init: 15.052sec
norm: 11.224sec
prop: 0.124sec
nb of constant: 9172
nb of subterms: 0
nb_prop: 31692
Property of 1 constant: 
78: (!V1, (!V0, ((C0 V1) V0)))
  'none/t13_cat_7' 'none/t22_rfinseq' 'none/t47_circcomb' 'none/t8_mesfunc1' 'none/t17_yellow_0/1' 'none/t17_yellow_0/0' 'none/t7_measure1/1' 'none/t1_xregular/1' 'none/t1_xregular/0' 'none/t3_integra2' 'none/t5_neckla_3' 'none/t8_card_5/1' 'none/t11_membered' 'none/t11_measure1/1' 'none/t28_grcat_1/0' 'none/t17_wellord2' 'none/t20_fib_num2' 'none/t69_tex_2' 'none/t15_chain_1/1' 'none/t15_chain_1/0' 'none/t8_lfuzzy_0' 'none/t34_card_fil' 'none/t79_borsuk_5/0' 'none/t12_yellow20' 'none/t3_xregular/0' 'none/t11_chain_1/0' 'none/t1_tarski_a/0' 'none/t44_orders_1' 'none/t7_membered' 'none/t9_knaster/1' 'none/t9_knaster/0' 'none/t24_modelc_3/5' 'none/t13_kurato_2/0' 'none/t22_neckla_3' 'none/t13_chain_1/1' 'none/t13_chain_1/0' 'none/t73_tex_2' 'none/t9_membered' 'none/t22_stacks_1/0' 'none/t16_rcomp_1' 'none/t5_xregular/0' 'none/t10_membered' 'none/t12_chain_1/0' 'none/t34_measure1/1' 'none/t16_ringcat1/0' 'none/t6_xregular/0' 'none/t7_cfdiff_1' 'none/t79_xxreal_2/0' 'none/t15_ordinal1' 'none/t2_xregular/0' 'none/t138_pboole/0' 'none/t32_trees_9/1' 'none/t30_topgen_5/1' 'none/t30_topgen_5/0' 'none/t9_card_5/1' 'none/t12_membered' 'none/t40_graphsp/0' 'none/t9_toler_1' 'none/t9_jct_misc/1' 'none/t9_jct_misc/0' 'none/t31_borsuk_4/0' 'none/t43_orders_1' 'none/t94_glib_000' 'none/t1_rlvect_1' 'none/t48_subset_1/0' 'none/t112_zfmisc_1/0' 'none/t67_tex_2' 'none/t8_toler_1' 'none/t54_classes2' 'none/t1_abcmiz_0/0' 'none/t5_card_fil' 'none/t6_rpr_1/0' 'none/t63_rewrite1' 'none/t5_prob_1' 'none/t23_tsp_2' 'none/t8_membered' 'none/t11_toprealb' 'none/t4_xregular/0'
67: (!V2, (!V1, (!V3, (!V0, ((((C0 V2) V1) V3) | ((~ (((C0 V2) V0) V3)) | (~ (((C0 V2) V1) V0))))))))
  'none/t5_waybel_3' 'none/t21_osalg_1' 'none/t60_euclidlp' 'none/t50_abcmiz_a' 'none/t60_roughs_1' 'none/t4_yellow_4' 'none/t33_euclidlp' 'none/t5_orders_2' 'none/t8_altcat_3' 'none/t52_abcmiz_a' 'none/t12_bhsp_3' 'none/t58_absred_0' 'none/t25_lattad_1' 'none/t55_group_9' 'none/t42_pre_poly' 'none/t16_rewrite1' 'none/t56_qc_lang2' 'none/t10_autalg_1' 'none/t3_rusub_5' 'none/t15_bvfunc_1/1' 'none/t59_roughs_1' 'none/t9_cqc_the3' 'none/t68_clvect_2' 'none/t8_lang1' 'none/t23_osalg_1' 'none/t13_stacks_1' 'none/t6_dist_1' 'none/t51_cqc_the3' 'none/t2_gcd_1' 'none/t2_anproj_1' 'none/t23_midsp_1' 'none/t42_borsuk_6' 'none/t30_rewrite1' 'none/t3_absred_0' 'none/t19_cqc_the3' 'none/t44_ec_pf_1' 'none/t51_abcmiz_a' 'none/t13_pboole' 'none/t12_armstrng' 'none/t61_roughs_1' 'none/t6_cqc_the3' 'none/t3_osalg_4' 'none/t41_pre_poly' 'none/t2_pnproc_1' 'none/t91_group_3' 'none/t5_polynom3/0' 'none/t46_cqc_sim1' 'none/t35_absred_0' 'none/t7_qmax_1' 'none/t2_osalg_1' 'none/t18_lmod_6' 'none/t77_group_3' 'none/t60_cat_1' 'none/t7_yellow_4' 'none/t21_qc_lang1' 'none/t1_metric_2' 'none/t7_lattices' 'none/t57_qc_lang2' 'none/t7_absred_0' 'none/t28_cqc_the3' 'none/t4_gcd_1' 'none/t10_osalg_3' 'none/t18_msualg_3' 'none/t120_pboole' 'none/t3_orders_2' 'none/t4_qmax_1' 'none/t1_bcialg_5'
64: (!V2, (!V1, (!V0, (((C0 V2) V1) V0))))
  'none/t35_rlsub_2/1' 'none/t35_rlsub_2/0' 'none/t124_zmodul01/1' 'none/t124_zmodul01/0' 'none/t21_msafree4' 'none/t3_modelc_1' 'none/t8_projred1/0' 'none/t54_tex_3' 'none/t30_waybel_9' 'none/t49_incsp_1/1' 'none/t16_projred1/3' 'none/t16_projred1/2' 'none/t16_projred1/1' 'none/t16_projred1/0' 'none/t5_projred1/2' 'none/t5_projred1/1' 'none/t5_projred1/0' 'none/t64_tex_3' 'none/t35_rusub_2/1' 'none/t35_rusub_2/0' 'none/t80_tsep_1' 'none/t69_tex_3' 'none/t35_bcialg_1' 'none/t55_incsp_1/2' 'none/t55_incsp_1/1' 'none/t15_matroid0' 'none/t131_funct_7' 'none/t33_graph_2' 'none/t53_tex_3' 'none/t70_tex_3' 'none/t8_tex_3' 'none/t61_quofield' 'none/t32_msafree4' 'none/t15_projred1/3' 'none/t15_projred1/2' 'none/t15_projred1/1' 'none/t15_projred1/0' 'none/t53_incsp_1/0' 'none/t7_pre_circ/1' 'none/t8_yellow19' 'none/t6_msualg_9' 'none/t101_semi_af1/1' 'none/t52_incsp_1/0' 'none/t2_scpisort/1' 'none/t134_pboole' 'none/t27_glib_004/0' 'none/t10_group_10' 'none/t51_incsp_1/2' 'none/t51_incsp_1/1' 'none/t51_incsp_1/0' 'none/t17_projred1/3' 'none/t17_projred1/2' 'none/t17_projred1/1' 'none/t17_projred1/0' 'none/t49_aff_1/1' 'none/t48_modelc_2' 'none/t7_projred1' 'none/t9_graph_4' 'none/t81_tsep_1' 'none/t75_mesfunc6/0' 'none/t65_tex_3' 'none/t43_incsp_1/1' 'none/t5_waybel28/1' 'none/t5_waybel28/0'
64: (!V0, (!V1, (V0 = ((C0 V1) V0))))
  'none/t45_ideal_1' 'none/d7_mesfunc5' 'none/d16_ens_1' 'none/d31_zmodul02' 'none/d20_hahnban1' 'none/d21_modelc_3' 'none/d21_interva1' 'none/t44_ideal_1' 'none/t13_circled1' 'none/d2_filter_2' 'none/d13_qc_lang1' 'none/d14_convex4' 'none/d6_lfuzzy_0' 'none/d4_lattice3' 'none/d13_petri' 'none/d13_convex4' 'none/t42_normform' 'none/d40_modelc_2' 'none/d16_petri' 'none/d4_filter_2' 'none/t50_rlaffin1' 'none/d6_lattice3' 'none/d15_ens_1' 'none/d6_yellow21' 'none/d1_conlat_2' 'none/d15_fomodel0' 'none/d30_zmodul02' 'none/d3_heyting1' 'none/d2_oppcat_1' 'none/t46_ideal_1' 'none/d35_substut1' 'none/d20_petri' 'none/d21_conlat_1' 'none/d15_petri' 'none/d5_lfuzzy_0' 'none/t16_tex_1/1' 'none/t16_tex_1/0' 'none/d16_rlvect_2' 'none/d3_lattice3' 'none/d2_euclid_9' 'none/d4_triang_1' 'none/d21_hahnban1' 'none/d4_oppcat_1' 'none/d2_group_18' 'none/d14_ens_1' 'none/d22_interva1' 'none/d18_petri' 'none/t21_filter_0' 'none/d3_filter_2' 'none/d20_cat_6' 'none/d13_afinsq_1' 'none/d17_ens_1' 'none/d1_mesfun7c' 'none/d2_substut1' 'none/d5_filter_2' 'none/t1_rlvect_2' 'none/d14_petri' 'none/d7_lattice3' 'none/t17_rltopsp1' 'none/d4_substut1' 'none/d19_petri' 'none/d17_petri' 'none/t5_measure1' 'none/d15_rlvect_2'
45: (!V1, (!V0, (!V2, ((C0 V1) V0))))
  'none/t4_simplex2/1' 'none/t4_simplex2/0' 'none/t18_matroid0/0' 'none/t4_integra3/1' 'none/t4_integra3/0' 'none/t12_partit1/1' 'none/t12_partit1/0' 'none/t58_rltopsp1/0' 'none/t23_matroid0' 'none/t11_topgen_2/0' 'none/t99_euclidlp/1' 'none/t99_euclidlp/0' 'none/t17_rcomp_1/1' 'none/t17_rcomp_1/0' 'none/t11_partit1/0' 'none/t80_card_3' 'none/t47_integra1/1' 'none/t47_integra1/0' 'none/t14_collsp/2' 'none/t14_collsp/1' 'none/t20_topreala' 'none/t52_euclidlp' 'none/t4_nfcont_1' 'none/t29_connsp_2' 'none/t3_ncfcont1' 'none/t29_orders_2' 'none/t1_waybel14/0' 'none/t63_topgen_4/0' 'none/t96_ideal_1/0' 'none/t8_lattice7/0' 'none/t15_chord/0' 'none/t46_jordan1k/0' 'none/t19_hausdorf/0' 'none/t42_jordan1k/1' 'none/t42_jordan1k/0' 'none/t57_euclidlp/0' 'none/t1_ltlaxio4/0' 'none/t49_aff_1/0' 'none/t23_filter_2' 'none/t11_groeb_2/0' 'none/t41_group_2' 'none/t51_subset_1/0' 'none/t18_topgen_2/0' 'none/t28_trees_2' 'none/t1_bvfunc_2/0'
43: (!V1, (!V0, ((~ ((C0 V1) = (C0 V0))) | (V1 = V0))))
  'none/t50_trees_3' 'none/t34_modal_1' 'none/t3_binari_3' 'none/t33_modal_1' 'none/t3_euclid_3' 'none/t2_cayldick' 'none/t6_sf_mastr' 'none/t7_scmfsa_2' 'none/t32_rlsub_1' 'none/t101_scmfsa_2' 'none/t4_matrix_5' 'none/t6_finseq_1' 'none/t40_card_1' 'none/t64_trees_3' 'none/t26_rusub_1' 'none/t23_jordan2b' 'none/t51_clvect_1' 'none/t2_trees_4' 'none/t10_ami_3' 'none/t7_ordinal1' 'none/t10_xxreal_3' 'none/t32_modal_1' 'none/t22_card_1' 'none/t4_member_1' 'none/t47_zmodul01' 'none/t4_euclid_3' 'none/t3_matrix_5' 'none/t201_xcmplx_1' 'none/t2_pua2mss1' 'none/t24_rvsum_1' 'none/t76_finseq_1' 'none/t12_catalg_1' 'none/t9_coh_sp' 'none/t5_pythtrip' 'none/t76_zf_lang1' 'none/t1_hilbert4' 'none/t133_xcmplx_1' 'none/t71_classes2' 'none/t4_trees_4' 'none/t14_member_1' 'none/t16_trees_9' 'none/t31_member_1' 'none/t21_hilbert2'
41: (!V2, (!V1, (!V0, (((C0 V2) ((C0 V1) V0)) = ((C0 ((C0 V2) V1)) V0)))))
  'none/t12_mmlquer2' 'none/t52_arytm_3' 'none/t32_finseq_1' 'none/t33_xxreal_0' 'none/t11_binarith' 'none/t2_quatern2' 'none/t15_rvsum_1' 'none/t50_member_1' 'none/t19_card_2' 'none/t16_xboole_1' 'none/t23_arytm_0' 'none/t9_rfunct_1' 'none/t50_ordinal3' 'none/t6_arytm_2' 'none/t140_pboole' 'none/t91_xboole_1' 'none/t4_xcmplx_1' 'none/t25_scmfsa6a' 'none/t66_xxreal_3' 'none/t36_relat_1' 'none/t16_margrel1' 'none/t51_arytm_3' 'none/t6_circcomb' 'none/t30_ordinal3' 'none/t18_int_6' 'none/t16_quatern2' 'none/t13_arytm_0' 'none/t34_xxreal_0' 'none/t1_xcmplx_1' 'none/t90_member_1' 'none/t22_card_2' 'none/t48_newton' 'none/t8_rfunct_1' 'none/t73_xboolean' 'none/t12_arytm_2' 'none/t43_newton' 'none/t80_member_1' 'none/t4_xboole_1' 'none/t27_afinsq_1' 'none/t14_funct_4' 'none/t19_xboolean'
39: (!V3, (!V2, (!V1, (!V0, ((((C0 V3) V2) (((C0 V3) V1) V0)) = (((C0 V3) (((C0 V3) V2) V1)) V0))))))
  'none/t3_quofield' 'none/t4_realset2' 'none/t7_lopban_2' 'none/t52_normform' 'none/t13_quofield/0' 'none/t19_realset2' 'none/t16_robbins1' 'none/t41_yellow_4' 'none/t57_robbins2' 'none/t18_flang_1' 'none/t9_idea_1' 'none/t14_yellow_4' 'none/t29_compos_1' 'none/t15_rusub_2' 'none/t1_nbvectsp' 'none/t50_midsp_1' 'none/t72_ideal_1' 'none/t14_idea_1' 'none/t11_morph_01' 'none/t15_rlsub_2' 'none/t46_aofa_000' 'none/t10_toprns_1' 'none/t26_mathmorp' 'none/t96_zmodul01' 'none/t4_quofield' 'none/t7_clopban2' 'none/t104_zmodul01' 'none/t21_tsep_1' 'none/t10_bcialg_4' 'none/t6_rusub_2' 'none/t28_matrixr2' 'none/t36_convex1' 'none/t26_partit1' 'none/t31_quantal1' 'none/t14_partit1' 'none/t43_midsp_1' 'none/t6_rlsub_2' 'none/t11_quofield/0' 'none/t10_morph_01'
37: (!V1, (!V2, (!V0, (((C0 V1) V2) | ((~ ((C0 V0) V2)) | (~ ((C0 V1) V0)))))))
  'none/t42_wellord1' 'none/t3_arytm_1' 'none/t9_int_2' 'none/t17_graph_1' 'none/t29_circtrm1' 'none/t15_isocat_1' 'none/t4_nat_d' 'none/t15_wellord2' 'none/t1_xboole_1' 'none/t7_waybel_1' 'none/t13_necklace' 'none/t35_modelc_2' 'none/t67_group_6' 'none/t4_yellow18' 'none/t46_isocat_1' 'none/t3_borsuk_3' 'none/t67_arytm_3' 'none/t5_msuhom_1' 'none/t2_unialg_2' 'none/t5_ringcat1' 'none/t2_xxreal_0' 'none/t85_glib_000' 'none/t37_ordinal4' 'none/t30_pua2mss1' 'none/t12_necklace' 'none/t34_modelc_2' 'none/t33_filter_1' 'none/t4_closure3' 'none/t56_xboole_1' 'none/t46_stacks_1' 'none/t14_alg_1' 'none/t42_gaussint' 'none/t65_zf_lang' 'none/t10_ordinal1' 'none/t64_zf_lang' 'none/t17_setfam_1' 'none/t19_zfrefle1'
35: (!V3, (!V2, (!V1, (!V0, ((((C0 V3) V2) V1) V0)))))
  'none/t62_fsm_1/2' 'none/t62_fsm_1/1' 'none/t33_msafree4' 'none/t38_vectsp_5/1' 'none/t38_vectsp_5/0' 'none/t11_partit1/1' 'none/t13_diraf/0' 'none/t18_msafree' 'none/t118_group_9/1' 'none/t118_group_9/0' 'none/t39_ideal_1' 'none/t21_afvect0' 'none/t42_filerec1' 'none/t13_scmfsa9a' 'none/t19_afvect0' 'none/t2_gtarski1' 'none/t35_ideal_1' 'none/t14_fsm_1' 'none/t17_huffman1' 'none/t19_msafree/0' 'none/t101_semi_af1/0' 'none/t2_conmetr/0' 'none/t122_finseq_3' 'none/t6_gtarski1/0' 'none/t26_ndiff_7/0' 'none/t1_conmetr/0' 'none/t13_fsm_1' 'none/t37_ideal_1' 'none/t8_isocat_2/0' 'none/t31_msafree4' 'none/t51_fsm_1/3' 'none/t26_scmfsa9a' 'none/t69_analmetr/1' 'none/t33_metric_2' 'none/t4_lopban_5/2'
Property of 2 constants: 
101: (!V0, ((C1 V0) = (C1 (C0 V0))))
  'none/t39_weddwitt' 'none/t19_jordan21' 'none/t12_lattice2/0' 'none/t12_topgen_2' 'none/t9_topreal7/1' 'none/t9_topreal7/0' 'none/t41_jordan22' 'none/t5_necklace' 'none/t57_finseq_5/1' 'none/t57_finseq_5/0' 'none/t49_rusub_5/0' 'none/t3_square_1' 'none/t7_descip_1' 'none/t4_tdgroup/0' 'none/t4_zmodul05' 'none/t30_rfinseq2/1' 'none/t30_rfinseq2/0' 'none/t73_quaterni' 'none/t143_rvsum_1/1' 'none/t143_rvsum_1/0' 'none/t8_matrix_5/1' 'none/t8_matrix_5/0' 'none/t21_relat_1' 'none/t5_euclid' 'none/t75_complex1' 'none/t4_complsp2' 'none/t66_cohsp_1' 'none/t14_petri/1' 'none/t14_petri/0' 'none/t16_sprect_2' 'none/t38_jordan22' 'none/t22_goboard9' 'none/t30_rlvect_5' 'none/t12_topmetr/0' 'none/t57_altcat_4' 'none/t53_complex1' 'none/t26_sf_mastr' 'none/t140_zf_lang1' 'none/t101_finseq_1' 'none/t69_topreal6' 'none/t3_mod_4/1' 'none/t3_mod_4/0' 'none/t59_altcat_4' 'none/t5_afinsq_2/1' 'none/t114_rvsum_1' 'none/t8_topreal7/1' 'none/t8_topreal7/0' 'none/t62_card_1' 'none/t18_jordan21' 'none/t55_finseq_1' 'none/t33_gaussint' 'none/t38_trees_3' 'none/t3_yellow_6' 'none/t69_afinsq_2' 'none/t40_jordan22' 'none/t42_rvsum_3' 'none/t44_quaterni/0' 'none/t48_complsp2/1' 'none/t48_complsp2/0' 'none/t10_waybel22' 'none/t7_matrix_5/1' 'none/t7_matrix_5/0' 'none/t1_card_5' 'none/t60_zf_lang1' 'none/t72_quaterni' 'none/t19_pre_poly' 'none/t10_rusub_4' 'none/t27_complex1/0' 'none/t15_sprect_2' 'none/t8_valued_1/0' 'none/t30_topgen_2' 'none/t50_rvsum_2' 'none/t56_altcat_4' 'none/t52_complex1' 'none/t20_matrprob/0' 'none/t11_valued_1/0' 'none/t5_complsp2' 'none/t42_sf_mastr' 'none/t20_jordan21' 'none/t68_topreal6' 'none/t31_rfinseq2/1' 'none/t31_rfinseq2/0' 'none/t31_sin_cos/2' 'none/t39_jordan22' 'none/t2_partfun3' 'none/t29_extreal1' 'none/t57_rvsum_1' 'none/t36_scmfsa6a' 'none/t58_altcat_4' 'none/t43_rat_1/0' 'none/t10_euclid' 'none/t9_matrixc1/1' 'none/t9_matrixc1/0' 'none/t59_funct_6' 'none/t17_jordan21' 'none/t60_funct_6' 'none/t40_scmyciel' 'none/t17_uniroots' 'none/t1_friends1' 'none/t41_bspace' 'none/t21_abcmiz_1'
80: (!V2, (!V1, (!V0, (((C0 ((C1 V2) V1)) V0) = ((C1 ((C0 V2) V0)) ((C0 V1) V0))))))
  'none/t183_member_1' 'none/t5_toprealc' 'none/t12_relset_2' 'none/t139_member_1' 'none/t23_fomodel0' 'none/t209_member_1' 'none/t105_relat_1' 'none/t1_rlaffin3' 'none/t73_finseq_3' 'none/t46_complex2' 'none/t173_member_1' 'none/t185_member_1' 'none/t39_rfunct_1/1' 'none/t39_rfunct_1/0' 'none/t47_rfunct_1/0' 'none/t151_member_1' 'none/t158_member_1' 'none/t58_quatern2' 'none/t38_valued_2' 'none/t175_member_1' 'none/t120_xcmplx_1' 'none/t10_rfunct_1' 'none/t46_int_4' 'none/t8_circtrm1' 'none/t165_member_1' 'none/t53_quatern2' 'none/t71_funct_4' 'none/t235_member_1' 'none/t56_fomodel0' 'none/t112_xboole_1' 'none/t17_arytm_3' 'none/t4_toprealc' 'none/t20_algspec1' 'none/t11_relset_2' 'none/t208_member_1' 'none/t23_valued_1' 'none/t42_xboole_1' 'none/t167_member_1' 'none/t102_zfmisc_1/0' 'none/t57_complex2' 'none/t104_member_1' 'none/t104_relat_1' 'none/t184_member_1' 'none/t51_rvsum_1' 'none/t97_zfmisc_1/0' 'none/t14_rfunct_1' 'none/t7_topalg_1' 'none/t8_prepower' 'none/t29_card_2' 'none/t150_member_1' 'none/t103_relat_1' 'none/t157_member_1' 'none/t35_complex2' 'none/t37_valued_2' 'none/t1_fib_num4' 'none/t8_fib_num3' 'none/t174_member_1' 'none/t7_newton' 'none/t59_complex2' 'none/t16_rfunct_1' 'none/t18_quatern2' 'none/t23_quatern2' 'none/t140_member_1' 'none/t159_member_1' 'none/t48_rfunct_1/0' 'none/t62_xcmplx_1' 'none/t234_member_1' 'none/t111_xboole_1' 'none/t99_zfmisc_1/0' 'none/t46_ordinal3' 'none/t44_rfunct_1/0' 'none/t18_rfunct_1' 'none/t63_ordinal3' 'none/t10_relset_2' 'none/t40_prepower' 'none/t137_member_1' 'none/t45_rfunct_1/0' 'none/t6_sysrel' 'none/t149_member_1' 'none/t166_member_1'
76: (!V0, ((C1 V0) = (C0 V0)))
  'none/t49_sin_cos' 'none/d14_zmodul02' 'none/t18_sheffer1' 'none/t43_mesfunc6' 'none/d3_cat_4' 'none/d14_e_siec' 'none/t44_tdlat_3' 'none/d10_grcat_1' 'none/t23_waybel14' 'none/d29_cat_6' 'none/t43_tdlat_3/1' 'none/t43_tdlat_3/0' 'none/t41_tdlat_3' 'none/d1_dualsp01' 'none/d6_struct_0' 'none/d2_compos_0' 'none/t14_rvsum_3' 'none/t39_tdlat_3' 'none/d6_conlat_1' 'none/d7_fomodel1' 'none/t30_metric_2' 'none/d2_qc_lang1' 'none/d3_ringcat1' 'none/d6_scmfsa_2' 'none/d2_waybel_4' 'none/d16_midsp_1' 'none/t20_sheffer1' 'none/t11_rvsum_3' 'none/t37_facirc_1' 'none/d10_msualg_1' 'none/d6_filter_2' 'none/d21_cat_4' 'none/d1_scmp_gcd' 'none/t61_matrprob' 'none/t9_waybel30' 'none/d3_struct_0' 'none/d1_openlatt' 'none/d6_modal_1' 'none/d1_filter_0' 'none/t53_prefer_1' 'none/t1_stirl2_1' 'none/t40_tdlat_3/1' 'none/t40_tdlat_3/0' 'none/d2_qmax_1' 'none/t19_sheffer1' 'none/d11_grcat_1' 'none/d5_realset2' 'none/d1_cat_6' 'none/d12_ff_siec' 'none/d3_qmax_1' 'none/d5_conlat_1' 'none/t42_tdlat_3' 'none/d2_ringcat1' 'none/t61_robbins1' 'none/d11_ff_siec' 'none/t9_rvsum_3' 'none/d8_partit1' 'none/d7_struct_0' 'none/d1_matroid0' 'none/d10_parsp_1' 'none/d1_fomodel1' 'none/d8_fomodel1' 'none/d12_euclid' 'none/t28_waybel_6' 'none/d4_ringcat1' 'none/t25_bciideal' 'none/d13_scmfsa_2' 'none/t24_exchsort/2' 'none/t24_exchsort/1' 'none/d21_quantal1' 'none/d4_henmodel' 'none/t21_sheffer1' 'none/d9_grcat_1' 'none/d14_modelc_3' 'none/d8_aescip_1' 'none/t1_msafree2'
74: (!V0, ((C1 C0) V0))
  'none/t28_jordan9/0' 'none/t31_sin_cos2/0' 'none/t14_jordan1d/0' 'none/t2_gr_cy_3' 'none/t56_classes2' 'none/t10_jordan1d/0' 'none/t7_finsub_1' 'none/t9_wsierp_1' 'none/t69_classes2/0' 'none/t12_int_2/1' 'none/t56_jordan1a/2' 'none/t56_jordan1a/0' 'none/t1_coh_sp' 'none/t20_scmyciel' 'none/t27_jordan1d/0' 'none/t5_xxreal_0' 'none/t57_jordan1a/2' 'none/t57_jordan1a/0' 'none/t71_comput_1' 'none/t23_jordan1d/0' 'none/t31_jordan1d/0' 'none/t9_jordan1d/0' 'none/t12_abian' 'none/t33_sin_cos2/0' 'none/t16_jordan1d/0' 'none/t16_card_5/5' 'none/t24_jordan1d/0' 'none/t38_sin_cos2' 'none/t20_jordan1d/0' 'none/t9_arytm_3/1' 'none/t13_jordan1d/0' 'none/t112_abcmiz_1/0' 'none/t24_modelc_3/0' 'none/t78_msafree4' 'none/t2_waybel12' 'none/t29_jordan1d/0' 'none/t29_nat_2' 'none/t28_sprect_3/0' 'none/t4_necklace' 'none/t2_arytm_3' 'none/t55_jordan1a/2' 'none/t18_jordan1d/0' 'none/t55_jordan1a/0' 'none/t59_partfun1' 'none/t26_jordan1d/0' 'none/t7_jordan1d/0' 'none/t37_ordinal5' 'none/t19_jordan1d/0' 'none/t40_sin_cos2' 'none/t65_sin_cos/0' 'none/t22_jordan1d/0' 'none/t30_jordan1d/0' 'none/t8_jordan1d/0' 'none/t22_trees_1/0' 'none/t32_sin_cos2/0' 'none/t15_jordan1d/0' 'none/t2_xboole_1' 'none/t3_grcat_1/4' 'none/t3_grcat_1/3' 'none/t2_nat_1' 'none/t11_jordan1d/0' 'none/t64_sin_cos/0' 'none/t12_jordan1d/0' 'none/t42_jordan1j/0' 'none/t15_setfam_1' 'none/t28_jordan1d/0' 'none/t63_sin_cos/0' 'none/t39_sin_cos2' 'none/t32_jordan1d/0' 'none/t17_jordan1d/0' 'none/t25_jordan1d/0' 'none/t6_nat_d/1' 'none/t21_jordan1d/0' 'none/t64_arytm_3'
69: (!V1, (!V0, ((C0 ((C1 V1) V0)) = ((C1 (C0 V1)) (C0 V0)))))
  'none/t8_member_1' 'none/t34_gaussint' 'none/t5_simplex0' 'none/t16_member_1' 'none/t22_relat_1' 'none/t11_abcmiz_1' 'none/t18_funct_3' 'none/t34_complex1' 'none/t56_quaterni' 'none/t47_fomodel0' 'none/t33_member_1' 'none/t25_pre_poly' 'none/t23_xtuple_0' 'none/t18_absvalue' 'none/t27_rfunct_1' 'none/t35_xtuple_0' 'none/t18_member_1' 'none/t23_member_1' 'none/t35_member_1' 'none/t47_nattra_1' 'none/t5_member_1' 'none/t22_arytm_0' 'none/t14_sysrel/2' 'none/t65_complex1' 'none/t14_sysrel/1' 'none/t14_sysrel/0' 'none/t139_xcmplx_1' 'none/t5_fib_num' 'none/t25_absvalue' 'none/t2_matrtop1' 'none/t10_rvsum_2' 'none/t3_relset_2' 'none/t48_filter_1' 'none/t7_member_1' 'none/t67_complex1' 'none/t60_classes1' 'none/t204_xcmplx_1' 'none/t24_rfunct_1' 'none/t24_relat_1' 'none/t27_xtuple_0' 'none/t9_xxreal_3' 'none/t15_member_1' 'none/t12_relat_1' 'none/t39_xtuple_0' 'none/t32_member_1' 'none/t9_square_1' 'none/t23_relat_1' 'none/t71_zfmisc_1' 'none/t78_zfmisc_1' 'none/t26_rvsum_1' 'none/t25_arytm_0' 'none/t85_member_1' 'none/t17_member_1' 'none/t97_member_1' 'none/t43_rfunct_1' 'none/t35_complex1' 'none/t34_member_1' 'none/t18_relat_1' 'none/t7_circtrm1' 'none/t37_complex1' 'none/t70_rvsum_1' 'none/t6_member_1' 'none/t55_fomodel0' 'none/t11_finsub_1' 'none/t31_xtuple_0' 'none/t43_xtuple_0' 'none/t32_complex1' 'none/t54_quaterni' 'none/t67_xxreal_3'
68: (!V1, (!V0, (!V2, (V1 = ((C1 V0) C0)))))
  'none/t19_dist_2' 'none/t24_modelc_3/2' 'none/t27_descip_1/9' 'none/t27_descip_1/8' 'none/t27_descip_1/7' 'none/t27_descip_1/6' 'none/t27_descip_1/5' 'none/t27_descip_1/4' 'none/t27_descip_1/3' 'none/t27_descip_1/2' 'none/t27_descip_1/1' 'none/t27_descip_1/0' 'none/t27_descip_1/63' 'none/t27_descip_1/62' 'none/t27_descip_1/61' 'none/t27_descip_1/60' 'none/t27_descip_1/59' 'none/t27_descip_1/58' 'none/t27_descip_1/57' 'none/t27_descip_1/56' 'none/t27_descip_1/55' 'none/t27_descip_1/54' 'none/t27_descip_1/53' 'none/t27_descip_1/52' 'none/t27_descip_1/51' 'none/t27_descip_1/50' 'none/t27_descip_1/49' 'none/t27_descip_1/48' 'none/t27_descip_1/47' 'none/t27_descip_1/46' 'none/t27_descip_1/45' 'none/t27_descip_1/44' 'none/t27_descip_1/43' 'none/t27_descip_1/42' 'none/t27_descip_1/41' 'none/t27_descip_1/40' 'none/t27_descip_1/39' 'none/t27_descip_1/38' 'none/t27_descip_1/37' 'none/t27_descip_1/36' 'none/t27_descip_1/35' 'none/t27_descip_1/34' 'none/t27_descip_1/33' 'none/t27_descip_1/32' 'none/t27_descip_1/31' 'none/t27_descip_1/30' 'none/t27_descip_1/29' 'none/t27_descip_1/28' 'none/t27_descip_1/27' 'none/t27_descip_1/26' 'none/t27_descip_1/25' 'none/t27_descip_1/24' 'none/t27_descip_1/23' 'none/t27_descip_1/22' 'none/t27_descip_1/21' 'none/t27_descip_1/20' 'none/t27_descip_1/19' 'none/t27_descip_1/18' 'none/t27_descip_1/17' 'none/t27_descip_1/16' 'none/t27_descip_1/15' 'none/t27_descip_1/14' 'none/t27_descip_1/13' 'none/t27_descip_1/12' 'none/t27_descip_1/11' 'none/t27_descip_1/10' 'none/t22_topalg_3/1' 'none/t22_topalg_3/0'
67: (!V0, (V0 = (C1 (C0 V0))))
  'none/t2_jgraph_1' 'none/t1_euclid_3' 'none/t53_ordinal5' 'none/t12_zf_refle' 'none/t7_e_siec/0' 'none/t9_seq_4/1' 'none/t9_seq_4/0' 'none/t8_pralg_1' 'none/t73_rvsum_1' 'none/t16_group_10' 'none/t9_matrix_1' 'none/t11_xxreal_2' 'none/t64_moebius2/0' 'none/t88_orders_1' 'none/t19_yellow_1' 'none/t3_ff_siec/1' 'none/t53_afinsq_2' 'none/t16_lang1' 'none/t19_cohsp_1' 'none/t5_catalg_1' 'none/t2_ff_siec/0' 'none/t9_rcomp_3' 'none/t13_xxreal_2' 'none/t78_card_3' 'none/t20_necklace' 'none/t5_pcomps_1' 'none/t10_rcomp_3' 'none/t22_unialg_3' 'none/t6_matrix_5' 'none/t33_mycielsk' 'none/t81_zfmisc_1' 'none/t11_ringcat1/1' 'none/t11_ringcat1/0' 'none/t25_zfmisc_1' 'none/t6_e_siec/0' 'none/t30_rvsum_2' 'none/t2_euclid_3' 'none/t50_classes2' 'none/t35_mycielsk' 'none/t135_finseq_3/1' 'none/t135_finseq_3/0' 'none/t57_finseq_1' 'none/t3_zf_lang1' 'none/t80_exchsort' 'none/t18_partit_2' 'none/t95_rvsum_1' 'none/t45_relat_1/1' 'none/t45_relat_1/0' 'none/t2_ordinal2' 'none/t26_simplex2' 'none/t64_classes1' 'none/t51_euclid_7' 'none/t12_rcomp_3' 'none/t4_rlaffin3' 'none/t27_uniroots' 'none/t10_ordinal3' 'none/t23_grcat_1/1' 'none/t23_grcat_1/0' 'none/t1_yellow_1/0' 'none/t6_catalg_1' 'none/t11_rcomp_3' 'none/t5_matrix_5' 'none/t41_euclid_7' 'none/t10_setfam_1' 'none/t2_cohsp_1' 'none/t55_modelc_3' 'none/t19_ordinal6'
67: (!V2, (!V1, (!V0, (((C0 ((C1 V2) V1)) ((C1 V2) V0)) | (~ ((C0 V1) V0))))))
  'none/t61_flang_1' 'none/t18_cqc_the1' 'none/t14_pcomps_1' 'none/t21_tdlat_2' 'none/t21_binari_4' 'none/t82_flang_2' 'none/t25_fintopo2' 'none/t6_topgen_1' 'none/t14_fin_topo' 'none/t14_helly' 'none/t13_rlvect_x' 'none/t9_cantor_1' 'none/t6_yellow_3' 'none/t22_filter_0' 'none/t3_rlaffin1' 'none/t26_topgen_1' 'none/t82_afinsq_2' 'none/t101_relat_1' 'none/t33_ordinal2' 'none/t31_tex_4' 'none/t19_tops_1' 'none/t8_int_6' 'none/t32_matroid0' 'none/t10_circled1' 'none/t59_ideal_1' 'none/t19_pre_topc' 'none/t52_rlaffin1' 'none/t1_nat_6' 'none/t71_funct_1' 'none/t25_roughs_1' 'none/t29_goedelcp' 'none/t2_waybel23' 'none/t2_tietze' 'none/t76_xboole_1' 'none/t58_ideal_1' 'none/t13_helly' 'none/t24_fintopo2' 'none/t57_newton' 'none/t6_fintopo3' 'none/t15_roughs_2' 'none/t58_flang_3' 'none/t56_funct_5' 'none/t52_topgen_4' 'none/t14_cantor_1' 'none/t42_ordinal2' 'none/t38_filter_2/0' 'none/t5_yellow_2' 'none/t1_fintopo2' 'none/t81_afinsq_2' 'none/t30_topgen_1' 'none/t24_waybel30' 'none/t25_afinsq_2' 'none/t32_ordinal2' 'none/t36_glib_000' 'none/t21_aofa_l00' 'none/t20_rltopsp1' 'none/t7_yellow_3' 'none/t29_relat_1' 'none/t123_relat_1' 'none/t13_finseq_6' 'none/t24_roughs_1' 'none/t75_relat_1' 'none/t8_normsp_3' 'none/t5_fintopo3' 'none/t143_relat_1' 'none/t14_roughs_2' 'none/t57_ideal_1'
65: (C0 = (C1 C0))
  'none/t56_classes1' 'none/t10_catalan1' 'none/t15_trees_1' 'none/t11_sgraph1' 'none/t43_sin_cos9/0' 'none/t29_classes1' 'none/t4_complex1/1' 'none/t4_complex1/0' 'none/t15_pre_ff/1' 'none/t15_pre_ff/0' 'none/t18_square_1' 'none/t1_setfam_1' 'none/t3_card_3' 'none/t202_xcmplx_1' 'none/t17_gr_cy_3' 'none/t1_funct_5' 'none/t47_card_1' 'none/t41_sin_cos9/1' 'none/t48_quatern3' 'none/t58_funct_6' 'none/t8_funct_5/1' 'none/t8_funct_5/0' 'none/t16_gr_cy_3' 'none/t7_dtconstr/1' 'none/t7_dtconstr/0' 'none/t13_newton' 'none/t43_finseq_3' 'none/t57_funct_7/1' 'none/t57_funct_7/0' 'none/t43_funct_5/1' 'none/t43_funct_5/0' 'none/t3_dtconstr' 'none/t14_newton' 'none/t28_complex1' 'none/t17_euler_1' 'none/t25_card_5/0' 'none/t42_funct_5/1' 'none/t42_funct_5/0' 'none/t11_catalan1' 'none/t30_extreal1/0' 'none/t17_square_1' 'none/t22_card_5' 'none/t11_fib_num3/1' 'none/t1_pre_ff/1' 'none/t1_pre_ff/0' 'none/t19_abcmiz_1' 'none/t2_zfmisc_1' 'none/t1_sin_cos8/1' 'none/t55_relat_1' 'none/t38_relat_1/1' 'none/t38_relat_1/0' 'none/t23_funct_6/1' 'none/t23_funct_6/0' 'none/t43_relat_1' 'none/t30_moebius1' 'none/t40_funct_6/0' 'none/t31_sin_cos/1' 'none/t71_sin_cos6' 'none/t47_quaterni' 'none/t30_complex1' 'none/t40_relat_1' 'none/t8_abcmiz_1' 'none/t11_numpoly1' 'none/t18_radix_1' 'none/t44_complex1'
57: (!V0, (V0 = ((C1 V0) C0)))
  'none/t6_arithm' 'none/t71_ordinal3/0' 'none/t21_card_2' 'none/t56_ordinal3/0' 'none/t30_numpoly1' 'none/t4_nat_2' 'none/t52_rvsum_1' 'none/t1_arithm' 'none/t18_card_2' 'none/t24_arytm_3/0' 'none/t11_numeral2' 'none/t51_complex2' 'none/t52_newton' 'none/t146_member_1' 'none/t16_ordinal5' 'none/t1_rewrite1/1' 'none/t40_arytm_3/1' 'none/t70_ordinal3/2' 'none/t42_xxreal_0' 'none/t14_lattice8' 'none/t15_xxreal_3' 'none/t14_quatern2' 'none/t14_arytm_3/0' 'none/t70_funct_7' 'none/t17_algstr_4' 'none/t10_nat_3' 'none/t8_quatern3' 'none/t46_newton' 'none/t21_lattice5' 'none/t21_funct_4' 'none/t3_boole' 'none/t1_boole' 'none/t5_newton' 'none/t9_mesfunc7' 'none/t50_arytm_3' 'none/t203_member_1' 'none/t4_xxreal_3' 'none/t25_power' 'none/t3_quatern2' 'none/t40_nat_d' 'none/t27_ordinal2' 'none/t21_rfunct_1' 'none/t46_ordinal2/0' 'none/t39_ordinal2/1' 'none/t4_arithm' 'none/t35_prepower' 'none/t53_arytm_3' 'none/t34_finseq_1/0' 'none/t55_graph_2' 'none/t27_card_2/0' 'none/t71_finseq_3' 'none/t43_xxreal_0' 'none/t2_pre_ff' 'none/t5_boole' 'none/t10_afinsq_2' 'none/t47_measure6' 'none/t3_binarith'
Property: 
236: (!V0, ((C2 V0) = (C1 (C0 V0))))
  'none/t76_scmyciel' 'none/t16_circcmb3' 'none/d3_normsp_2' 'none/t44_zmodul02' 'none/d6_ordinal2' 'none/d6_henmodel' 'none/t62_lattice2' 'none/t29_mycielsk' 'none/t16_msafree5' 'none/t23_anproj_1/1' 'none/t23_anproj_1/0' 'none/t72_group_4' 'none/d4_struct_0' 'none/d5_dblseq_2' 'none/t2_complsp1' 'none/d4_card_3' 'none/t4_ff_siec/1' 'none/t9_openlatt' 'none/d10_funct_6' 'none/t20_relat_1/1' 'none/t70_euclid' 'none/t20_relat_1/0' 'none/t4_yellow_1' 'none/d6_scmyciel' 'none/d16_xtuple_0' 'none/d24_cat_1' 'none/d7_rinfsup1' 'none/t26_lattad_1/2' 'none/t26_lattad_1/1' 'none/t26_lattad_1/0' 'none/t49_rusub_5/1' 'none/t35_scmbsort' 'none/t15_matrix_1' 'none/t4_tdgroup/1' 'none/t26_lopclset' 'none/t13_unialg_3' 'none/t83_scmyciel' 'none/d3_euclid_3' 'none/t59_rlvect_2' 'none/d18_glib_004' 'none/d39_monoid_0' 'none/d9_matrix_0' 'none/d22_abcmiz_1' 'none/d23_glib_003' 'none/t23_mycielsk' 'none/t35_trees_1' 'none/d6_sf_mastr' 'none/t4_openlatt' 'none/t6_heyting3' 'none/t14_topgen_2' 'none/d2_rinfsup2' 'none/d9_rinfsup2' 'none/t9_e_siec/0' 'none/t38_quofield/1' 'none/t38_quofield/0' 'none/d9_measure7' 'none/d1_topgen_4' 'none/t21_clopban2' 'none/t73_euclid' 'none/d25_fomodel1' 'none/t32_waybel_4' 'none/t12_topmetr/1' 'none/t2_waybel_7' 'none/t53_midsp_1' 'none/t33_lopclset' 'none/t29_cfuncdom' 'none/t7_waybel16' 'none/t24_openlatt' 'none/t22_lopban_2' 'none/d25_glib_000' 'none/t33_topgrp_1' 'none/t48_finseq_3' 'none/t74_euclid' 'none/d2_unialg_2' 'none/t27_funcsdom' 'none/d10_compos_1' 'none/d1_yellow_6' 'none/d5_rvsum_3' 'none/d3_weierstr' 'none/t28_lattad_1/2' 'none/t28_lattad_1/1' 'none/t28_lattad_1/0' 'none/t35_robbins1' 'none/d7_xtuple_0' 'none/d9_necklace' 'none/d3_series_1' 'none/t24_goboard9' 'none/t18_ordinal6/1' 'none/t18_ordinal6/0' 'none/t4_msualg_8' 'none/t6_parsp_1' 'none/t61_monoid_0/0' 'none/t23_clopban2' 'none/d27_fomodel1' 'none/t94_finseq_1' 'none/t23_ordinal2' 'none/d1_bspace' 'none/t20_exchsort' 'none/d1_lattice5' 'none/t25_euclid_3' 'none/t8_cayley' 'none/d5_clopban2' 'none/t43_zmodul02' 'none/d5_ordinal6' 'none/d5_ordinal2' 'none/d36_monoid_0' 'none/d1_finseq_2' 'none/d9_glib_002' 'none/t96_tdlat_2/1' 'none/t96_tdlat_2/0' 'none/d20_glib_003' 'none/d15_mcart_1' 'none/t61_lattice2' 'none/t3_supinf_1/1' 'none/t3_supinf_1/0' 'none/d3_sf_mastr' 'none/d16_struct_0' 'none/t72_complex1' 'none/t32_filter_1/2' 'none/t32_filter_1/1' 'none/t32_filter_1/0' 'none/t1_complsp1' 'none/t26_scmisort' 'none/t4_simplex0' 'none/t29_matrprob' 'none/d15_xtuple_0' 'none/d6_rinfsup1' 'none/t4_matrtop1' 'none/d4_funct_6' 'none/d4_funct_5' 'none/t78_monoid_0/1' 'none/t6_e_siec/2' 'none/t6_e_siec/1' 'none/d44_modelc_3' 'none/t66_euclid' 'none/t103_tdlat_2' 'none/t3_cayley' 'none/t37_lexbfs' 'none/t9_scm_comp' 'none/t77_scmyciel' 'none/t88_tdlat_2/1' 'none/t88_tdlat_2/0' 'none/d2_newton' 'none/t36_polynom3' 'none/t36_gr_cy_3' 'none/t82_scmyciel' 'none/t58_rlvect_2' 'none/t69_group_4' 'none/t24_funcsdom' 'none/d3_funct_5' 'none/t1_conlat_2/1' 'none/t1_conlat_2/0' 'none/d1_numpoly1' 'none/d7_scmyciel' 'none/d1_rinfsup2' 'none/d17_xtuple_0' 'none/d8_rinfsup2' 'none/t6_laplace' 'none/t8_e_siec/0' 'none/t2_incproj/2' 'none/t2_incproj/1' 'none/t2_incproj/0' 'none/t26_ordinal2/1' 'none/t26_ordinal2/0' 'none/t55_midsp_1' 'none/t4_urysohn1/1' 'none/t22_trees_9' 'none/t158_finseq_3' 'none/t6_cayley' 'none/d2_ordinal2' 'none/t28_cfuncdom' 'none/t24_polyalg1' 'none/d9_lopclset' 'none/d3_mesfunc9' 'none/d23_abcmiz_1' 'none/t21_lopban_2' 'none/d24_glib_000' 'none/t43_comput_1' 'none/t24_mycielsk' 'none/t30_mycielsk' 'none/d27_pcs_0' 'none/d16_compos_1' 'none/t30_quofield/4' 'none/t30_quofield/3' 'none/t30_quofield/0' 'none/t9_yellow_9/0' 'none/t86_tdlat_2' 'none/t7_heyting3' 'none/d1_yoneda_1' 'none/d2_weierstr' 'none/t70_lexbfs' 'none/t4_pcomps_1' 'none/t39_grcat_1' 'none/t105_tdlat_2/1' 'none/t105_tdlat_2/0' 'none/t23_goboard9' 'none/t72_cohsp_1/1' 'none/t72_cohsp_1/0' 'none/t3_msualg_8' 'none/t22_clopban2' 'none/d4_polyform' 'none/d26_fomodel1' 'none/t69_scmyciel' 'none/t93_finseq_1' 'none/t1_yellow_1/1' 'none/t76_monoid_0/2' 'none/d11_matrixc1' 'none/t20_afinsq_2' 'none/t4_funct_6/1' 'none/t4_funct_6/0' 'none/d9_e_siec' 'none/t8_waybel16' 'none/d8_card_3' 'none/t10_jordan2c' 'none/t23_lopban_2' 'none/t38_grcat_1' 'none/t22_euclid' 'none/t81_quatern3' 'none/d8_circcmb3' 'none/d7_openlatt' 'none/t5_parsp_1' 'none/d5_lopban_2' 'none/t17_lang1' 'none/d2_yellow_1' 'none/t5_ff_siec/0' 'none/d7_comseq_3' 'none/d16_trees_3' 'none/t94_tdlat_2' 'none/d3_matrprob' 'none/t73_group_4' 'none/d16_mcart_1' 'none/t59_scmyciel' 'none/t12_lopclset' 'none/t18_toprealc' 'none/t45_fomodel0' 'none/t16_exchsort'
180: (C2 = (C1 C0))
  'none/d2_scmp_gcd' 'none/t41_borsuk_7' 'none/t1_sin_cos/0' 'none/t10_moebius2' 'none/t71_quaterni' 'none/t17_moebius2' 'none/t88_numpoly1' 'none/t13_numpoly1' 'none/t22_moebius2' 'none/t83_quatern3' 'none/t50_stirl2_1/1' 'none/t50_stirl2_1/0' 'none/d26_pcs_0' 'none/t49_card_1' 'none/t27_ami_3' 'none/t39_quatern2' 'none/t2_scmpds_2' 'none/t31_sprect_2' 'none/t14_ordinal6' 'none/t68_quaterni' 'none/d4_abcmiz_a' 'none/t74_xxreal_3' 'none/t12_moebius2' 'none/t19_moebius2' 'none/t85_matrixr2/1' 'none/t2_matrix_5' 'none/t15_numpoly1' 'none/t24_moebius2' 'none/t12_catalan1' 'none/d7_csspace' 'none/t28_robbins4' 'none/t5_xxreal_3' 'none/t15_fib_num3' 'none/d14_idea_1' 'none/t52_pepin' 'none/t33_sprect_2' 'none/d9_measure8' 'none/t50_pepin' 'none/t48_complex1' 'none/d29_monoid_0' 'none/t5_euclid_8' 'none/t46_card_1' 'none/t17_numpoly1' 'none/t80_quatern3' 'none/t65_classes2' 'none/t113_abcmiz_1' 'none/d10_numpoly1' 'none/t31_quaterni/7' 'none/t31_quaterni/6' 'none/t31_quaterni/5' 'none/t31_quaterni/4' 'none/t8_moebius2' 'none/t31_quaterni/3' 'none/t31_quaterni/2' 'none/t31_quaterni/1' 'none/t31_quaterni/0' 'none/t10_measure5' 'none/t27_abcmiz_a/2' 'none/t27_abcmiz_a/1' 'none/t27_abcmiz_a/0' 'none/t16_topgen_5' 'none/t16_topgen_3' 'none/d14_sgraph1' 'none/t8_complfld' 'none/t12_newton' 'none/t22_fib_num2' 'none/t33_topgen_3' 'none/t3_topgen_6' 'none/t1_ami_4' 'none/t1_ami_3' 'none/t65_quaterni' 'none/t40_borsuk_7' 'none/t70_quaterni' 'none/t7_complex1/1' 'none/t7_complex1/0' 'none/t12_numpoly1' 'none/d7_rsspace' 'none/t18_euler_1' 'none/t82_quatern3' 'none/t52_ordinal5' 'none/t67_classes2' 'none/d7_irrat_1' 'none/t18_scpinvar' 'none/d2_bspace' 'none/t9_cayley' 'none/t13_int_3' 'none/t39_xxreal_2' 'none/t5_jordan1h' 'none/t20_square_1' 'none/t38_quatern2' 'none/t13_gr_cy_1' 'none/t27_card_1' 'none/t29_quaterni/3' 'none/t29_quaterni/2' 'none/t29_quaterni/1' 'none/t29_quaterni/0' 'none/t4_grcat_1/3' 'none/d6_irrat_1' 'none/d3_classes2' 'none/d3_abcmiz_a' 'none/d3_scmp_gcd' 'none/t89_numpoly1' 'none/t53_fib_num2' 'none/t1_matrix_5' 'none/t14_numpoly1' 'none/t79_quatern3' 'none/d3_taylor_1' 'none/t84_scmpds_2' 'none/t9_scpqsort' 'none/t15_exchsort/2' 'none/t15_exchsort/1' 'none/t15_exchsort/0' 'none/d6_topmetr' 'none/t30_extreal1/1' 'none/t14_fib_num3' 'none/t11_fib_num3/0' 'none/d2_xboole_0' 'none/d18_aofa_a01' 'none/t32_sprect_2' 'none/t15_ordinal3' 'none/d58_modelc_2' 'none/t21_gr_cy_3' 'none/t39_comptrig' 'none/t69_quaterni' 'none/t30_quaterni/3' 'none/t30_quaterni/2' 'none/t30_quaterni/1' 'none/t30_quaterni/0' 'none/d5_abcmiz_a' 'none/t75_xxreal_3' 'none/d33_monoid_0' 'none/t4_euclid_8' 'none/t16_numpoly1' 'none/t19_gr_cy_3' 'none/t64_classes2' 'none/d3_ltlaxio1' 'none/t29_robbins4' 'none/t31_sin_cos/0' 'none/t20_gr_cy_3' 'none/t6_xxreal_3' 'none/t16_fib_num3' 'none/t6_complex1/1' 'none/t6_complex1/0' 'none/t35_quatern2' 'none/t7_complfld' 'none/t6_ff_siec/2' 'none/t6_ff_siec/1' 'none/t6_ff_siec/0' 'none/t21_fib_num2' 'none/t34_sprect_2' 'none/t1_scmfsa_2' 'none/t95_sin_cos6' 'none/t18_gr_cy_3' 'none/t20_sin_cos3' 'none/t49_complex1' 'none/t8_scmp_gcd' 'none/t15_moebius2' 'none/t51_asympt_1' 'none/t6_euclid_8' 'none/t18_numpoly1' 'none/t17_topmetr' 'none/t5_bspace' 'none/d11_numpoly1' 'none/d9_gaussint' 'none/t38_xxreal_2' 'none/t17_topgen_3' 'none/t54_aofa_000/0' 'none/t51_sin_cos' 'none/t53_pepin' 'none/t37_quatern2' 'none/d6_rsspace' 'none/t23_fib_num2' 'none/t3_sin_cos8/2' 'none/t51_pepin' 'none/d4_topgen_3' 'none/t6_bspace' 'none/t18_comput_1' 'none/t77_sin_cos/3' 'none/t3_algstr_3' 'none/d2_classes2'
114: (!V0, ((C2 (C1 V0)) (C0 V0)))
  'none/t24_ordinal2' 'none/t76_abcmiz_1/2' 'none/t76_abcmiz_1/1' 'none/t76_abcmiz_1/0' 'none/t13_autgroup' 'none/t13_finsub_1' 'none/t78_quaterni' 'none/t6_finseq_5/1' 'none/t16_mycielsk' 'none/t16_rvsum_3' 'none/t8_mfold_1' 'none/t68_intpro_1' 'none/t3_msafree2' 'none/t67_jordan6' 'none/t45_bcialg_2' 'none/t2_radix_3' 'none/t4_latticea' 'none/t50_pscomp_1/1' 'none/t50_pscomp_1/0' 'none/t22_wsierp_1' 'none/t14_gobrd14' 'none/t32_coh_sp' 'none/t17_grnilp_1' 'none/t37_pre_poly' 'none/t31_jordan22' 'none/t39_rinfsup2' 'none/t23_bcialg_1' 'none/t21_sprect_1' 'none/t80_intpro_1' 'none/t28_coh_sp' 'none/t47_rvsum_3' 'none/t28_borsuk_4' 'none/t19_weddwitt' 'none/t33_coh_sp' 'none/t34_arytm_3' 'none/t1_int_8' 'none/t75_quaterni' 'none/t36_int_1' 'none/t3_ordinal2' 'none/t11_taxonom1' 'none/t8_dtconstr' 'none/t35_partit1' 'none/t33_jordan22' 'none/t33_cgames_1' 'none/t20_waybel34' 'none/t18_zfrefle1' 'none/t35_tdlat_1' 'none/t55_complex1' 'none/t77_quaterni' 'none/t18_rvsum_3' 'none/t15_mycielsk' 'none/t88_sprect_1' 'none/t30_pcomps_1' 'none/t24_rinfsup2' 'none/t9_sgraph1' 'none/t10_waybel30' 'none/t17_rvsum_3' 'none/t34_pscomp_1/1' 'none/t34_pscomp_1/0' 'none/t1_fomodel1/9' 'none/t1_fomodel1/8' 'none/t1_fomodel1/7' 'none/t1_fomodel1/6' 'none/t1_fomodel1/5' 'none/t1_fomodel1/4' 'none/t1_fomodel1/3' 'none/t22_waybel28' 'none/t5_topgen_4' 'none/t22_waybel16' 'none/t42_pscomp_1/1' 'none/t42_pscomp_1/0' 'none/t44_bcialg_2' 'none/t49_ordinal2' 'none/t13_jordan1b' 'none/t66_jordan6' 'none/t31_tdlat_1' 'none/t26_scmyciel' 'none/t58_pscomp_1/1' 'none/t58_pscomp_1/0' 'none/t40_moebius1' 'none/t41_cqc_the1' 'none/t30_jordan22' 'none/t4_msafree2' 'none/t71_aofa_000' 'none/t73_newton' 'none/t19_waybel33' 'none/t16_afproj' 'none/t34_trees_1' 'none/t18_weddwitt' 'none/t24_waybel33' 'none/t46_bcialg_2' 'none/t68_zfmisc_1' 'none/t151_zf_lang1' 'none/t56_mmlquery' 'none/t32_jordan22' 'none/t19_bcialg_1' 'none/t21_trees_3' 'none/t38_rusub_5' 'none/t22_sprect_1' 'none/t2_setfam_1' 'none/t81_intpro_1' 'none/t21_euclid' 'none/t54_complex1' 'none/t76_quaterni' 'none/t2_struct_0' 'none/t70_newton' 'none/t51_card_3' 'none/t29_jordan22' 'none/t34_jordan22' 'none/t34_cgames_1' 'none/t12_ordinal2' 'none/t20_rvsum_3' 'none/t31_graph_1' 'none/t21_waybel33'
101: (!V0, ((C1 V0) = (C1 (C0 V0))))
  'none/t39_weddwitt' 'none/t19_jordan21' 'none/t12_lattice2/0' 'none/t12_topgen_2' 'none/t9_topreal7/1' 'none/t9_topreal7/0' 'none/t41_jordan22' 'none/t5_necklace' 'none/t57_finseq_5/1' 'none/t57_finseq_5/0' 'none/t49_rusub_5/0' 'none/t3_square_1' 'none/t7_descip_1' 'none/t4_tdgroup/0' 'none/t4_zmodul05' 'none/t30_rfinseq2/1' 'none/t30_rfinseq2/0' 'none/t73_quaterni' 'none/t143_rvsum_1/1' 'none/t143_rvsum_1/0' 'none/t8_matrix_5/1' 'none/t8_matrix_5/0' 'none/t21_relat_1' 'none/t5_euclid' 'none/t75_complex1' 'none/t4_complsp2' 'none/t66_cohsp_1' 'none/t14_petri/1' 'none/t14_petri/0' 'none/t16_sprect_2' 'none/t38_jordan22' 'none/t22_goboard9' 'none/t30_rlvect_5' 'none/t12_topmetr/0' 'none/t57_altcat_4' 'none/t53_complex1' 'none/t26_sf_mastr' 'none/t140_zf_lang1' 'none/t101_finseq_1' 'none/t69_topreal6' 'none/t3_mod_4/1' 'none/t3_mod_4/0' 'none/t59_altcat_4' 'none/t5_afinsq_2/1' 'none/t114_rvsum_1' 'none/t8_topreal7/1' 'none/t8_topreal7/0' 'none/t62_card_1' 'none/t18_jordan21' 'none/t55_finseq_1' 'none/t33_gaussint' 'none/t38_trees_3' 'none/t3_yellow_6' 'none/t69_afinsq_2' 'none/t40_jordan22' 'none/t42_rvsum_3' 'none/t44_quaterni/0' 'none/t48_complsp2/1' 'none/t48_complsp2/0' 'none/t10_waybel22' 'none/t7_matrix_5/1' 'none/t7_matrix_5/0' 'none/t1_card_5' 'none/t60_zf_lang1' 'none/t72_quaterni' 'none/t19_pre_poly' 'none/t10_rusub_4' 'none/t27_complex1/0' 'none/t15_sprect_2' 'none/t8_valued_1/0' 'none/t30_topgen_2' 'none/t50_rvsum_2' 'none/t56_altcat_4' 'none/t52_complex1' 'none/t20_matrprob/0' 'none/t11_valued_1/0' 'none/t5_complsp2' 'none/t42_sf_mastr' 'none/t20_jordan21' 'none/t68_topreal6' 'none/t31_rfinseq2/1' 'none/t31_rfinseq2/0' 'none/t31_sin_cos/2' 'none/t39_jordan22' 'none/t2_partfun3' 'none/t29_extreal1' 'none/t57_rvsum_1' 'none/t36_scmfsa6a' 'none/t58_altcat_4' 'none/t43_rat_1/0' 'none/t10_euclid' 'none/t9_matrixc1/1' 'none/t9_matrixc1/0' 'none/t59_funct_6' 'none/t17_jordan21' 'none/t60_funct_6' 'none/t40_scmyciel' 'none/t17_uniroots' 'none/t1_friends1' 'none/t41_bspace' 'none/t21_abcmiz_1'
97: (!V1, (!V0, ((C2 ((C1 V1) V0)) = ((C0 V1) V0))))
  'none/t26_group_6' 'none/d24_polyform' 'none/t171_member_1' 'none/d33_osafree' 'none/t138_zf_lang1' 'none/t57_normsp_3' 'none/t58_afinsq_2' 'none/t17_topdim_1' 'none/t126_funct_7' 'none/t95_msafree5/3' 'none/t95_msafree5/0' 'none/d9_yellow18' 'none/t11_card_3' 'none/d14_polyform' 'none/d8_polyform' 'none/d12_trees_2' 'none/d15_net_1' 'none/d18_glib_001' 'none/t59_bvfunc_1' 'none/t36_rvsum_2' 'none/t28_polyform' 'none/t58_zf_lang1' 'none/t13_glib_003' 'none/d37_fomodel2' 'none/d1_msaterm' 'none/d9_int_1' 'none/t32_zf_lang1/0' 'none/d17_group_2' 'none/t17_group_6' 'none/d1_heyting3' 'none/t3_real_3' 'none/d42_glib_000' 'none/t34_rvsum_2' 'none/d10_xboolean' 'none/t42_afvect0/1' 'none/d15_midsp_2' 'none/t80_rvsum_1' 'none/d17_trees_3' 'none/t182_member_1' 'none/t93_tmap_1/1' 'none/t11_setfam_1' 'none/t13_msaterm' 'none/t82_funct_4' 'none/t99_rvsum_1' 'none/t127_finseq_2' 'none/d6_measure7' 'none/d7_topmetr' 'none/t40_twoscomp' 'none/t172_member_1' 'none/t24_group_6' 'none/t46_bvfunc_1' 'none/t139_zf_lang1' 'none/d16_rvsum_1' 'none/t3_vectsp_8' 'none/t115_relat_1' 'none/d9_xboolean' 'none/t65_card_2' 'none/t136_finseq_3/1' 'none/t136_finseq_3/0' 'none/d15_polyform' 'none/t19_glib_000' 'none/d1_fib_num2' 'none/d20_polyform' 'none/d36_fomodel2' 'none/t31_polynom1' 'none/d19_bvfunc_1' 'none/d12_glib_004' 'none/d19_glib_003' 'none/t53_bvfunc_1' 'none/t12_xxreal_2' 'none/t54_afinsq_2' 'none/d47_abcmiz_1' 'none/t23_graph_3' 'none/t29_polyform' 'none/t59_zf_lang1' 'none/t3_msualg_7' 'none/t21_bintree2' 'none/d22_polyform' 'none/d16_net_1' 'none/t1_scmp_gcd' 'none/d3_bintree2' 'none/d1_card_2' 'none/t181_member_1' 'none/t75_zfmisc_1' 'none/t14_xxreal_2' 'none/t55_normsp_3' 'none/t22_graph_3' 'none/d49_abcmiz_1' 'none/t11_qc_lang4' 'none/d43_glib_000' 'none/t58_card_3' 'none/d2_card_2' 'none/d11_xboolean' 'none/t131_finseq_3' 'none/t77_rvsum_1' 'none/t145_group_2/1' 'none/t145_group_2/0'
84: (!V1, (!V0, ((C0 ((C2 V1) V0)) = ((C1 (C0 V1)) (C0 V0)))))
  'none/t23_topreal7' 'none/t43_member_1' 'none/t95_cohsp_1' 'none/t143_zf_lang1' 'none/t19_complex1/1' 'none/t19_complex1/0' 'none/t22_funct_4' 'none/t67_funct_3' 'none/t8_complex1/1' 'none/t8_complex1/0' 'none/t21_scmfsa6a' 'none/t12_valued_1' 'none/t97_rvsum_1' 'none/t5_binarith' 'none/t22_finseq_1' 'none/t76_fomodel0' 'none/t145_zf_lang1' 'none/t86_member_1' 'none/t13_card_2' 'none/t98_member_1' 'none/t3_int_6' 'none/t42_quaterni/3' 'none/t42_quaterni/2' 'none/t42_quaterni/1' 'none/t42_quaterni/0' 'none/t51_quatern2' 'none/t1_int_6' 'none/t26_afinsq_1' 'none/t46_card_2' 'none/t87_quaterni' 'none/t98_cohsp_1' 'none/t55_afinsq_2' 'none/t28_setfam_1' 'none/t23_cat_2/1' 'none/t23_cat_2/0' 'none/t16_valued_1' 'none/t85_cohsp_1' 'none/t31_finseq_1' 'none/t50_sin_cos' 'none/t69_funct_3' 'none/t27_facirc_1' 'none/t29_rvsum_1' 'none/t5_rvsum_2' 'none/t9_xxreal_2' 'none/t38_card_2' 'none/t26_trees_4' 'none/t2_int_6' 'none/t14_pcs_0/0' 'none/t75_rvsum_1' 'none/t4_binarith' 'none/t39_card_2' 'none/t10_xxreal_2' 'none/t61_member_1' 'none/t144_zf_lang1' 'none/t26_rvsum_2' 'none/t128_member_1' 'none/t7_mmlquer2' 'none/t23_sin_cos' 'none/t34_diff_4' 'none/t62_rvsum_1' 'none/t13_rvsum_2' 'none/t13_rvsum_1' 'none/t51_member_1' 'none/t111_member_1' 'none/t88_cohsp_1' 'none/t75_member_1' 'none/t29_zfmisc_1' 'none/t10_ordinal6' 'none/t10_mmlquer2' 'none/t14_card_2' 'none/t63_cohsp_1' 'none/t141_zf_lang1' 'none/t56_aofa_a00/3' 'none/t56_aofa_a00/2' 'none/t56_aofa_a00/1' 'none/t56_aofa_a00/0' 'none/t36_quaterni/3' 'none/t36_quaterni/2' 'none/t36_quaterni/1' 'none/t36_quaterni/0' 'none/t19_extreal1' 'none/t32_rvsum_2' 'none/t32_complex2' 'none/t17_afinsq_1'
83: (!V0, ((C3 V0) = ((C2 (C1 V0)) (C0 V0))))
  'none/d11_asympt_0' 'none/d2_lattice3' 'none/d3_tdgroup' 'none/d1_euclid_3' 'none/d34_grcat_1' 'none/d3_msafree2' 'none/d4_mfold_0' 'none/d13_ff_siec' 'none/d14_pscomp_1' 'none/d3_poset_2' 'none/d34_cat_6' 'none/t47_waybel34' 'none/d5_gr_cy_1' 'none/t22_group_1' 'none/t1_topgrp_1' 'none/t18_bcialg_4' 'none/d5_integra1' 'none/d4_int_7' 'none/t2_rfunct_3' 'none/t39_tdlat_1' 'none/d8_cgames_1' 'none/t40_tdlat_1' 'none/t47_bcialg_2' 'none/d11_parsp_1' 'none/t59_monoid_0' 'none/t1_lang1' 'none/t23_robbins3' 'none/t7_fvsum_1' 'none/d5_pcomps_1' 'none/d7_anproj_1' 'none/t35_taxonom1' 'none/d23_osalg_1' 'none/d14_metric_2' 'none/d11_pscomp_1' 'none/t6_pre_topc' 'none/d2_normsp_2' 'none/d3_net_1' 'none/d2_sin_cos4' 'none/d2_rvsum_3' 'none/d1_net_1' 'none/d1_complsp1' 'none/d8_group_2' 'none/d6_rusub_5' 'none/t10_fomodel1' 'none/d7_afproj' 'none/t5_rvsum_3' 'none/d3_int_7' 'none/t1_fomodel1/1' 'none/d17_algstr_4' 'none/d13_pscomp_1' 'none/d6_relat_1' 'none/t22_exchsort' 'none/d8_afproj' 'none/t43_tdlat_1' 'none/t57_lattice2' 'none/d9_afproj' 'none/d7_euclid' 'none/d12_lattad_1' 'none/d32_grcat_1' 'none/t42_tdlat_1' 'none/d13_cgames_1' 'none/t1_sin_cos8/0' 'none/d4_analoaf' 'none/d6_glib_004' 'none/d6_exchsort' 'none/t52_lattice2' 'none/t66_topgen_4' 'none/d2_substut2' 'none/d3_autgroup' 'none/d3_autalg_1' 'none/d10_e_siec' 'none/t8_rvsum_3' 'none/t16_simplex0' 'none/d1_sin_cos5' 'none/d1_sin_cos4' 'none/d5_osalg_4' 'none/t7_sin_cos8/0' 'none/t7_rvsum_3' 'none/t19_rvsum_3' 'none/t5_fvsum_1' 'none/d3_rvsum_3' 'none/d4_t_0topsp' 'none/d12_pscomp_1'
80: (!V2, (!V1, (!V0, (((C0 ((C1 V2) V1)) V0) = ((C1 ((C0 V2) V0)) ((C0 V1) V0))))))
  'none/t183_member_1' 'none/t5_toprealc' 'none/t12_relset_2' 'none/t139_member_1' 'none/t23_fomodel0' 'none/t209_member_1' 'none/t105_relat_1' 'none/t1_rlaffin3' 'none/t73_finseq_3' 'none/t46_complex2' 'none/t173_member_1' 'none/t185_member_1' 'none/t39_rfunct_1/1' 'none/t39_rfunct_1/0' 'none/t47_rfunct_1/0' 'none/t151_member_1' 'none/t158_member_1' 'none/t58_quatern2' 'none/t38_valued_2' 'none/t175_member_1' 'none/t120_xcmplx_1' 'none/t10_rfunct_1' 'none/t46_int_4' 'none/t8_circtrm1' 'none/t165_member_1' 'none/t53_quatern2' 'none/t71_funct_4' 'none/t235_member_1' 'none/t56_fomodel0' 'none/t112_xboole_1' 'none/t17_arytm_3' 'none/t4_toprealc' 'none/t20_algspec1' 'none/t11_relset_2' 'none/t208_member_1' 'none/t23_valued_1' 'none/t42_xboole_1' 'none/t167_member_1' 'none/t102_zfmisc_1/0' 'none/t57_complex2' 'none/t104_member_1' 'none/t104_relat_1' 'none/t184_member_1' 'none/t51_rvsum_1' 'none/t97_zfmisc_1/0' 'none/t14_rfunct_1' 'none/t7_topalg_1' 'none/t8_prepower' 'none/t29_card_2' 'none/t150_member_1' 'none/t103_relat_1' 'none/t157_member_1' 'none/t35_complex2' 'none/t37_valued_2' 'none/t1_fib_num4' 'none/t8_fib_num3' 'none/t174_member_1' 'none/t7_newton' 'none/t59_complex2' 'none/t16_rfunct_1' 'none/t18_quatern2' 'none/t23_quatern2' 'none/t140_member_1' 'none/t159_member_1' 'none/t48_rfunct_1/0' 'none/t62_xcmplx_1' 'none/t234_member_1' 'none/t111_xboole_1' 'none/t99_zfmisc_1/0' 'none/t46_ordinal3' 'none/t44_rfunct_1/0' 'none/t18_rfunct_1' 'none/t63_ordinal3' 'none/t10_relset_2' 'none/t40_prepower' 'none/t137_member_1' 'none/t45_rfunct_1/0' 'none/t6_sysrel' 'none/t149_member_1' 'none/t166_member_1'
79: (!V0, ((C2 V0) = ((C1 V0) (C0 V0))))
  'none/t36_clopban4' 'none/d3_rfinseq2' 'none/d50_fomodel4' 'none/d57_fomodel4' 'none/t70_polyform' 'none/d50_pcs_0' 'none/t153_group_2' 'none/t37_lopban_4' 'none/d5_eqrel_1' 'none/t56_ideal_1' 'none/d11_fomodel0' 'none/t11_waybel14' 'none/t29_lattice4' 'none/d13_dist_1' 'none/t63_yellow_5' 'none/d6_t_0topsp' 'none/t60_robbins1' 'none/t152_group_2' 'none/d1_ordinal1' 'none/d52_fomodel4' 'none/d59_fomodel4' 'none/d9_bagorder' 'none/d19_gaussint' 'none/t19_zmodul02' 'none/t3_connsp_3' 'none/t113_relat_1' 'none/t30_rlvect_2' 'none/t30_glib_000' 'none/d49_fomodel4' 'none/t134_relat_1' 'none/d54_fomodel4' 'none/d1_yellow_1' 'none/t4_msualg_9' 'none/t37_dilworth' 'none/t9_subset_1' 'none/d56_fomodel4' 'none/t23_rusub_5' 'none/d56_glib_000' 'none/t9_robbins1/1' 'none/t9_robbins1/0' 'none/t10_waybel14' 'none/t62_yellow_5' 'none/d5_t_0topsp' 'none/t38_abcmiz_1/3' 'none/t38_abcmiz_1/1' 'none/t55_ideal_1' 'none/d4_rfinseq2' 'none/t23_conlat_1/1' 'none/t23_conlat_1/0' 'none/t34_glib_000' 'none/t39_dilworth' 'none/t22_rusub_5' 'none/d51_fomodel4' 'none/d58_fomodel4' 'none/d8_bagorder' 'none/d3_tex_1' 'none/d8_int_1' 'none/d12_matroid0' 'none/t54_ideal_1' 'none/t22_cqc_sim1' 'none/d1_qc_lang2' 'none/d11_metric_1' 'none/d48_fomodel4' 'none/d53_fomodel4' 'none/t14_orders_2' 'none/d2_cohsp_1' 'none/t11_convex4' 'none/d7_topdim_1' 'none/t24_dist_1' 'none/t30_lattice4' 'none/t8_rlvect_2' 'none/t34_partit1' 'none/d11_card_fil' 'none/d55_fomodel4' 'none/t74_flang_1' 'none/d60_fomodel4' 'none/t16_orders_2' 'none/t33_partit1' 'none/d6_dickson'
78: (!V1, (!V0, ((C0 V1) V0)))
  'none/t13_cat_7' 'none/t22_rfinseq' 'none/t47_circcomb' 'none/t8_mesfunc1' 'none/t17_yellow_0/1' 'none/t17_yellow_0/0' 'none/t7_measure1/1' 'none/t1_xregular/1' 'none/t1_xregular/0' 'none/t3_integra2' 'none/t5_neckla_3' 'none/t8_card_5/1' 'none/t11_membered' 'none/t11_measure1/1' 'none/t28_grcat_1/0' 'none/t17_wellord2' 'none/t20_fib_num2' 'none/t69_tex_2' 'none/t15_chain_1/1' 'none/t15_chain_1/0' 'none/t8_lfuzzy_0' 'none/t34_card_fil' 'none/t79_borsuk_5/0' 'none/t12_yellow20' 'none/t3_xregular/0' 'none/t11_chain_1/0' 'none/t1_tarski_a/0' 'none/t44_orders_1' 'none/t7_membered' 'none/t9_knaster/1' 'none/t9_knaster/0' 'none/t24_modelc_3/5' 'none/t13_kurato_2/0' 'none/t22_neckla_3' 'none/t13_chain_1/1' 'none/t13_chain_1/0' 'none/t73_tex_2' 'none/t9_membered' 'none/t22_stacks_1/0' 'none/t16_rcomp_1' 'none/t5_xregular/0' 'none/t10_membered' 'none/t12_chain_1/0' 'none/t34_measure1/1' 'none/t16_ringcat1/0' 'none/t6_xregular/0' 'none/t7_cfdiff_1' 'none/t79_xxreal_2/0' 'none/t15_ordinal1' 'none/t2_xregular/0' 'none/t138_pboole/0' 'none/t32_trees_9/1' 'none/t30_topgen_5/1' 'none/t30_topgen_5/0' 'none/t9_card_5/1' 'none/t12_membered' 'none/t40_graphsp/0' 'none/t9_toler_1' 'none/t9_jct_misc/1' 'none/t9_jct_misc/0' 'none/t31_borsuk_4/0' 'none/t43_orders_1' 'none/t94_glib_000' 'none/t1_rlvect_1' 'none/t48_subset_1/0' 'none/t112_zfmisc_1/0' 'none/t67_tex_2' 'none/t8_toler_1' 'none/t54_classes2' 'none/t1_abcmiz_0/0' 'none/t5_card_fil' 'none/t6_rpr_1/0' 'none/t63_rewrite1' 'none/t5_prob_1' 'none/t23_tsp_2' 'none/t8_membered' 'none/t11_toprealb' 'none/t4_xregular/0'
