k4_partfun1 k3_partfun1 k1_partfun1 k2_partfun1 k5_partfun1 f2_s1_partfun1 f3_s1_partfun1 f3_s3_partfun1 f4_s5_partfun1 k6_partfun1 k1_mcart_1 k2_mcart_1 k3_mcart_1 k4_mcart_1 k5_mcart_1 k6_mcart_1 k7_mcart_1 k8_mcart_1 k9_mcart_1 k10_mcart_1 k11_mcart_1 k15_mcart_1 k16_mcart_1 k17_mcart_1 k18_mcart_1 k19_mcart_1 k20_mcart_1 k12_mcart_1 k13_mcart_1 k14_mcart_1 k1_wellord2 k2_wellord2 k1_funct_2 k2_funct_2 k3_funct_2 k4_funct_2 k5_funct_2 k6_funct_2 k9_funct_2 f3_s2_funct_2 k8_funct_2 f3_s4_funct_2 f4_s6_funct_2 f4_s8_funct_2 f3_s9_funct_2 f4_s9_funct_2 f5_s10_funct_2 f7_s11_funct_2 f3_s12_funct_2 f3_s13_funct_2 k7_funct_2 k1_funct_3 k3_funct_3 k4_funct_3 k6_funct_3 k7_funct_3 k8_funct_3 k11_funct_3 k13_funct_3 k9_funct_3 k10_funct_3 k14_funct_3 k15_funct_3 k12_funct_3 k16_funct_3 f3_s2_funct_3 k2_funct_3 k5_funct_3 k4_domain_1 k5_domain_1 k1_domain_1 k2_domain_1 k3_domain_1 k6_domain_1 k7_domain_1 k8_domain_1 k9_domain_1 k10_domain_1 k11_domain_1 k12_domain_1 k13_domain_1 k14_domain_1 k15_domain_1 k16_domain_1 k17_domain_1 a_1_0_domain_1 a_2_0_domain_1 a_3_0_domain_1 a_4_0_domain_1 a_2_1_domain_1 a_4_1_domain_1 a_6_0_domain_1 a_8_0_domain_1 a_1_1_domain_1 a_2_2_domain_1 a_3_1_domain_1 a_3_2_domain_1 a_3_3_domain_1 a_3_4_domain_1 a_3_5_domain_1 a_3_6_domain_1 a_3_7_domain_1 a_1_2_domain_1 a_2_3_domain_1 a_3_8_domain_1 a_4_2_domain_1 a_1_3_domain_1 a_1_4_domain_1 a_1_5_domain_1 a_1_6_domain_1 f3_s8_domain_1 f4_s9_domain_1 k1_binop_1 k2_binop_1 k3_binop_1 f2_s2_binop_1 k2_funcop_1 k3_funcop_1 k4_funcop_1 k5_funcop_1 k1_funcop_1 k6_funcop_1 k7_funcop_1 k8_funcop_1 k10_funcop_1 k9_funcop_1 k4_funct_4 k1_funct_4 k2_funct_4 k3_funct_4 k5_funct_4 k1_ordinal2 k2_ordinal2 k3_ordinal2 k6_ordinal2 k7_ordinal2 k8_ordinal2 k9_ordinal2 k10_ordinal2 k11_ordinal2 k12_ordinal2 k13_ordinal2 k14_ordinal2 k15_ordinal2 k16_ordinal2 f2_s2_ordinal2 f2_s3_ordinal2 f3_s4_ordinal2 f4_s4_ordinal2 f3_s5_ordinal2 f4_s5_ordinal2 f2_s6_ordinal2 f5_s6_ordinal2 f6_s6_ordinal2 f3_s7_ordinal2 f4_s7_ordinal2 f1_s8_ordinal2 f3_s8_ordinal2 f4_s8_ordinal2 f4_s9_ordinal2 f2_s9_ordinal2 f3_s9_ordinal2 f3_s10_ordinal2 f5_s10_ordinal2 f6_s10_ordinal2 f3_s11_ordinal2 f4_s11_ordinal2 f2_s12_ordinal2 f5_s12_ordinal2 f6_s12_ordinal2 f3_s13_ordinal2 f4_s13_ordinal2 f1_s14_ordinal2 f3_s14_ordinal2 f4_s14_ordinal2 f4_s15_ordinal2 f2_s15_ordinal2 f3_s15_ordinal2 f3_s16_ordinal2 f5_s16_ordinal2 f6_s16_ordinal2 k1_ordinal3 k2_ordinal3 k3_ordinal3 k4_ordinal3 k5_ordinal3 k6_ordinal3 k7_ordinal3 k2_arytm_3 k1_arytm_3 k3_arytm_3 k4_arytm_3 k5_arytm_3 k7_arytm_3 k8_arytm_3 k9_arytm_3 k10_arytm_3 k11_arytm_3 a_1_0_arytm_3 k4_arytm_2 k7_arytm_2 k3_arytm_2 k5_arytm_2 k8_arytm_2 k6_arytm_2 a_1_0_arytm_2 a_2_0_arytm_2 a_2_1_arytm_2 k1_arytm_1 k2_arytm_1 f2_s1_finset_1 f3_s1_finset_1 k5_finsub_1 k1_finsub_1 k2_finsub_1 k3_finsub_1 k4_finsub_1 k1_setwiseo k7_setwiseo k2_setwiseo k6_setwiseo k5_setwiseo k3_setwiseo k4_setwiseo k8_setwiseo k9_setwiseo k10_setwiseo k11_setwiseo k1_fraenkel f4_s24_fraenkel f2_s5_fraenkel f3_s5_fraenkel f2_s6_fraenkel f3_s6_fraenkel f3_s7_fraenkel f4_s7_fraenkel f3_s8_fraenkel f3_s11_fraenkel f3_s12_fraenkel f3_s16_fraenkel f5_s25_fraenkel f2_s1_fraenkel f3_s2_fraenkel f2_s3_fraenkel f3_s4_fraenkel f4_s13_fraenkel f2_s14_fraenkel f3_s15_fraenkel f3_s17_fraenkel f3_s18_fraenkel f3_s19_fraenkel f3_s20_fraenkel f3_s21_fraenkel f5_s22_fraenkel k1_arytm_0 k2_arytm_0 k3_arytm_0 k4_arytm_0 k5_arytm_0 k2_xcmplx_0 k3_xcmplx_0 k6_xcmplx_0 k7_xcmplx_0 k4_xcmplx_0 k5_xcmplx_0 a_1_0_axioms k1_real_1 k2_real_1 k3_real_1 k4_real_1 k5_real_1 k6_real_1 k5_square_1 k1_square_1 k2_square_1 k7_square_1 k8_square_1 k9_square_1 k3_square_1 k4_square_1 k6_square_1 k1_nat_1 k2_nat_1 k3_nat_1 k4_nat_1 k5_nat_1 k6_nat_1 f2_s3_nat_1 f1_s8_nat_1 k3_int_1 k1_int_1 k2_int_1 k4_int_1 k5_int_1 k6_int_1 k1_rat_1 k2_rat_1 k1_binop_2 k2_binop_2 k3_binop_2 k4_binop_2 k5_binop_2 k6_binop_2 k7_binop_2 k8_binop_2 k9_binop_2 k10_binop_2 k11_binop_2 k12_binop_2 k13_binop_2 k14_binop_2 k15_binop_2 k16_binop_2 k17_binop_2 k18_binop_2 k19_binop_2 k20_binop_2 k21_binop_2 k22_binop_2 k23_binop_2 k24_binop_2 f3_s1_binop_2 f2_s2_binop_2 k1_complex1 k2_complex1 k16_complex1 k3_complex1 k4_complex1 k8_complex1 k9_complex1 k10_complex1 k11_complex1 k12_complex1 k13_complex1 k14_complex1 k15_complex1 k17_complex1 k18_complex1 k1_absvalue k2_absvalue k3_card_1 k1_card_1 k2_card_1 k4_card_1 k1_finseq_1 k5_finseq_1 k10_finseq_1 k11_finseq_1 k13_finseq_1 k15_finseq_1 k7_finseq_1 k16_finseq_1 k2_finseq_1 k3_finseq_1 k4_finseq_1 k6_finseq_1 k9_finseq_1 k14_finseq_1 k17_finseq_1 f2_s2_finseq_1 k8_finseq_1 k12_finseq_1 a_1_0_finseq_1 k4_zf_lang k5_zf_lang k6_zf_lang k7_zf_lang k8_zf_lang k2_zf_lang k3_zf_lang k10_zf_lang k11_zf_lang k12_zf_lang k13_zf_lang k14_zf_lang k15_zf_lang k16_zf_lang k17_zf_lang k18_zf_lang k19_zf_lang k20_zf_lang k21_zf_lang k22_zf_lang k23_zf_lang k24_zf_lang k25_zf_lang k26_zf_lang k27_zf_lang k28_zf_lang k29_zf_lang k3_zf_model k1_zf_model k2_zf_model k5_zf_model k11_zf_model f1_s1_zf_model f2_s1_zf_model f3_s1_zf_model f4_s1_zf_model f5_s1_zf_model f1_s2_zf_model f2_s2_zf_model f3_s2_zf_model f4_s2_zf_model f5_s2_zf_model f7_s3_zf_model f1_s3_zf_model f2_s3_zf_model f3_s3_zf_model f4_s3_zf_model f5_s3_zf_model f6_s4_zf_model f1_s4_zf_model f2_s4_zf_model f3_s4_zf_model f4_s4_zf_model f5_s4_zf_model k4_zf_model a_3_0_zf_model a_3_1_zf_model a_2_0_zf_model a_2_1_zf_model a_3_2_zf_model k1_zf_colla a_2_0_zf_colla a_3_0_zf_colla a_2_1_zf_colla k1_orders_1 k1_eqrel_1 k7_eqrel_1 k4_eqrel_1 k2_eqrel_1 k5_eqrel_1 k3_eqrel_1 k6_eqrel_1 k8_eqrel_1 k1_funct_5 k2_funct_5 k3_funct_5 k4_funct_5 k5_funct_5 k6_funct_5 f2_s1_funct_5 k1_card_2 k2_card_2 k3_card_2 k4_trees_1 k5_trees_1 k1_trees_1 k2_trees_1 k3_trees_1 k6_trees_1 k7_trees_1 a_1_0_trees_1 a_2_0_trees_1 a_2_1_trees_1 k4_finseq_2 k1_finseq_2 k2_finseq_2 k3_finseq_2 f3_s1_finseq_2 a_2_0_finseq_2 a_1_0_finseq_2 a_1_1_finseq_2 a_1_2_finseq_2 a_3_0_finseq_2 a_1_3_finseq_2 f2_s3_recdef_1 f3_s4_recdef_1 f2_s8_recdef_1 f2_s11_recdef_1 f3_s12_recdef_1 f2_s13_recdef_1 f2_s17_recdef_1 f3_s19_recdef_1 f4_s21_recdef_1 f2_s23_recdef_1 k1_recdef_1 k1_classes1 k3_classes1 k4_classes1 k5_classes1 k6_classes1 k2_classes1 a_3_0_classes1 a_3_1_classes1 a_2_0_classes1 a_2_1_classes1 a_2_2_classes1 k4_card_3 k1_card_3 k2_card_3 k3_card_3 k5_card_3 k6_card_3 k7_card_3 f2_s1_card_3 f2_s4_card_3 k16_classes2 k15_classes2 k1_classes2 k2_classes2 k3_classes2 k4_classes2 k5_classes2 k6_classes2 k7_classes2 k8_classes2 k9_classes2 k10_classes2 k11_classes2 k12_classes2 k1_ordinal4 k2_ordinal4 k3_ordinal4 f1_s1_ordinal4 f2_s2_ordinal4 k4_ordinal4 k5_ordinal4 k6_ordinal4 k7_ordinal4 k8_ordinal4 k5_finseqop k1_finseqop k3_finseqop k2_finseqop k4_finseqop k6_finseqop k7_finseqop k8_finseqop k1_finseq_3 k2_finseq_3 a_3_0_finseq_3 k1_zfmodel1 k2_zfmodel1 k1_zf_lang1 k2_zf_lang1 k3_zf_lang1 k5_zf_lang1 k6_zf_lang1 k4_zf_lang1 k1_zf_refle k2_zf_refle k5_zf_refle k4_zf_refle f3_s4_zf_refle f4_s4_zf_refle k3_zf_refle k7_qc_lang1 k6_qc_lang1 k9_qc_lang1 k10_qc_lang1 k12_qc_lang1 k13_qc_lang1 k14_qc_lang1 k15_qc_lang1 k16_qc_lang1 k17_qc_lang1 k18_qc_lang1 k19_qc_lang1 k20_qc_lang1 k21_qc_lang1 k24_qc_lang1 f3_s3_qc_lang1 f4_s3_qc_lang1 f5_s3_qc_lang1 f6_s3_qc_lang1 k22_qc_lang1 k23_qc_lang1 a_1_0_qc_lang1 a_1_1_qc_lang1 a_1_2_qc_lang1 k2_qc_lang2 k3_qc_lang2 k4_qc_lang2 k5_qc_lang2 k6_qc_lang2 k7_qc_lang2 k8_qc_lang2 k9_qc_lang2 k10_qc_lang2 k11_qc_lang2 k12_qc_lang2 k13_qc_lang2 k14_qc_lang2 k15_qc_lang2 k1_qc_lang3 k2_qc_lang3 k3_qc_lang3 k4_qc_lang3 k5_qc_lang3 k6_qc_lang3 f5_s1_qc_lang3 f6_s1_qc_lang3 f7_s1_qc_lang3 f8_s1_qc_lang3 f4_s2_qc_lang3 f5_s2_qc_lang3 f6_s2_qc_lang3 f7_s2_qc_lang3 f2_s3_qc_lang3 f4_s3_qc_lang3 f5_s3_qc_lang3 f6_s3_qc_lang3 f7_s3_qc_lang3 f3_s4_qc_lang3 f5_s4_qc_lang3 f6_s4_qc_lang3 f7_s4_qc_lang3 f8_s4_qc_lang3 f8_s5_qc_lang3 f4_s5_qc_lang3 f5_s5_qc_lang3 f6_s5_qc_lang3 f7_s5_qc_lang3 f7_s6_qc_lang3 f3_s6_qc_lang3 f4_s6_qc_lang3 f5_s6_qc_lang3 f6_s6_qc_lang3 f8_s7_qc_lang3 f4_s7_qc_lang3 f5_s7_qc_lang3 f6_s7_qc_lang3 f7_s7_qc_lang3 a_2_0_qc_lang3 a_2_1_qc_lang3 a_3_0_qc_lang3 a_2_2_qc_lang3 a_2_3_qc_lang3 k3_cqc_lang k1_cqc_lang k4_cqc_lang k6_cqc_lang k17_cqc_lang k2_cqc_lang k5_cqc_lang k8_cqc_lang k10_cqc_lang k11_cqc_lang k15_cqc_lang f3_s2_cqc_lang f4_s2_cqc_lang f5_s2_cqc_lang f6_s2_cqc_lang f5_s3_cqc_lang f6_s3_cqc_lang f7_s3_cqc_lang f8_s3_cqc_lang f4_s4_cqc_lang f5_s4_cqc_lang f6_s4_cqc_lang f7_s4_cqc_lang f2_s5_cqc_lang f4_s5_cqc_lang f5_s5_cqc_lang f6_s5_cqc_lang f7_s5_cqc_lang f3_s6_cqc_lang f4_s6_cqc_lang f8_s6_cqc_lang f9_s6_cqc_lang f10_s6_cqc_lang f2_s7_cqc_lang f4_s7_cqc_lang f5_s7_cqc_lang f7_s7_cqc_lang f8_s7_cqc_lang f2_s8_cqc_lang f4_s8_cqc_lang f5_s8_cqc_lang f6_s8_cqc_lang f9_s8_cqc_lang f2_s9_cqc_lang f4_s9_cqc_lang f5_s9_cqc_lang f6_s9_cqc_lang f7_s9_cqc_lang k12_cqc_lang k13_cqc_lang k14_cqc_lang k16_cqc_lang a_2_0_cqc_lang a_2_1_cqc_lang k6_pboole k1_pboole k2_pboole k3_pboole k4_pboole k5_pboole k9_pboole k7_pboole k11_pboole k12_pboole k13_pboole k14_pboole f2_s1_pboole f2_s4_pboole f2_s5_pboole k8_pboole k10_pboole k3_seq_1 k4_seq_1 k5_seq_1 k12_seq_1 k15_seq_1 k20_seq_1 k2_seq_1 k1_seq_1 k6_seq_1 k8_seq_1 k14_seq_1 k17_seq_1 k10_seq_1 k9_seq_1 k18_seq_1 k19_seq_1 k11_seq_1 k22_seq_1 f1_s1_seq_1 f3_s3_seq_1 f4_s4_seq_1 k7_seq_1 k13_seq_1 k16_seq_1 k21_seq_1 k1_seq_2 k2_seq_2 k2_prob_1 k1_prob_1 k3_prob_1 k4_prob_1 k5_prob_1 k10_prob_1 k7_prob_1 k9_prob_1 k8_prob_1 k6_prob_1 k11_prob_1 k12_prob_1 a_1_0_prob_1 k1_seqm_3 k3_seqm_3 k2_seqm_3 k4_seqm_3 k1_seq_4 k2_seq_4 k3_seq_4 k5_seq_4 k4_seq_4 k3_margrel1 k9_margrel1 k10_margrel1 k13_margrel1 k2_margrel1 k4_margrel1 k5_margrel1 k14_margrel1 k1_margrel1 k11_margrel1 k12_margrel1 k2_prob_2 k1_prob_2 k3_prob_2 k4_prob_2 k2_rcomp_1 k1_rcomp_1 a_2_0_rcomp_1 a_2_1_rcomp_1 k1_multop_1 k2_multop_1 k3_multop_1 k4_multop_1 f5_s3_multop_1 f5_s4_multop_1 f6_s7_multop_1 f2_s8_multop_1 k1_mcart_2 k2_mcart_2 k3_mcart_2 k4_mcart_2 k5_mcart_2 k6_mcart_2 k7_mcart_2 k8_mcart_2 k1_mcart_3 k2_mcart_3 k3_mcart_3 k4_mcart_3 k5_mcart_3 k6_mcart_3 k7_mcart_3 k8_mcart_3 k1_mcart_4 k2_mcart_4 k3_mcart_4 k4_mcart_4 k5_mcart_4 k6_mcart_4 k7_mcart_4 k8_mcart_4 k9_mcart_4 k1_mcart_5 k2_mcart_5 k3_mcart_5 k4_mcart_5 k5_mcart_5 k6_mcart_5 k7_mcart_5 k8_mcart_5 k9_mcart_5 k10_mcart_5 k1_mcart_6 k2_mcart_6 k3_mcart_6 k4_mcart_6 k5_mcart_6 k6_mcart_6 k7_mcart_6 k8_mcart_6 k9_mcart_6 k10_mcart_6 k11_mcart_6 k1_finseq_4 k4_finseq_4 k2_finseq_4 k3_finseq_4 k5_finseq_4 k6_finseq_4 k7_finseq_4 k2_finsop_1 k5_finsop_1 k3_finsop_1 k4_finsop_1 k1_finsop_1 k1_setwop_2 k3_setwop_2 k2_setwop_2 k2_rvsum_1 k3_rvsum_1 k4_rvsum_1 k5_rvsum_1 k6_rvsum_1 k7_rvsum_1 k8_rvsum_1 k9_rvsum_1 k10_rvsum_1 k11_rvsum_1 k12_rvsum_1 k13_rvsum_1 k14_rvsum_1 k15_rvsum_1 k16_rvsum_1 k1_cqc_the1 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k7_rfunct_3 k8_rfunct_3 k9_rfunct_3 k10_rfunct_3 k11_rfunct_3 k12_rfunct_3 k13_rfunct_3 k23_rfunct_3 k2_rearran1 k3_rearran1 k4_rearran1 k1_rearran1 k1_trees_a k2_trees_a k3_trees_a k4_trees_a a_2_0_trees_a a_3_0_trees_a a_2_1_trees_a a_2_2_trees_a a_2_3_trees_a a_3_1_trees_a a_2_4_trees_a k7_card_fil k1_card_fil k2_card_fil k3_card_fil k4_card_fil k6_card_fil k5_card_fil a_2_0_card_fil a_2_1_card_fil a_3_0_card_fil a_1_0_card_fil a_1_1_card_fil a_3_2_card_fil a_3_3_card_fil a_3_1_card_fil k2_card_lar k3_card_lar k1_card_lar k4_card_lar a_3_0_card_lar a_3_1_card_lar a_2_0_card_lar a_3_2_card_lar a_1_0_card_lar a_1_1_card_lar k3_pre_ff k1_pre_ff k2_pre_ff k5_pre_ff k4_pre_ff k1_binarith k2_binarith k4_binarith k5_binarith k6_binarith k7_binarith k3_binarith k8_binarith k9_binarith k10_binarith k11_binarith k13_binarith k12_binarith k2_binari_2 k3_binari_2 k4_binari_2 k5_binari_2 k6_binari_2 k7_binari_2 k1_binari_2 k8_measure6 k1_measure6 k2_measure6 k3_measure6 k6_measure6 k7_measure6 k1_extreal1 k2_extreal1 k3_extreal1 k4_extreal1 k3_mesfunc1 k5_mesfunc1 k4_mesfunc1 k6_mesfunc1 k7_mesfunc1 k8_mesfunc1 k9_mesfunc1 k11_mesfunc1 k12_mesfunc1 k15_mesfunc1 k16_mesfunc1 k17_mesfunc1 k18_mesfunc1 k19_mesfunc1 k13_mesfunc1 k14_mesfunc1 k1_extreal2 k2_extreal2 k1_finseq_5 k2_finseq_5 k3_finseq_5 k5_finseq_5 k4_finseq_5 f2_s1_finseq_5 k1_finseq_6 k1_mesfunc2 k2_mesfunc2 k3_mesfunc2 k1_pre_circ k2_pre_circ f2_s2_pre_circ f3_s2_pre_circ f3_s3_pre_circ f5_s4_pre_circ k3_pre_circ a_2_0_pre_circ a_2_1_pre_circ a_3_0_pre_circ f2_s1_pre_circ k3_trees_9 k6_trees_9 k9_trees_9 k1_trees_9 k2_trees_9 k7_trees_9 k8_trees_9 k12_trees_9 k13_trees_9 f1_s1_trees_9 k4_trees_9 k5_trees_9 k10_trees_9 k11_trees_9 a_1_0_trees_9 a_1_1_trees_9 a_2_0_trees_9 a_1_2_trees_9 a_1_3_trees_9 a_2_1_trees_9 a_2_2_trees_9 k9_measure7 k2_measure7 k4_measure7 k3_measure7 k6_measure7 k5_measure7 k7_measure7 k8_measure7 k10_measure7 k12_measure7 k13_measure7 k14_measure7 k1_measure7 k1_qc_lang4 k2_qc_lang4 k3_qc_lang4 k4_qc_lang4 f3_s1_qc_lang4 f3_s2_qc_lang4 a_2_0_qc_lang4 a_1_0_qc_lang4 a_2_1_qc_lang4 a_3_0_qc_lang4 a_2_2_qc_lang4 a_2_3_qc_lang4 a_2_4_qc_lang4 a_3_1_qc_lang4 a_3_2_qc_lang4 k1_mboolean k2_mboolean k1_pzfmisc1 k2_pzfmisc1 k2_mssubfam k1_mssubfam k5_mssubfam k6_mssubfam k3_mssubfam k4_mssubfam k7_mssubfam k1_rewrite1 k2_rewrite1 k2_funct_7 k1_funct_7 k3_funct_7 k4_funct_7 k5_funct_7 k6_funct_7 k7_funct_7 k9_funct_7 f4_s1_funct_7 k8_funct_7 f4_s2_funct_7 f3_s3_funct_7 f3_s4_funct_7 f3_s2_funct_7 k1_euler_1 a_1_0_euler_1 k3_afinsq_1 k7_afinsq_1 k8_afinsq_1 k10_afinsq_1 k1_afinsq_1 k2_afinsq_1 k4_afinsq_1 k6_afinsq_1 f2_s2_afinsq_1 k5_afinsq_1 k9_afinsq_1 k11_afinsq_1 k1_sin_cos k6_sin_cos k19_sin_cos k22_sin_cos k27_sin_cos k4_sin_cos k5_sin_cos k7_sin_cos k8_sin_cos k9_sin_cos k10_sin_cos k11_sin_cos k12_sin_cos k13_sin_cos k14_sin_cos k15_sin_cos k17_sin_cos k23_sin_cos k20_sin_cos k24_sin_cos k25_sin_cos k28_sin_cos k29_sin_cos k30_sin_cos f1_s1_sin_cos f1_s2_sin_cos k2_sin_cos2 k5_sin_cos2 k8_sin_cos2 k3_sin_cos2 k6_sin_cos2 k9_sin_cos2 k1_abian k2_abian k2_wsierp_1 k11_wsierp_1 k1_wsierp_1 k10_wsierp_1 k3_wsierp_1 k4_wsierp_1 k5_wsierp_1 k7_wsierp_1 k8_wsierp_1 k9_wsierp_1 k12_wsierp_1 k2_euler_2 k1_euler_2 k3_euler_2 u1_struct_0 g1_struct_0 u2_struct_0 g2_struct_0 k1_struct_0 k2_struct_0 u1_incsp_1 u2_incsp_1 u3_incsp_1 u4_incsp_1 u5_incsp_1 u6_incsp_1 k1_incsp_1 k2_incsp_1 k3_incsp_1 k4_incsp_1 g1_incsp_1 g2_incsp_1 k1_cat_1 u2_cat_1 k2_cat_1 u1_cat_1 u3_cat_1 k3_cat_1 u4_cat_1 u5_cat_1 k4_cat_1 k5_cat_1 u6_cat_1 k6_cat_1 k8_cat_1 k7_cat_1 g1_cat_1 k9_cat_1 k10_cat_1 k11_cat_1 k12_cat_1 k13_cat_1 k14_cat_1 k15_cat_1 k16_cat_1 a_3_0_cat_1 g1_net_1 u1_net_1 u2_net_1 u3_net_1 k1_net_1 k2_net_1 k3_net_1 k4_net_1 k5_net_1 k6_net_1 k7_net_1 k8_net_1 k9_net_1 k10_net_1 k11_net_1 k12_net_1 u1_graph_1 u3_graph_1 u4_graph_1 k1_graph_1 u2_graph_1 g1_graph_1 k2_graph_1 k3_graph_1 k4_graph_1 k5_graph_1 k6_graph_1 k7_graph_1 g2_lattices g1_lattices g3_lattices k1_lattices u2_lattices k2_lattices u1_lattices k5_lattices k6_lattices k4_lattices k3_lattices k7_lattices k1_pre_topc k2_pre_topc k3_pre_topc u1_pre_topc k5_pre_topc k6_pre_topc g1_pre_topc k4_pre_topc k1_tops_1 k2_tops_1 k1_connsp_1 k1_tops_2 k2_tops_2 g2_rlvect_1 k1_rlvect_1 k2_rlvect_1 u1_rlvect_1 k3_rlvect_1 u2_rlvect_1 k5_rlvect_1 k6_rlvect_1 k4_rlvect_1 k9_rlvect_1 k7_rlvect_1 k8_rlvect_1 g1_rlvect_1 k1_rlsub_1 k2_rlsub_1 k3_rlsub_1 a_3_0_rlsub_1 a_3_1_rlsub_1 g1_group_1 k1_group_1 u1_group_1 k2_group_1 k3_group_1 k4_group_1 k5_group_1 k6_group_1 k7_group_1 k8_group_1 k9_group_1 k10_group_1 g4_vectsp_1 k2_vectsp_1 u1_vectsp_1 g3_vectsp_1 k4_vectsp_1 k5_vectsp_1 k6_vectsp_1 u2_vectsp_1 k7_vectsp_1 g1_vectsp_1 g2_vectsp_1 k5_parsp_1 k6_parsp_1 k9_parsp_1 k1_parsp_1 k2_parsp_1 k3_parsp_1 k4_parsp_1 u1_parsp_1 k7_parsp_1 k8_parsp_1 g1_parsp_1 g1_symsp_1 u1_symsp_1 k1_symsp_1 k2_symsp_1 k1_ortsp_1 k2_ortsp_1 g1_orders_2 u1_orders_2 k4_orders_2 k1_orders_2 k2_orders_2 k3_orders_2 a_2_0_orders_2 a_2_1_orders_2 k3_rlsub_2 k5_rlsub_2 k6_rlsub_2 k2_rlsub_2 k1_rlsub_2 k4_rlsub_2 a_3_0_rlsub_2 k8_midsp_1 k14_midsp_1 k19_midsp_1 k1_midsp_1 u1_midsp_1 g1_midsp_1 k4_midsp_1 k5_midsp_1 k6_midsp_1 k7_midsp_1 k10_midsp_1 k9_midsp_1 k11_midsp_1 k12_midsp_1 k13_midsp_1 k15_midsp_1 k16_midsp_1 k17_midsp_1 k18_midsp_1 a_2_0_midsp_1 a_1_0_midsp_1 a_1_1_midsp_1 k1_qmax_1 k2_qmax_1 k3_qmax_1 k5_qmax_1 u1_qmax_1 u2_qmax_1 k4_qmax_1 u3_qmax_1 g2_qmax_1 k6_qmax_1 k7_qmax_1 k8_qmax_1 k9_qmax_1 k10_qmax_1 k11_qmax_1 g1_qmax_1 u4_qmax_1 u5_qmax_1 k12_funcsdom k13_funcsdom k3_funcsdom k6_funcsdom k1_funcsdom k4_funcsdom k7_funcsdom k8_funcsdom k2_funcsdom k9_funcsdom k10_funcsdom k11_funcsdom g1_funcsdom k5_funcsdom k18_rlvect_2 k23_rlvect_2 k1_rlvect_2 k6_rlvect_2 k7_rlvect_2 k8_rlvect_2 k9_rlvect_2 k2_rlvect_2 k3_rlvect_2 k4_rlvect_2 k5_rlvect_2 k10_rlvect_2 k11_rlvect_2 k12_rlvect_2 k13_rlvect_2 k14_rlvect_2 k15_rlvect_2 k16_rlvect_2 k17_rlvect_2 k19_rlvect_2 k20_rlvect_2 k21_rlvect_2 k22_rlvect_2 k24_rlvect_2 a_2_0_rlvect_2 a_2_1_rlvect_2 k1_realset2 k2_realset2 k3_realset2 k4_realset2 k5_realset2 k6_realset2 k7_realset2 k8_realset2 k2_analoaf u1_analoaf k1_analoaf g1_analoaf k6_metric_1 k2_metric_1 u1_metric_1 k1_metric_1 k4_metric_1 k5_metric_1 g1_metric_1 k9_metric_1 k10_metric_1 k11_metric_1 a_3_0_metric_1 a_3_1_metric_1 a_3_2_metric_1 k2_diraf k1_diraf k1_aff_1 k2_aff_1 u1_collsp k1_collsp g1_collsp a_3_0_collsp k4_real_lat k5_real_lat k6_real_lat k7_real_lat k2_tdgroup k1_tdgroup k2_transgeo k1_transgeo k5_cat_2 k11_cat_2 k2_cat_2 k1_cat_2 k3_cat_2 k4_cat_2 k8_cat_2 k9_cat_2 k10_cat_2 k12_cat_2 k13_cat_2 k14_cat_2 k15_cat_2 k7_cat_2 k6_cat_2 k16_cat_2 k17_cat_2 k18_cat_2 k19_cat_2 a_2_0_cat_2 k1_anproj_1 k4_anproj_1 k6_anproj_1 k2_anproj_1 k3_anproj_1 k5_anproj_1 g1_vectsp_2 g2_vectsp_2 k4_vectsp_2 k5_vectsp_2 k9_vectsp_2 k1_vectsp_2 k2_vectsp_2 k3_vectsp_2 k6_vectsp_2 u1_vectsp_2 k5_filter_0 k8_filter_0 k1_filter_0 k2_filter_0 k3_filter_0 k4_filter_0 k6_filter_0 k7_filter_0 k9_filter_0 k10_filter_0 k11_filter_0 k12_filter_0 a_2_0_filter_0 a_3_0_filter_0 a_3_1_filter_0 k1_algstr_1 k4_algstr_1 k5_algstr_1 k7_algstr_1 k8_algstr_1 k1_rlvect_3 a_2_0_rlvect_3 k1_group_2 k2_group_2 k3_group_2 k4_group_2 k5_group_2 k6_group_2 k7_group_2 k8_group_2 k9_group_2 k10_group_2 k11_group_2 k12_group_2 k13_group_2 k14_group_2 k15_group_2 k16_group_2 k17_group_2 k18_group_2 a_2_0_group_2 a_3_0_group_2 a_1_0_group_2 k1_vectsp_4 k2_vectsp_4 k3_vectsp_4 a_4_0_vectsp_4 a_4_1_vectsp_4 k3_vectsp_5 k2_vectsp_5 k1_vectsp_5 k4_vectsp_5 k5_vectsp_5 k6_vectsp_5 a_4_0_vectsp_5 k1_vectsp_6 k2_vectsp_6 k3_vectsp_6 k4_vectsp_6 k5_vectsp_6 k6_vectsp_6 k7_vectsp_6 k8_vectsp_6 a_3_0_vectsp_6 k1_vectsp_7 a_3_0_vectsp_7 k2_analmetr k3_analmetr k1_analmetr u1_analmetr g1_analmetr k4_analmetr k1_group_3 k2_group_3 k3_group_3 k4_group_3 k5_group_3 k6_group_3 k7_group_3 k8_group_3 k9_group_3 k10_group_3 k11_group_3 a_3_0_group_3 a_2_0_group_3 a_2_1_group_3 a_2_2_group_3 a_2_3_group_3 k1_lattice2 k2_lattice2 k3_lattice2 k11_group_4 k2_group_4 k3_group_4 k1_group_4 k4_group_4 k5_group_4 k6_group_4 k7_group_4 k8_group_4 k9_group_4 k10_group_4 a_2_0_group_4 a_1_0_group_4 a_1_1_group_4 k1_connsp_2 k1_normsp_1 u1_normsp_1 k3_normsp_1 k2_normsp_1 k4_normsp_1 k5_normsp_1 k6_normsp_1 k7_normsp_1 k8_normsp_1 g1_normsp_1 k2_algseq_1 k3_algseq_1 k4_algseq_1 k5_algseq_1 f3_s1_algseq_1 k1_algseq_1 a_1_0_algseq_1 k5_afvect0 k1_afvect0 k2_afvect0 k3_afvect0 k4_afvect0 k8_complsp1 k23_complsp1 k1_complsp1 k3_complsp1 k4_complsp1 k5_complsp1 k6_complsp1 k7_complsp1 k9_complsp1 k10_complsp1 k11_complsp1 k12_complsp1 k13_complsp1 k14_complsp1 k15_complsp1 k16_complsp1 k17_complsp1 k18_complsp1 k19_complsp1 k21_complsp1 k20_complsp1 k22_complsp1 a_3_0_complsp1 a_3_1_complsp1 a_3_2_complsp1 a_3_3_complsp1 a_2_0_complsp1 a_1_0_complsp1 f3_s1_complsp1 f4_s2_complsp1 k1_realset3 k2_realset3 k1_algstr_2 k2_algstr_2 k1_metric_3 k2_metric_3 k3_metric_3 k4_metric_3 k5_metric_3 k6_metric_3 k7_metric_3 k8_metric_3 k9_metric_3 f4_s1_metric_3 f5_s2_metric_3 f6_s3_metric_3 k3_sub_metr k4_sub_metr a_3_0_sub_metr k2_metric_2 k11_metric_2 k1_metric_2 k3_metric_2 k4_metric_2 k5_metric_2 k6_metric_2 k7_metric_2 k8_metric_2 k9_metric_2 k10_metric_2 a_2_0_metric_2 a_1_0_metric_2 a_3_0_metric_2 a_2_1_metric_2 a_1_1_metric_2 a_1_2_metric_2 a_1_3_metric_2 a_1_4_metric_2 a_1_5_metric_2 k1_incproj k3_incproj k2_incproj a_1_0_incproj k5_normform k7_normform k8_normform k12_normform k1_normform k2_normform k3_normform k4_normform k6_normform k10_normform k9_normform k11_normform a_1_0_normform a_1_1_normform a_2_0_normform a_3_0_normform k1_o_ring_1 k2_o_ring_1 k1_algstr_3 u2_algstr_3 k2_algstr_3 u1_algstr_3 g1_algstr_3 k5_algstr_3 k1_projred1 k1_lmod_5 a_3_0_lmod_5 k1_rmod_2 k2_rmod_2 k3_rmod_2 a_4_0_rmod_2 a_4_1_rmod_2 k3_rmod_3 k2_rmod_3 k1_rmod_3 k4_rmod_3 k5_rmod_3 k6_rmod_3 a_4_0_rmod_3 k1_rmod_4 k2_rmod_4 k3_rmod_4 k4_rmod_4 k5_rmod_4 k6_rmod_4 k7_rmod_4 k8_rmod_4 k9_rmod_4 a_3_0_rmod_4 k1_rmod_5 a_3_0_rmod_5 k7_geomtrap k8_geomtrap k1_geomtrap k2_geomtrap k3_geomtrap k4_geomtrap k5_geomtrap k6_geomtrap g1_geomtrap k9_geomtrap k1_projred2 a_2_0_projred2 k1_semi_af1 k2_semi_af1 k3_semi_af1 k1_aff_4 k2_aff_4 k3_aff_4 a_3_0_aff_4 k13_afproj k1_afproj k2_afproj k5_afproj k3_afproj k6_afproj k4_afproj k7_afproj k8_afproj k9_afproj k10_afproj k11_afproj k12_afproj k14_afproj a_1_0_afproj a_1_1_afproj a_1_2_afproj a_1_3_afproj k1_heyting1 k3_heyting1 k4_heyting1 k2_heyting1 k5_heyting1 k6_heyting1 k7_heyting1 k8_heyting1 k9_heyting1 k10_heyting1 k11_heyting1 a_2_0_heyting1 a_3_2_heyting1 a_3_0_heyting1 a_3_1_heyting1 k1_prelamb u1_prelamb k2_prelamb u2_prelamb k3_prelamb u3_prelamb k4_prelamb k5_prelamb k6_prelamb k7_prelamb k9_prelamb k8_prelamb u4_prelamb g1_prelamb g2_prelamb a_5_0_prelamb a_5_1_prelamb a_5_2_prelamb k1_oppcat_1 k2_oppcat_1 k3_oppcat_1 k4_oppcat_1 k5_oppcat_1 k6_oppcat_1 k7_oppcat_1 k8_oppcat_1 k9_oppcat_1 k10_oppcat_1 k11_oppcat_1 k8_filter_1 k3_filter_1 k4_filter_1 k2_filter_1 k5_filter_1 k6_filter_1 k7_filter_1 k9_filter_1 k10_filter_1 k1_filter_1 a_1_0_filter_1 k3_nat_lat k8_nat_lat k9_nat_lat k12_nat_lat k1_group_5 k2_group_5 k3_group_5 k4_group_5 k5_group_5 k6_group_5 k7_group_5 k8_group_5 k9_group_5 k10_group_5 a_3_0_group_5 a_1_0_group_5 f4_s1_group_5 k1_nattra_1 k2_nattra_1 k3_nattra_1 k4_nattra_1 k5_nattra_1 k6_nattra_1 k8_nattra_1 k7_nattra_1 k9_nattra_1 k10_nattra_1 k11_nattra_1 k12_nattra_1 k13_nattra_1 f3_s1_nattra_1 a_1_0_nattra_1 k9_matrix_1 k1_matrix_1 k2_matrix_1 k3_matrix_1 k4_matrix_1 k5_matrix_1 k6_matrix_1 k10_matrix_1 k11_matrix_1 k12_matrix_1 k13_matrix_1 k14_matrix_1 f4_s1_matrix_1 k7_matrix_1 k8_matrix_1 k2_pcomps_1 k5_pcomps_1 k1_pcomps_1 k3_pcomps_1 k4_pcomps_1 k6_pcomps_1 f4_s1_pcomps_1 a_3_0_pcomps_1 a_3_1_pcomps_1 k1_midsp_2 k2_midsp_2 k3_midsp_2 k4_midsp_2 k5_midsp_2 k6_midsp_2 k7_midsp_2 k8_midsp_2 u1_midsp_2 u2_midsp_2 k9_midsp_2 k10_midsp_2 k11_midsp_2 g1_midsp_2 k1_metric_4 k2_metric_4 k3_metric_4 k4_metric_4 k5_metric_4 k6_metric_4 g1_bhsp_1 k1_bhsp_1 u1_bhsp_1 k2_bhsp_1 k3_bhsp_1 k4_bhsp_1 k5_bhsp_1 k6_bhsp_1 k7_bhsp_1 k8_bhsp_1 k1_bhsp_2 k2_bhsp_2 k3_bhsp_2 k4_bhsp_2 k5_bhsp_2 k6_bhsp_2 a_3_0_bhsp_2 a_3_1_bhsp_2 a_3_2_bhsp_2 k1_bhsp_3 k2_bhsp_3 k1_ens_1 k2_ens_1 k12_ens_1 k17_ens_1 k3_ens_1 k4_ens_1 k5_ens_1 k6_ens_1 k7_ens_1 k8_ens_1 k9_ens_1 k10_ens_1 k11_ens_1 k13_ens_1 k14_ens_1 k15_ens_1 k16_ens_1 k18_ens_1 k19_ens_1 k20_ens_1 k21_ens_1 k22_ens_1 k23_ens_1 k24_ens_1 k25_ens_1 k26_ens_1 a_1_0_ens_1 a_1_1_ens_1 a_3_0_ens_1 a_1_2_ens_1 a_1_3_ens_1 k3_borsuk_1 k6_borsuk_1 k15_borsuk_1 k16_borsuk_1 k2_borsuk_1 k1_borsuk_1 k7_borsuk_1 k8_borsuk_1 k11_borsuk_1 k12_borsuk_1 k13_borsuk_1 k14_borsuk_1 k10_borsuk_1 k17_borsuk_1 k18_borsuk_1 k20_borsuk_1 k21_borsuk_1 k4_borsuk_1 k5_borsuk_1 k9_borsuk_1 k19_borsuk_1 a_2_0_borsuk_1 a_3_0_borsuk_1 a_3_1_borsuk_1 a_2_2_borsuk_1 a_2_3_borsuk_1 a_2_1_borsuk_1 k1_tbsp_1 k2_tbsp_1 k3_tbsp_1 k1_grcat_1 k6_grcat_1 k12_grcat_1 k13_grcat_1 k17_grcat_1 k19_grcat_1 k28_grcat_1 k29_grcat_1 k30_grcat_1 k31_grcat_1 k32_grcat_1 k2_grcat_1 k3_grcat_1 k4_grcat_1 k5_grcat_1 k7_grcat_1 k8_grcat_1 k9_grcat_1 u1_grcat_1 k10_grcat_1 u2_grcat_1 k11_grcat_1 u3_grcat_1 g1_grcat_1 k15_grcat_1 k16_grcat_1 k18_grcat_1 k20_grcat_1 k23_grcat_1 k24_grcat_1 k21_grcat_1 k25_grcat_1 k22_grcat_1 k26_grcat_1 k27_grcat_1 f4_s1_grcat_1 f4_s2_grcat_1 k14_grcat_1 a_2_0_grcat_1 a_1_0_grcat_1 a_1_1_grcat_1 k4_group_6 k6_group_6 k12_group_6 k1_group_6 k5_group_6 k7_group_6 k10_group_6 k8_group_6 k11_group_6 k13_group_6 k9_group_6 k2_group_6 k3_group_6 a_1_0_group_6 a_3_0_group_6 k5_mod_2 k1_mod_2 k2_mod_2 u1_mod_2 k3_mod_2 u2_mod_2 k4_mod_2 u3_mod_2 g1_mod_2 k6_mod_2 k8_mod_2 k9_mod_2 k10_mod_2 k11_mod_2 k12_mod_2 k7_mod_2 k1_mod_3 a_3_0_mod_3 k6_analort k7_analort k2_analort k1_analort k3_analort k4_analort k5_analort k14_euclid k15_euclid k1_euclid k3_euclid k4_euclid k12_euclid k10_euclid k5_euclid k6_euclid k9_euclid k7_euclid k8_euclid k13_euclid k11_euclid k16_euclid k17_euclid k18_euclid k19_euclid k20_euclid k21_euclid k22_euclid k23_euclid k1_topmetr k2_topmetr k4_topmetr k1_heine k1_topreal1 k3_topreal1 k4_topreal1 k5_topreal1 a_3_0_topreal1 a_2_0_topreal1 k1_gr_cy_1 k2_gr_cy_1 k4_gr_cy_1 k5_gr_cy_1 k6_gr_cy_1 k7_gr_cy_1 a_1_0_gr_cy_1 k3_isocat_1 k2_isocat_1 k1_isocat_1 k4_isocat_1 k5_isocat_1 k6_isocat_1 k7_isocat_1 k8_isocat_1 k4_ringcat1 k9_ringcat1 k18_ringcat1 k1_ringcat1 u1_ringcat1 k2_ringcat1 u2_ringcat1 k3_ringcat1 u3_ringcat1 g1_ringcat1 k6_ringcat1 k7_ringcat1 k5_ringcat1 k8_ringcat1 k10_ringcat1 k13_ringcat1 k14_ringcat1 k11_ringcat1 k15_ringcat1 k12_ringcat1 k16_ringcat1 k17_ringcat1 k2_modcat_1 k12_modcat_1 k1_modcat_1 k4_modcat_1 k5_modcat_1 k6_modcat_1 k7_modcat_1 k8_modcat_1 k9_modcat_1 k10_modcat_1 k11_modcat_1 k3_modcat_1 a_2_0_modcat_1 a_2_1_modcat_1 k1_metric_6 k2_metric_6 k3_metric_6 k1_tsep_1 k2_tsep_1 k1_ff_siec k2_ff_siec k3_ff_siec k4_ff_siec k5_ff_siec k6_ff_siec k8_ff_siec k9_ff_siec k10_ff_siec k11_ff_siec k12_ff_siec k13_ff_siec k14_ff_siec k15_ff_siec k16_ff_siec k17_ff_siec k18_ff_siec k1_e_siec u1_e_siec u2_e_siec g1_e_siec k3_e_siec k4_e_siec k5_e_siec k6_e_siec k7_e_siec k8_e_siec k9_e_siec k10_e_siec k11_e_siec k12_e_siec k13_e_siec k14_e_siec k15_e_siec k16_e_siec k17_e_siec k18_e_siec k19_e_siec k20_e_siec k1_commacat k2_commacat k3_commacat k4_commacat k5_commacat k7_commacat k6_commacat k8_commacat k9_commacat k10_commacat a_5_0_commacat a_5_1_commacat a_5_2_commacat k10_lang1 k11_lang1 k12_lang1 k13_lang1 u1_lang1 k5_lang1 k6_lang1 k3_lang1 k1_lang1 k7_lang1 u2_lang1 k16_lang1 k15_lang1 k18_lang1 g2_lang1 g1_lang1 k2_lang1 k4_lang1 k8_lang1 k9_lang1 k14_lang1 k17_lang1 a_1_0_lang1 a_1_1_lang1 a_1_2_lang1 a_1_3_lang1 k1_bhsp_4 k2_bhsp_4 k3_bhsp_4 k4_bhsp_4 k5_bhsp_4 k6_bhsp_4 k7_bhsp_4 f3_s1_bhsp_4 k1_cat_3 k3_cat_3 k4_cat_3 k5_cat_3 k6_cat_3 k7_cat_3 k8_cat_3 k9_cat_3 k10_cat_3 k11_cat_3 k2_cat_3 f3_s1_cat_3 f3_s2_cat_3 k11_matrix_2 k13_matrix_2 k1_matrix_2 k2_matrix_2 k3_matrix_2 k4_matrix_2 k5_matrix_2 k6_matrix_2 k7_matrix_2 k8_matrix_2 k9_matrix_2 k10_matrix_2 k12_matrix_2 k14_matrix_2 k15_matrix_2 k1_lattice3 k3_lattice3 k7_lattice3 k14_lattice3 k2_lattice3 k4_lattice3 k5_lattice3 k8_lattice3 k9_lattice3 k10_lattice3 k11_lattice3 k12_lattice3 k13_lattice3 k6_lattice3 k15_lattice3 k16_lattice3 a_3_0_lattice3 a_3_1_lattice3 a_2_0_lattice3 a_2_1_lattice3 a_3_2_lattice3 a_3_3_lattice3 a_3_4_lattice3 a_3_5_lattice3 a_2_2_lattice3 a_2_3_lattice3 a_2_4_lattice3 a_2_5_lattice3 a_2_6_lattice3 a_2_7_lattice3 a_3_6_lattice3 a_3_7_lattice3 a_3_8_lattice3 a_3_9_lattice3 a_3_10_lattice3 f3_s2_lattice3 k6_tmap_1 k8_tmap_1 k1_tmap_1 k2_tmap_1 k3_tmap_1 k4_tmap_1 k5_tmap_1 k7_tmap_1 k9_tmap_1 k10_tmap_1 a_2_0_tmap_1 a_2_1_tmap_1 g1_midsp_3 k1_midsp_3 k4_midsp_3 u1_midsp_3 k2_midsp_3 k3_midsp_3 k5_midsp_3 k6_midsp_3 k7_midsp_3 k8_midsp_3 k9_midsp_3 k10_midsp_3 k11_midsp_3 f3_s1_midsp_3 k1_gr_cy_2 k1_isocat_2 k2_isocat_2 k3_isocat_2 k4_isocat_2 k5_isocat_2 k6_isocat_2 k7_isocat_2 k11_isocat_2 k8_isocat_2 k12_isocat_2 k9_isocat_2 k10_isocat_2 k13_isocat_2 k14_isocat_2 k15_isocat_2 k16_isocat_2 k17_isocat_2 k1_tdlat_1 k5_tdlat_1 k9_tdlat_1 k2_tdlat_1 k3_tdlat_1 k4_tdlat_1 k6_tdlat_1 k7_tdlat_1 k8_tdlat_1 k10_tdlat_1 k11_tdlat_1 k12_tdlat_1 a_1_0_tdlat_1 a_1_1_tdlat_1 a_1_2_tdlat_1 k2_lmod_6 k1_lmod_6 k4_lmod_6 k3_lmod_6 k2_mod_4 k3_mod_4 k5_mod_4 k1_mod_4 k4_mod_4 k6_mod_4 k7_mod_4 k8_mod_4 k9_mod_4 k1_tdlat_2 a_2_0_tdlat_2 a_2_1_tdlat_2 a_2_2_tdlat_2 a_2_3_tdlat_2 a_2_4_tdlat_2 a_2_5_tdlat_2 k1_pcomps_2 k2_pcomps_2 k3_pcomps_2 k4_pcomps_2 a_2_0_pcomps_2 a_2_1_pcomps_2 a_3_0_pcomps_2 f3_s2_pcomps_2 a_3_1_pcomps_2 f3_s3_pcomps_2 a_2_2_pcomps_2 k1_treal_1 k2_treal_1 k3_treal_1 k4_treal_1 a_3_0_topreal3 a_3_1_topreal3 a_2_0_topreal4 a_2_1_topreal4 k1_goboard1 k2_goboard1 k3_goboard1 k4_goboard1 k1_goboard2 k2_goboard2 k3_goboard2 f3_s1_goboard2 a_4_0_jordan1 a_1_0_jordan1 a_1_1_jordan1 a_1_2_jordan1 a_1_3_jordan1 a_4_1_jordan1 a_4_2_jordan1 a_4_3_jordan1 a_4_4_jordan1 a_4_5_jordan1 a_4_6_jordan1 a_4_7_jordan1 a_4_8_jordan1 a_4_9_jordan1 k1_ami_1 u2_ami_1 u4_ami_1 k5_ami_1 k7_ami_1 k3_ami_1 u1_ami_1 u3_ami_1 u5_ami_1 u6_ami_1 k2_ami_1 k4_ami_1 k6_ami_1 k8_ami_1 k9_ami_1 k10_ami_1 k11_ami_1 k12_ami_1 k13_ami_1 k16_ami_1 k18_ami_1 k17_ami_1 k14_ami_1 g1_ami_1 k15_ami_1 a_3_0_ami_1 a_2_0_ami_1 k5_cat_4 k23_cat_4 k1_cat_4 u1_cat_4 k2_cat_4 u2_cat_4 k3_cat_4 u3_cat_4 k4_cat_4 u4_cat_4 g1_cat_4 k6_cat_4 k7_cat_4 k8_cat_4 k9_cat_4 k10_cat_4 k11_cat_4 k12_cat_4 k13_cat_4 k14_cat_4 k15_cat_4 k16_cat_4 k17_cat_4 k18_cat_4 k19_cat_4 u5_cat_4 k20_cat_4 u6_cat_4 k21_cat_4 u7_cat_4 k22_cat_4 u8_cat_4 g2_cat_4 k24_cat_4 k27_cat_4 k25_cat_4 k26_cat_4 k28_cat_4 k29_cat_4 k1_vfunct_1 k2_vfunct_1 k3_vfunct_1 k4_vfunct_1 k5_vfunct_1 k6_vfunct_1 u1_petri k5_petri u2_petri u4_petri k6_petri u3_petri k7_petri k8_petri k10_petri k9_petri g1_petri k11_petri k12_petri k13_petri k14_petri k15_petri k16_petri k17_petri k18_petri k1_petri k2_petri k3_petri k4_petri a_2_0_petri a_2_1_petri a_2_2_petri a_2_3_petri a_2_4_petri a_2_5_petri a_2_6_petri a_2_7_petri k1_fin_topo u1_fin_topo k2_fin_topo g1_fin_topo k4_fin_topo k5_fin_topo k6_fin_topo k10_fin_topo k9_fin_topo k7_fin_topo k8_fin_topo k11_fin_topo f4_s1_fin_topo k12_fin_topo k13_fin_topo a_1_0_fin_topo a_2_0_fin_topo a_2_1_fin_topo a_2_2_fin_topo a_2_3_fin_topo a_2_4_fin_topo a_2_5_fin_topo a_2_6_fin_topo k1_fvsum_1 k2_fvsum_1 k3_fvsum_1 k4_fvsum_1 k5_fvsum_1 k6_fvsum_1 k7_fvsum_1 k8_fvsum_1 k9_fvsum_1 k10_fvsum_1 k11_fvsum_1 k12_fvsum_1 k13_fvsum_1 k14_fvsum_1 k6_ami_2 k7_ami_2 k8_ami_2 k9_ami_2 k10_ami_2 k11_ami_2 k12_ami_2 k13_ami_2 k14_ami_2 k15_ami_2 k16_ami_2 g1_unialg_1 u1_unialg_1 k1_unialg_1 k2_unialg_1 k3_unialg_1 k3_coh_sp k4_coh_sp k5_coh_sp k15_coh_sp k16_coh_sp k17_coh_sp k20_coh_sp k21_coh_sp k1_coh_sp k2_coh_sp k6_coh_sp k7_coh_sp k8_coh_sp k9_coh_sp k10_coh_sp k11_coh_sp k12_coh_sp k13_coh_sp k14_coh_sp k18_coh_sp k19_coh_sp k22_coh_sp k23_coh_sp k24_coh_sp k25_coh_sp k26_coh_sp k27_coh_sp k28_coh_sp k29_coh_sp k30_coh_sp a_1_0_coh_sp a_1_1_coh_sp a_1_2_coh_sp a_1_3_coh_sp a_1_4_coh_sp a_1_5_coh_sp a_1_6_coh_sp k12_monoid_0 k4_monoid_0 k13_monoid_0 k14_monoid_0 k15_monoid_0 k16_monoid_0 k17_monoid_0 k18_monoid_0 k19_monoid_0 k20_monoid_0 k1_monoid_0 k2_monoid_0 k3_monoid_0 k9_monoid_1 k22_monoid_1 k1_monoid_1 k8_monoid_1 k3_monoid_1 k6_monoid_1 k7_monoid_1 k5_monoid_1 k10_monoid_1 k11_monoid_1 k13_monoid_1 k12_monoid_1 k15_monoid_1 k18_monoid_1 k16_monoid_1 k19_monoid_1 k20_monoid_1 k17_monoid_1 k4_monoid_1 k21_monoid_1 k23_monoid_1 k2_monoid_1 k14_monoid_1 a_6_0_monoid_1 k5_prvect_1 k7_prvect_1 k2_prvect_1 k1_prvect_1 k3_prvect_1 k4_prvect_1 k6_prvect_1 k12_prvect_1 k9_prvect_1 k13_prvect_1 k11_prvect_1 k14_prvect_1 k15_prvect_1 k10_prvect_1 k17_prvect_1 k16_prvect_1 k19_prvect_1 k18_prvect_1 k20_prvect_1 k21_prvect_1 k22_prvect_1 f2_s1_prvect_1 k8_prvect_1 f9_s1_rlvect_4 k7_lmod_7 k13_lmod_7 k17_lmod_7 k2_lmod_7 k3_lmod_7 k4_lmod_7 k5_lmod_7 k6_lmod_7 k8_lmod_7 k9_lmod_7 k10_lmod_7 k11_lmod_7 k12_lmod_7 k14_lmod_7 k15_lmod_7 k16_lmod_7 k18_lmod_7 f2_s2_lmod_7 f2_s3_lmod_7 f2_s4_lmod_7 k1_lmod_7 f5_s10_lmod_7 f3_s5_lmod_7 k1_tex_1 k2_tex_1 k4_tex_1 k3_tex_1 a_2_0_tex_1 k1_matrix_3 k2_matrix_3 k3_matrix_3 k4_matrix_3 k6_matrix_3 k7_matrix_3 k8_matrix_3 k9_matrix_3 k10_matrix_3 k11_matrix_3 k12_matrix_3 k13_matrix_3 k5_matrix_3 k6_unialg_2 k9_unialg_2 k1_unialg_2 k2_unialg_2 k3_unialg_2 k4_unialg_2 k5_unialg_2 k7_unialg_2 k8_unialg_2 k10_unialg_2 k11_unialg_2 k12_unialg_2 a_1_0_unialg_2 a_1_0_hahnban a_1_1_hahnban k4_lattice4 k1_lattice4 k2_lattice4 k3_lattice4 k5_lattice4 a_2_0_lattice4 a_2_1_lattice4 k1_openlatt k6_openlatt k9_openlatt k10_openlatt k7_openlatt k17_openlatt k4_openlatt k2_openlatt k5_openlatt k3_openlatt k8_openlatt k13_openlatt k11_openlatt k14_openlatt k12_openlatt k15_openlatt k16_openlatt k18_openlatt a_1_0_openlatt a_2_0_openlatt a_2_1_openlatt a_1_1_openlatt k1_lopclset k7_lopclset k10_lopclset k11_lopclset k4_lopclset k2_lopclset k5_lopclset k3_lopclset k6_lopclset k8_lopclset k9_lopclset k12_lopclset k13_lopclset a_1_0_lopclset a_1_1_lopclset a_2_0_lopclset a_1_2_lopclset k3_ami_3 k4_ami_3 k5_ami_3 k6_ami_3 k7_ami_3 k8_ami_3 k9_ami_3 k10_ami_3 k11_ami_3 k2_ami_3 k12_ami_3 k13_ami_3 k15_ami_3 k16_ami_3 k14_ami_3 k17_ami_3 k18_ami_3 f1_s1_ami_4 f2_s1_ami_4 k1_scm_1 k2_scm_1 k2_fib_fusc k1_boolmark k2_boolmark k3_boolmark k4_dtconstr k1_dtconstr k7_dtconstr k6_dtconstr k8_dtconstr k11_dtconstr k13_dtconstr k15_dtconstr k16_dtconstr k17_dtconstr k18_dtconstr k19_dtconstr f3_s8_dtconstr f4_s8_dtconstr f3_s9_dtconstr f4_s9_dtconstr k2_dtconstr k3_dtconstr k9_dtconstr k10_dtconstr k20_dtconstr k21_dtconstr a_2_0_dtconstr a_2_1_dtconstr a_2_2_dtconstr a_1_0_dtconstr f4_s3_dtconstr f5_s3_dtconstr a_1_1_dtconstr a_1_2_dtconstr a_1_3_dtconstr f4_s4_dtconstr f5_s4_dtconstr f4_s5_dtconstr f5_s5_dtconstr f4_s6_dtconstr f5_s6_dtconstr k7_pralg_1 k12_pralg_1 k1_pralg_1 k2_pralg_1 k3_pralg_1 k4_pralg_1 k5_pralg_1 k6_pralg_1 k8_pralg_1 k9_pralg_1 k13_pralg_1 k11_pralg_1 k14_pralg_1 k15_pralg_1 k16_pralg_1 k20_pralg_1 k21_pralg_1 k22_pralg_1 k17_pralg_1 k18_pralg_1 k19_pralg_1 k23_pralg_1 k24_pralg_1 k25_pralg_1 k10_pralg_1 k1_alg_1 k2_alg_1 k3_alg_1 k4_alg_1 k5_alg_1 k6_alg_1 k7_alg_1 k8_alg_1 k3_freealg k7_freealg k15_freealg k1_freealg k2_freealg k4_freealg k5_freealg k6_freealg k8_freealg k9_freealg k10_freealg k11_freealg k13_freealg k14_freealg k17_freealg k18_freealg k12_freealg k16_freealg k19_freealg a_2_0_freealg a_2_1_freealg k1_tex_2 a_2_0_tex_2 k1_ami_5 k2_ami_5 k3_ami_5 k4_ami_5 k5_ami_5 k6_ami_5 k7_ami_5 k8_ami_5 k1_bintree1 f3_s3_bintree1 f4_s3_bintree1 f5_s4_bintree1 f6_s4_bintree1 f4_s5_bintree1 f5_s5_bintree1 f6_s6_bintree1 f7_s6_bintree1 k2_bintree1 k3_bintree1 k4_scm_comp k5_scm_comp k6_scm_comp k7_scm_comp k8_scm_comp k9_scm_comp k3_scm_comp k10_scm_comp k13_scm_comp k11_scm_comp k2_scm_comp k14_scm_comp k15_scm_comp k16_scm_comp k17_scm_comp k12_scm_comp k1_boolealg k2_boolealg k3_boolealg u4_msualg_1 k7_msualg_1 k10_msualg_1 k11_msualg_1 u1_msualg_1 k1_msualg_1 u2_msualg_1 k2_msualg_1 u3_msualg_1 k3_msualg_1 k4_msualg_1 k5_msualg_1 u5_msualg_1 k6_msualg_1 k8_msualg_1 k9_msualg_1 g3_msualg_1 k12_msualg_1 k13_msualg_1 g1_msualg_1 g2_msualg_1 k1_autgroup k2_autgroup k3_autgroup k4_autgroup k5_autgroup k6_autgroup k1_msualg_2 k2_msualg_2 k5_msualg_2 k6_msualg_2 k8_msualg_2 k12_msualg_2 k14_msualg_2 k17_msualg_2 k3_msualg_2 k4_msualg_2 k7_msualg_2 k9_msualg_2 k10_msualg_2 k11_msualg_2 k13_msualg_2 k15_msualg_2 k16_msualg_2 a_4_0_msualg_2 k7_pralg_2 k8_pralg_2 k9_pralg_2 k10_pralg_2 k11_pralg_2 k15_pralg_2 k1_pralg_2 k2_pralg_2 k3_pralg_2 k4_pralg_2 k5_pralg_2 k12_pralg_2 k13_pralg_2 k6_pralg_2 k14_pralg_2 a_3_0_pralg_2 k2_msualg_3 k4_msualg_3 k3_msualg_3 k5_msualg_3 k6_msualg_3 k1_msualg_3 k7_msualg_3 k5_msafree k7_msafree k8_msafree k11_msafree k12_msafree 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skf20323 skf20324 skf20325 skf20326 skf20327 skf20328 skf20329 skf20330 skf20331 skf20332 skf20335 skf20336 skf20337 skf20338 skf20339 skf20340 skf20341 skf20342 skf20343 skf20344 skf20345 skf20346 skf20347 skf20348 skf20349 skf20350 skf20351 skf20352 skf20353 skf20354 skf20355 skf20356 skf20357 skf20361 skf20362 skf20363 skf20364 skf20365 skf20366 skf20367 skf20368 skf20369 skf20370 skf20371 skf20372 skf20373 skf20374 skf20375 skf20376 skf20377 skf20378 skf20379 skf20380 skf20381 skf20382 skf20383 skf20384 skf20385 skf20386 skf20387 skf20388 skf20389 skf20390 skf20391 skf20392 skf20393 skf20394 skf20395 skf20396 skf20397 skf20398 skf20399 skf20400 skf20401 skf20402 skf20403 skf20404 skf20405 skf20406 skf20407 skf20408 skf20409 skf20410 skf20411 skf20412 skf20413 skf20414 skf20415 skf20416 skf20417 skf20418 skf20419 skf20420 skf20421 skf20422 skf20423 skf20424 skf20425 skf20426 skf20427 skf20428 skf20429 skf20430 skf20431 skf20432 skf20433 skf20434 skf20435 skf20436 skf20437 skf20438 skf20439 skf20440 skf20441 skf20442 skf20443 skf20444 skf20445 skf20446 skf20447 skf20448 skf20449 skf20450 skf20451 skf20452 skf20453 skf20454 skf20455 skf20456 skf20457 skf20458 skf20459 skf20460 skf20461 skf20462 skf20463 skf20464 skf20465 % 11.97/3.34 Problem Properties: % 11.97/3.34 This is a full first-order problem with equality. % 11.97/3.34 SZS status GaveUp % 11.97/3.34 SPASS beiseite: SPASS does currently not support non-BS equality problems. % 11.97/3.34 %------------------------------------------------------------------------------