constr_name(m1_hidden,set,set). constr_name(r1_hidden,'=',equals). constr_name(r2_hidden,in,in). constr_name(k1_tarski,'{..}',singleton). constr_name(k2_tarski,'{..}__2',unordered_pair). constr_name(r1_tarski,'c=',subset). constr_name(k3_tarski,union,union). constr_name(k4_tarski,'[..]',ordered_pair). constr_name(r2_tarski,are_equipotent,are_equipotent). constr_name(k1_xboole_0,'{}',empty_set). constr_name(k2_xboole_0,'\\/',set_union2). constr_name(k3_xboole_0,'/\\',set_intersection2). constr_name(k4_xboole_0,'\\',set_difference). constr_name(v1_xboole_0,empty,empty). constr_name(r1_xboole_0,misses,disjoint). constr_name(r2_xboole_0,'c<',proper_subset). constr_name(r3_xboole_0,'are_c=-comparable',inclusion_comparable). constr_name(k5_xboole_0,'\\+\\',symmetric_difference). constr_name(k1_enumset1,'{..}__3',unordered_triple). constr_name(k2_enumset1,'{..}__4',unordered_quadruple). constr_name(k3_enumset1,'{..}__5',unordered_quintuple). constr_name(k4_enumset1,'{..}__6',unordered_sextuple). constr_name(k5_enumset1,'{..}__7',unordered_septuple). constr_name(k6_enumset1,'{..}__8',unordered_octuple). constr_name(k1_zfmisc_1,bool,powerset). constr_name(k2_zfmisc_1,'[:..:]',cartesian_product2). constr_name(k3_zfmisc_1,'[:..:]__2',cartesian_product3). constr_name(k4_zfmisc_1,'[:..:]__3',cartesian_product4). constr_name(m1_subset_1,'Element',element). constr_name(m2_subset_1,'Element__2',subset_element). constr_name(k1_subset_1,'{}__2',empty_subset). constr_name(k2_subset_1,'[#]',cast_to_subset). constr_name(k3_subset_1,'`',subset_complement). constr_name(k4_subset_1,'\\/__2',subset_union2). constr_name(k5_subset_1,'/\\__2',subset_intersection2). constr_name(k6_subset_1,'\\__2',subset_difference). constr_name(k7_subset_1,'\\+\\__2',subset_symmetric_difference). constr_name(r1_subset_1,misses__2,disjoint_nonempty). constr_name(r2_subset_1,meets,meets_nonempty). constr_name(k8_subset_1,choose,choose_element). constr_name(k1_setfam_1,meet,_). constr_name(r1_setfam_1,is_finer_than,_). constr_name(r2_setfam_1,is_coarser_than,_). constr_name(k2_setfam_1,'UNION',_). constr_name(k3_setfam_1,'INTERSECTION',_). constr_name(k4_setfam_1,'DIFFERENCE',_). constr_name(k5_setfam_1,union__2,_). constr_name(k6_setfam_1,meet__2,_). constr_name(k7_setfam_1,'COMPLEMENT',_). constr_name(v1_setfam_1,'with_non-empty_elements',with_non_empty_elements). constr_name(k8_setfam_1,'Intersect',_). constr_name(v2_setfam_1,'empty-membered',_). constr_name(v1_relat_1,'Relation-like',relation). constr_name(k1_relat_1,dom,relation_dom). constr_name(k2_relat_1,rng,relation_rng). constr_name(k3_relat_1,field,relation_field). constr_name(k4_relat_1,'~',relation_inverse). constr_name(k5_relat_1,'*',relation_composition). constr_name(v2_relat_1,'non-empty',relation_non_empty). constr_name(k6_relat_1,id,identity_relation). constr_name(k7_relat_1,'|',relation_dom_restriction). constr_name(k8_relat_1,'|__2',relation_rng_restriction). constr_name(k9_relat_1,'.:',relation_image). constr_name(k10_relat_1,'"',relation_inverse_image). constr_name(v3_relat_1,'empty-yielding',relation_empty_yielding). constr_name(v1_funct_1,'Function-like',function). constr_name(k1_funct_1,'.',apply). constr_name(v2_funct_1,'one-to-one',one_to_one). constr_name(k2_funct_1,'"__2',function_inverse). constr_name(r1_relat_2,is_reflexive_in,is_reflexive_in). constr_name(r2_relat_2,is_irreflexive_in,is_irreflexive_in). constr_name(r3_relat_2,is_symmetric_in,is_symmetric_in). constr_name(r4_relat_2,is_antisymmetric_in,is_antisymmetric_in). constr_name(r5_relat_2,is_asymmetric_in,is_asymmetric_in). constr_name(r6_relat_2,is_connected_in,is_connected_in). constr_name(r7_relat_2,is_strongly_connected_in,is_strongly_connected_in). constr_name(r8_relat_2,is_transitive_in,is_transitive_in). constr_name(v1_relat_2,reflexive,reflexive). constr_name(v2_relat_2,irreflexive,irreflexive). constr_name(v3_relat_2,symmetric,symmetric). constr_name(v4_relat_2,antisymmetric,antisymmetric). constr_name(v5_relat_2,asymmetric,asymmetric). constr_name(v6_relat_2,connected,connected). constr_name(v7_relat_2,strongly_connected,strongly_connected). constr_name(v8_relat_2,transitive,transitive). constr_name(k1_ordinal1,succ,succ). constr_name(v1_ordinal1,'epsilon-transitive',epsilon_transitive). constr_name(v2_ordinal1,'epsilon-connected',epsilon_connected). constr_name(v3_ordinal1,ordinal,ordinal). constr_name(r1_ordinal1,'c=__2',ordinal_subset). constr_name(v4_ordinal1,being_limit_ordinal,being_limit_ordinal). constr_name(v5_ordinal1,'T-Sequence-like',transfinite_sequence). constr_name(m1_ordinal1,'T-Sequence',transfinite_sequence_of). constr_name(k2_ordinal1,'|__3',tseq_dom_restriction). constr_name(v6_ordinal1,'c=-linear',inclusion_linear). constr_name(k1_wellord1,'-Seg',_). constr_name(v1_wellord1,well_founded,well_founded_relation). constr_name(r1_wellord1,is_well_founded_in,is_well_founded_in). constr_name(v2_wellord1,'well-ordering',well_ordering). constr_name(r2_wellord1,well_orders,well_orders). constr_name(k2_wellord1,'|_2',relation_restriction). constr_name(r3_wellord1,is_isomorphism_of,relation_isomorphism). constr_name(r4_wellord1,are_isomorphic,isomorphic_relations). constr_name(k3_wellord1,canonical_isomorphism_of,canonical_isomorphism_of). constr_name(m1_relset_1,'Relation',relation_of2). constr_name(m2_relset_1,'Relation__2',relation_of2_as_subset). constr_name(k1_relset_1,'\\/__3',_). constr_name(k2_relset_1,'/\\__3',_). constr_name(k3_relset_1,'\\__3',_). constr_name(k4_relset_1,dom__2,_). constr_name(k5_relset_1,rng__2,_). constr_name(k6_relset_1,'~__2',_). constr_name(k7_relset_1,'*__2',_). constr_name(k8_relset_1,'|__4',_). constr_name(k9_relset_1,'|__5',_). constr_name(k10_relset_1,'.:__2',_). constr_name(k11_relset_1,'"__3',_). constr_name(k1_partfun1,'*__3',_). constr_name(k2_partfun1,'|__6',_). constr_name(k3_partfun1,'<:..:>',_). constr_name(v1_partfun1,total,_). constr_name(k4_partfun1,'PFuncs',_). constr_name(r1_partfun1,tolerates,_). constr_name(k5_partfun1,'TotFuncs',_). constr_name(k6_partfun1,id__2,_). constr_name(k1_mcart_1,'`1',pair_first). constr_name(k2_mcart_1,'`2',pair_second). constr_name(k3_mcart_1,'[..]__2',_). constr_name(k4_mcart_1,'[..]__3',_). constr_name(k5_mcart_1,'`1__2',_). constr_name(k6_mcart_1,'`2__2',_). constr_name(k7_mcart_1,'`3',_). constr_name(k8_mcart_1,'`1__3',_). constr_name(k9_mcart_1,'`2__3',_). constr_name(k10_mcart_1,'`3__2',_). constr_name(k11_mcart_1,'`4',_). constr_name(k12_mcart_1,'[:..:]__4',_). constr_name(k13_mcart_1,'[:..:]__5',_). constr_name(k14_mcart_1,'[:..:]__6',_). constr_name(k15_mcart_1,pr1,_). constr_name(k16_mcart_1,pr2,_). constr_name(k17_mcart_1,'`11',_). constr_name(k18_mcart_1,'`12',_). constr_name(k19_mcart_1,'`21',_). constr_name(k20_mcart_1,'`22',_). constr_name(k1_wellord2,'RelIncl',_). constr_name(k2_wellord2,order_type_of,_). constr_name(r1_wellord2,is_order_type_of,_). constr_name(r2_wellord2,are_equipotent__2,_). constr_name(v1_funct_2,quasi_total,quasi_total). constr_name(k1_funct_2,'Funcs',_). constr_name(k2_funct_2,'.:__3',function_image). constr_name(k3_funct_2,'"__4',_). constr_name(k4_funct_2,'*__4',_). constr_name(v2_funct_2,onto,onto). constr_name(v3_funct_2,bijective,bijective). constr_name(k5_funct_2,'*__5',_). constr_name(k6_funct_2,'"__5',_). constr_name(k7_funct_2,'*__6',_). constr_name(k8_funct_2,'.__2',_). constr_name(k9_funct_2,':->',_). constr_name(k1_funct_3,'.:__4',_). constr_name(k2_funct_3,'.:__5',_). constr_name(k3_funct_3,'"__6',_). constr_name(k4_funct_3,chi,_). constr_name(k5_funct_3,chi__2,_). constr_name(k6_funct_3,incl,_). constr_name(k7_funct_3,pr1__2,first_projection). constr_name(k8_funct_3,pr2__2,second_projection). constr_name(k9_funct_3,pr1__3,first_projection_as_func_of). constr_name(k10_funct_3,pr2__3,second_projection_as_func_of). constr_name(k11_funct_3,delta,_). constr_name(k12_funct_3,delta__2,_). constr_name(k13_funct_3,'<:..:>__2',_). constr_name(k14_funct_3,'<:..:>__3',_). constr_name(k15_funct_3,'[:..:]__7',_). constr_name(k16_funct_3,'[:..:]__8',_). constr_name(k1_domain_1,'[..]__4',_). constr_name(k2_domain_1,'`1__4',_). constr_name(k3_domain_1,'`2__4',_). constr_name(k4_domain_1,'[..]__5',_). constr_name(k5_domain_1,'[..]__6',_). constr_name(k6_domain_1,'{..}__9',_). constr_name(k7_domain_1,'{..}__10',_). constr_name(k8_domain_1,'{..}__11',_). constr_name(k9_domain_1,'{..}__12',_). constr_name(k10_domain_1,'{..}__13',_). constr_name(k11_domain_1,'{..}__14',_). constr_name(k12_domain_1,'{..}__15',_). constr_name(k13_domain_1,'{..}__16',_). constr_name(k14_domain_1,'`11__2',_). constr_name(k15_domain_1,'`12__2',_). constr_name(k16_domain_1,'`21__2',_). constr_name(k17_domain_1,'`22__2',_). constr_name(k1_binop_1,'.__3',_). constr_name(k2_binop_1,'.__4',_). constr_name(v1_binop_1,commutative,_). constr_name(v2_binop_1,associative,_). constr_name(v3_binop_1,idempotent,_). constr_name(r1_binop_1,is_a_left_unity_wrt,_). constr_name(r2_binop_1,is_a_right_unity_wrt,_). constr_name(r3_binop_1,is_a_unity_wrt,_). constr_name(k3_binop_1,the_unity_wrt,_). constr_name(r4_binop_1,is_left_distributive_wrt,_). constr_name(r5_binop_1,is_right_distributive_wrt,_). constr_name(r6_binop_1,is_distributive_wrt,_). constr_name(r7_binop_1,is_distributive_wrt__2,_). constr_name(k1_funcop_1,'~__3',_). constr_name(k2_funcop_1,'-->',_). constr_name(k3_funcop_1,'.:__6',_). constr_name(k4_funcop_1,'[:]',_). constr_name(k5_funcop_1,'[;]',_). constr_name(k6_funcop_1,'.:__7',_). constr_name(k7_funcop_1,'[:]__2',_). constr_name(k8_funcop_1,'[;]__2',_). constr_name(k9_funcop_1,rng__3,_). constr_name(k10_funcop_1,'~__4',_). constr_name(v1_funcop_1,'Function-yielding',function_yielding). constr_name(k1_funct_4,'+*',_). constr_name(k2_funct_4,'~__5',_). constr_name(k3_funct_4,'|:..:|',_). constr_name(k4_funct_4,'-->__2',_). constr_name(k5_funct_4,'-->__3',_). constr_name(k1_ordinal2,last,_). constr_name(k2_ordinal2,'On',_). constr_name(k3_ordinal2,'Lim',_). constr_name(k4_ordinal2,one,one). constr_name(k5_ordinal2,omega,omega). constr_name(k6_ordinal2,inf,ordinal_inf). constr_name(k7_ordinal2,sup,ordinal_sup). constr_name(v1_ordinal2,'Ordinal-yielding',ordinal_yielding). constr_name(k8_ordinal2,sup__2,_). constr_name(k9_ordinal2,inf__2,_). constr_name(k10_ordinal2,lim_sup,_). constr_name(k11_ordinal2,lim_inf,_). constr_name(r1_ordinal2,is_limes_of,_). constr_name(k12_ordinal2,lim,_). constr_name(k13_ordinal2,lim__2,_). constr_name(v2_ordinal2,increasing,ordinal_increasing). constr_name(v3_ordinal2,continuous,ordinal_continuous). constr_name(k14_ordinal2,'+^',ordinal_plus). constr_name(k15_ordinal2,'*^',ordinal_multiply). constr_name(k16_ordinal2,exp,ordinal_exp). constr_name(v4_ordinal2,natural,natural). constr_name(k1_ordinal3,'+^__2',_). constr_name(k2_ordinal3,'+^__3',_). constr_name(k3_ordinal3,'*^__2',_). constr_name(k4_ordinal3,'*^__3',_). constr_name(k5_ordinal3,'-^',_). constr_name(k6_ordinal3,'div^',_). constr_name(k7_ordinal3,'mod^',_). constr_name(k1_arytm_3,'+^__4',_). constr_name(k2_arytm_3,'*^__4',_). constr_name(r1_arytm_3,are_relative_prime,are_relative_prime). constr_name(r2_arytm_3,divides,_). constr_name(k3_arytm_3,lcm,_). constr_name(k4_arytm_3,hcf,_). constr_name(k5_arytm_3,'RED',_). constr_name(k6_arytm_3,'RAT+',positive_rationals). constr_name(k7_arytm_3,numerator,numerator). constr_name(k8_arytm_3,denominator,denominator). constr_name(k9_arytm_3,'/',_). constr_name(k10_arytm_3,'+',_). constr_name(k11_arytm_3,'*'',_). constr_name(k12_arytm_3,'{}__3',_). constr_name(k13_arytm_3,one__2,_). constr_name(r3_arytm_3,'<='',_). constr_name(k1_arytm_2,'DEDEKIND_CUTS',_). constr_name(k2_arytm_2,'REAL+',_). constr_name(k3_arytm_2,'DEDEKIND_CUT',_). constr_name(k4_arytm_2,'GLUED',_). constr_name(r1_arytm_2,'<='__2',_). constr_name(k5_arytm_2,'+__2',_). constr_name(k6_arytm_2,'*'__2',_). constr_name(k7_arytm_2,'+__3',_). constr_name(k8_arytm_2,'*'__3',_). constr_name(k1_arytm_1,'-'',_). constr_name(k2_arytm_1,'-',_). constr_name(v1_finset_1,finite,finite). constr_name(v1_finsub_1,'cup-closed',cup_closed). constr_name(v2_finsub_1,'cap-closed',cap_closed). constr_name(v3_finsub_1,'diff-closed',diff_closed). constr_name(v4_finsub_1,preBoolean,preboolean). constr_name(k1_finsub_1,'\\/__4',prebool_union2). constr_name(k2_finsub_1,'\\__4',prebool_difference). constr_name(k3_finsub_1,'/\\__4',prebool_intersection2). constr_name(k4_finsub_1,'\\+\\__3',prebool_symm_difference). constr_name(k5_finsub_1,'Fin',finite_subsets). constr_name(k1_setwiseo,'{}.',_). constr_name(v1_setwiseo,having_a_unity,_). constr_name(k2_setwiseo,'{..}__17',_). constr_name(k3_setwiseo,'{..}__18',_). constr_name(k4_setwiseo,'{..}__19',_). constr_name(k5_setwiseo,'\\/__5',_). constr_name(k6_setwiseo,'\\__5',_). constr_name(k7_setwiseo,'$$',_). constr_name(k8_setwiseo,'.:__8',_). constr_name(k9_setwiseo,'FinUnion',_). constr_name(k10_setwiseo,'FinUnion__2',_). constr_name(k11_setwiseo,singleton,_). constr_name(v1_fraenkel,functional,_). constr_name(m1_fraenkel,'FUNCTION_DOMAIN',_). constr_name(m2_fraenkel,'Element__3',_). constr_name(k1_fraenkel,'Funcs__2',_). constr_name(k1_numbers,'REAL',_). constr_name(k2_numbers,'COMPLEX',_). constr_name(k3_numbers,'RAT',_). constr_name(k4_numbers,'INT',_). constr_name(k5_numbers,'NAT',_). constr_name(k1_arytm_0,'+__4',_). constr_name(k2_arytm_0,'*__7',_). constr_name(k3_arytm_0,opp,_). constr_name(k4_arytm_0,inv,_). constr_name(k5_arytm_0,'[*..*]',_). constr_name(v1_xcmplx_0,complex,_). constr_name(k1_xcmplx_0,'i',_). constr_name(k2_xcmplx_0,'+__5',_). constr_name(k3_xcmplx_0,'*__8',_). constr_name(k4_xcmplx_0,'-__2',_). constr_name(k5_xcmplx_0,'"__7',_). constr_name(k6_xcmplx_0,'-__3',_). constr_name(k7_xcmplx_0,'/__2',_). constr_name(v1_xreal_0,real,_). constr_name(r1_xreal_0,'<=',_). constr_name(v2_xreal_0,positive,_). constr_name(v3_xreal_0,negative,_). constr_name(k1_real_1,'-__4',_). constr_name(k2_real_1,'"__8',_). constr_name(k3_real_1,'+__6',_). constr_name(k4_real_1,'*__9',_). constr_name(k5_real_1,'-__5',_). constr_name(k6_real_1,'/__3',_). constr_name(k1_square_1,min,_). constr_name(k2_square_1,max,_). constr_name(k3_square_1,min__2,_). constr_name(k4_square_1,max__2,_). constr_name(k5_square_1,'^2',_). constr_name(k6_square_1,'^2__2',_). constr_name(k7_square_1,'^2__3',_). constr_name(k8_square_1,sqrt,_). constr_name(k9_square_1,sqrt__2,_). constr_name(k1_nat_1,'+__7',_). constr_name(k2_nat_1,'*__10',_). constr_name(k3_nat_1,div,_). constr_name(k4_nat_1,mod,_). constr_name(r1_nat_1,divides__2,_). constr_name(k5_nat_1,lcm__2,_). constr_name(k6_nat_1,hcf__2,_). constr_name(v1_int_1,integer,_). constr_name(r1_int_1,are_congruent_mod,_). constr_name(k1_int_1,'[\\../]',_). constr_name(k2_int_1,'[/..\\]',_). constr_name(k3_int_1,frac,_). constr_name(k4_int_1,frac__2,_). constr_name(k5_int_1,div__2,_). constr_name(k6_int_1,mod__2,_). constr_name(r2_int_1,divides__3,_). constr_name(v1_rat_1,rational,_). constr_name(k1_rat_1,denominator__2,_). constr_name(k2_rat_1,numerator__2,_). constr_name(k1_binop_2,'-__6',_). constr_name(k2_binop_2,'"__9',_). constr_name(k3_binop_2,'+__8',_). constr_name(k4_binop_2,'-__7',_). constr_name(k5_binop_2,'*__11',_). constr_name(k6_binop_2,'/__4',_). constr_name(k7_binop_2,'-__8',_). constr_name(k8_binop_2,'"__10',_). constr_name(k9_binop_2,'+__9',_). constr_name(k10_binop_2,'-__9',_). constr_name(k11_binop_2,'*__12',_). constr_name(k12_binop_2,'/__5',_). constr_name(k13_binop_2,'-__10',_). constr_name(k14_binop_2,'"__11',_). constr_name(k15_binop_2,'+__10',_). constr_name(k16_binop_2,'-__11',_). constr_name(k17_binop_2,'*__13',_). constr_name(k18_binop_2,'/__6',_). constr_name(k19_binop_2,'-__12',_). constr_name(k20_binop_2,'+__11',_). constr_name(k21_binop_2,'-__13',_). constr_name(k22_binop_2,'*__14',_). constr_name(k23_binop_2,'+__12',_). constr_name(k24_binop_2,'*__15',_). constr_name(k25_binop_2,compcomplex,_). constr_name(k26_binop_2,invcomplex,_). constr_name(k27_binop_2,addcomplex,_). constr_name(k28_binop_2,diffcomplex,_). constr_name(k29_binop_2,multcomplex,_). constr_name(k30_binop_2,divcomplex,_). constr_name(k31_binop_2,compreal,_). constr_name(k32_binop_2,invreal,_). constr_name(k33_binop_2,addreal,_). constr_name(k34_binop_2,diffreal,_). constr_name(k35_binop_2,multreal,_). constr_name(k36_binop_2,divreal,_). constr_name(k37_binop_2,comprat,_). constr_name(k38_binop_2,invrat,_). constr_name(k39_binop_2,addrat,_). constr_name(k40_binop_2,diffrat,_). constr_name(k41_binop_2,multrat,_). constr_name(k42_binop_2,divrat,_). constr_name(k43_binop_2,compint,_). constr_name(k44_binop_2,addint,_). constr_name(k45_binop_2,diffint,_). constr_name(k46_binop_2,multint,_). constr_name(k47_binop_2,addnat,_). constr_name(k48_binop_2,multnat,_). constr_name(v1_membered,'complex-membered',_). constr_name(v2_membered,'real-membered',_). constr_name(v3_membered,'rational-membered',_). constr_name(v4_membered,'integer-membered',_). constr_name(v5_membered,'natural-membered',_). constr_name(k1_complex1,'Re',_). constr_name(k2_complex1,'Im',_). constr_name(k3_complex1,'Re__2',_). constr_name(k4_complex1,'Im__2',_). constr_name(k5_complex1,'0c',_). constr_name(k6_complex1,'1r',_). constr_name(k7_complex1,'i__2',_). constr_name(k8_complex1,'+__13',_). constr_name(k9_complex1,'*__16',_). constr_name(k10_complex1,'-__14',_). constr_name(k11_complex1,'-__15',_). constr_name(k12_complex1,'"__12',_). constr_name(k13_complex1,'/__7',_). constr_name(k14_complex1,'*'__4',_). constr_name(k15_complex1,'*'__5',_). constr_name(k16_complex1,'|....|',_). constr_name(k17_complex1,'|....|__2',_). constr_name(k18_complex1,abs,_). constr_name(k1_absvalue,sgn,_). constr_name(k2_absvalue,sgn__2,_). constr_name(v1_card_1,cardinal,_). constr_name(k1_card_1,'Card',_). constr_name(k2_card_1,nextcard,_). constr_name(v2_card_1,limit,_). constr_name(k3_card_1,alef,_). constr_name(k4_card_1,card,_). constr_name(k1_finseq_1,'Seg',_). constr_name(k2_finseq_1,'Seg__2',_). constr_name(v1_finseq_1,'FinSequence-like',_). constr_name(k3_finseq_1,len,_). constr_name(k4_finseq_1,dom__3,_). constr_name(m1_finseq_1,'FinSequence',_). constr_name(m2_finseq_1,'FinSequence__2',_). constr_name(k5_finseq_1,'<*..*>',_). constr_name(k6_finseq_1,'<*>',_). constr_name(k7_finseq_1,'^',_). constr_name(k8_finseq_1,'^__2',_). constr_name(k9_finseq_1,'<*..*>__2',_). constr_name(k10_finseq_1,'<*..*>__3',_). constr_name(k11_finseq_1,'<*..*>__4',_). constr_name(k12_finseq_1,'<*..*>__5',_). constr_name(k13_finseq_1,'*__17',_). constr_name(v2_finseq_1,'FinSubsequence-like',_). constr_name(k14_finseq_1,'Sgm',_). constr_name(k15_finseq_1,'Seq',_). constr_name(k16_finseq_1,'|__7',_). constr_name(k17_finseq_1,'[*]',_). constr_name(k1_zf_lang,'VAR',_). constr_name(k2_zf_lang,'x.',_). constr_name(k3_zf_lang,'<*..*>__6',_). constr_name(k4_zf_lang,''='',_). constr_name(k5_zf_lang,''in'',_). constr_name(k6_zf_lang,''not'',_). constr_name(k7_zf_lang,''&'',_). constr_name(k8_zf_lang,'All',_). constr_name(k9_zf_lang,'WFF',_). constr_name(v1_zf_lang,'ZF-formula-like',_). constr_name(v2_zf_lang,being_equality,_). constr_name(v3_zf_lang,being_membership,_). constr_name(v4_zf_lang,negative__2,_). constr_name(v5_zf_lang,conjunctive,_). constr_name(v6_zf_lang,universal,_). constr_name(v7_zf_lang,atomic,_). constr_name(k10_zf_lang,''or'',_). constr_name(k11_zf_lang,'=>',_). constr_name(k12_zf_lang,'<=>',_). constr_name(k13_zf_lang,'Ex',_). constr_name(v8_zf_lang,disjunctive,_). constr_name(v9_zf_lang,conditional,_). constr_name(v10_zf_lang,biconditional,_). constr_name(v11_zf_lang,existential,_). constr_name(k14_zf_lang,'All__2',_). constr_name(k15_zf_lang,'Ex__2',_). constr_name(k16_zf_lang,'All__3',_). constr_name(k17_zf_lang,'Ex__3',_). constr_name(k18_zf_lang,'Var1',_). constr_name(k19_zf_lang,'Var2',_). constr_name(k20_zf_lang,the_argument_of,_). constr_name(k21_zf_lang,the_left_argument_of,_). constr_name(k22_zf_lang,the_right_argument_of,_). constr_name(k23_zf_lang,bound_in,_). constr_name(k24_zf_lang,the_scope_of,_). constr_name(k25_zf_lang,the_antecedent_of,_). constr_name(k26_zf_lang,the_consequent_of,_). constr_name(k27_zf_lang,the_left_side_of,_). constr_name(k28_zf_lang,the_right_side_of,_). constr_name(r1_zf_lang,is_immediate_constituent_of,_). constr_name(r2_zf_lang,is_subformula_of,_). constr_name(r3_zf_lang,is_proper_subformula_of,_). constr_name(k29_zf_lang,'Subformulae',_). constr_name(k1_zf_model,'Free',_). constr_name(k2_zf_model,'Free__2',_). constr_name(k3_zf_model,'VAL',_). constr_name(k4_zf_model,'St',_). constr_name(k5_zf_model,'St__2',_). constr_name(r1_zf_model,'|=',_). constr_name(r2_zf_model,'|=__2',_). constr_name(k6_zf_model,the_axiom_of_extensionality,_). constr_name(k7_zf_model,the_axiom_of_pairs,_). constr_name(k8_zf_model,the_axiom_of_unions,_). constr_name(k9_zf_model,the_axiom_of_infinity,_). constr_name(k10_zf_model,the_axiom_of_power_sets,_). constr_name(k11_zf_model,the_axiom_of_substitution_for,_). constr_name(v1_zf_model,being_a_model_of_ZF,_). constr_name(k1_zf_colla,'Collapse',_). constr_name(r1_zf_colla,'is_epsilon-isomorphism_of',_). constr_name(r2_zf_colla,'are_epsilon-isomorphic',_). constr_name(m1_orders_1,'Choice_Function',_). constr_name(k1_orders_1,'BOOL',_). constr_name(v1_orders_1,'being_quasi-order',_). constr_name(v2_orders_1,'being_partial-order',_). constr_name(v3_orders_1,'being_linear-order',_). constr_name(r1_orders_1,quasi_orders,_). constr_name(r2_orders_1,partially_orders,_). constr_name(r3_orders_1,linearly_orders,_). constr_name(r4_orders_1,has_upper_Zorn_property_wrt,_). constr_name(r5_orders_1,has_lower_Zorn_property_wrt,_). constr_name(r6_orders_1,is_maximal_in,_). constr_name(r7_orders_1,is_minimal_in,_). constr_name(r8_orders_1,is_superior_of,_). constr_name(r9_orders_1,is_inferior_of,_). constr_name(k1_eqrel_1,nabla,_). constr_name(k2_eqrel_1,'/\\__5',_). constr_name(k3_eqrel_1,'\\/__6',_). constr_name(k4_eqrel_1,'/\\__6',_). constr_name(k5_eqrel_1,'"\\/"',_). constr_name(k6_eqrel_1,'Class',_). constr_name(k7_eqrel_1,'Class__2',_). constr_name(m1_eqrel_1,a_partition,_). constr_name(k8_eqrel_1,'Class__3',_). constr_name(k1_funct_5,proj1,_). constr_name(k2_funct_5,proj2,_). constr_name(k3_funct_5,curry,_). constr_name(k4_funct_5,uncurry,_). constr_name(k5_funct_5,'curry'',_). constr_name(k6_funct_5,'uncurry'',_). constr_name(k1_card_2,'+`',_). constr_name(k2_card_2,'*`',_). constr_name(k3_card_2,exp__2,_). constr_name(k1_trees_1,'ProperPrefixes',_). constr_name(v1_trees_1,'Tree-like',_). constr_name(m1_trees_1,'Element__4',_). constr_name(k2_trees_1,elementary_tree,_). constr_name(k3_trees_1,'Leaves',_). constr_name(k4_trees_1,'|__8',_). constr_name(m2_trees_1,'Leaf',_). constr_name(m3_trees_1,'Subtree',_). constr_name(k5_trees_1,'with-replacement',_). constr_name(v2_trees_1,'AntiChain_of_Prefixes-like',_). constr_name(m4_trees_1,'AntiChain_of_Prefixes',_). constr_name(k6_trees_1,height,_). constr_name(k7_trees_1,width,_). constr_name(k1_finseq_2,idseq,_). constr_name(k2_finseq_2,'|->',_). constr_name(m1_finseq_2,'FinSequenceSet',_). constr_name(k3_finseq_2,'*__18',_). constr_name(m2_finseq_2,'Element__5',_). constr_name(k4_finseq_2,'-tuples_on',_). constr_name(k1_recdef_1,'.__5',_). constr_name(v1_classes1,'subset-closed',_). constr_name(v2_classes1,'being_Tarski-Class',_). constr_name(r1_classes1,'is_Tarski-Class_of',_). constr_name(k1_classes1,'Tarski-Class',_). constr_name(k2_classes1,'Tarski-Class__2',_). constr_name(k3_classes1,'Tarski-Class__3',_). constr_name(k4_classes1,'Rank',_). constr_name(k5_classes1,'the_transitive-closure_of',_). constr_name(k6_classes1,the_rank_of,_). constr_name(v1_card_3,'Cardinal-yielding',_). constr_name(k1_card_3,'Card__2',_). constr_name(k2_card_3,disjoin,_). constr_name(k3_card_3,'Union',_). constr_name(k4_card_3,product,_). constr_name(k5_card_3,pi,_). constr_name(k6_card_3,'Sum',_). constr_name(k7_card_3,'Product',_). constr_name(v1_classes2,universal__2,_). constr_name(k1_classes2,'{..}__20',_). constr_name(k2_classes2,bool__2,_). constr_name(k3_classes2,union__3,_). constr_name(k4_classes2,meet__3,_). constr_name(k5_classes2,'{..}__21',_). constr_name(k6_classes2,'[..]__7',_). constr_name(k7_classes2,'\\/__7',_). constr_name(k8_classes2,'/\\__7',_). constr_name(k9_classes2,'\\__6',_). constr_name(k10_classes2,'\\+\\__4',_). constr_name(k11_classes2,'[:..:]__9',_). constr_name(k12_classes2,'Funcs__3',_). constr_name(k13_classes2,'FinSETS',_). constr_name(k14_classes2,'SETS',_). constr_name(k15_classes2,'Universe_closure',_). constr_name(k16_classes2,'UNIVERSE',_). constr_name(k1_ordinal4,'^__3',_). constr_name(m1_ordinal4,'Ordinal',_). constr_name(m2_ordinal4,'Ordinal-Sequence',_). constr_name(k2_ordinal4,'0-element_of',_). constr_name(k3_ordinal4,'1-element_of',_). constr_name(k4_ordinal4,'.__6',_). constr_name(k5_ordinal4,'*__19',_). constr_name(k6_ordinal4,succ__2,_). constr_name(k7_ordinal4,'+^__5',_). constr_name(k8_ordinal4,'*^__5',_). constr_name(k1_finseq_3,'-__16',_). constr_name(k1_zfmodel1,'def_func'',_). constr_name(k2_zfmodel1,def_func,_). constr_name(r1_zfmodel1,is_definable_in,_). constr_name(r2_zfmodel1,is_parametrically_definable_in,_). constr_name(k1_zf_lang1,'/__8',_). constr_name(k2_zf_lang1,'!',_). constr_name(k3_zf_lang1,variables_in,_). constr_name(k4_zf_lang1,variables_in__2,_). constr_name(k5_zf_lang1,'/__9',_). constr_name(k6_zf_lang1,'/__10',_). constr_name(k1_zf_refle,union__4,_). constr_name(k2_zf_refle,union__5,_). constr_name(k3_zf_refle,'\\/__8',_). constr_name(v1_zf_refle,'DOMAIN-yielding',_). constr_name(k4_zf_refle,'Union__2',_). constr_name(k5_zf_refle,'.__7',_). constr_name(r1_zfrefle1,'|=__3',_). constr_name(r2_zfrefle1,'<==>',_). constr_name(r3_zfrefle1,is_elementary_subsystem_of,_). constr_name(k1_zfrefle1,'ZF-axioms',_). constr_name(k2_zfrefle1,'ZF-axioms__2',_). constr_name(r4_zfrefle1,is_cofinal_with,_). constr_name(k1_qc_lang1,'QC-variables',_). constr_name(k2_qc_lang1,'bound_QC-variables',_). constr_name(k3_qc_lang1,'fixed_QC-variables',_). constr_name(k4_qc_lang1,'free_QC-variables',_). constr_name(k5_qc_lang1,'QC-pred_symbols',_). constr_name(k6_qc_lang1,the_arity_of,_). constr_name(k7_qc_lang1,'-ary_QC-pred_symbols',_). constr_name(m1_qc_lang1,'QC-variable_list',_). constr_name(v1_qc_lang1,'QC-closed',_). constr_name(k8_qc_lang1,'QC-WFF',_). constr_name(k9_qc_lang1,'!__2',_). constr_name(k10_qc_lang1,'@',_). constr_name(k11_qc_lang1,'VERUM',_). constr_name(k12_qc_lang1,''not'__2',_). constr_name(k13_qc_lang1,''&'__2',_). constr_name(k14_qc_lang1,'All__4',_). constr_name(v2_qc_lang1,atomic__2,_). constr_name(v3_qc_lang1,negative__3,_). constr_name(v4_qc_lang1,conjunctive__2,_). constr_name(v5_qc_lang1,universal__3,_). constr_name(k15_qc_lang1,the_pred_symbol_of,_). constr_name(k16_qc_lang1,the_arguments_of,_). constr_name(k17_qc_lang1,the_argument_of__2,_). constr_name(k18_qc_lang1,the_left_argument_of__2,_). constr_name(k19_qc_lang1,the_right_argument_of__2,_). constr_name(k20_qc_lang1,bound_in__2,_). constr_name(k21_qc_lang1,the_scope_of__2,_). constr_name(k22_qc_lang1,'still_not-bound_in',_). constr_name(k23_qc_lang1,'{..}__22',_). constr_name(k24_qc_lang1,'still_not-bound_in__2',_). constr_name(v6_qc_lang1,closed,_). constr_name(k1_qc_lang2,'FALSUM',_). constr_name(k2_qc_lang2,'=>__2',_). constr_name(k3_qc_lang2,''or'__2',_). constr_name(k4_qc_lang2,'<=>__2',_). constr_name(k5_qc_lang2,'Ex__4',_). constr_name(k6_qc_lang2,'All__5',_). constr_name(k7_qc_lang2,'Ex__5',_). constr_name(k8_qc_lang2,'All__6',_). constr_name(k9_qc_lang2,'Ex__6',_). constr_name(v1_qc_lang2,disjunctive__2,_). constr_name(v2_qc_lang2,conditional__2,_). constr_name(v3_qc_lang2,biconditional__2,_). constr_name(v4_qc_lang2,existential__2,_). constr_name(k10_qc_lang2,the_left_disjunct_of,_). constr_name(k11_qc_lang2,the_right_disjunct_of,_). constr_name(k12_qc_lang2,the_antecedent_of__2,_). constr_name(k13_qc_lang2,the_left_side_of__2,_). constr_name(k14_qc_lang2,the_right_side_of__2,_). constr_name(r1_qc_lang2,is_immediate_constituent_of__2,_). constr_name(r2_qc_lang2,is_subformula_of__2,_). constr_name(r3_qc_lang2,is_proper_subformula_of__2,_). constr_name(k15_qc_lang2,'Subformulae__2',_). constr_name(k1_qc_lang3,variables_in__3,_). constr_name(k2_qc_lang3,'x.__2',_). constr_name(k3_qc_lang3,'a.',_). constr_name(k4_qc_lang3,'Vars',_). constr_name(k5_qc_lang3,'Free__3',_). constr_name(k6_qc_lang3,'Fixed',_). constr_name(k1_cqc_lang,'IFEQ',_). constr_name(k2_cqc_lang,'IFEQ__2',_). constr_name(k3_cqc_lang,'.-->',_). constr_name(k4_cqc_lang,'Subst',_). constr_name(k5_cqc_lang,'Subst__2',_). constr_name(k6_cqc_lang,'.-->__2',_). constr_name(k7_cqc_lang,'CQC-WFF',_). constr_name(v1_cqc_lang,'CQC-variable_list-like',_). constr_name(k8_cqc_lang,'!__3',_). constr_name(k9_cqc_lang,'VERUM__2',_). constr_name(k10_cqc_lang,''not'__3',_). constr_name(k11_cqc_lang,''&'__3',_). constr_name(k12_cqc_lang,'=>__3',_). constr_name(k13_cqc_lang,''or'__3',_). constr_name(k14_cqc_lang,'<=>__3',_). constr_name(k15_cqc_lang,'All__7',_). constr_name(k16_cqc_lang,'Ex__7',_). constr_name(k17_cqc_lang,'.__8',_). constr_name(m1_pboole,'ManySortedSet',_). constr_name(r1_pboole,in,_). constr_name(r2_pboole,'c=__3',_). constr_name(r3_pboole,in__2,_). constr_name(r4_pboole,overlaps,_). constr_name(r5_pboole,misses__3,_). constr_name(k1_pboole,'[0]',_). constr_name(k2_pboole,'\\/__9',_). constr_name(k3_pboole,'/\\__8',_). constr_name(k4_pboole,'\\__7',_). constr_name(k5_pboole,'\\+\\__5',_). constr_name(r6_pboole,'=',_). constr_name(r7_pboole,'[=',_). constr_name(v1_pboole,'empty-yielding__2',_). constr_name(v2_pboole,'non-empty__2',_). constr_name(m2_pboole,'Element__6',_). constr_name(m3_pboole,'ManySortedFunction',_). constr_name(k6_pboole,'#',_). constr_name(k7_pboole,'*__20',_). constr_name(k8_pboole,'*__21',_). constr_name(k9_pboole,'*-->',_). constr_name(k10_pboole,'-->__4',_). constr_name(k11_pboole,'[|..|]',_). constr_name(k12_pboole,'MSFuncs',_). constr_name(m4_pboole,'ManySortedSubset',_). constr_name(k13_pboole,'**',_). constr_name(k14_pboole,'.:.:',_). constr_name(v1_seq_1,'real-yielding',_). constr_name(k1_seq_1,'.__9',_). constr_name(k2_seq_1,'.__10',_). constr_name(k3_seq_1,'+__14',_). constr_name(k4_seq_1,'-__17',_). constr_name(k5_seq_1,'(#)',_). constr_name(k6_seq_1,'+__15',_). constr_name(k7_seq_1,'-__18',_). constr_name(k8_seq_1,'(#)__2',_). constr_name(k9_seq_1,'+__16',_). constr_name(k10_seq_1,'-__19',_). constr_name(k11_seq_1,'(#)__3',_). constr_name(k12_seq_1,'(#)__4',_). constr_name(k13_seq_1,'(#)__5',_). constr_name(k14_seq_1,'(#)__6',_). constr_name(k15_seq_1,'-__20',_). constr_name(k16_seq_1,'-__21',_). constr_name(k17_seq_1,'-__22',_). constr_name(k18_seq_1,'"__13',_). constr_name(k19_seq_1,'/"',_). constr_name(k20_seq_1,abs__2,_). constr_name(k21_seq_1,abs__3,_). constr_name(k22_seq_1,abs__4,_). constr_name(v1_seq_2,bounded_above,_). constr_name(v2_seq_2,bounded_below,_). constr_name(v3_seq_2,bounded,_). constr_name(v4_seq_2,convergent,_). constr_name(k1_seq_2,lim__3,_). constr_name(k2_seq_2,lim__4,_). constr_name(v1_prob_1,'compl-closed',_). constr_name(k1_prob_1,'.__11',_). constr_name(k2_prob_1,'Union__3',_). constr_name(k3_prob_1,'Complement',_). constr_name(k4_prob_1,'Intersection',_). constr_name(v2_prob_1,'non-increasing',_). constr_name(v3_prob_1,'non-decreasing',_). constr_name(m1_prob_1,'SigmaField',_). constr_name(m2_prob_1,'SetSequence',_). constr_name(m3_prob_1,'Event',_). constr_name(k5_prob_1,'[#]__2',_). constr_name(k6_prob_1,'/\\__9',_). constr_name(k7_prob_1,'\\/__10',_). constr_name(k8_prob_1,'\\__8',_). constr_name(k9_prob_1,'*__22',_). constr_name(k10_prob_1,'.__12',_). constr_name(m4_prob_1,'Probability',_). constr_name(k11_prob_1,sigma,_). constr_name(k12_prob_1,halfline,_). constr_name(k13_prob_1,'Family_of_halflines',_). constr_name(k14_prob_1,'Borel_Sets',_). constr_name(v1_seqm_3,increasing__2,_). constr_name(v2_seqm_3,decreasing,_). constr_name(v3_seqm_3,'non-decreasing__2',_). constr_name(v4_seqm_3,'non-increasing__2',_). constr_name(v5_seqm_3,constant,_). constr_name(v6_seqm_3,monotone,_). constr_name(v7_seqm_3,'natural-yielding',_). constr_name(k1_seqm_3,'^\\',_). constr_name(k2_seqm_3,'.__13',_). constr_name(k3_seqm_3,'*__23',_). constr_name(k4_seqm_3,'*__24',_). constr_name(m1_seqm_3,subsequence,_). constr_name(v1_seq_4,bounded_above__2,_). constr_name(v2_seq_4,bounded_below__2,_). constr_name(v3_seq_4,bounded__2,_). constr_name(k1_seq_4,'{..}__23',_). constr_name(k2_seq_4,upper_bound,_). constr_name(k3_seq_4,lower_bound,_). constr_name(k4_seq_4,upper_bound__2,_). constr_name(k5_seq_4,lower_bound__2,_). constr_name(k1_margrel1,'-->__5',_). constr_name(v1_margrel1,'relation-like',_). constr_name(k2_margrel1,the_arity_of__2,_). constr_name(m1_margrel1,relation_length,_). constr_name(m2_margrel1,relation,_). constr_name(m3_margrel1,relation__2,_). constr_name(k3_margrel1,relations_on,_). constr_name(r1_margrel1,'=__2',_). constr_name(k4_margrel1,empty_rel,_). constr_name(k5_margrel1,the_arity_of__3,_). constr_name(k6_margrel1,'BOOLEAN',_). constr_name(k7_margrel1,'FALSE',_). constr_name(k8_margrel1,'TRUE',_). constr_name(v2_margrel1,boolean,_). constr_name(k9_margrel1,''not'__4',_). constr_name(k10_margrel1,''&'__4',_). constr_name(k11_margrel1,''not'__5',_). constr_name(k12_margrel1,''&'__5',_). constr_name(k13_margrel1,'ALL',_). constr_name(k14_margrel1,'ALL__2',_). constr_name(k1_prob_2,'.__14',_). constr_name(k2_prob_2,'@Intersection',_). constr_name(k3_prob_2,'@Complement',_). constr_name(v1_prob_2,disjoint_valued,_). constr_name(v2_prob_2,disjoint_valued__2,_). constr_name(r1_prob_2,are_independent_respect_to,_). constr_name(r2_prob_2,are_independent_respect_to__2,_). constr_name(k4_prob_2,'.|.',_). constr_name(k1_rcomp_1,'[....]',_). constr_name(k2_rcomp_1,']....[',_). constr_name(v1_rcomp_1,compact,_). constr_name(v2_rcomp_1,closed__2,_). constr_name(v3_rcomp_1,open,_). constr_name(m1_rcomp_1,'Neighbourhood',_). constr_name(k1_multop_1,'.__15',_). constr_name(k2_multop_1,'.__16',_). constr_name(k3_multop_1,'.__17',_). constr_name(k4_multop_1,'.__18',_). constr_name(k1_mcart_2,'[..]__8',_). constr_name(k2_mcart_2,'[:..:]__10',_). constr_name(k3_mcart_2,'`1__5',_). constr_name(k4_mcart_2,'`2__5',_). constr_name(k5_mcart_2,'`3__3',_). constr_name(k6_mcart_2,'`4__2',_). constr_name(k7_mcart_2,'`5',_). constr_name(k8_mcart_2,'[:..:]__11',_). constr_name(k1_mcart_3,'[..]__9',_). constr_name(k2_mcart_3,'[:..:]__12',_). constr_name(k3_mcart_3,'`1__6',_). constr_name(k4_mcart_3,'`2__6',_). constr_name(k5_mcart_3,'`3__4',_). constr_name(k6_mcart_3,'`4__3',_). constr_name(k7_mcart_3,'`5__2',_). constr_name(k8_mcart_3,'`6',_). constr_name(k1_mcart_4,'[..]__10',_). constr_name(k2_mcart_4,'[:..:]__13',_). constr_name(k3_mcart_4,'`1__7',_). constr_name(k4_mcart_4,'`2__7',_). constr_name(k5_mcart_4,'`3__5',_). constr_name(k6_mcart_4,'`4__4',_). constr_name(k7_mcart_4,'`5__3',_). constr_name(k8_mcart_4,'`6__2',_). constr_name(k9_mcart_4,'`7',_). constr_name(k1_mcart_5,'[..]__11',_). constr_name(k2_mcart_5,'[:..:]__14',_). constr_name(k3_mcart_5,'`1__8',_). constr_name(k4_mcart_5,'`2__8',_). constr_name(k5_mcart_5,'`3__6',_). constr_name(k6_mcart_5,'`4__5',_). constr_name(k7_mcart_5,'`5__4',_). constr_name(k8_mcart_5,'`6__3',_). constr_name(k9_mcart_5,'`7__2',_). constr_name(k10_mcart_5,'`8',_). constr_name(k1_mcart_6,'[..]__12',_). constr_name(k2_mcart_6,'[:..:]__15',_). constr_name(k3_mcart_6,'`1__9',_). constr_name(k4_mcart_6,'`2__9',_). constr_name(k5_mcart_6,'`3__7',_). constr_name(k6_mcart_6,'`4__6',_). constr_name(k7_mcart_6,'`5__5',_). constr_name(k8_mcart_6,'`6__4',_). constr_name(k9_mcart_6,'`7__3',_). constr_name(k10_mcart_6,'`8__2',_). constr_name(k11_mcart_6,'`9',_). constr_name(r1_finseq_4,'is_one-to-one_at',_). constr_name(r2_finseq_4,just_once_values,_). constr_name(k1_finseq_4,'<-',_). constr_name(k2_finseq_4,'<*..*>__7',_). constr_name(k3_finseq_4,'<*..*>__8',_). constr_name(k4_finseq_4,'/.',_). constr_name(k5_finseq_4,'..',_). constr_name(k6_finseq_4,'-|',_). constr_name(k7_finseq_4,'|--',_). constr_name(k1_finseqop,'.:__9',_). constr_name(k2_finseqop,'[:]__3',_). constr_name(k3_finseqop,'[;]__3',_). constr_name(k4_finseqop,'|->__2',_). constr_name(k5_finseqop,'*__25',_). constr_name(r1_finseqop,is_an_inverseOp_wrt,_). constr_name(v1_finseqop,having_an_inverseOp,_). constr_name(k6_finseqop,the_inverseOp_wrt,_). constr_name(k7_finseqop,'*__26',_). constr_name(k8_finseqop,'*__27',_). constr_name(k1_finsop_1,'|->__3',_). constr_name(k2_finsop_1,'"**"',_). constr_name(k3_finsop_1,'-->__6',_). constr_name(k4_finsop_1,'+*__2',_). constr_name(k5_finsop_1,dom__4,_). constr_name(k1_setwop_2,'[#]__3',_). constr_name(k2_setwop_2,'Seg__3',_). constr_name(k3_setwop_2,dom__5,_). constr_name(k1_rvsum_1,sqrreal,_). constr_name(k2_rvsum_1,multreal__2,_). constr_name(k3_rvsum_1,'+__17',_). constr_name(k4_rvsum_1,'+__18',_). constr_name(k5_rvsum_1,'-__23',_). constr_name(k6_rvsum_1,'-__24',_). constr_name(k7_rvsum_1,'-__25',_). constr_name(k8_rvsum_1,'-__26',_). constr_name(k9_rvsum_1,'*__28',_). constr_name(k10_rvsum_1,'*__29',_). constr_name(k11_rvsum_1,sqr,_). constr_name(k12_rvsum_1,sqr__2,_). constr_name(k13_rvsum_1,mlt,_). constr_name(k14_rvsum_1,mlt__2,_). constr_name(k15_rvsum_1,'Sum__2',_). constr_name(k16_rvsum_1,'Product__2',_). constr_name(v1_cqc_the1,being_a_theory,_). constr_name(k1_cqc_the1,'Cn',_). constr_name(k2_cqc_the1,'Proof_Step_Kinds',_). constr_name(r1_cqc_the1,is_a_correct_step_wrt,_). constr_name(r2_cqc_the1,is_a_proof_wrt,_). constr_name(k3_cqc_the1,'Effect',_). constr_name(k4_cqc_the1,'TAUT',_). constr_name(r3_cqc_the1,'|-',_). constr_name(v2_cqc_the1,valid,_). constr_name(k1_partfun2,id__3,_). constr_name(k2_partfun2,'"__14',_). constr_name(k3_partfun2,'|__9',_). constr_name(k4_partfun2,'-->__7',_). constr_name(r1_partfun2,is_constant_on,_). constr_name(k1_rfunct_1,'/__11',_). constr_name(k2_rfunct_1,'/__12',_). constr_name(k3_rfunct_1,'^__4',_). constr_name(k4_rfunct_1,'^__5',_). constr_name(k5_rfunct_1,chi__3,_). constr_name(r1_rfunct_1,is_bounded_above_on,_). constr_name(r2_rfunct_1,is_bounded_below_on,_). constr_name(r3_rfunct_1,is_bounded_on,_). constr_name(k1_valuat_1,'Valuations_in',_). constr_name(k2_valuat_1,'Valuations_in__2',_). constr_name(v1_valuat_1,'boolean-valued',_). constr_name(k3_valuat_1,''not'__6',_). constr_name(k4_valuat_1,''&'__6',_). constr_name(k5_valuat_1,''not'__7',_). constr_name(k6_valuat_1,''&'__7',_). constr_name(k7_valuat_1,'FOR_ALL',_). constr_name(k8_valuat_1,'*'__6',_). constr_name(k9_valuat_1,''in'__2',_). constr_name(k10_valuat_1,'.__19',_). constr_name(m1_valuat_1,interpretation,_). constr_name(k11_valuat_1,'.__20',_). constr_name(k12_valuat_1,'Valid',_). constr_name(r1_valuat_1,'|=__4',_). constr_name(r2_valuat_1,'|=__5',_). constr_name(k1_rfunct_2,rng__4,_). constr_name(k2_rfunct_2,'*__30',_). constr_name(r1_rfunct_2,is_increasing_on,_). constr_name(r2_rfunct_2,is_decreasing_on,_). constr_name(r3_rfunct_2,is_non_decreasing_on,_). constr_name(r4_rfunct_2,is_non_increasing_on,_). constr_name(r5_rfunct_2,is_monotone_on,_). constr_name(r1_fcont_1,is_continuous_in,_). constr_name(r2_fcont_1,is_continuous_on,_). constr_name(r3_fcont_1,is_Lipschitzian_on,_). constr_name(r1_fcont_2,is_uniformly_continuous_on,_). constr_name(v1_fdiff_1,convergent_to_0,_). constr_name(v2_fdiff_1,'REST-like',_). constr_name(v3_fdiff_1,linear,_). constr_name(r1_fdiff_1,is_differentiable_in,_). constr_name(k1_fdiff_1,diff,_). constr_name(r2_fdiff_1,is_differentiable_on,_). constr_name(k2_fdiff_1,'`|',_). constr_name(k1_limfunc1,max__3,_). constr_name(k2_limfunc1,left_closed_halfline,_). constr_name(k3_limfunc1,right_closed_halfline,_). constr_name(k4_limfunc1,right_open_halfline,_). constr_name(v1_limfunc1,'divergent_to+infty',_). constr_name(v2_limfunc1,'divergent_to-infty',_). constr_name(v3_limfunc1,'convergent_in+infty',_). constr_name(v4_limfunc1,'divergent_in+infty_to+infty',_). constr_name(v5_limfunc1,'divergent_in+infty_to-infty',_). constr_name(v6_limfunc1,'convergent_in-infty',_). constr_name(v7_limfunc1,'divergent_in-infty_to+infty',_). constr_name(v8_limfunc1,'divergent_in-infty_to-infty',_). constr_name(k5_limfunc1,'lim_in+infty',_). constr_name(k6_limfunc1,'lim_in-infty',_). constr_name(r1_limfunc2,is_left_convergent_in,_). constr_name(r2_limfunc2,'is_left_divergent_to+infty_in',_). constr_name(r3_limfunc2,'is_left_divergent_to-infty_in',_). constr_name(r4_limfunc2,is_right_convergent_in,_). constr_name(r5_limfunc2,'is_right_divergent_to+infty_in',_). constr_name(r6_limfunc2,'is_right_divergent_to-infty_in',_). constr_name(k1_limfunc2,lim_left,_). constr_name(k2_limfunc2,lim_right,_). constr_name(r1_limfunc3,is_convergent_in,_). constr_name(r2_limfunc3,'is_divergent_to+infty_in',_). constr_name(r3_limfunc3,'is_divergent_to-infty_in',_). constr_name(k1_limfunc3,lim__5,_). constr_name(r1_realset1,is_in,_). constr_name(m1_realset1,'Preserv',_). constr_name(k1_realset1,'||',_). constr_name(v1_realset1,trivial,_). constr_name(r2_realset1,is_Bin_Op_Preserv,_). constr_name(m2_realset1,'Presv',_). constr_name(k2_realset1,'|||',_). constr_name(m3_realset1,'DnT',_). constr_name(k3_realset1,'!__4',_). constr_name(m4_realset1,'OnePoint',_). constr_name(k4_realset1,'{..}__24',_). constr_name(k1_rpr_1,prob,_). constr_name(k2_rpr_1,prob__2,_). constr_name(r1_rpr_1,are_independent,_). constr_name(k1_supinf_1,'+infty',_). constr_name(v1_supinf_1,'+Inf-like',_). constr_name(k2_supinf_1,'-infty',_). constr_name(v2_supinf_1,'-Inf-like',_). constr_name(v3_supinf_1,'ext-real',_). constr_name(k3_supinf_1,'ExtREAL',_). constr_name(k4_supinf_1,'+infty__2',_). constr_name(k5_supinf_1,'-infty__2',_). constr_name(r1_supinf_1,'<='__3',_). constr_name(m1_supinf_1,majorant,_). constr_name(m2_supinf_1,minorant,_). constr_name(k6_supinf_1,'REAL__2',_). constr_name(v4_supinf_1,bounded_above__3,_). constr_name(v5_supinf_1,bounded_below__3,_). constr_name(v6_supinf_1,bounded__3,_). constr_name(k7_supinf_1,'SetMajorant',_). constr_name(k8_supinf_1,'SetMinorant',_). constr_name(k9_supinf_1,sup__3,_). constr_name(k10_supinf_1,inf__3,_). constr_name(k11_supinf_1,'{..}__25',_). constr_name(k12_supinf_1,'{..}__26',_). constr_name(m3_supinf_1,bool_DOMAIN,_). constr_name(k13_supinf_1,'SUP',_). constr_name(k14_supinf_1,'INF',_). constr_name(k1_zf_fund1,'(#)__7',_). constr_name(k2_zf_fund1,'(#)__8',_). constr_name(k3_zf_fund1,decode,_). constr_name(k4_zf_fund1,'x".',_). constr_name(k5_zf_fund1,code,_). constr_name(k6_zf_fund1,'Free__4',_). constr_name(k7_zf_fund1,'{..}__27',_). constr_name(k8_zf_fund1,'{..}__28',_). constr_name(k9_zf_fund1,'{..}__29',_). constr_name(k10_zf_fund1,'Diagram',_). constr_name(v1_zf_fund1,closed_wrt_A1,_). constr_name(v2_zf_fund1,closed_wrt_A2,_). constr_name(v3_zf_fund1,closed_wrt_A3,_). constr_name(v4_zf_fund1,closed_wrt_A4,_). constr_name(v5_zf_fund1,closed_wrt_A5,_). constr_name(v6_zf_fund1,closed_wrt_A6,_). constr_name(v7_zf_fund1,closed_wrt_A7,_). constr_name(v8_zf_fund1,'closed_wrt_A1-A7',_). constr_name(k1_quin_1,delta__3,_). constr_name(k2_quin_1,delta__4,_). constr_name(k1_funct_6,'SubFuncs',_). constr_name(k2_funct_6,doms,_). constr_name(k3_funct_6,rngs,_). constr_name(k4_funct_6,meet__4,_). constr_name(k5_funct_6,'..__2',_). constr_name(k6_funct_6,'<:..:>__4',_). constr_name(k7_funct_6,'Frege',_). constr_name(k8_funct_6,'Funcs__4',_). constr_name(k9_funct_6,'Funcs__5',_). constr_name(k10_funct_6,commute,_). constr_name(k1_sysrel,'CL',_). constr_name(m1_seqfunc,'Functional_Sequence',_). constr_name(k1_seqfunc,'.__21',_). constr_name(k2_seqfunc,'(#)__9',_). constr_name(k3_seqfunc,'"__15',_). constr_name(k4_seqfunc,'-__27',_). constr_name(k5_seqfunc,abs__5,_). constr_name(k6_seqfunc,'+__19',_). constr_name(k7_seqfunc,'-__28',_). constr_name(k8_seqfunc,'(#)__10',_). constr_name(k9_seqfunc,'/__13',_). constr_name(r1_seqfunc,common_on_dom,_). constr_name(k10_seqfunc,'#__2',_). constr_name(r2_seqfunc,is_point_conv_on,_). constr_name(r3_seqfunc,is_unif_conv_on,_). constr_name(k11_seqfunc,lim__6,_). constr_name(k1_comseq_1,'.__22',_). constr_name(v1_comseq_1,'non-zero',_). constr_name(k2_comseq_1,'+__20',_). constr_name(k3_comseq_1,'(#)__11',_). constr_name(k4_comseq_1,'(#)__12',_). constr_name(k5_comseq_1,'-__29',_). constr_name(k6_comseq_1,'-__30',_). constr_name(k7_comseq_1,'"__16',_). constr_name(k8_comseq_1,'/"__2',_). constr_name(k9_comseq_1,'|....|__3',_). constr_name(k1_gate_1,'NOT1',_). constr_name(k2_gate_1,'AND2',_). constr_name(k3_gate_1,'OR2',_). constr_name(k4_gate_1,'XOR2',_). constr_name(k5_gate_1,'EQV2',_). constr_name(k6_gate_1,'NAND2',_). constr_name(k7_gate_1,'NOR2',_). constr_name(k8_gate_1,'AND3',_). constr_name(k9_gate_1,'OR3',_). constr_name(k10_gate_1,'XOR3',_). constr_name(k11_gate_1,'MAJ3',_). constr_name(k12_gate_1,'NAND3',_). constr_name(k13_gate_1,'NOR3',_). constr_name(k14_gate_1,'AND4',_). constr_name(k15_gate_1,'OR4',_). constr_name(k16_gate_1,'NAND4',_). constr_name(k17_gate_1,'NOR4',_). constr_name(k18_gate_1,'AND5',_). constr_name(k19_gate_1,'OR5',_). constr_name(k20_gate_1,'NAND5',_). constr_name(k21_gate_1,'NOR5',_). constr_name(k22_gate_1,'AND6',_). constr_name(k23_gate_1,'OR6',_). constr_name(k24_gate_1,'NAND6',_). constr_name(k25_gate_1,'NOR6',_). constr_name(k26_gate_1,'AND7',_). constr_name(k27_gate_1,'OR7',_). constr_name(k28_gate_1,'NAND7',_). constr_name(k29_gate_1,'NOR7',_). constr_name(k30_gate_1,'AND8',_). constr_name(k31_gate_1,'OR8',_). constr_name(k32_gate_1,'NAND8',_). constr_name(k33_gate_1,'NOR8',_). constr_name(k34_gate_1,'MODADD2',_). constr_name(k35_gate_1,'ADD2',_). constr_name(k36_gate_1,'CARR2',_). constr_name(k37_gate_1,'ADD3',_). constr_name(k38_gate_1,'CARR3',_). constr_name(k39_gate_1,'ADD4',_). constr_name(k40_gate_1,'CARR4',_). constr_name(v1_intpro_1,with_FALSUM,_). constr_name(v2_intpro_1,with_int_implication,_). constr_name(v3_intpro_1,with_int_conjunction,_). constr_name(v4_intpro_1,with_int_disjunction,_). constr_name(v5_intpro_1,with_int_propositional_variables,_). constr_name(v6_intpro_1,with_modal_operator,_). constr_name(v7_intpro_1,'MC-closed',_). constr_name(k1_intpro_1,'MC-wff',_). constr_name(k2_intpro_1,'FALSUM__2',_). constr_name(k3_intpro_1,'=>__4',_). constr_name(k4_intpro_1,''&'__8',_). constr_name(k5_intpro_1,''or'__4',_). constr_name(k6_intpro_1,'Nes',_). constr_name(v8_intpro_1,'IPC_theory',_). constr_name(k7_intpro_1,'CnIPC',_). constr_name(k8_intpro_1,'IPC-Taut',_). constr_name(k9_intpro_1,neg,_). constr_name(k10_intpro_1,'IVERUM',_). constr_name(v9_intpro_1,'CPC_theory',_). constr_name(k11_intpro_1,'CnCPC',_). constr_name(k12_intpro_1,'CPC-Taut',_). constr_name(v10_intpro_1,'S4_theory',_). constr_name(k13_intpro_1,'CnS4',_). constr_name(k14_intpro_1,'S4-Taut',_). constr_name(k1_int_2,abs__6,_). constr_name(k2_int_2,'lcm'',_). constr_name(k3_int_2,gcd,_). constr_name(r1_int_2,are_relative_prime__2,_). constr_name(v1_int_2,prime,_). constr_name(r2_int_2,are_relative_prime__3,_). constr_name(k1_newton,'|->__4',_). constr_name(k2_newton,'|^',_). constr_name(k3_newton,'|^__2',_). constr_name(k4_newton,idseq__2,_). constr_name(k5_newton,'!__5',_). constr_name(k6_newton,'!__6',_). constr_name(k7_newton,choose__2,_). constr_name(k8_newton,choose__3,_). constr_name(k9_newton,'In_Power',_). constr_name(k10_newton,'Newton_Coeff',_). constr_name(k11_newton,'!__7',_). constr_name(k12_newton,'SetPrimes',_). constr_name(k13_newton,'SetPrimenumber',_). constr_name(k14_newton,primenumber,_). constr_name(k1_prepower,abs__7,_). constr_name(k2_prepower,'GeoSeq',_). constr_name(k3_prepower,'|^__3',_). constr_name(k4_prepower,'-Root',_). constr_name(k5_prepower,'-Root__2',_). constr_name(k6_prepower,'#Z',_). constr_name(k7_prepower,'#Z__2',_). constr_name(k8_prepower,'#Q',_). constr_name(k9_prepower,'#Q__2',_). constr_name(v1_prepower,'Rational_Sequence-like',_). constr_name(k10_prepower,'.__23',_). constr_name(k11_prepower,'#Q__3',_). constr_name(k12_prepower,'#R',_). constr_name(k13_prepower,'#R__2',_). constr_name(k1_fdiff_2,'-__31',_). constr_name(k1_zf_fund2,'Section',_). constr_name(v1_zf_fund2,predicatively_closed,_). constr_name(k1_comseq_2,'*'__7',_). constr_name(v1_comseq_2,bounded__4,_). constr_name(v2_comseq_2,convergent__2,_). constr_name(k2_comseq_2,lim__7,_). constr_name(k1_gate_5,'MULT210',_). constr_name(k2_gate_5,'MULT211',_). constr_name(k3_gate_5,'MULT212',_). constr_name(k4_gate_5,'MULT213',_). constr_name(k5_gate_5,'MULT310',_). constr_name(k6_gate_5,'MULT311',_). constr_name(k7_gate_5,'MULT312',_). constr_name(k8_gate_5,'MULT313',_). constr_name(k9_gate_5,'MULT314',_). constr_name(k10_gate_5,'MULT321',_). constr_name(k11_gate_5,'MULT322',_). constr_name(k12_gate_5,'MULT323',_). constr_name(k13_gate_5,'MULT324',_). constr_name(k14_gate_5,'CLAADD2',_). constr_name(k15_gate_5,'CLACARR2',_). constr_name(k16_gate_5,'CLAADD3',_). constr_name(k17_gate_5,'CLACARR3',_). constr_name(k18_gate_5,'CLAADD4',_). constr_name(k19_gate_5,'CLACARR4',_). constr_name(k1_cfunct_1,'/__14',_). constr_name(k2_cfunct_1,'^__6',_). constr_name(r1_cfunct_1,is_bounded_on__2,_). constr_name(k1_power,'-root',_). constr_name(k2_power,'-root__2',_). constr_name(k3_power,to_power,_). constr_name(k4_power,to_power__2,_). constr_name(k5_power,log,_). constr_name(k6_power,log__2,_). constr_name(k7_power,number_e,_). constr_name(k8_power,number_e__2,_). constr_name(k1_series_1,'Partial_Sums',_). constr_name(v1_series_1,summable,_). constr_name(k2_series_1,'Sum__3',_). constr_name(k3_series_1,to_power__3,_). constr_name(v2_series_1,absolutely_summable,_). constr_name(k1_polyeq_1,'Poly1',_). constr_name(k2_polyeq_1,'Poly1__2',_). constr_name(k3_polyeq_1,'Poly2',_). constr_name(k4_polyeq_1,'Poly2__2',_). constr_name(k5_polyeq_1,'Quard',_). constr_name(k6_polyeq_1,'Quard__2',_). constr_name(k7_polyeq_1,'Poly3',_). constr_name(k8_polyeq_1,'Poly3__2',_). constr_name(k9_polyeq_1,'Tri',_). constr_name(k10_polyeq_1,'Tri__2',_). constr_name(v1_hilbert1,with_VERUM,_). constr_name(v2_hilbert1,with_implication,_). constr_name(v3_hilbert1,with_conjunction,_). constr_name(v4_hilbert1,with_propositional_variables,_). constr_name(v5_hilbert1,'HP-closed',_). constr_name(k1_hilbert1,'HP-WFF',_). constr_name(k2_hilbert1,'VERUM__3',_). constr_name(k3_hilbert1,'=>__5',_). constr_name(k4_hilbert1,''&'__9',_). constr_name(v6_hilbert1,'Hilbert_theory',_). constr_name(k5_hilbert1,'CnPos',_). constr_name(k6_hilbert1,'HP_TAUT',_). constr_name(v1_card_4,countable,_). constr_name(k1_card_4,'|^__4',_). constr_name(r1_fdiff_3,is_Lcontinuous_in,_). constr_name(r2_fdiff_3,is_Rcontinuous_in,_). constr_name(r3_fdiff_3,is_right_differentiable_in,_). constr_name(r4_fdiff_3,is_left_differentiable_in,_). constr_name(k1_fdiff_3,'Ldiff',_). constr_name(k2_fdiff_3,'Rdiff',_). constr_name(k1_comseq_3,'GeoSeq__2',_). constr_name(k2_comseq_3,'#N',_). constr_name(k3_comseq_3,'Re__3',_). constr_name(k4_comseq_3,'Im__3',_). constr_name(k5_comseq_3,'*__31',_). constr_name(k6_comseq_3,'^\\__2',_). constr_name(k7_comseq_3,'Partial_Sums__2',_). constr_name(k8_comseq_3,'Sum__4',_). constr_name(m1_comseq_3,subsequence__2,_). constr_name(v1_comseq_3,summable__2,_). constr_name(v2_comseq_3,absolutely_summable__2,_). constr_name(k1_supinf_2,'0.',_). constr_name(k2_supinf_2,'+__21',_). constr_name(k3_supinf_2,'-__32',_). constr_name(k4_supinf_2,'-__33',_). constr_name(k5_supinf_2,'+__22',_). constr_name(k6_supinf_2,'-__34',_). constr_name(k7_supinf_2,rng__5,_). constr_name(k8_supinf_2,sup__4,_). constr_name(k9_supinf_2,inf__4,_). constr_name(k10_supinf_2,'.__24',_). constr_name(k11_supinf_2,'+__23',_). constr_name(k12_supinf_2,'-__35',_). constr_name(v1_supinf_2,bounded_above__4,_). constr_name(v2_supinf_2,bounded_below__4,_). constr_name(v3_supinf_2,bounded__5,_). constr_name(v4_supinf_2,denumerable,_). constr_name(v5_supinf_2,nonnegative,_). constr_name(m1_supinf_2,'Num',_). constr_name(k13_supinf_2,'.__25',_). constr_name(k14_supinf_2,'Ser',_). constr_name(m2_supinf_2,'Set_of_Series',_). constr_name(k15_supinf_2,rng__6,_). constr_name(k16_supinf_2,'SUM',_). constr_name(r1_supinf_2,is_sumable,_). constr_name(k17_supinf_2,rng__7,_). constr_name(k18_supinf_2,'Ser__2',_). constr_name(v6_supinf_2,nonnegative__2,_). constr_name(k19_supinf_2,'SUM__2',_). constr_name(v7_supinf_2,summable__3,_). constr_name(v1_trees_2,'finite-order',_). constr_name(m1_trees_2,'Chain',_). constr_name(m2_trees_2,'Level',_). constr_name(k1_trees_2,succ__3,_). constr_name(k2_trees_2,'-level',_). constr_name(v2_trees_2,'Branch-like',_). constr_name(v3_trees_2,'DecoratedTree-like',_). constr_name(m3_trees_2,'ParametrizedSubset',_). constr_name(k3_trees_2,'.__26',_). constr_name(k4_trees_2,'Leaves__2',_). constr_name(k5_trees_2,'|__10',_). constr_name(k6_trees_2,'Leaves__3',_). constr_name(k7_trees_2,'|__11',_). constr_name(k8_trees_2,'with-replacement__2',_). constr_name(k9_trees_2,'-->__8',_). constr_name(k10_trees_2,branchdeg,_). constr_name(k1_card_5,cf,_). constr_name(k2_card_5,'-powerfunc_of',_). constr_name(v1_card_5,regular,_). constr_name(k1_cfcont_1,'*__32',_). constr_name(r1_cfcont_1,is_continuous_in__2,_). constr_name(r2_cfcont_1,is_continuous_on__2,_). constr_name(v1_cfcont_1,compact__2,_). constr_name(k1_measure1,'.__27',_). constr_name(m1_measure1,'Measure',_). constr_name(k2_measure1,'\\/__11',_). constr_name(k3_measure1,'/\\__10',_). constr_name(k4_measure1,'\\__9',_). constr_name(r1_measure1,is_measurable,_). constr_name(m2_measure1,measure_zero,_). constr_name(v1_measure1,'sigma_Field_Subset-like',_). constr_name(k5_measure1,rng__8,_). constr_name(m3_measure1,sigma_Measure,_). constr_name(r2_measure1,is_measurable__2,_). constr_name(m4_measure1,measure_zero__2,_). constr_name(m1_measure2,'N_Measure_fam',_). constr_name(k1_measure2,meet__5,_). constr_name(k2_measure2,union__6,_). constr_name(v1_measure2,'non-decreasing__3',_). constr_name(v2_measure2,'non-increasing__3',_). constr_name(k1_measure3,rng__9,_). constr_name(r1_measure3,is_complete,_). constr_name(m1_measure3,thin,_). constr_name(k2_measure3,'COM',_). constr_name(k3_measure3,'MeasPart',_). constr_name(k4_measure3,'COM__2',_). constr_name(k1_cqc_sim1,'NEGATIVE',_). constr_name(k2_cqc_sim1,'CON',_). constr_name(k3_cqc_sim1,'UNIVERSAL',_). constr_name(k4_cqc_sim1,'*__33',_). constr_name(k5_cqc_sim1,'ATOMIC',_). constr_name(k6_cqc_sim1,'QuantNbr',_). constr_name(k7_cqc_sim1,'.__28',_). constr_name(k8_cqc_sim1,'SepFunc',_). constr_name(k9_cqc_sim1,'SepFunc__2',_). constr_name(k10_cqc_sim1,min__3,_). constr_name(k11_cqc_sim1,'NBI',_). constr_name(k12_cqc_sim1,index,_). constr_name(k13_cqc_sim1,id__4,_). constr_name(k14_cqc_sim1,'SepVar',_). constr_name(r1_cqc_sim1,'is_Sep-closed_on',_). constr_name(k15_cqc_sim1,'{..}__30',_). constr_name(k16_cqc_sim1,'SepQuadruples',_). constr_name(r2_cqc_sim1,are_similar,_). constr_name(k1_toler_1,'|_2__2',_). constr_name(k2_toler_1,'|_2__3',_). constr_name(m1_toler_1,'TolSet',_). constr_name(v1_toler_1,'TolClass-like',_). constr_name(k3_toler_1,'TolSets',_). constr_name(k4_toler_1,'TolClasses',_). constr_name(k1_measure4,rng__10,_). constr_name(k2_measure4,'*__34',_). constr_name(m1_measure4,'C_Measure',_). constr_name(k3_measure4,sigma_Field,_). constr_name(k4_measure4,union__7,_). constr_name(k5_measure4,sigma_Meas,_). constr_name(k6_measure4,'.__29',_). constr_name(k7_measure4,sigma_Meas__2,_). constr_name(k1_measure5,'[....]__2',_). constr_name(k2_measure5,']....[__2',_). constr_name(k3_measure5,']....]',_). constr_name(k4_measure5,'[....[',_). constr_name(v1_measure5,open_interval,_). constr_name(v2_measure5,closed_interval,_). constr_name(v3_measure5,right_open_interval,_). constr_name(v4_measure5,left_open_interval,_). constr_name(v5_measure5,interval,_). constr_name(k5_measure5,vol,_). constr_name(k6_measure5,'{}__4',_). constr_name(k1_modal_1,'Root',_). constr_name(k2_modal_1,'Root__2',_). constr_name(k3_modal_1,'MP-variables',_). constr_name(k4_modal_1,'MP-conectives',_). constr_name(k5_modal_1,branchdeg__2,_). constr_name(m1_modal_1,'DOMAIN_DecoratedTree',_). constr_name(m2_modal_1,'Element__7',_). constr_name(k6_modal_1,'MP-WFF',_). constr_name(k7_modal_1,'|__12',_). constr_name(k8_modal_1,the_arity_of__4,_). constr_name(k9_modal_1,'@__2',_). constr_name(k10_modal_1,''not'__8',_). constr_name(k11_modal_1,'(#)__13',_). constr_name(k12_modal_1,''&'__10',_). constr_name(k13_modal_1,'?',_). constr_name(k14_modal_1,''or'__5',_). constr_name(k15_modal_1,'=>__6',_). constr_name(k16_modal_1,'@__3',_). constr_name(k17_modal_1,'VERUM__4',_). constr_name(v1_modal_1,atomic__3,_). constr_name(v2_modal_1,negative__4,_). constr_name(v3_modal_1,necessitive,_). constr_name(v4_modal_1,conjunctive__3,_). constr_name(k1_trees_3,'Trees',_). constr_name(k2_trees_3,'FinTrees',_). constr_name(v1_trees_3,'constituted-Trees',_). constr_name(v2_trees_3,'constituted-FinTrees',_). constr_name(v3_trees_3,'constituted-DTrees',_). constr_name(m1_trees_3,'Element__8',_). constr_name(m2_trees_3,'Element__9',_). constr_name(m3_trees_3,'Element__10',_). constr_name(m4_trees_3,'DTree-set',_). constr_name(m5_trees_3,'Element__11',_). constr_name(m6_trees_3,'Relation__3',_). constr_name(k3_trees_3,'Funcs__6',_). constr_name(k4_trees_3,'Trees__2',_). constr_name(k5_trees_3,'FinTrees__2',_). constr_name(v4_trees_3,'Tree-yielding',_). constr_name(v5_trees_3,'FinTree-yielding',_). constr_name(v6_trees_3,'DTree-yielding',_). constr_name(k6_trees_3,'<:..:>__5',_). constr_name(k7_trees_3,'*__35',_). constr_name(k8_trees_3,pr1__4,_). constr_name(k9_trees_3,pr2__4,_). constr_name(k10_trees_3,'`1__10',_). constr_name(k11_trees_3,'`2__10',_). constr_name(m7_trees_3,'Element__12',_). constr_name(m8_trees_3,'Leaf__2',_). constr_name(m9_trees_3,'T-Substitution',_). constr_name(k12_trees_3,'with-replacement__3',_). constr_name(k13_trees_3,tree,_). constr_name(k14_trees_3,'^__7',_). constr_name(k15_trees_3,tree__2,_). constr_name(k16_trees_3,roots,_). constr_name(k1_trees_4,'root-tree',_). constr_name(k2_trees_4,'root-tree__2',_). constr_name(k3_trees_4,'-flat_tree',_). constr_name(k4_trees_4,'-tree',_). constr_name(k5_trees_4,'-tree__2',_). constr_name(k6_trees_4,'-tree__3',_). constr_name(k7_trees_4,'-flat_tree__2',_). constr_name(k8_trees_4,'-tree__4',_). constr_name(k9_trees_4,'-tree__5',_). constr_name(k10_trees_4,'-tree__6',_). constr_name(k11_trees_4,doms__2,_). constr_name(k12_trees_4,'-tree__7',_). constr_name(m1_trees_4,'FinSequence__3',_). constr_name(k13_trees_4,'<-__2',_). constr_name(k14_trees_4,'<-__3',_). constr_name(r1_rfinseq,are_fiberwise_equipotent,_). constr_name(k1_rfinseq,'/^',_). constr_name(k2_rfinseq,'MIM',_). constr_name(v1_rfinseq,'non-increasing__4',_). constr_name(k1_rfunct_3,min__4,_). constr_name(k2_rfunct_3,'max+',_). constr_name(k3_rfunct_3,'max-',_). constr_name(m1_rfunct_3,'PartFunc-set',_). constr_name(m2_rfunct_3,'Element__13',_). constr_name(k4_rfunct_3,'PFuncs__2',_). constr_name(k5_rfunct_3,'-->__9',_). constr_name(k6_rfunct_3,'+__24',_). constr_name(k7_rfunct_3,'-__36',_). constr_name(k8_rfunct_3,'(#)__14',_). constr_name(k9_rfunct_3,'/__15',_). constr_name(k10_rfunct_3,abs__8,_). constr_name(k11_rfunct_3,'-__37',_). constr_name(k12_rfunct_3,'^__8',_). constr_name(k13_rfunct_3,'(#)__15',_). constr_name(k14_rfunct_3,addpfunc,_). constr_name(k15_rfunct_3,'Sum__5',_). constr_name(k16_rfunct_3,'CHI',_). constr_name(k17_rfunct_3,'(#)__16',_). constr_name(k18_rfunct_3,'#__3',_). constr_name(r1_rfunct_3,is_common_for_dom,_). constr_name(k19_rfunct_3,'max+__2',_). constr_name(k20_rfunct_3,'max-__2',_). constr_name(k21_rfunct_3,'-__38',_). constr_name(r2_rfunct_3,is_convex_on,_). constr_name(k22_rfunct_3,'FinS',_). constr_name(k23_rfunct_3,'|__13',_). constr_name(k24_rfunct_3,'Sum__6',_). constr_name(k1_rearran1,'(#)__17',_). constr_name(v1_rearran1,'terms've_same_card_as_number',_). constr_name(v2_rearran1,ascending,_). constr_name(v3_rearran1,lenght_equal_card_of_set,_). constr_name(k2_rearran1,'Co_Gen',_). constr_name(k3_rearran1,'Rland',_). constr_name(k4_rearran1,'Rlor',_). constr_name(r1_cqc_the3,'|-__2',_). constr_name(r2_cqc_the3,'|-__3',_). constr_name(r3_cqc_the3,'|-__4',_). constr_name(r4_cqc_the3,'|-|',_). constr_name(r5_cqc_the3,'|-|__2',_). constr_name(r6_cqc_the3,is_an_universal_closure_of,_). constr_name(r7_cqc_the3,'<==>__2',_). constr_name(k1_trees_a,tree__3,_). constr_name(k2_trees_a,'{..}__31',_). constr_name(k3_trees_a,tree__4,_). constr_name(k4_trees_a,tree__5,_). constr_name(k1_card_fil,'\\__10',_). constr_name(m1_card_fil,'Filter',_). constr_name(m2_card_fil,'Ideal',_). constr_name(k2_card_fil,dual,_). constr_name(r1_card_fil,is_multiplicative_with,_). constr_name(r2_card_fil,is_additive_with,_). constr_name(v1_card_fil,uniform,_). constr_name(v2_card_fil,principal,_). constr_name(v3_card_fil,being_ultrafilter,_). constr_name(k3_card_fil,'Extend_Filter',_). constr_name(k4_card_fil,'Filters',_). constr_name(k5_card_fil,'Frechet_Filter',_). constr_name(k6_card_fil,'Frechet_Ideal',_). constr_name(r3_card_fil,'GCH',_). constr_name(v4_card_fil,inaccessible,_). constr_name(v5_card_fil,strong_limit,_). constr_name(v6_card_fil,strongly_inaccessible,_). constr_name(v7_card_fil,measurable,_). constr_name(k7_card_fil,predecessor,_). constr_name(r4_card_fil,is_Ulam_Matrix_of,_). constr_name(k1_card_lar,'/\\__11',_). constr_name(r1_card_lar,is_unbounded_in,_). constr_name(r2_card_lar,is_closed_in,_). constr_name(r3_card_lar,is_club_in,_). constr_name(v1_card_lar,unbounded,_). constr_name(v2_card_lar,closed__3,_). constr_name(k2_card_lar,'LBound',_). constr_name(k3_card_lar,'\\__11',_). constr_name(v3_card_lar,stationary,_). constr_name(r4_card_lar,is_stationary_in,_). constr_name(m1_card_lar,'Element__14',_). constr_name(k4_card_lar,limpoints,_). constr_name(v4_card_lar,'Mahlo',_). constr_name(v5_card_lar,strongly_Mahlo,_). constr_name(k1_pre_ff,'`1__11',_). constr_name(k2_pre_ff,'`2__11',_). constr_name(k3_pre_ff,'Fib',_). constr_name(k4_pre_ff,'.__30',_). constr_name(k5_pre_ff,'Fusc',_). constr_name(k1_binarith,''or'__6',_). constr_name(k2_binarith,''xor'',_). constr_name(k3_binarith,''or'__7',_). constr_name(k4_binarith,''xor'__2',_). constr_name(k5_binarith,'-'__2',_). constr_name(k6_binarith,''not'__9',_). constr_name(k7_binarith,carry,_). constr_name(k8_binarith,'Binary',_). constr_name(k9_binarith,'Absval',_). constr_name(k10_binarith,'+__25',_). constr_name(k11_binarith,add_ovfl,_). constr_name(r1_binarith,are_summable,_). constr_name(k12_binarith,'^__9',_). constr_name(k13_binarith,'<*..*>__9',_). constr_name(k1_binari_2,'IFEQ__3',_). constr_name(k2_binari_2,'Bin1',_). constr_name(k3_binari_2,'Neg2',_). constr_name(k4_binari_2,'Intval',_). constr_name(k5_binari_2,'Int_add_ovfl',_). constr_name(k6_binari_2,'Int_add_udfl',_). constr_name(k7_binari_2,'-__39',_). constr_name(k1_measure6,'R_EAL',_). constr_name(k2_measure6,'Seg__4',_). constr_name(k3_measure6,len__2,_). constr_name(k4_measure6,'-infty__3',_). constr_name(k5_measure6,'+infty__3',_). constr_name(k6_measure6,'^^',_). constr_name(k7_measure6,'^^__2',_). constr_name(k8_measure6,'+__26',_). constr_name(k1_extreal1,'*__36',_). constr_name(k2_extreal1,'*__37',_). constr_name(k3_extreal1,'/__16',_). constr_name(k4_extreal1,'|....|__4',_). constr_name(k1_mesfunc1,'INT-',_). constr_name(k2_mesfunc1,'INT__2',_). constr_name(k3_mesfunc1,'RAT_with_denominator',_). constr_name(k4_mesfunc1,'.__31',_). constr_name(k5_mesfunc1,'+__27',_). constr_name(k6_mesfunc1,'-__40',_). constr_name(k7_mesfunc1,'(#)__18',_). constr_name(k8_mesfunc1,'(#)__19',_). constr_name(k9_mesfunc1,'-__41',_). constr_name(k10_mesfunc1,'1.',_). constr_name(k11_mesfunc1,'/__17',_). constr_name(k12_mesfunc1,'|....|__5',_). constr_name(k13_mesfunc1,'+__28',_). constr_name(k14_mesfunc1,'(#)__20',_). constr_name(r1_mesfunc1,is_measurable_on,_). constr_name(k15_mesfunc1,less_dom,_). constr_name(k16_mesfunc1,less_eq_dom,_). constr_name(k17_mesfunc1,great_dom,_). constr_name(k18_mesfunc1,great_eq_dom,_). constr_name(k19_mesfunc1,eq_dom,_). constr_name(r2_mesfunc1,is_measurable_on__2,_). constr_name(k1_extreal2,min__5,_). constr_name(k2_extreal2,max__4,_). constr_name(k1_finseq_5,'-:',_). constr_name(k2_finseq_5,':-',_). constr_name(k3_finseq_5,'Rev',_). constr_name(k4_finseq_5,'Rev__2',_). constr_name(k5_finseq_5,'Ins',_). constr_name(v1_finseq_6,circular,_). constr_name(k1_finseq_6,'Rotate',_). constr_name(r1_mesfunc2,is_finite,_). constr_name(k1_mesfunc2,'max+__3',_). constr_name(k2_mesfunc2,'max-__3',_). constr_name(k3_mesfunc2,chi__4,_). constr_name(r2_mesfunc2,is_simple_func_in,_). constr_name(k1_pre_circ,max__5,_). constr_name(v1_pre_circ,'locally-finite',_). constr_name(k2_pre_circ,'-->__10',_). constr_name(k3_pre_circ,'|__14',_). constr_name(m1_trees_9,'Element__15',_). constr_name(v1_trees_9,root,_). constr_name(v2_trees_9,'finite-branching',_). constr_name(v3_trees_9,'finite-order__2',_). constr_name(v4_trees_9,'finite-branching__2',_). constr_name(k1_trees_9,succ__4,_). constr_name(k2_trees_9,succ__5,_). constr_name(k3_trees_9,'Subtrees',_). constr_name(k4_trees_9,'Subtrees__2',_). constr_name(k5_trees_9,'Subtrees__3',_). constr_name(k6_trees_9,'FixedSubtrees',_). constr_name(k7_trees_9,'-Subtrees',_). constr_name(k8_trees_9,'-ImmediateSubtrees',_). constr_name(k9_trees_9,'Subtrees__4',_). constr_name(k10_trees_9,'Subtrees__5',_). constr_name(k11_trees_9,'Subtrees__6',_). constr_name(k12_trees_9,'-Subtrees__2',_). constr_name(k13_trees_9,'-ImmediateSubtrees__2',_). constr_name(k1_measure7,'.__32',_). constr_name(k2_measure7,'On__2',_). constr_name(m1_measure7,'Interval_Covering',_). constr_name(k3_measure7,'.__33',_). constr_name(m2_measure7,'Interval_Covering__2',_). constr_name(k4_measure7,vol__2,_). constr_name(k5_measure7,'.__34',_). constr_name(k6_measure7,vol__3,_). constr_name(k7_measure7,vol__4,_). constr_name(k8_measure7,vol__5,_). constr_name(k9_measure7,'Svc',_). constr_name(k10_measure7,'COMPLEX__2',_). constr_name(k11_measure7,'OS_Meas',_). constr_name(k12_measure7,pr1__5,_). constr_name(k13_measure7,pr2__5,_). constr_name(k14_measure7,'On__3',_). constr_name(k15_measure7,'OS_Meas__2',_). constr_name(k16_measure7,'Lmi_sigmaFIELD',_). constr_name(k17_measure7,'L_mi',_). constr_name(k1_qc_lang4,list_of_immediate_constituents,_). constr_name(k2_qc_lang4,tree_of_subformulae,_). constr_name(k3_qc_lang4,'-entry_points_in_subformula_tree_of',_). constr_name(m1_qc_lang4,'Subformula',_). constr_name(m2_qc_lang4,'Entry_Point_in_Subformula_Tree',_). constr_name(k4_qc_lang4,entry_points_in_subformula_tree,_). constr_name(k1_mboolean,bool__3,_). constr_name(k2_mboolean,union__8,_). constr_name(k1_pzfmisc1,'{..}__32',_). constr_name(k2_pzfmisc1,'{..}__33',_). constr_name(r1_pzfmisc1,is_transformable_to,_). constr_name(k1_mssubfam,doms__3,_). constr_name(k2_mssubfam,rngs__2,_). constr_name(k3_mssubfam,bool__4,_). constr_name(k4_mssubfam,'.__35',_). constr_name(k5_mssubfam,meet__6,_). constr_name(k6_mssubfam,meet__7,_). constr_name(v1_mssubfam,additive,_). constr_name(v2_mssubfam,'absolutely-additive',_). constr_name(v3_mssubfam,multiplicative,_). constr_name(v4_mssubfam,'absolutely-multiplicative',_). constr_name(v5_mssubfam,'properly-upper-bound',_). constr_name(v6_mssubfam,'properly-lower-bound',_). constr_name(k7_mssubfam,bool__5,_). constr_name(k1_rewrite1,'$^',_). constr_name(m1_rewrite1,'RedSequence',_). constr_name(r1_rewrite1,reduces,_). constr_name(r2_rewrite1,are_convertible_wrt,_). constr_name(r3_rewrite1,is_a_normal_form_wrt,_). constr_name(r4_rewrite1,is_a_normal_form_of,_). constr_name(r5_rewrite1,are_convergent_wrt,_). constr_name(r6_rewrite1,are_divergent_wrt,_). constr_name(r7_rewrite1,'are_convergent<=1_wrt',_). constr_name(r8_rewrite1,'are_divergent<=1_wrt',_). constr_name(r9_rewrite1,has_a_normal_form_wrt,_). constr_name(k2_rewrite1,nf,_). constr_name(v1_rewrite1,'co-well_founded',_). constr_name(v2_rewrite1,'weakly-normalizing',_). constr_name(v3_rewrite1,'strongly-normalizing',_). constr_name(r10_rewrite1,'commutes-weakly_with',_). constr_name(r11_rewrite1,commutes_with,_). constr_name(v4_rewrite1,with_UN_property,_). constr_name(v5_rewrite1,with_NF_property,_). constr_name(v6_rewrite1,subcommutative,_). constr_name(v7_rewrite1,confluent,_). constr_name(v8_rewrite1,'with_Church-Rosser_property',_). constr_name(v9_rewrite1,'locally-confluent',_). constr_name(v10_rewrite1,complete,_). constr_name(r12_rewrite1,are_equivalent,_). constr_name(r13_rewrite1,are_critical_wrt,_). constr_name(m2_rewrite1,'Completion',_). constr_name(k1_funct_7,'In',_). constr_name(r1_funct_7,equal_outside,_). constr_name(k2_funct_7,'+*__3',_). constr_name(k3_funct_7,'+*__4',_). constr_name(k4_funct_7,compose,_). constr_name(k5_funct_7,apply,_). constr_name(k6_funct_7,firstdom,_). constr_name(k7_funct_7,lastrng,_). constr_name(v1_funct_7,'FuncSeq-like',_). constr_name(m1_funct_7,'FuncSequence',_). constr_name(k8_funct_7,compose__2,_). constr_name(m2_funct_7,'FuncSequence__2',_). constr_name(k9_funct_7,iter,_). constr_name(k1_euler_1,'Euler',_). constr_name(k1_afinsq_1,len__3,_). constr_name(k2_afinsq_1,dom__6,_). constr_name(k3_afinsq_1,'<%..%>',_). constr_name(k4_afinsq_1,'<%>',_). constr_name(k5_afinsq_1,'^__10',_). constr_name(k6_afinsq_1,'<%..%>__2',_). constr_name(k7_afinsq_1,'<%..%>__3',_). constr_name(k8_afinsq_1,'<%..%>__4',_). constr_name(k9_afinsq_1,'<%..%>__5',_). constr_name(k10_afinsq_1,'^omega',_). constr_name(k11_afinsq_1,'Replace',_). constr_name(k1_sin_cos,'CHK',_). constr_name(k2_sin_cos,'Prod_complex_n',_). constr_name(k3_sin_cos,'Prod_real_n',_). constr_name(k4_sin_cos,'!c',_). constr_name(k5_sin_cos,'!__8',_). constr_name(k6_sin_cos,'ExpSeq',_). constr_name(k7_sin_cos,'ExpSeq__2',_). constr_name(k8_sin_cos,'Coef',_). constr_name(k9_sin_cos,'Coef_e',_). constr_name(k10_sin_cos,'Sift',_). constr_name(k11_sin_cos,'Expan',_). constr_name(k12_sin_cos,'Expan_e',_). constr_name(k13_sin_cos,'Alfa',_). constr_name(k14_sin_cos,'Conj',_). constr_name(k15_sin_cos,'Conj__2',_). constr_name(k16_sin_cos,exp__3,_). constr_name(k17_sin_cos,exp__4,_). constr_name(k18_sin_cos,sin,_). constr_name(k19_sin_cos,sin__2,_). constr_name(k20_sin_cos,sin__3,_). constr_name(k21_sin_cos,cos,_). constr_name(k22_sin_cos,cos__2,_). constr_name(k23_sin_cos,cos__3,_). constr_name(k24_sin_cos,'P_sin',_). constr_name(k25_sin_cos,'P_cos',_). constr_name(k26_sin_cos,exp__5,_). constr_name(k27_sin_cos,exp__6,_). constr_name(k28_sin_cos,exp__7,_). constr_name(k29_sin_cos,'P_dt',_). constr_name(k30_sin_cos,'P_t',_). constr_name(k31_sin_cos,'PI',_). constr_name(k32_sin_cos,'PI__2',_). constr_name(k1_sin_cos2,sinh,_). constr_name(k2_sin_cos2,sinh__2,_). constr_name(k3_sin_cos2,sinh__3,_). constr_name(k4_sin_cos2,cosh,_). constr_name(k5_sin_cos2,cosh__2,_). constr_name(k6_sin_cos2,cosh__3,_). constr_name(k7_sin_cos2,tanh,_). constr_name(k8_sin_cos2,tanh__2,_). constr_name(k9_sin_cos2,tanh__3,_). constr_name(k1_sin_cos3,sin_C,_). constr_name(k2_sin_cos3,cos_C,_). constr_name(k3_sin_cos3,sinh_C,_). constr_name(k4_sin_cos3,cosh_C,_). constr_name(v1_abian,even,_). constr_name(k1_abian,iter__2,_). constr_name(r1_abian,is_a_fixpoint_of,_). constr_name(r2_abian,is_a_fixpoint_of__2,_). constr_name(r3_abian,has_a_fixpoint,_). constr_name(v2_abian,covering,_). constr_name(k2_abian,'=_',_). constr_name(l1_struct_0,'1-sorted',one_sorted_str). constr_name(v1_struct_0,'strict__1-sorted',strict_one_sorted). constr_name(u1_struct_0,carrier,the_carrier). constr_name(g1_struct_0,'1-sorted_constr',one_sorted_str_of). constr_name(l2_struct_0,'ZeroStr',zero_str). constr_name(v2_struct_0,strict__ZeroStr,strict_zero_str). constr_name(u2_struct_0,'Zero',the_zero). constr_name(g2_struct_0,'ZeroStr_constr',zero_str_of). constr_name(v3_struct_0,empty__2,empty_carrier). constr_name(k1_struct_0,'{..}__34',singleton_as_carrier_subset). constr_name(k2_struct_0,'{..}__35',unordered_pair_as_carrier_subset). constr_name(m1_struct_0,'Element__16',element_as_carrier_subset). constr_name(l1_incsp_1,'IncProjStr',_). constr_name(v1_incsp_1,strict__IncProjStr,_). constr_name(u1_incsp_1,'Points',the_Points). constr_name(u2_incsp_1,'Lines',the_Lines). constr_name(u3_incsp_1,'Inc',the_Inc). constr_name(g1_incsp_1,'IncProjStr_constr',_). constr_name(l2_incsp_1,'IncStruct',_). constr_name(v2_incsp_1,strict__IncStruct,_). constr_name(u4_incsp_1,'Planes',the_Planes). constr_name(u5_incsp_1,'Inc2',the_Inc2). constr_name(u6_incsp_1,'Inc3',the_Inc3). constr_name(g2_incsp_1,'IncStruct_constr',_). constr_name(r1_incsp_1,on,_). constr_name(r2_incsp_1,on__2,_). constr_name(r3_incsp_1,on__3,_). constr_name(r4_incsp_1,on__4,_). constr_name(r5_incsp_1,on__5,_). constr_name(v3_incsp_1,linear__2,_). constr_name(v4_incsp_1,planar,_). constr_name(v5_incsp_1,'IncSpace-like',_). constr_name(k1_incsp_1,'Line',_). constr_name(k2_incsp_1,'Plane',_). constr_name(k3_incsp_1,'Plane__2',_). constr_name(k4_incsp_1,'Plane__3',_). constr_name(k1_cat_1,'.-->__3',_). constr_name(l1_cat_1,'CatStr',cat_str). constr_name(v1_cat_1,strict__CatStr,strict_cat_str). constr_name(u1_cat_1,'Objects',the_objects). constr_name(u2_cat_1,'Morphisms',the_morphisms). constr_name(u3_cat_1,'Dom',the_dom__cat). constr_name(u4_cat_1,'Cod',the_cod__cat). constr_name(u5_cat_1,'Comp',the_comp__cat). constr_name(u6_cat_1,'Id',the_id). constr_name(g1_cat_1,'CatStr_constr',cat_str_of). constr_name(k2_cat_1,dom__7,_). constr_name(k3_cat_1,cod,_). constr_name(k4_cat_1,'*__38',_). constr_name(k5_cat_1,id__5,_). constr_name(k6_cat_1,'Hom',_). constr_name(m1_cat_1,'Morphism',_). constr_name(v2_cat_1,'Category-like',category_like). constr_name(k7_cat_1,'1Cat',_). constr_name(v3_cat_1,monic,_). constr_name(v4_cat_1,epi,_). constr_name(v5_cat_1,invertible,_). constr_name(k8_cat_1,'*__39',_). constr_name(k9_cat_1,id__6,_). constr_name(k10_cat_1,'"__17',_). constr_name(v6_cat_1,terminal,_). constr_name(v7_cat_1,initial,_). constr_name(r1_cat_1,are_isomorphic__2,_). constr_name(m2_cat_1,'Functor',cat__functor). constr_name(k11_cat_1,'Obj',_). constr_name(k12_cat_1,'.__36',_). constr_name(k13_cat_1,'*__40',cat__functor_composition). constr_name(k14_cat_1,id__7,_). constr_name(v8_cat_1,isomorphic,_). constr_name(v9_cat_1,full,_). constr_name(v10_cat_1,faithful,_). constr_name(k15_cat_1,hom,_). constr_name(l1_net_1,'Net',_). constr_name(v1_net_1,strict__Net,_). constr_name(u1_net_1,'Places',the_Places). constr_name(u2_net_1,'Transitions',the_Transitions). constr_name(u3_net_1,'Flow',the_Flow). constr_name(g1_net_1,'Net_constr',_). constr_name(v2_net_1,'Petri',_). constr_name(k1_net_1,'Elements',_). constr_name(r1_net_1,pre,_). constr_name(r2_net_1,post,_). constr_name(k2_net_1,'Pre',_). constr_name(k3_net_1,'Post',_). constr_name(k4_net_1,enter,_). constr_name(k5_net_1,exit,_). constr_name(k6_net_1,field__2,_). constr_name(k7_net_1,'Prec',_). constr_name(k8_net_1,'Postc',_). constr_name(k9_net_1,'Entr',_). constr_name(k10_net_1,'Ext',_). constr_name(k11_net_1,'Input',_). constr_name(k12_net_1,'Output',_). constr_name(l1_graph_1,'MultiGraphStruct',_). constr_name(v1_graph_1,strict__MultiGraphStruct,_). constr_name(u1_graph_1,'Vertices',the_Vertices). constr_name(u2_graph_1,'Edges',the_Edges). constr_name(u3_graph_1,'Source',the_Source). constr_name(u4_graph_1,'Target',the_Target). constr_name(g1_graph_1,'MultiGraphStruct_constr',_). constr_name(v2_graph_1,'Graph-like',_). constr_name(k1_graph_1,'\\/__12',_). constr_name(r1_graph_1,is_sum_of,_). constr_name(v3_graph_1,oriented,_). constr_name(v4_graph_1,'non-multi',_). constr_name(v5_graph_1,simple,_). constr_name(v6_graph_1,connected__2,_). constr_name(v7_graph_1,finite__2,_). constr_name(r2_graph_1,joins,_). constr_name(r3_graph_1,are_incydent,_). constr_name(m1_graph_1,'Chain__2',_). constr_name(m2_graph_1,'Chain__3',_). constr_name(v8_graph_1,oriented__2,_). constr_name(v9_graph_1,'one-to-one__2',_). constr_name(v10_graph_1,cyclic,_). constr_name(m3_graph_1,'Subgraph',_). constr_name(k2_graph_1,'VerticesCount',_). constr_name(k3_graph_1,'EdgesCount',_). constr_name(k4_graph_1,'EdgesIn',_). constr_name(k5_graph_1,'EdgesOut',_). constr_name(k6_graph_1,'Degree',_). constr_name(r4_graph_1,'c=__4',_). constr_name(k7_graph_1,bool__6,_). constr_name(l1_lattices,'/\\-SemiLattStr',meet_semilatt_str). constr_name(v1_lattices,'strict__/\\-SemiLattStr',strict_meet_semilatt_str). constr_name(u1_lattices,'L_meet',the_L_meet). constr_name(g1_lattices,'/\\-SemiLattStr_constr',meet_semilatt_str_of). constr_name(l2_lattices,'\\/-SemiLattStr',join_semilatt_str). constr_name(v2_lattices,'strict__\\/-SemiLattStr',strict_join_semilatt_str). constr_name(u2_lattices,'L_join',the_L_join). constr_name(g2_lattices,'\\/-SemiLattStr_constr',join_semilatt_str_of). constr_name(l3_lattices,'LattStr',latt_str). constr_name(v3_lattices,strict__LattStr,strict_latt_str). constr_name(g3_lattices,'LattStr_constr',latt_str_of). constr_name(k1_lattices,'"\\/"__2',join). constr_name(k2_lattices,'"/\\"',meet). constr_name(r1_lattices,'[=__2',below). constr_name(v4_lattices,'join-commutative',join_commutative). constr_name(v5_lattices,'join-associative',join_associative). constr_name(v6_lattices,'meet-commutative',meet_commutative). constr_name(v7_lattices,'meet-associative',meet_associative). constr_name(v8_lattices,'meet-absorbing',meet_absorbing). constr_name(v9_lattices,'join-absorbing',join_absorbing). constr_name(v10_lattices,'Lattice-like',lattice). constr_name(k3_lattices,'"\\/"__3',join_commut). constr_name(k4_lattices,'"/\\"__2',meet_commut). constr_name(v11_lattices,distributive,distributive_lattstr). constr_name(v12_lattices,modular,modular_lattstr). constr_name(v13_lattices,'lower-bounded',lower_bounded_semilattstr). constr_name(v14_lattices,'upper-bounded',upper_bounded_semilattstr). constr_name(v15_lattices,bounded__6,bounded_lattstr). constr_name(k5_lattices,'Bottom',bottom_of_semilattstr). constr_name(k6_lattices,'Top',top_of_semilattstr). constr_name(r2_lattices,is_a_complement_of,is_a_complement_on_lattstr). constr_name(v16_lattices,complemented,complemented_lattstr). constr_name(v17_lattices,'Boolean',boolean_lattstr). constr_name(r3_lattices,'[=__3',below_refl). constr_name(k7_lattices,'`__2',complement_on_lattice). constr_name(l1_pre_topc,'TopStruct',top_str). constr_name(v1_pre_topc,strict__TopStruct,strict_top_str). constr_name(u1_pre_topc,topology,the_topology). constr_name(g1_pre_topc,'TopStruct_constr',top_str_of). constr_name(v2_pre_topc,'TopSpace-like',topological_space). constr_name(k1_pre_topc,'{}__5',_). constr_name(k2_pre_topc,'[#]__4',_). constr_name(v3_pre_topc,open__2,open_subset). constr_name(v4_pre_topc,closed__4,closed_subset). constr_name(r1_pre_topc,is_a_cover_of,is_a_cover_of_carrier). constr_name(m1_pre_topc,'SubSpace',_). constr_name(k3_pre_topc,'|__15',_). constr_name(k4_pre_topc,'.:__10',_). constr_name(k5_pre_topc,'"__18',_). constr_name(v5_pre_topc,continuous__2,_). constr_name(k6_pre_topc,'Cl',_). constr_name(k1_tops_1,'Int',_). constr_name(k2_tops_1,'Fr',_). constr_name(v1_tops_1,dense,_). constr_name(v2_tops_1,boundary,_). constr_name(v3_tops_1,nowhere_dense,_). constr_name(v4_tops_1,condensed,_). constr_name(v5_tops_1,closed_condensed,_). constr_name(v6_tops_1,open_condensed,_). constr_name(r1_connsp_1,are_separated,_). constr_name(v1_connsp_1,connected__3,_). constr_name(v2_connsp_1,connected__4,_). constr_name(r2_connsp_1,are_joined,_). constr_name(r3_connsp_1,is_a_component_of,_). constr_name(r4_connsp_1,is_a_component_of__2,_). constr_name(k1_connsp_1,skl,_). constr_name(v1_tops_2,open__3,_). constr_name(v2_tops_2,closed__5,_). constr_name(k1_tops_2,'|__16',_). constr_name(k2_tops_2,'/"__3',_). constr_name(v3_tops_2,being_homeomorphism,_). constr_name(l1_rlvect_1,'LoopStr',loop_str). constr_name(v1_rlvect_1,strict__LoopStr,strict_loop_str). constr_name(u1_rlvect_1,add,the_add). constr_name(g1_rlvect_1,'LoopStr_constr',loop_str_of). constr_name(l2_rlvect_1,'RLSStruct',rls_str). constr_name(v2_rlvect_1,strict__RLSStruct,strict_rls_str). constr_name(u2_rlvect_1,'Mult',the_Mult). constr_name(g2_rlvect_1,'RLSStruct_constr',rls_str_of). constr_name(r1_rlvect_1,in__3,in_carrier). constr_name(k1_rlvect_1,'0.__2',the_zero__1). constr_name(k2_rlvect_1,'+__29',loop_str_plus). constr_name(k3_rlvect_1,'*__41',loop_str_multiply). constr_name(v3_rlvect_1,'Abelian',abelian). constr_name(v4_rlvect_1,'add-associative',add_associative). constr_name(v5_rlvect_1,right_zeroed,right_zeroed). constr_name(v6_rlvect_1,right_complementable,right_complementable). constr_name(v7_rlvect_1,'RealLinearSpace-like',rls_like). constr_name(k4_rlvect_1,'+__30',abelian_loop_str_plus). constr_name(k5_rlvect_1,'-__42',loop_str_inverse_el). constr_name(k6_rlvect_1,'-__43',loop_str_minus). constr_name(k7_rlvect_1,'<*..*>__10',carrier_finsequence2). constr_name(k8_rlvect_1,'<*..*>__11',carrier_finsequence3). constr_name(k9_rlvect_1,'Sum__7',loop_str_sum). constr_name(v8_rlvect_1,'non-zero__2',zero_str_nonzero). constr_name(v1_rlsub_1,'lineary-closed',_). constr_name(m1_rlsub_1,'Subspace',_). constr_name(k1_rlsub_1,'(0).',_). constr_name(k2_rlsub_1,'(Omega).',_). constr_name(k3_rlsub_1,'+__31',_). constr_name(m2_rlsub_1,'Coset',_). constr_name(l1_group_1,'HGrStr',_). constr_name(v1_group_1,strict__HGrStr,_). constr_name(u1_group_1,mult,the_mult). constr_name(g1_group_1,'HGrStr_constr',_). constr_name(k1_group_1,'*__42',_). constr_name(v2_group_1,unital,_). constr_name(v3_group_1,'Group-like',_). constr_name(v4_group_1,associative__2,_). constr_name(k2_group_1,'1.__2',_). constr_name(k3_group_1,'"__19',_). constr_name(k4_group_1,inverse_op,_). constr_name(k5_group_1,power,_). constr_name(k6_group_1,'|^__5',_). constr_name(v5_group_1,being_of_order_0,_). constr_name(k7_group_1,ord,_). constr_name(k8_group_1,'Ord',_). constr_name(v6_group_1,finite__3,_). constr_name(k9_group_1,ord__2,_). constr_name(v7_group_1,commutative__2,_). constr_name(k10_group_1,'*__43',_). constr_name(k1_vectsp_1,'G_Real',_). constr_name(l1_vectsp_1,multLoopStr,_). constr_name(v1_vectsp_1,strict__multLoopStr,_). constr_name(u1_vectsp_1,unity,the_unity). constr_name(g1_vectsp_1,multLoopStr_constr,_). constr_name(k2_vectsp_1,'1_',_). constr_name(l2_vectsp_1,multLoopStr_0,_). constr_name(v2_vectsp_1,strict__multLoopStr_0,_). constr_name(g2_vectsp_1,multLoopStr_0_constr,_). constr_name(l3_vectsp_1,doubleLoopStr,_). constr_name(v3_vectsp_1,strict__doubleLoopStr,_). constr_name(g3_vectsp_1,doubleLoopStr_constr,_). constr_name(v4_vectsp_1,'right-distributive',_). constr_name(v5_vectsp_1,'left-distributive',_). constr_name(v6_vectsp_1,right_unital,_). constr_name(k3_vectsp_1,'F_Real',_). constr_name(v7_vectsp_1,distributive__2,_). constr_name(v8_vectsp_1,left_unital,_). constr_name(v9_vectsp_1,'Field-like',_). constr_name(v10_vectsp_1,degenerated,_). constr_name(k4_vectsp_1,'"__20',_). constr_name(k5_vectsp_1,'/__18',_). constr_name(l4_vectsp_1,'VectSpStr',_). constr_name(v11_vectsp_1,strict__VectSpStr,_). constr_name(u2_vectsp_1,lmult,the_lmult). constr_name(g4_vectsp_1,'VectSpStr_constr',_). constr_name(k6_vectsp_1,'*__44',_). constr_name(k7_vectsp_1,comp,_). constr_name(v12_vectsp_1,'VectSp-like',_). constr_name(v13_vectsp_1,'Fanoian',_). constr_name(k1_parsp_1,c3add,_). constr_name(k2_parsp_1,'+__32',_). constr_name(k3_parsp_1,c3compl,_). constr_name(k4_parsp_1,'-__44',_). constr_name(m1_parsp_1,'Relation4',_). constr_name(l1_parsp_1,'ParStr',_). constr_name(v1_parsp_1,strict__ParStr,_). constr_name(u1_parsp_1,'4_arg_relation',the_4_arg_relation). constr_name(g1_parsp_1,'ParStr_constr',_). constr_name(r1_parsp_1,''||'',_). constr_name(k5_parsp_1,'C3',_). constr_name(k6_parsp_1,'4C3',_). constr_name(k7_parsp_1,'PRs',_). constr_name(k8_parsp_1,'PR',_). constr_name(k9_parsp_1,'MPS',_). constr_name(v2_parsp_1,'ParSp-like',_). constr_name(l1_symsp_1,'SymStr',_). constr_name(v1_symsp_1,strict__SymStr,_). constr_name(u1_symsp_1,'2_arg_relation',the_2_arg_relation). constr_name(g1_symsp_1,'SymStr_constr',_). constr_name(r1_symsp_1,'_|_',_). constr_name(v2_symsp_1,'SymSp-like',_). constr_name(k1_symsp_1,'ProJ',_). constr_name(k2_symsp_1,'PProJ',_). constr_name(v1_ortsp_1,'OrtSp-like',_). constr_name(k1_ortsp_1,'ProJ__2',_). constr_name(k2_ortsp_1,'PProJ__2',_). constr_name(r1_compts_1,is_a_cover_of__2,is_a_cover_of_set). constr_name(v1_compts_1,centered,centered). constr_name(v2_compts_1,compact__3,compact_top_space). constr_name(v3_compts_1,being_T2,top_space_T2). constr_name(v4_compts_1,being_T3,top_space_T3). constr_name(v5_compts_1,being_T4,top_space_T4). constr_name(v6_compts_1,compact__4,compact). constr_name(l1_orders_2,'RelStr',rel_str). constr_name(v1_orders_2,strict__RelStr,strict_rel_str). constr_name(u1_orders_2,'InternalRel',the_InternalRel). constr_name(g1_orders_2,'RelStr_constr',rel_str_of). constr_name(v2_orders_2,reflexive__2,reflexive_relstr). constr_name(v3_orders_2,transitive__2,transitive_relstr). constr_name(v4_orders_2,antisymmetric__2,antisymmetric_relstr). constr_name(r1_orders_2,'<=__2',related). constr_name(r2_orders_2,'<',related_nonequal). constr_name(r3_orders_2,'<=__3',related_reflexive). constr_name(v5_orders_2,strongly_connected__2,strongly_connected_rel_subset). constr_name(k1_orders_2,'UpperCone',upper_cone). constr_name(k2_orders_2,'LowerCone',lower_cone). constr_name(k3_orders_2,'InitSegm',_). constr_name(m1_orders_2,'Initial_Segm',_). constr_name(m2_orders_2,'Chain__4',_). constr_name(k4_orders_2,'Chains',_). constr_name(k1_rlsub_2,'+__33',_). constr_name(k2_rlsub_2,'/\\__12',_). constr_name(k3_rlsub_2,'Subspaces',_). constr_name(r1_rlsub_2,is_the_direct_sum_of,_). constr_name(m1_rlsub_2,'Linear_Compl',_). constr_name(k4_rlsub_2,'|--__2',_). constr_name(k5_rlsub_2,'SubJoin',_). constr_name(k6_rlsub_2,'SubMeet',_). constr_name(l1_midsp_1,'MidStr',_). constr_name(v1_midsp_1,strict__MidStr,_). constr_name(u1_midsp_1,'MIDPOINT',the_MIDPOINT). constr_name(g1_midsp_1,'MidStr_constr',_). constr_name(k1_midsp_1,'@__4',_). constr_name(k2_midsp_1,op2,_). constr_name(k3_midsp_1,'Example',_). constr_name(v2_midsp_1,'MidSp-like',_). constr_name(k4_midsp_1,'@__5',_). constr_name(r1_midsp_1,'@@',_). constr_name(k5_midsp_1,'`1__12',_). constr_name(k6_midsp_1,'`2__12',_). constr_name(r2_midsp_1,'##',_). constr_name(k7_midsp_1,'[..]__13',_). constr_name(k8_midsp_1,'~__6',_). constr_name(m1_midsp_1,'Vector',_). constr_name(k9_midsp_1,'~__7',_). constr_name(k10_midsp_1,'ID',_). constr_name(k11_midsp_1,'+__34',_). constr_name(k12_midsp_1,vect,_). constr_name(k13_midsp_1,'-__45',_). constr_name(k14_midsp_1,setvect,_). constr_name(k15_midsp_1,'+__35',_). constr_name(k16_midsp_1,addvect,_). constr_name(k17_midsp_1,complvect,_). constr_name(k18_midsp_1,zerovect,_). constr_name(k19_midsp_1,vectgroup,_). constr_name(k1_qmax_1,'Probabilities',_). constr_name(l1_qmax_1,'QM_Str',_). constr_name(v1_qmax_1,strict__QM_Str,_). constr_name(u1_qmax_1,'Observables',the_Observables). constr_name(u2_qmax_1,'States',the_States). constr_name(u3_qmax_1,'Quantum_Probability',the_Quantum_Probability). constr_name(g1_qmax_1,'QM_Str_constr',_). constr_name(k2_qmax_1,'Obs',_). constr_name(k3_qmax_1,'Sts',_). constr_name(k4_qmax_1,'Meas',_). constr_name(v2_qmax_1,'Quantum_Mechanics-like',_). constr_name(l2_qmax_1,'POI_Str',_). constr_name(v3_qmax_1,strict__POI_Str,_). constr_name(u4_qmax_1,'Ordering',the_Ordering). constr_name(u5_qmax_1,'Involution',the_Involution). constr_name(g2_qmax_1,'POI_Str_constr',_). constr_name(r1_qmax_1,is_an_involution_in,_). constr_name(r2_qmax_1,is_a_Quantuum_Logic_on,_). constr_name(k5_qmax_1,'Prop',_). constr_name(k6_qmax_1,'`1__13',_). constr_name(k7_qmax_1,'`2__13',_). constr_name(k8_qmax_1,''not'__10',_). constr_name(r3_qmax_1,'|-__5',_). constr_name(r4_qmax_1,'<==>__3',_). constr_name(k9_qmax_1,'PropRel',_). constr_name(k10_qmax_1,'OrdRel',_). constr_name(k11_qmax_1,'InvRel',_). constr_name(v1_parsp_2,'FanodesSp-like',_). constr_name(r1_parsp_2,is_collinear,_). constr_name(r2_parsp_2,parallelogram,_). constr_name(r3_parsp_2,congr,_). constr_name(k1_funcsdom,'.__37',_). constr_name(k2_funcsdom,'.__38',_). constr_name(k3_funcsdom,'@__6',_). constr_name(k4_funcsdom,'.:__11',_). constr_name(k5_funcsdom,'[;]__4',_). constr_name(k6_funcsdom,'RealFuncAdd',_). constr_name(k7_funcsdom,'RealFuncMult',_). constr_name(k8_funcsdom,'RealFuncExtMult',_). constr_name(k9_funcsdom,'RealFuncZero',_). constr_name(k10_funcsdom,'RealFuncUnit',_). constr_name(k11_funcsdom,'RealVectSpace',_). constr_name(k12_funcsdom,'RRing',_). constr_name(l1_funcsdom,'AlgebraStr',_). constr_name(v1_funcsdom,strict__AlgebraStr,_). constr_name(g1_funcsdom,'AlgebraStr_constr',_). constr_name(k13_funcsdom,'RAlgebra',_). constr_name(v2_funcsdom,'Algebra-like',_). constr_name(k1_rlvect_2,vector,_). constr_name(k2_rlvect_2,'\\/__13',_). constr_name(k3_rlvect_2,'/\\__13',_). constr_name(k4_rlvect_2,'\\__12',_). constr_name(k5_rlvect_2,'\\+\\__6',_). constr_name(k6_rlvect_2,'Sum__8',_). constr_name(k7_rlvect_2,'{..}__36',_). constr_name(k8_rlvect_2,'{..}__37',_). constr_name(k9_rlvect_2,'{..}__38',_). constr_name(m1_rlvect_2,'Linear_Combination',_). constr_name(k10_rlvect_2,'Carrier',_). constr_name(k11_rlvect_2,'ZeroLC',_). constr_name(m2_rlvect_2,'Linear_Combination__2',_). constr_name(k12_rlvect_2,'(#)__21',_). constr_name(k13_rlvect_2,'Sum__9',_). constr_name(r1_rlvect_2,'=__3',_). constr_name(k14_rlvect_2,'+__36',_). constr_name(k15_rlvect_2,'*__45',_). constr_name(k16_rlvect_2,'-__46',_). constr_name(k17_rlvect_2,'-__47',_). constr_name(k18_rlvect_2,'LinComb',_). constr_name(k19_rlvect_2,'@__7',_). constr_name(k20_rlvect_2,'@__8',_). constr_name(k21_rlvect_2,'LCAdd',_). constr_name(k22_rlvect_2,'LCMult',_). constr_name(k23_rlvect_2,'LC_RLSpace',_). constr_name(k24_rlvect_2,'LC_RLSpace__2',_). constr_name(v1_realset2,zeroed,_). constr_name(v2_realset2,complementable,_). constr_name(v3_realset2,trivial__2,_). constr_name(k1_realset2,field__3,_). constr_name(v4_realset2,'Field-like__2',_). constr_name(k2_realset2,suppf,_). constr_name(k3_realset2,odf,_). constr_name(k4_realset2,ndf,_). constr_name(k5_realset2,omf,_). constr_name(k6_realset2,nmf,_). constr_name(k7_realset2,compf,_). constr_name(k8_realset2,revf,_). constr_name(r1_analoaf,'//',rls_parallel). constr_name(l1_analoaf,'AffinStruct',affine_str). constr_name(v1_analoaf,strict__AffinStruct,strict_affine_str). constr_name(u1_analoaf,'CONGR',the_congruence). constr_name(g1_analoaf,'AffinStruct_constr',affine_str_of). constr_name(r2_analoaf,'//__2',affine_str_parallel). constr_name(k1_analoaf,'DirPar',directed_parallelity). constr_name(k2_analoaf,'OASpace',ordered_affine_space). constr_name(v2_analoaf,'OAffinSpace-like',oas_like). constr_name(v3_analoaf,'2-dimensional',oaf_two_dimensional). constr_name(l1_metric_1,'MetrStruct',_). constr_name(v1_metric_1,strict__MetrStruct,_). constr_name(u1_metric_1,distance,the_distance). constr_name(g1_metric_1,'MetrStruct_constr',_). constr_name(k1_metric_1,'.__39',_). constr_name(k2_metric_1,dist,_). constr_name(k3_metric_1,'Empty^2-to-zero',_). constr_name(v2_metric_1,'Reflexive',_). constr_name(v3_metric_1,discerning,_). constr_name(v4_metric_1,symmetric__2,_). constr_name(v5_metric_1,triangle,_). constr_name(v6_metric_1,'Reflexive__2',_). constr_name(v7_metric_1,discerning__2,_). constr_name(v8_metric_1,symmetric__3,_). constr_name(v9_metric_1,triangle__2,_). constr_name(k4_metric_1,dist__2,_). constr_name(k5_metric_1,discrete_dist,_). constr_name(k6_metric_1,'DiscreteSpace',_). constr_name(k7_metric_1,real_dist,_). constr_name(k8_metric_1,'RealSpace',_). constr_name(k9_metric_1,'Ball',_). constr_name(k10_metric_1,cl_Ball,_). constr_name(k11_metric_1,'Sphere',_). constr_name(k1_diraf,lambda,relation_lambda). constr_name(k2_diraf,'Lambda',affine_str_lambda). constr_name(r1_diraf,'Mid',affine_str_mid). constr_name(r2_diraf,''||'__2',_). constr_name(r3_diraf,'LIN',_). constr_name(v1_diraf,'AffinSpace-like',_). constr_name(v2_diraf,'2-dimensional__2',_). constr_name(r1_aff_1,'LIN__2',_). constr_name(k1_aff_1,'Line__2',_). constr_name(k2_aff_1,'Line__3',_). constr_name(v1_aff_1,being_line,_). constr_name(r2_aff_1,'//__3',_). constr_name(r3_aff_1,'//__4',_). constr_name(r4_aff_1,'//__5',_). constr_name(v1_aff_2,satisfying_PPAP,_). constr_name(v2_aff_2,'Pappian',_). constr_name(v3_aff_2,satisfying_PAP_1,_). constr_name(v4_aff_2,'Desarguesian',_). constr_name(v5_aff_2,satisfying_DES_1,_). constr_name(v6_aff_2,satisfying_DES_2,_). constr_name(v7_aff_2,'Moufangian',_). constr_name(v8_aff_2,satisfying_TDES_1,_). constr_name(v9_aff_2,satisfying_TDES_2,_). constr_name(v10_aff_2,satisfying_TDES_3,_). constr_name(v11_aff_2,translational,_). constr_name(v12_aff_2,satisfying_des_1,_). constr_name(v13_aff_2,satisfying_pap,_). constr_name(v14_aff_2,satisfying_pap_1,_). constr_name(v1_aff_3,satisfying_DES1,_). constr_name(v2_aff_3,satisfying_DES1_1,_). constr_name(v3_aff_3,satisfying_DES1_2,_). constr_name(v4_aff_3,satisfying_DES1_3,_). constr_name(v5_aff_3,satisfying_DES2,_). constr_name(v6_aff_3,satisfying_DES2_1,_). constr_name(v7_aff_3,satisfying_DES2_2,_). constr_name(v8_aff_3,satisfying_DES2_3,_). constr_name(m1_collsp,'Relation3',_). constr_name(l1_collsp,'CollStr',_). constr_name(v1_collsp,strict__CollStr,_). constr_name(u1_collsp,'Collinearity',the_Collinearity). constr_name(g1_collsp,'CollStr_constr',_). constr_name(r1_collsp,is_collinear__2,_). constr_name(v2_collsp,reflexive__3,_). constr_name(v3_collsp,transitive__3,_). constr_name(k1_collsp,'Line__4',_). constr_name(v4_collsp,proper,_). constr_name(m2_collsp,'LINE',_). constr_name(v1_pasch,satisfying_Int_Par_Pasch,_). constr_name(v2_pasch,satisfying_Ext_Par_Pasch,_). constr_name(v3_pasch,satisfying_Gen_Par_Pasch,_). constr_name(v4_pasch,satisfying_Ext_Bet_Pasch,_). constr_name(v5_pasch,satisfying_Int_Bet_Pasch,_). constr_name(v6_pasch,'Fanoian__2',_). constr_name(k1_real_lat,minreal,_). constr_name(k2_real_lat,maxreal,_). constr_name(k3_real_lat,'Real_Lattice',_). constr_name(k4_real_lat,maxfuncreal,_). constr_name(k5_real_lat,minfuncreal,_). constr_name(k6_real_lat,'@__9',_). constr_name(k7_real_lat,'RealFunc_Lattice',_). constr_name(v1_tdgroup,'Two_Divisible',_). constr_name(k1_tdgroup,'CONGRD',_). constr_name(k2_tdgroup,'AV',_). constr_name(r1_tdgroup,'==>',_). constr_name(v2_tdgroup,'AffVect-like',_). constr_name(k1_transgeo,'*__46',_). constr_name(k2_transgeo,'\\__13',_). constr_name(r1_transgeo,is_FormalIz_of,_). constr_name(r2_transgeo,is_automorphism_of,_). constr_name(r3_transgeo,is_DIL_of,_). constr_name(v1_transgeo,'CongrSpace-like',_). constr_name(v2_transgeo,positive_dilatation,_). constr_name(v3_transgeo,negative_dilatation,_). constr_name(v4_transgeo,dilatation,_). constr_name(v5_transgeo,translation,_). constr_name(v6_transgeo,dilatation__2,_). constr_name(v7_transgeo,translation__2,_). constr_name(v8_transgeo,collineation,_). constr_name(k1_cat_2,'.__40',_). constr_name(k2_cat_2,curry__2,_). constr_name(k3_cat_2,'curry'__2',_). constr_name(k4_cat_2,'-->__11',_). constr_name(k5_cat_2,'Funct',_). constr_name(m1_cat_2,'FUNCTOR-DOMAIN',_). constr_name(m2_cat_2,'Element__17',_). constr_name(k6_cat_2,'.__41',_). constr_name(k7_cat_2,'Funct__2',_). constr_name(m3_cat_2,'Subcategory',_). constr_name(k8_cat_2,incl__2,_). constr_name(r1_cat_2,is_full_subcategory_of,_). constr_name(k9_cat_2,'[:..:]__16',_). constr_name(k10_cat_2,'|:..:|__2',_). constr_name(k11_cat_2,'[:..:]__17',_). constr_name(k12_cat_2,'[..]__14',_). constr_name(k13_cat_2,'[..]__15',_). constr_name(k14_cat_2,'?-',_). constr_name(k15_cat_2,'-?',_). constr_name(k16_cat_2,pr1__6,_). constr_name(k17_cat_2,pr2__6,_). constr_name(k18_cat_2,'<:..:>__6',_). constr_name(k19_cat_2,'[:..:]__18',_). constr_name(v1_translac,'Fanoian__3',_). constr_name(r1_anproj_1,are_Prop,_). constr_name(r2_anproj_1,are_LinDep,_). constr_name(k1_anproj_1,'Proper_Vectors_of',_). constr_name(k2_anproj_1,'Proportionality_as_EqRel_of',_). constr_name(k3_anproj_1,'Dir',_). constr_name(k4_anproj_1,'ProjectivePoints',_). constr_name(k5_anproj_1,'ProjectiveCollinearity',_). constr_name(k6_anproj_1,'ProjectiveSpace',_). constr_name(r1_anproj_2,are_Prop_Vect,_). constr_name(r2_anproj_2,lie_on_a_triangle,_). constr_name(r3_anproj_2,are_perspective,_). constr_name(r4_anproj_2,lie_on_an_angle,_). constr_name(r5_anproj_2,are_half_mutually_not_Prop,_). constr_name(v1_anproj_2,'up-3-dimensional',_). constr_name(v2_anproj_2,'Vebleian',_). constr_name(v3_anproj_2,at_least_3rank,_). constr_name(v4_anproj_2,'Fanoian__4',_). constr_name(v5_anproj_2,'Desarguesian__2',_). constr_name(v6_anproj_2,'Pappian__2',_). constr_name(v7_anproj_2,'2-dimensional__3',_). constr_name(v8_anproj_2,'at_most-3-dimensional',_). constr_name(v1_vectsp_2,'well-unital',_). constr_name(v2_vectsp_2,'domRing-like',_). constr_name(k1_vectsp_2,'"__21',_). constr_name(k2_vectsp_2,'/__19',_). constr_name(l1_vectsp_2,'RightModStr',_). constr_name(v3_vectsp_2,strict__RightModStr,_). constr_name(u1_vectsp_2,rmult,the_rmult). constr_name(g1_vectsp_2,'RightModStr_constr',_). constr_name(l2_vectsp_2,'BiModStr',_). constr_name(v4_vectsp_2,strict__BiModStr,_). constr_name(g2_vectsp_2,'BiModStr_constr',_). constr_name(k3_vectsp_2,'AbGr',_). constr_name(k4_vectsp_2,'LeftModule',_). constr_name(k5_vectsp_2,'RightModule',_). constr_name(k6_vectsp_2,'*__47',_). constr_name(k7_vectsp_2,op1,_). constr_name(k8_vectsp_2,op0,_). constr_name(k9_vectsp_2,'BiModule',_). constr_name(v5_vectsp_2,'RightMod-like',_). constr_name(v6_vectsp_2,'BiMod-like',_). constr_name(m1_filter_0,'Filter__2',_). constr_name(k1_filter_0,'<....)',_). constr_name(k2_filter_0,'<....)__2',_). constr_name(v1_filter_0,being_ultrafilter__2,_). constr_name(k3_filter_0,'<....)__3',_). constr_name(v2_filter_0,prime__2,_). constr_name(v3_filter_0,implicative,_). constr_name(k4_filter_0,'=>__7',_). constr_name(k5_filter_0,'"/\\"__3',_). constr_name(k6_filter_0,'"/\\"__4',_). constr_name(k7_filter_0,'"/\\"__5',_). constr_name(k8_filter_0,latt,_). constr_name(k9_filter_0,'<=>__4',_). constr_name(k10_filter_0,equivalence_wrt,_). constr_name(k11_filter_0,equivalence_wrt__2,_). constr_name(k12_filter_0,equivalence_wrt__3,_). constr_name(r1_filter_0,are_equivalence_wrt,_). constr_name(k1_algstr_1,'Extract',_). constr_name(k2_algstr_1,'L_Trivial',_). constr_name(v1_algstr_1,left_zeroed,_). constr_name(v2_algstr_1,'add-left-cancelable',_). constr_name(v3_algstr_1,'add-right-cancelable',_). constr_name(v4_algstr_1,'add-left-invertible',_). constr_name(v5_algstr_1,'add-right-invertible',_). constr_name(v6_algstr_1,'Loop-like',_). constr_name(k3_algstr_1,multL_Trivial,_). constr_name(v7_algstr_1,invertible__2,_). constr_name(v8_algstr_1,cancelable,_). constr_name(k4_algstr_1,'"__22',_). constr_name(k5_algstr_1,'/__20',_). constr_name(k6_algstr_1,multEX_0,_). constr_name(v9_algstr_1,almost_invertible,_). constr_name(v10_algstr_1,almost_cancelable,_). constr_name(v11_algstr_1,'multLoop_0-like',_). constr_name(k7_algstr_1,'"__23',_). constr_name(k8_algstr_1,'/__21',_). constr_name(v1_rlvect_3,'linearly-independent',_). constr_name(k1_rlvect_3,'Lin',_). constr_name(m1_rlvect_3,'Basis',_). constr_name(k1_group_2,'"__24',_). constr_name(k2_group_2,'*__48',_). constr_name(k3_group_2,'*__49',_). constr_name(k4_group_2,'*__50',_). constr_name(m1_group_2,'Subgroup',_). constr_name(r1_group_2,'=__4',_). constr_name(k5_group_2,'(1).',_). constr_name(k6_group_2,'(Omega).__2',_). constr_name(k7_group_2,carr,_). constr_name(k8_group_2,'/\\__14',_). constr_name(k9_group_2,'/\\__15',_). constr_name(k10_group_2,'*__51',_). constr_name(k11_group_2,'*__52',_). constr_name(k12_group_2,'*__53',_). constr_name(k13_group_2,'*__54',_). constr_name(k14_group_2,'Left_Cosets',_). constr_name(k15_group_2,'Right_Cosets',_). constr_name(k16_group_2,'Index',_). constr_name(k17_group_2,index__2,_). constr_name(k18_group_2,'{..}__39',_). constr_name(v1_vectsp_4,'lineary-closed__2',_). constr_name(m1_vectsp_4,'Subspace__2',_). constr_name(k1_vectsp_4,'(0).__2',_). constr_name(k2_vectsp_4,'(Omega).__3',_). constr_name(k3_vectsp_4,'+__37',_). constr_name(m2_vectsp_4,'Coset__2',_). constr_name(k1_vectsp_5,'+__38',_). constr_name(k2_vectsp_5,'/\\__16',_). constr_name(k3_vectsp_5,'Subspaces__2',_). constr_name(r1_vectsp_5,is_the_direct_sum_of__2,_). constr_name(m1_vectsp_5,'Linear_Compl__2',_). constr_name(k4_vectsp_5,'|--__3',_). constr_name(k5_vectsp_5,'SubJoin__2',_). constr_name(k6_vectsp_5,'SubMeet__2',_). constr_name(m1_vectsp_6,'Linear_Combination__3',_). constr_name(k1_vectsp_6,'Carrier__2',_). constr_name(k2_vectsp_6,'ZeroLC__2',_). constr_name(m2_vectsp_6,'Linear_Combination__4',_). constr_name(k3_vectsp_6,'(#)__22',_). constr_name(k4_vectsp_6,'Sum__10',_). constr_name(r1_vectsp_6,'=__5',_). constr_name(k5_vectsp_6,'+__39',_). constr_name(k6_vectsp_6,'*__55',_). constr_name(k7_vectsp_6,'-__48',_). constr_name(k8_vectsp_6,'-__49',_). constr_name(v1_vectsp_7,'linearly-independent__2',_). constr_name(k1_vectsp_7,'Lin__2',_). constr_name(m1_vectsp_7,'Basis__2',_). constr_name(r1_analmetr,'Gen',_). constr_name(r2_analmetr,are_Ort_wrt,_). constr_name(r3_analmetr,are_Ort_wrt__2,_). constr_name(k1_analmetr,'Orthogonality',_). constr_name(l1_analmetr,'ParOrtStr',_). constr_name(v1_analmetr,strict__ParOrtStr,_). constr_name(u1_analmetr,orthogonality,the_orthogonality). constr_name(g1_analmetr,'ParOrtStr_constr',_). constr_name(r4_analmetr,'//__6',_). constr_name(r5_analmetr,'_|___2',_). constr_name(k2_analmetr,'AMSpace',_). constr_name(k3_analmetr,'Af',_). constr_name(v2_analmetr,'OrtAfSp-like',_). constr_name(v3_analmetr,'OrtAfPl-like',_). constr_name(r6_analmetr,'LIN__3',_). constr_name(k4_analmetr,'Line__5',_). constr_name(v4_analmetr,being_line__2,_). constr_name(r7_analmetr,'_|___3',_). constr_name(r8_analmetr,'_|___4',_). constr_name(r9_analmetr,'//__7',_). constr_name(r10_analmetr,'//__8',_). constr_name(r11_analmetr,'_|___5',_). constr_name(k1_group_3,'Subgroups',_). constr_name(k2_group_3,'|^__6',_). constr_name(k3_group_3,'|^__7',_). constr_name(k4_group_3,'|^__8',_). constr_name(k5_group_3,'|^__9',_). constr_name(k6_group_3,'|^__10',_). constr_name(r1_group_3,are_conjugated,_). constr_name(r2_group_3,are_conjugated__2,_). constr_name(k7_group_3,con_class,_). constr_name(r3_group_3,are_conjugated__3,_). constr_name(r4_group_3,are_conjugated__4,_). constr_name(k8_group_3,con_class__2,_). constr_name(r5_group_3,are_conjugated__5,_). constr_name(r6_group_3,are_conjugated__6,_). constr_name(k9_group_3,con_class__3,_). constr_name(v1_group_3,normal,_). constr_name(k10_group_3,'Normalizator',_). constr_name(k11_group_3,'Normalizator__2',_). constr_name(r1_lattice2,absorbs,_). constr_name(k1_lattice2,'.:__12',_). constr_name(k2_lattice2,'FinJoin',_). constr_name(k3_lattice2,'FinMeet',_). constr_name(v1_lattice2,'Heyting',_). constr_name(r1_projdes1,are_coplanar,_). constr_name(r2_projdes1,constitute_a_quadrangle,_). constr_name(k1_group_4,'-__50',_). constr_name(k2_group_4,'@__10',_). constr_name(k3_group_4,'Product__3',_). constr_name(k4_group_4,'|^__11',_). constr_name(k5_group_4,gr,_). constr_name(v1_group_4,generating,_). constr_name(v2_group_4,maximal,_). constr_name(k6_group_4,'Phi',_). constr_name(k7_group_4,'*__56',_). constr_name(k8_group_4,'"\\/"__4',_). constr_name(k9_group_4,'SubJoin__3',_). constr_name(k10_group_4,'SubMeet__3',_). constr_name(k11_group_4,lattice,_). constr_name(m1_connsp_2,a_neighborhood,_). constr_name(m2_connsp_2,a_neighborhood__2,_). constr_name(r1_connsp_2,is_locally_connected_in,_). constr_name(v1_connsp_2,locally_connected,_). constr_name(r2_connsp_2,is_locally_connected_in__2,_). constr_name(v2_connsp_2,locally_connected__2,_). constr_name(k1_connsp_2,qskl,_). constr_name(l1_normsp_1,'NORMSTR',_). constr_name(v1_normsp_1,strict__NORMSTR,_). constr_name(u1_normsp_1,norm,the_norm). constr_name(g1_normsp_1,'NORMSTR_constr',_). constr_name(k1_normsp_1,'||....||',_). constr_name(v2_normsp_1,'RealNormSpace-like',_). constr_name(v3_normsp_1,constant__2,_). constr_name(k2_normsp_1,'.__42',_). constr_name(k3_normsp_1,'+__40',_). constr_name(k4_normsp_1,'-__51',_). constr_name(k5_normsp_1,'-__52',_). constr_name(k6_normsp_1,'*__57',_). constr_name(v4_normsp_1,convergent__3,_). constr_name(k7_normsp_1,'||....||__2',_). constr_name(k8_normsp_1,lim__8,_). constr_name(k1_algseq_1,'PSeg',_). constr_name(k2_algseq_1,'PSeg__2',_). constr_name(v1_algseq_1,'finite-Support',_). constr_name(r1_algseq_1,is_at_least_length_of,_). constr_name(k3_algseq_1,len__4,_). constr_name(k4_algseq_1,support,_). constr_name(k5_algseq_1,'<%..%>__6',_). constr_name(r1_homothet,is_Sc,_). constr_name(v1_afvect0,'WeakAffVect-like',_). constr_name(r1_afvect0,'MDist',_). constr_name(r2_afvect0,'Mid__2',_). constr_name(k1_afvect0,'PSym',_). constr_name(k2_afvect0,'Padd',_). constr_name(k3_afvect0,'Padd__2',_). constr_name(k4_afvect0,'Pcom',_). constr_name(k5_afvect0,'GroupVect',_). constr_name(r3_afvect0,is_Iso_of,_). constr_name(r4_afvect0,are_Iso,_). constr_name(k1_complsp1,multcomplex__2,_). constr_name(k2_complsp1,abscomplex,_). constr_name(k3_complsp1,'+__41',_). constr_name(k4_complsp1,'-__53',_). constr_name(k5_complsp1,'-__54',_). constr_name(k6_complsp1,'*__58',_). constr_name(k7_complsp1,abs__9,_). constr_name(k8_complsp1,'COMPLEX__3',_). constr_name(k9_complsp1,'+__42',_). constr_name(k10_complsp1,'0c__2',_). constr_name(k11_complsp1,'0c__3',_). constr_name(k12_complsp1,'-__55',_). constr_name(k13_complsp1,'-__56',_). constr_name(k14_complsp1,'*__59',_). constr_name(k15_complsp1,abs__10,_). constr_name(k16_complsp1,'|....|__6',_). constr_name(v1_complsp1,open__4,_). constr_name(v2_complsp1,closed__6,_). constr_name(k17_complsp1,'Ball__2',_). constr_name(k18_complsp1,dist__3,_). constr_name(k19_complsp1,'Ball__3',_). constr_name(k20_complsp1,dist__4,_). constr_name(k21_complsp1,'+__43',_). constr_name(k22_complsp1,'ComplexOpenSets',_). constr_name(k23_complsp1,the_Complex_Space,_). constr_name(k1_realset3,osf,_). constr_name(k2_realset3,ovf,_). constr_name(k1_algstr_2,'-__57',_). constr_name(k2_algstr_2,'-__58',_). constr_name(k1_metric_3,dist_cart2,_). constr_name(k2_metric_3,dist2,_). constr_name(k3_metric_3,'MetrSpaceCart2',_). constr_name(k4_metric_3,dist_cart3,_). constr_name(k5_metric_3,'MetrSpaceCart3',_). constr_name(k6_metric_3,dist3,_). constr_name(k7_metric_3,dist_cart4,_). constr_name(k8_metric_3,'MetrSpaceCart4',_). constr_name(k9_metric_3,dist4,_). constr_name(v1_sub_metr,'Discerning',_). constr_name(v2_sub_metr,'Discerning__2',_). constr_name(v3_sub_metr,ultra,_). constr_name(k1_sub_metr,'Set_to_zero',_). constr_name(k2_sub_metr,'ZeroSpace',_). constr_name(r1_sub_metr,is_between,_). constr_name(k3_sub_metr,open_dist_Segment,_). constr_name(k4_sub_metr,close_dist_Segment,_). constr_name(r1_metric_2,tolerates__2,_). constr_name(r2_metric_2,tolerates__3,_). constr_name(r3_metric_2,tolerates__4,_). constr_name(k1_metric_2,'-neighbour',_). constr_name(m1_metric_2,equivalence_class,_). constr_name(k2_metric_2,'-neighbour__2',_). constr_name(r4_metric_2,is_dst,_). constr_name(k3_metric_2,ev_eq_1,_). constr_name(k4_metric_2,ev_eq_2,_). constr_name(k5_metric_2,real_in_rel,_). constr_name(k6_metric_2,elem_in_rel_1,_). constr_name(k7_metric_2,elem_in_rel_2,_). constr_name(k8_metric_2,elem_in_rel,_). constr_name(k9_metric_2,set_in_rel,_). constr_name(k10_metric_2,nbourdist,_). constr_name(k11_metric_2,'Eq_classMetricSpace',_). constr_name(m1_incproj,'LINE__2',_). constr_name(k1_incproj,'ProjectiveLines',_). constr_name(k2_incproj,'Proj_Inc',_). constr_name(k3_incproj,'IncProjSp_of',_). constr_name(r1_incproj,are_mutually_different,_). constr_name(r2_incproj,are_mutually_different__2,_). constr_name(r3_incproj,on__6,_). constr_name(r4_incproj,on__7,_). constr_name(v1_incproj,partial,_). constr_name(v2_incproj,linear__3,_). constr_name(v3_incproj,'up-2-dimensional',_). constr_name(v4_incproj,'up-3-rank',_). constr_name(v5_incproj,'Vebleian__2',_). constr_name(v6_incproj,'2-dimensional__4',_). constr_name(v7_incproj,'at_most-3-dimensional__2',_). constr_name(v8_incproj,'3-dimensional',_). constr_name(v9_incproj,'Fanoian__5',_). constr_name(v10_incproj,'Desarguesian__3',_). constr_name(v11_incproj,'Pappian__3',_). constr_name(v1_afvect01,'WeakAffSegm-like',_). constr_name(r1_afvect01,'MDist__2',_). constr_name(r2_afvect01,'Mid__3',_). constr_name(r1_normform,'c=__5',_). constr_name(k1_normform,'\\/__14',_). constr_name(k2_normform,'/\\__17',_). constr_name(k3_normform,'\\__14',_). constr_name(k4_normform,'\\+\\__7',_). constr_name(k5_normform,'FinPairUnion',_). constr_name(k6_normform,'FinPairUnion__2',_). constr_name(k7_normform,'DISJOINT_PAIRS',_). constr_name(k8_normform,'Normal_forms_on',_). constr_name(k9_normform,mi,_). constr_name(k10_normform,'^__11',_). constr_name(k11_normform,'.__43',_). constr_name(k12_normform,'NormForm',_). constr_name(k1_o_ring_1,'.:__13',_). constr_name(k2_o_ring_1,'^2__4',_). constr_name(v1_o_ring_1,being_a_square,_). constr_name(v2_o_ring_1,being_a_Sum_of_squares,_). constr_name(v3_o_ring_1,being_a_sum_of_squares,_). constr_name(v4_o_ring_1,being_a_Product_of_squares,_). constr_name(v5_o_ring_1,being_a_product_of_squares,_). constr_name(v6_o_ring_1,being_a_Sum_of_products_of_squares,_). constr_name(v7_o_ring_1,being_a_sum_of_products_of_squares,_). constr_name(v8_o_ring_1,being_an_Amalgam_of_squares,_). constr_name(v9_o_ring_1,being_an_amalgam_of_squares,_). constr_name(v10_o_ring_1,being_a_Sum_of_amalgams_of_squares,_). constr_name(v11_o_ring_1,being_a_sum_of_amalgams_of_squares,_). constr_name(v12_o_ring_1,being_a_generation_from_squares,_). constr_name(v13_o_ring_1,generated_from_squares,_). constr_name(l1_algstr_3,'TernaryFieldStr',_). constr_name(v1_algstr_3,strict__TernaryFieldStr,_). constr_name(u1_algstr_3,unity__2,the_unity__2). constr_name(u2_algstr_3,ternary,the_ternary). constr_name(g1_algstr_3,'TernaryFieldStr_constr',_). constr_name(k1_algstr_3,'Tern',_). constr_name(k2_algstr_3,'1___2',_). constr_name(k3_algstr_3,ternaryreal,_). constr_name(k4_algstr_3,'TernaryFieldEx',_). constr_name(k5_algstr_3,tern,_). constr_name(v2_algstr_3,'Ternary-Field-like',_). constr_name(k1_projred1,'IncProj',_). constr_name(v1_lmod_5,'linearly-independent__3',_). constr_name(k1_lmod_5,'Lin__3',_). constr_name(v1_rmod_2,'lineary-closed__3',_). constr_name(m1_rmod_2,'Submodule',_). constr_name(k1_rmod_2,'(0).__3',_). constr_name(k2_rmod_2,'(Omega).__4',_). constr_name(k3_rmod_2,'+__44',_). constr_name(m2_rmod_2,'Coset__3',_). constr_name(k1_rmod_3,'+__45',_). constr_name(k2_rmod_3,'/\\__18',_). constr_name(k3_rmod_3,'Submodules',_). constr_name(r1_rmod_3,is_the_direct_sum_of__3,_). constr_name(k4_rmod_3,'|--__4',_). constr_name(k5_rmod_3,'SubJoin__4',_). constr_name(k6_rmod_3,'SubMeet__4',_). constr_name(k1_rmod_4,'Sum__11',_). constr_name(m1_rmod_4,'Linear_Combination__5',_). constr_name(k2_rmod_4,'Carrier__3',_). constr_name(k3_rmod_4,'ZeroLC__3',_). constr_name(m2_rmod_4,'Linear_Combination__6',_). constr_name(k4_rmod_4,'(#)__23',_). constr_name(k5_rmod_4,'Sum__12',_). constr_name(r1_rmod_4,'=__6',_). constr_name(k6_rmod_4,'+__46',_). constr_name(k7_rmod_4,'*__60',_). constr_name(k8_rmod_4,'-__59',_). constr_name(k9_rmod_4,'-__60',_). constr_name(v1_rmod_5,'linearly-independent__4',_). constr_name(k1_rmod_5,'Lin__4',_). constr_name(r1_geomtrap,''||'__3',_). constr_name(k1_geomtrap,'#__4',_). constr_name(r2_geomtrap,are_DTr_wrt,_). constr_name(k2_geomtrap,pr1__7,_). constr_name(k3_geomtrap,pr2__7,_). constr_name(k4_geomtrap,'PProJ__3',_). constr_name(k5_geomtrap,'DTrapezium',_). constr_name(k6_geomtrap,'MidPoint',_). constr_name(l1_geomtrap,'AfMidStruct',_). constr_name(v1_geomtrap,strict__AfMidStruct,_). constr_name(g1_geomtrap,'AfMidStruct_constr',_). constr_name(k7_geomtrap,'DTrSpace',_). constr_name(k8_geomtrap,'Af__2',_). constr_name(k9_geomtrap,'#__5',_). constr_name(v2_geomtrap,'MidOrdTrapSpace-like',_). constr_name(v3_geomtrap,'OrdTrapSpace-like',_). constr_name(v4_geomtrap,'TrapSpace-like',_). constr_name(v5_geomtrap,'Regular',_). constr_name(r1_projred2,are_concurrent,_). constr_name(k1_projred2,'CHAIN',_). constr_name(m1_projred2,'Projection',_). constr_name(v1_conaffm,satisfying_DES,_). constr_name(v2_conaffm,satisfying_AH,_). constr_name(v3_conaffm,satisfying_3H,_). constr_name(v4_conaffm,satisfying_ODES,_). constr_name(v5_conaffm,satisfying_LIN,_). constr_name(v6_conaffm,satisfying_LIN1,_). constr_name(v7_conaffm,satisfying_LIN2,_). constr_name(v1_conmetr,satisfying_OPAP,_). constr_name(v2_conmetr,satisfying_PAP,_). constr_name(v3_conmetr,satisfying_MH1,_). constr_name(v4_conmetr,satisfying_MH2,_). constr_name(v5_conmetr,satisfying_TDES,_). constr_name(v6_conmetr,satisfying_SCH,_). constr_name(v7_conmetr,satisfying_OSCH,_). constr_name(v8_conmetr,satisfying_des,_). constr_name(v1_papdesaf,'Pappian__4',_). constr_name(v2_papdesaf,'Desarguesian__4',_). constr_name(v3_papdesaf,'Moufangian__2',_). constr_name(v4_papdesaf,translation__3,_). constr_name(v5_papdesaf,satisfying_DES__2,_). constr_name(v6_papdesaf,satisfying_DES_1__2,_). constr_name(v1_semi_af1,'Semi_Affine_Space-like',_). constr_name(r1_semi_af1,is_collinear__3,_). constr_name(r2_semi_af1,parallelogram__2,_). constr_name(r3_semi_af1,congr__2,_). constr_name(k1_semi_af1,sum,_). constr_name(k2_semi_af1,opposite,_). constr_name(k3_semi_af1,diff__2,_). constr_name(r4_semi_af1,trap,_). constr_name(r5_semi_af1,qtrap,_). constr_name(k1_aff_4,'Plane__4',_). constr_name(v1_aff_4,being_plane,_). constr_name(k2_aff_4,'*__61',_). constr_name(r1_aff_4,''||'__4',_). constr_name(r2_aff_4,is_coplanar,_). constr_name(k3_aff_4,'+__47',_). constr_name(k1_afproj,'AfLines',_). constr_name(k2_afproj,'AfPlanes',_). constr_name(k3_afproj,'LinesParallelity',_). constr_name(k4_afproj,'PlanesParallelity',_). constr_name(k5_afproj,'LDir',_). constr_name(k6_afproj,'PDir',_). constr_name(k7_afproj,'Dir_of_Lines',_). constr_name(k8_afproj,'Dir_of_Planes',_). constr_name(k9_afproj,'ProjectivePoints__2',_). constr_name(k10_afproj,'ProjectiveLines__2',_). constr_name(k11_afproj,'Proj_Inc__2',_). constr_name(k12_afproj,'Inc_of_Dir',_). constr_name(k13_afproj,'IncProjSp_of__2',_). constr_name(k14_afproj,'ProjHorizon',_). constr_name(r1_heyting1,'c=__6',_). constr_name(k1_heyting1,'[..]__16',_). constr_name(k2_heyting1,'{..}__40',_). constr_name(k3_heyting1,'@__11',_). constr_name(k4_heyting1,'Atom',_). constr_name(k5_heyting1,pair_diff,_). constr_name(k6_heyting1,'-__61',_). constr_name(k7_heyting1,'=>>',_). constr_name(k8_heyting1,pseudo_compl,_). constr_name(k9_heyting1,'StrongImpl',_). constr_name(k10_heyting1,'SUB',_). constr_name(k11_heyting1,diff__3,_). constr_name(l1_prelamb,typealg,_). constr_name(v1_prelamb,strict__typealg,_). constr_name(u1_prelamb,left_quotient,the_left_quotient). constr_name(u2_prelamb,right_quotient,the_right_quotient). constr_name(u3_prelamb,inner_product,the_inner_product). constr_name(g1_prelamb,typealg_constr,_). constr_name(k1_prelamb,'\\__15',_). constr_name(k2_prelamb,'/"__4',_). constr_name(k3_prelamb,'*__62',_). constr_name(v2_prelamb,correct,_). constr_name(v3_prelamb,left,_). constr_name(v4_prelamb,right,_). constr_name(v5_prelamb,middle,_). constr_name(v6_prelamb,primitive,_). constr_name(k4_prelamb,'.__44',_). constr_name(r1_prelamb,represents,_). constr_name(v7_prelamb,free,_). constr_name(k5_prelamb,repr_of,_). constr_name(k6_prelamb,'[..]__17',_). constr_name(m1_prelamb,'Proof',_). constr_name(v8_prelamb,'cut-free',_). constr_name(k7_prelamb,'size_w.r.t.',_). constr_name(k8_prelamb,'*__63',_). constr_name(k9_prelamb,cutdeg,_). constr_name(m2_prelamb,'Model',_). constr_name(l2_prelamb,typestr,_). constr_name(v9_prelamb,strict__typestr,_). constr_name(u4_prelamb,derivability,the_derivability). constr_name(g2_prelamb,typestr_constr,_). constr_name(r2_prelamb,'==>.',_). constr_name(v10_prelamb,'SynTypes_Calculus-like',_). constr_name(r3_prelamb,'<==>.',_). constr_name(k1_oppcat_1,'~__8',_). constr_name(k2_oppcat_1,opp__2,_). constr_name(k3_oppcat_1,opp__3,_). constr_name(k4_oppcat_1,opp__4,_). constr_name(k5_oppcat_1,opp__5,_). constr_name(k6_oppcat_1,opp__6,_). constr_name(k7_oppcat_1,'/*',_). constr_name(m1_oppcat_1,'Contravariant_Functor',_). constr_name(k8_oppcat_1,'*'__8',_). constr_name(k9_oppcat_1,'*'__9',_). constr_name(k10_oppcat_1,'id*',_). constr_name(k11_oppcat_1,'*id',_). constr_name(v1_euclmetr,'Euclidean',_). constr_name(v2_euclmetr,'Pappian__5',_). constr_name(v3_euclmetr,'Desarguesian__5',_). constr_name(v4_euclmetr,'Fanoian__6',_). constr_name(v5_euclmetr,'Moufangian__3',_). constr_name(v6_euclmetr,translation__4,_). constr_name(v7_euclmetr,'Homogeneous',_). constr_name(k1_filter_1,'/\\__19',_). constr_name(m1_filter_1,'UnOp',_). constr_name(m2_filter_1,'BinOp',_). constr_name(k2_filter_1,'Class__4',_). constr_name(k3_filter_1,'/\\/',_). constr_name(k4_filter_1,'/\\/__2',_). constr_name(k5_filter_1,'/\\/__3',_). constr_name(k6_filter_1,'/\\/__4',_). constr_name(k7_filter_1,'|:..:|__3',_). constr_name(k8_filter_1,'[:..:]__19',_). constr_name(k9_filter_1,'LattRel',_). constr_name(r1_filter_1,are_isomorphic__3,_). constr_name(k10_filter_1,'[..]__18',_). constr_name(v1_conmetr1,satisfying_minor_Scherungssatz,_). constr_name(v2_conmetr1,satisfying_major_Scherungssatz,_). constr_name(v3_conmetr1,satisfying_Scherungssatz,_). constr_name(v4_conmetr1,satisfying_indirect_Scherungssatz,_). constr_name(v5_conmetr1,satisfying_minor_indirect_Scherungssatz,_). constr_name(v6_conmetr1,satisfying_major_indirect_Scherungssatz,_). constr_name(k1_nat_lat,hcflat,_). constr_name(k2_nat_lat,lcmlat,_). constr_name(k3_nat_lat,'@__12',_). constr_name(k4_nat_lat,'0_NN',_). constr_name(k5_nat_lat,'1_NN',_). constr_name(k6_nat_lat,'Nat_Lattice',_). constr_name(k7_nat_lat,'NATPLUS',_). constr_name(m1_nat_lat,'Element__18',_). constr_name(k8_nat_lat,'@__13',_). constr_name(k9_nat_lat,'@__14',_). constr_name(k10_nat_lat,hcflatplus,_). constr_name(k11_nat_lat,lcmlatplus,_). constr_name(k12_nat_lat,'@__15',_). constr_name(k13_nat_lat,'NatPlus_Lattice',_). constr_name(m2_nat_lat,'SubLattice',_). constr_name(k1_group_5,'|^__12',_). constr_name(k2_group_5,'[....]__3',_). constr_name(k3_group_5,'[....]__4',_). constr_name(k4_group_5,commutators,_). constr_name(k5_group_5,commutators__2,_). constr_name(k6_group_5,commutators__3,_). constr_name(k7_group_5,'[....]__5',_). constr_name(k8_group_5,'[....]__6',_). constr_name(k9_group_5,'`__3',_). constr_name(k10_group_5,center,_). constr_name(k1_nattra_1,'|__17',_). constr_name(k2_nattra_1,'|:..:|__4',_). constr_name(k3_nattra_1,'.__45',_). constr_name(r1_nattra_1,is_transformable_to__2,_). constr_name(m1_nattra_1,transformation,_). constr_name(k4_nattra_1,id__8,_). constr_name(k5_nattra_1,'.__46',_). constr_name(k6_nattra_1,'`*`',_). constr_name(r2_nattra_1,is_naturally_transformable_to,is_naturally_transformable_to). constr_name(m2_nattra_1,natural_transformation,natural_transformation). constr_name(k7_nattra_1,id__9,_). constr_name(k8_nattra_1,'`*`__2',_). constr_name(v1_nattra_1,invertible__3,_). constr_name(r3_nattra_1,are_naturally_equivalent,are_naturally_equivalent). constr_name(k9_nattra_1,'"__25',_). constr_name(k10_nattra_1,'"__26',_). constr_name(m3_nattra_1,natural_equivalence,natural_equivalence). constr_name(m4_nattra_1,'NatTrans-DOMAIN',_). constr_name(k11_nattra_1,'NatTrans',_). constr_name(r4_nattra_1,'=__7',functions_equal). constr_name(k12_nattra_1,'Functors',_). constr_name(v2_nattra_1,discrete,_). constr_name(k13_nattra_1,'IdCat',_). constr_name(v1_matrix_1,tabular,_). constr_name(m1_matrix_1,'Matrix',_). constr_name(k1_matrix_1,width__2,_). constr_name(k2_matrix_1,'Indices',_). constr_name(k3_matrix_1,'*__64',_). constr_name(k4_matrix_1,'@__16',_). constr_name(k5_matrix_1,'Line__6',_). constr_name(k6_matrix_1,'Col',_). constr_name(k7_matrix_1,'Line__7',_). constr_name(k8_matrix_1,'Col__2',_). constr_name(k9_matrix_1,'-Matrices_over',_). constr_name(k10_matrix_1,'0.__3',_). constr_name(k11_matrix_1,'1.__3',_). constr_name(k12_matrix_1,'-__62',_). constr_name(k13_matrix_1,'+__48',_). constr_name(m2_matrix_1,'Diagonal',_). constr_name(k14_matrix_1,'-G_Matrix_over',_). constr_name(k1_pcomps_1,bool__7,_). constr_name(k2_pcomps_1,'1TopSp',_). constr_name(v1_pcomps_1,locally_finite,_). constr_name(k3_pcomps_1,clf,_). constr_name(v2_pcomps_1,paracompact,_). constr_name(k4_pcomps_1,'Family_open_set',_). constr_name(k5_pcomps_1,'TopSpaceMetr',_). constr_name(r1_pcomps_1,is_metric_of,_). constr_name(k6_pcomps_1,'SpaceMetr',_). constr_name(v3_pcomps_1,metrizable,_). constr_name(k1_midsp_2,'Double',_). constr_name(r1_midsp_2,are_associated_wrp,_). constr_name(r2_midsp_2,is_atlas_of,_). constr_name(k2_midsp_2,'.__47',_). constr_name(v1_midsp_2,midpoint_operator,_). constr_name(k3_midsp_2,'Half',_). constr_name(k4_midsp_2,vector__2,_). constr_name(k5_midsp_2,vect__2,_). constr_name(k6_midsp_2,'@__17',_). constr_name(k7_midsp_2,'Atlas',_). constr_name(k8_midsp_2,'MidSp.',_). constr_name(l1_midsp_2,'AtlasStr',_). constr_name(v2_midsp_2,strict__AtlasStr,_). constr_name(u1_midsp_2,algebra,the_algebra). constr_name(u2_midsp_2,function,the_function). constr_name(g1_midsp_2,'AtlasStr_constr',_). constr_name(v3_midsp_2,'ATLAS-like',_). constr_name(k9_midsp_2,'.__48',_). constr_name(k10_midsp_2,'.__49',_). constr_name(k11_midsp_2,'0.__4',_). constr_name(k1_metric_4,dist_cart2S,_). constr_name(k2_metric_4,dist2S,_). constr_name(k3_metric_4,'MetrSpaceCart2S',_). constr_name(k4_metric_4,dist_cart3S,_). constr_name(k5_metric_4,dist3S,_). constr_name(k6_metric_4,'MetrSpaceCart3S',_). constr_name(k7_metric_4,taxi_dist2,_). constr_name(k8_metric_4,'RealSpaceCart2',_). constr_name(k9_metric_4,'Eukl_dist2',_). constr_name(k10_metric_4,'EuklSpace2',_). constr_name(k11_metric_4,taxi_dist3,_). constr_name(k12_metric_4,'RealSpaceCart3',_). constr_name(k13_metric_4,'Eukl_dist3',_). constr_name(k14_metric_4,'EuklSpace3',_). constr_name(m1_ali2,contraction,_). constr_name(l1_bhsp_1,'UNITSTR',_). constr_name(v1_bhsp_1,strict__UNITSTR,_). constr_name(u1_bhsp_1,scalar,the_scalar). constr_name(g1_bhsp_1,'UNITSTR_constr',_). constr_name(k1_bhsp_1,'.|.__2',_). constr_name(v2_bhsp_1,'RealUnitarySpace-like',_). constr_name(k2_bhsp_1,'.|.__3',_). constr_name(r1_bhsp_1,are_orthogonal,_). constr_name(k3_bhsp_1,'||....||__3',_). constr_name(k4_bhsp_1,dist__5,_). constr_name(k5_bhsp_1,dist__6,_). constr_name(k6_bhsp_1,'-__63',_). constr_name(k7_bhsp_1,'+__49',_). constr_name(k8_bhsp_1,'+__50',_). constr_name(v1_bhsp_2,convergent__4,_). constr_name(k1_bhsp_2,lim__9,_). constr_name(k2_bhsp_2,'||....||__4',_). constr_name(k3_bhsp_2,dist__7,_). constr_name(k4_bhsp_2,'Ball__4',_). constr_name(k5_bhsp_2,cl_Ball__2,_). constr_name(k6_bhsp_2,'Sphere__2',_). constr_name(v1_bhsp_3,'Cauchy',_). constr_name(r1_bhsp_3,is_compared_to,_). constr_name(r2_bhsp_3,is_compared_to__2,_). constr_name(v2_bhsp_3,bounded__7,_). constr_name(k1_bhsp_3,'*__65',_). constr_name(m1_bhsp_3,subsequence__3,_). constr_name(k2_bhsp_3,'^\\__3',_). constr_name(v3_bhsp_3,complete__2,_). constr_name(v4_bhsp_3,'Hilbert',_). constr_name(k1_ens_1,'Funcs__7',_). constr_name(k2_ens_1,'Maps',_). constr_name(k3_ens_1,dom__8,_). constr_name(k4_ens_1,cod__2,_). constr_name(k5_ens_1,'id$',_). constr_name(k6_ens_1,'*__66',_). constr_name(k7_ens_1,'Maps__2',_). constr_name(v1_ens_1,surjective,_). constr_name(k8_ens_1,fDom,_). constr_name(k9_ens_1,fCod,_). constr_name(k10_ens_1,fComp,_). constr_name(k11_ens_1,fId,_). constr_name(k12_ens_1,'Ens',_). constr_name(k13_ens_1,'@__18',_). constr_name(k14_ens_1,'@__19',_). constr_name(k15_ens_1,'@__20',_). constr_name(k16_ens_1,'@__21',_). constr_name(k17_ens_1,'Hom__2',_). constr_name(k18_ens_1,hom__2,_). constr_name(k19_ens_1,hom__3,_). constr_name(k20_ens_1,'hom?-',_). constr_name(k21_ens_1,'hom-?',_). constr_name(k22_ens_1,hom__4,_). constr_name(k23_ens_1,'hom??',_). constr_name(k24_ens_1,'hom?-__2',_). constr_name(k25_ens_1,'hom-?__2',_). constr_name(k26_ens_1,'hom??__2',_). constr_name(k1_borsuk_1,'-->__12',_). constr_name(k2_borsuk_1,proj,_). constr_name(k3_borsuk_1,'-->__13',_). constr_name(k4_borsuk_1,'*__67',_). constr_name(k5_borsuk_1,'"__27',_). constr_name(k6_borsuk_1,'[:..:]__20',_). constr_name(k7_borsuk_1,'[:..:]__21',_). constr_name(k8_borsuk_1,'[..]__19',_). constr_name(k9_borsuk_1,'[:..:]__22',_). constr_name(k10_borsuk_1,'[:..:]__23',_). constr_name(k11_borsuk_1,'Base-Appr',_). constr_name(k12_borsuk_1,'Pr1',_). constr_name(k13_borsuk_1,'Pr2',_). constr_name(k14_borsuk_1,'.:__14',_). constr_name(k15_borsuk_1,'TrivDecomp',_). constr_name(k16_borsuk_1,space,_). constr_name(k17_borsuk_1,'Proj',_). constr_name(k18_borsuk_1,'TrivExt',_). constr_name(m1_borsuk_1,'u.s.c._decomposition',_). constr_name(v1_borsuk_1,closed__7,_). constr_name(k19_borsuk_1,'TrivExt__2',_). constr_name(v2_borsuk_1,'DECOMPOSITION-like',_). constr_name(k20_borsuk_1,'TrivExt__3',_). constr_name(k21_borsuk_1,space__2,_). constr_name(k22_borsuk_1,'I[01]',_). constr_name(k23_borsuk_1,'0[01]',_). constr_name(k24_borsuk_1,'1[01]',_). constr_name(v3_borsuk_1,being_a_retraction,_). constr_name(r1_borsuk_1,is_a_retract_of,_). constr_name(r2_borsuk_1,is_an_SDR_of,_). constr_name(v1_tbsp_1,totally_bounded,_). constr_name(v2_tbsp_1,convergent__5,_). constr_name(k1_tbsp_1,lim__10,_). constr_name(v3_tbsp_1,'Cauchy__2',_). constr_name(v4_tbsp_1,complete__3,_). constr_name(v5_tbsp_1,bounded__8,_). constr_name(v6_tbsp_1,bounded__9,_). constr_name(k2_tbsp_1,diameter,_). constr_name(k3_tbsp_1,rng__11,_). constr_name(k1_grcat_1,'Morphs',_). constr_name(k2_grcat_1,dom__9,_). constr_name(k3_grcat_1,cod__3,_). constr_name(k4_grcat_1,comp__2,_). constr_name(k5_grcat_1,'ID__2',_). constr_name(k6_grcat_1,cat,_). constr_name(k7_grcat_1,id__10,_). constr_name(k8_grcat_1,'ZeroMap',_). constr_name(v1_grcat_1,additive__2,_). constr_name(l1_grcat_1,'GroupMorphismStr',_). constr_name(v2_grcat_1,strict__GroupMorphismStr,_). constr_name(u1_grcat_1,'Dom__2',the_Dom__2). constr_name(u2_grcat_1,'Cod__2',the_Cod__2). constr_name(u3_grcat_1,'Fun',the_Fun). constr_name(g1_grcat_1,'GroupMorphismStr_constr',_). constr_name(k9_grcat_1,dom__10,_). constr_name(k10_grcat_1,cod__4,_). constr_name(k11_grcat_1,fun,_). constr_name(k12_grcat_1,'ZERO',_). constr_name(v3_grcat_1,'GroupMorphism-like',_). constr_name(m1_grcat_1,'Morphism__2',_). constr_name(k13_grcat_1,'ID__3',_). constr_name(k14_grcat_1,'ZERO__2',_). constr_name(k15_grcat_1,'*__68',_). constr_name(k16_grcat_1,'*__69',_). constr_name(v4_grcat_1,'Group_DOMAIN-like',_). constr_name(m2_grcat_1,'Element__19',_). constr_name(v5_grcat_1,'GroupMorphism_DOMAIN-like',_). constr_name(m3_grcat_1,'Element__20',_). constr_name(m4_grcat_1,'GroupMorphism_DOMAIN',_). constr_name(m5_grcat_1,'MapsSet',_). constr_name(k17_grcat_1,'Maps__3',_). constr_name(m6_grcat_1,'Element__21',_). constr_name(k18_grcat_1,'Morphs__2',_). constr_name(m7_grcat_1,'Element__22',_). constr_name(r1_grcat_1,'GO',_). constr_name(k19_grcat_1,'GroupObjects',_). constr_name(k20_grcat_1,'Morphs__3',_). constr_name(k21_grcat_1,dom__11,_). constr_name(k22_grcat_1,cod__5,_). constr_name(k23_grcat_1,'ID__4',_). constr_name(k24_grcat_1,dom__12,_). constr_name(k25_grcat_1,cod__6,_). constr_name(k26_grcat_1,'ID__5',_). constr_name(k27_grcat_1,comp__3,_). constr_name(k28_grcat_1,'GroupCat',_). constr_name(k29_grcat_1,'AbGroupObjects',_). constr_name(k30_grcat_1,'AbGroupCat',_). constr_name(k31_grcat_1,'MidOpGroupObjects',_). constr_name(k32_grcat_1,'MidOpGroupCat',_). constr_name(m1_group_6,'Subgroup__2',_). constr_name(k1_group_6,'`*`__3',_). constr_name(k2_group_6,'/\\__20',_). constr_name(k3_group_6,'/\\__21',_). constr_name(k4_group_6,'Cosets',_). constr_name(k5_group_6,'CosOp',_). constr_name(k6_group_6,'./.',_). constr_name(k7_group_6,'@__22',_). constr_name(v1_group_6,multiplicative__2,_). constr_name(k8_group_6,'*__70',_). constr_name(k9_group_6,rng__12,_). constr_name(k10_group_6,'1:',_). constr_name(k11_group_6,nat_hom,_). constr_name(k12_group_6,'Ker',_). constr_name(k13_group_6,'Image',_). constr_name(v2_group_6,being_monomorphism,_). constr_name(v3_group_6,being_epimorphism,_). constr_name(v4_group_6,being_isomorphism,_). constr_name(r1_group_6,are_isomorphic__4,_). constr_name(r2_group_6,are_isomorphic__5,_). constr_name(k1_mod_2,'TrivialLMod',_). constr_name(v1_mod_2,linear__4,_). constr_name(l1_mod_2,'LModMorphismStr',_). constr_name(v2_mod_2,strict__LModMorphismStr,_). constr_name(u1_mod_2,'Dom__3',the_Dom__3). constr_name(u2_mod_2,'Cod__3',the_Cod__3). constr_name(u3_mod_2,'Fun__2',the_Fun__2). constr_name(g1_mod_2,'LModMorphismStr_constr',_). constr_name(k2_mod_2,dom__13,_). constr_name(k3_mod_2,cod__7,_). constr_name(k4_mod_2,fun__2,_). constr_name(k5_mod_2,'ZERO__3',_). constr_name(v3_mod_2,'LModMorphism-like',_). constr_name(m1_mod_2,'Morphism__3',_). constr_name(k6_mod_2,'ID__6',_). constr_name(k7_mod_2,'ZERO__4',_). constr_name(k8_mod_2,'*__71',_). constr_name(k9_mod_2,'*'__10',_). constr_name(k10_mod_2,'-__64',_). constr_name(k11_mod_2,'+__51',_). constr_name(k12_mod_2,'*__72',_). constr_name(k13_mod_2,add3,_). constr_name(k14_mod_2,mult3,_). constr_name(k15_mod_2,compl3,_). constr_name(k16_mod_2,unit3,_). constr_name(k17_mod_2,zero3,_). constr_name(k18_mod_2,'Z3',_). constr_name(k1_mod_3,'Lin__5',_). constr_name(v1_mod_3,base,_). constr_name(v2_mod_3,free__2,_). constr_name(m1_mod_3,'Basis__3',_). constr_name(k1_analort,'+__52',_). constr_name(k2_analort,'Ortm',_). constr_name(k3_analort,'Orte',_). constr_name(r1_analort,are_COrte_wrt,_). constr_name(r2_analort,are_COrtm_wrt,_). constr_name(k4_analort,'CORTE',_). constr_name(k5_analort,'CORTM',_). constr_name(k6_analort,'CESpace',_). constr_name(k7_analort,'CMSpace',_). constr_name(k1_euclid,'REAL__3',_). constr_name(k2_euclid,absreal,_). constr_name(k3_euclid,abs__11,_). constr_name(k4_euclid,'0*',_). constr_name(k5_euclid,'0*__2',_). constr_name(k6_euclid,'-__65',_). constr_name(k7_euclid,'+__53',_). constr_name(k8_euclid,'-__66',_). constr_name(k9_euclid,'*__73',_). constr_name(k10_euclid,abs__12,_). constr_name(k11_euclid,sqr__3,_). constr_name(k12_euclid,'|....|__7',_). constr_name(k13_euclid,'Pitag_dist',_). constr_name(k14_euclid,'Euclid',_). constr_name(k15_euclid,'TOP-REAL',_). constr_name(k16_euclid,'0.REAL',_). constr_name(k17_euclid,'+__54',_). constr_name(k18_euclid,'*__74',_). constr_name(k19_euclid,'-__67',_). constr_name(k20_euclid,'-__68',_). constr_name(k21_euclid,'`1__14',_). constr_name(k22_euclid,'`2__14',_). constr_name(k23_euclid,'|[..]|',_). constr_name(m1_topmetr,'SubSpace__2',_). constr_name(k1_topmetr,'|__18',_). constr_name(k2_topmetr,'Closed-Interval-MSpace',_). constr_name(v1_topmetr,'being_ball-family',_). constr_name(r1_topmetr,is_a_cover_of__3,_). constr_name(v2_topmetr,compact__5,_). constr_name(k3_topmetr,'R^1',_). constr_name(k4_topmetr,'Closed-Interval-TSpace',_). constr_name(k5_topmetr,'I[01]__2',_). constr_name(k1_heine,to_power__4,_). constr_name(r1_topreal1,is_an_arc_of,_). constr_name(k1_topreal1,'LSeg',_). constr_name(k2_topreal1,'R^2-unit_square',_). constr_name(k3_topreal1,'LSeg__2',_). constr_name(k4_topreal1,'LSeg__3',_). constr_name(k5_topreal1,'L~',_). constr_name(v1_topreal1,special,_). constr_name(v2_topreal1,unfolded,_). constr_name(v3_topreal1,'s.n.c.',_). constr_name(v4_topreal1,'being_S-Seq',_). constr_name(v5_topreal1,'being_S-P_arc',_). constr_name(k1_gr_cy_1,'Segm',_). constr_name(k2_gr_cy_1,'Sum__13',_). constr_name(k3_gr_cy_1,'INT.Group',_). constr_name(k4_gr_cy_1,addint__2,_). constr_name(k5_gr_cy_1,'INT.Group__2',_). constr_name(k6_gr_cy_1,'@'',_). constr_name(k7_gr_cy_1,'@'__2',_). constr_name(v1_gr_cy_1,cyclic__2,_). constr_name(k1_isocat_1,id__11,isocat__id). constr_name(k2_isocat_1,'*__75',_). constr_name(k3_isocat_1,'"__28',_). constr_name(r1_isocat_1,are_isomorphic__6,_). constr_name(k4_isocat_1,'*__76',_). constr_name(k5_isocat_1,'*__77',_). constr_name(k6_isocat_1,'*__78',_). constr_name(k7_isocat_1,'*__79',_). constr_name(k8_isocat_1,'(#)__24',_). constr_name(r2_isocat_1,is_equivalent_with,is_equivalent_with). constr_name(m1_isocat_1,'Equivalence',category_equivalence). constr_name(v1_ringcat1,linear__5,_). constr_name(l1_ringcat1,'RingMorphismStr',_). constr_name(v2_ringcat1,strict__RingMorphismStr,_). constr_name(u1_ringcat1,'Dom__4',the_Dom__4). constr_name(u2_ringcat1,'Cod__4',the_Cod__4). constr_name(u3_ringcat1,'Fun__3',the_Fun__3). constr_name(g1_ringcat1,'RingMorphismStr_constr',_). constr_name(k1_ringcat1,dom__14,_). constr_name(k2_ringcat1,cod__8,_). constr_name(k3_ringcat1,fun__3,_). constr_name(v3_ringcat1,'RingMorphism-like',_). constr_name(k4_ringcat1,'ID__7',_). constr_name(r1_ringcat1,'<=__4',_). constr_name(m1_ringcat1,'Morphism__4',_). constr_name(k5_ringcat1,'ID__8',_). constr_name(k6_ringcat1,'*__80',_). constr_name(k7_ringcat1,'*'__11',_). constr_name(v4_ringcat1,'Ring_DOMAIN-like',_). constr_name(m2_ringcat1,'Element__23',_). constr_name(v5_ringcat1,'RingMorphism_DOMAIN-like',_). constr_name(m3_ringcat1,'Element__24',_). constr_name(m4_ringcat1,'RingMorphism_DOMAIN',_). constr_name(k8_ringcat1,'Morphs__4',_). constr_name(m5_ringcat1,'Element__25',_). constr_name(r2_ringcat1,'GO__2',_). constr_name(k9_ringcat1,'RingObjects',_). constr_name(k10_ringcat1,'Morphs__5',_). constr_name(k11_ringcat1,dom__15,_). constr_name(k12_ringcat1,cod__9,_). constr_name(k13_ringcat1,'ID__9',_). constr_name(k14_ringcat1,dom__16,_). constr_name(k15_ringcat1,cod__10,_). constr_name(k16_ringcat1,'ID__10',_). constr_name(k17_ringcat1,comp__4,_). constr_name(k18_ringcat1,'RingCat',_). constr_name(m1_modcat_1,'LeftMod_DOMAIN',_). constr_name(m2_modcat_1,'Element__26',_). constr_name(m3_modcat_1,'LModMorphism_DOMAIN',_). constr_name(m4_modcat_1,'Element__27',_). constr_name(m5_modcat_1,'LModMorphism_DOMAIN__2',_). constr_name(k1_modcat_1,'Morphs__6',_). constr_name(m6_modcat_1,'Element__28',_). constr_name(r1_modcat_1,'GO__3',_). constr_name(k2_modcat_1,'LModObjects',_). constr_name(k3_modcat_1,'LModObjects__2',_). constr_name(k4_modcat_1,'Morphs__7',_). constr_name(k5_modcat_1,'dom'',_). constr_name(k6_modcat_1,'cod'',_). constr_name(k7_modcat_1,'ID__11',_). constr_name(k8_modcat_1,dom__17,_). constr_name(k9_modcat_1,cod__11,_). constr_name(k10_modcat_1,'ID__12',_). constr_name(k11_modcat_1,comp__5,_). constr_name(k12_modcat_1,'LModCat',_). constr_name(k1_metric_6,bounded_metric,_). constr_name(r1_metric_6,is_convergent_in_metrspace_to,_). constr_name(v1_metric_6,bounded__10,_). constr_name(r2_metric_6,contains_almost_all_sequence,_). constr_name(k2_metric_6,dist_to_point,_). constr_name(k3_metric_6,sequence_of_dist,_). constr_name(v1_topreal2,being_simple_closed_curve,_). constr_name(v1_tsep_1,open__5,_). constr_name(k1_tsep_1,union__9,_). constr_name(r1_tsep_1,misses__4,_). constr_name(k2_tsep_1,meet__8,_). constr_name(r2_tsep_1,are_weakly_separated,_). constr_name(r3_tsep_1,are_separated__2,_). constr_name(r4_tsep_1,are_weakly_separated__2,_). constr_name(k1_ff_siec,chaos,_). constr_name(k2_ff_siec,'PTempty_f_net',_). constr_name(k3_ff_siec,'Tempty_f_net',_). constr_name(k4_ff_siec,'Pempty_f_net',_). constr_name(k5_ff_siec,'Tsingle_f_net',_). constr_name(k6_ff_siec,'Psingle_f_net',_). constr_name(k7_ff_siec,empty_f_net,_). constr_name(k8_ff_siec,f_enter,_). constr_name(k9_ff_siec,f_exit,_). constr_name(k10_ff_siec,f_prox,_). constr_name(k11_ff_siec,f_flow,_). constr_name(k12_ff_siec,f_places,_). constr_name(k13_ff_siec,f_transitions,_). constr_name(k14_ff_siec,f_pre,_). constr_name(k15_ff_siec,f_post,_). constr_name(k16_ff_siec,f_entrance,_). constr_name(k17_ff_siec,f_escape,_). constr_name(k18_ff_siec,f_adjac,_). constr_name(l1_e_siec,'G_Net',_). constr_name(v1_e_siec,strict__G_Net,_). constr_name(u1_e_siec,entrance,the_entrance). constr_name(u2_e_siec,escape,the_escape). constr_name(g1_e_siec,'G_Net_constr',_). constr_name(k1_e_siec,echaos,_). constr_name(v2_e_siec,'GG',_). constr_name(v3_e_siec,'EE',_). constr_name(k2_e_siec,empty_e_net,_). constr_name(k3_e_siec,'Tempty_e_net',_). constr_name(k4_e_siec,'Pempty_e_net',_). constr_name(k5_e_siec,'Psingle_e_net',_). constr_name(k6_e_siec,'Tsingle_e_net',_). constr_name(k7_e_siec,'PTempty_e_net',_). constr_name(k8_e_siec,e_Places,_). constr_name(k9_e_siec,e_Transitions,_). constr_name(k10_e_siec,e_Flow,_). constr_name(k11_e_siec,e_pre,_). constr_name(k12_e_siec,e_post,_). constr_name(k13_e_siec,e_shore,_). constr_name(k14_e_siec,e_prox,_). constr_name(k15_e_siec,e_flow,_). constr_name(k16_e_siec,e_entrance,_). constr_name(k17_e_siec,e_escape,_). constr_name(k18_e_siec,e_adjac,_). constr_name(k19_e_siec,s_pre,_). constr_name(k20_e_siec,s_post,_). constr_name(k1_commacat,commaObjs,_). constr_name(k2_commacat,commaMorphs,_). constr_name(k3_commacat,'`11__3',_). constr_name(k4_commacat,'`12__3',_). constr_name(k5_commacat,'*__81',_). constr_name(k6_commacat,commaComp,_). constr_name(k7_commacat,comma,_). constr_name(k8_commacat,'1Cat__2',_). constr_name(k9_commacat,comma__2,_). constr_name(k10_commacat,comma__3,_). constr_name(l1_lang1,'DTConstrStr',_). constr_name(v1_lang1,strict__DTConstrStr,_). constr_name(u1_lang1,'Rules',the_Rules). constr_name(g1_lang1,'DTConstrStr_constr',_). constr_name(l2_lang1,'GrammarStr',_). constr_name(v2_lang1,strict__GrammarStr,_). constr_name(u2_lang1,'InitialSym',the_InitialSym). constr_name(g2_lang1,'GrammarStr_constr',_). constr_name(k1_lang1,'^__12',_). constr_name(k2_lang1,'<*>__2',_). constr_name(k3_lang1,'<*..*>__12',_). constr_name(k4_lang1,'<*..*>__13',_). constr_name(r1_lang1,'==>__2',_). constr_name(k5_lang1,'Terminals',_). constr_name(k6_lang1,'NonTerminals',_). constr_name(r2_lang1,'==>__3',_). constr_name(r3_lang1,is_derivable_from,_). constr_name(k7_lang1,'Lang',_). constr_name(k8_lang1,'{..}__41',_). constr_name(k9_lang1,'{..}__42',_). constr_name(k10_lang1,'EmptyGrammar',_). constr_name(k11_lang1,'SingleGrammar',_). constr_name(k12_lang1,'IterGrammar',_). constr_name(k13_lang1,'TotalGrammar',_). constr_name(v3_lang1,efective,_). constr_name(v4_lang1,finite__4,_). constr_name(k14_lang1,'NonTerminals__2',_). constr_name(k15_lang1,'*__82',_). constr_name(k16_lang1,'*__83',_). constr_name(k17_lang1,'[*]__2',_). constr_name(k18_lang1,'.__50',_). constr_name(k1_bhsp_4,'Partial_Sums__3',_). constr_name(v1_bhsp_4,summable__4,_). constr_name(k2_bhsp_4,'Sum__14',_). constr_name(k3_bhsp_4,'Sum__15',_). constr_name(k4_bhsp_4,'Sum__16',_). constr_name(k5_bhsp_4,'Sum__17',_). constr_name(k6_bhsp_4,'Sum__18',_). constr_name(v2_bhsp_4,absolutely_summable__3,_). constr_name(k7_bhsp_4,'*__84',_). constr_name(v3_bhsp_4,'Cauchy__3',_). constr_name(k1_cat_3,'-->__14',_). constr_name(k2_cat_3,doms__4,_). constr_name(k3_cat_3,cods,_). constr_name(k4_cat_3,opp__7,_). constr_name(k5_cat_3,opp__8,_). constr_name(k6_cat_3,'*__85',_). constr_name(k7_cat_3,'*__86',_). constr_name(k8_cat_3,'"*"',_). constr_name(v1_cat_3,retraction,_). constr_name(v2_cat_3,coretraction,_). constr_name(k9_cat_3,term,_). constr_name(k10_cat_3,init,_). constr_name(m1_cat_3,'Projections_family',_). constr_name(r1_cat_3,is_a_product_wrt,_). constr_name(r2_cat_3,is_a_product_wrt__2,_). constr_name(m2_cat_3,'Injections_family',_). constr_name(r3_cat_3,is_a_coproduct_wrt,_). constr_name(r4_cat_3,is_a_coproduct_wrt__2,_). constr_name(k1_matrix_2,'-->__15',_). constr_name(k2_matrix_2,'-->__16',_). constr_name(k3_matrix_2,'][',_). constr_name(k4_matrix_2,'<*..*>__14',_). constr_name(k5_matrix_2,'<*..*>__15',_). constr_name(k6_matrix_2,'][__2',_). constr_name(m1_matrix_2,'Upper_Triangular_Matrix',_). constr_name(m2_matrix_2,'Lower_Triangular_Matrix',_). constr_name(k7_matrix_2,'Del',_). constr_name(k8_matrix_2,'DelCol',_). constr_name(k9_matrix_2,'DelLine',_). constr_name(k10_matrix_2,'Deleting',_). constr_name(v1_matrix_2,permutational,_). constr_name(k11_matrix_2,len__5,_). constr_name(m3_matrix_2,'Element__29',_). constr_name(k12_matrix_2,'Permutations',_). constr_name(k13_matrix_2,len__6,_). constr_name(k14_matrix_2,'Group_of_Perm',_). constr_name(v2_matrix_2,being_transposition,_). constr_name(v3_matrix_2,even__2,_). constr_name(k15_matrix_2,'-__69',_). constr_name(k16_matrix_2,'FinOmega',_). constr_name(k1_lattice3,'BooleLatt',boole_lattice). constr_name(k2_lattice3,'LattRel__2',_). constr_name(k3_lattice3,'LattPOSet',poset_of_lattice). constr_name(k4_lattice3,'%',_). constr_name(k5_lattice3,'%__2',_). constr_name(k6_lattice3,'~__9',_). constr_name(k7_lattice3,'~__10',_). constr_name(k8_lattice3,'~__11',_). constr_name(k9_lattice3,'~__12',_). constr_name(r1_lattice3,'is_<=_than',relstr_element_smaller). constr_name(r2_lattice3,'is_<=_than__2',relstr_set_smaller). constr_name(v1_lattice3,with_suprema,with_suprema_relstr). constr_name(v2_lattice3,with_infima,with_infima_relstr). constr_name(v3_lattice3,complete__4,complete_relstr). constr_name(k10_lattice3,'"\\/"__5',bin_join_on_relstr). constr_name(k11_lattice3,'"/\\"__6',bin_meet_on_relstr). constr_name(k12_lattice3,'"/\\"__7',bin_meet_on_relstr_commut). constr_name(k13_lattice3,'"\\/"__6',bin_join_on_relstr_commut). constr_name(k14_lattice3,latt__2,lattice_of_poset). constr_name(r3_lattice3,is_less_than,latt_set_smaller). constr_name(r4_lattice3,is_less_than__2,latt_element_smaller). constr_name(v4_lattice3,complete__5,complete_latt_str). constr_name(v5_lattice3,'\\/-distributive',join_distributive). constr_name(v6_lattice3,'/\\-distributive',meet_distributive). constr_name(k15_lattice3,'"\\/"__7',join_of_latt_set). constr_name(k16_lattice3,'"/\\"__8',meet_of_latt_set). constr_name(k1_tmap_1,union__10,_). constr_name(r1_tmap_1,is_continuous_at,_). constr_name(k2_tmap_1,'|__19',_). constr_name(k3_tmap_1,'|__20',_). constr_name(k4_tmap_1,incl__3,_). constr_name(k5_tmap_1,'-extension_of_the_topology_of',_). constr_name(k6_tmap_1,modified_with_respect_to,_). constr_name(k7_tmap_1,modid,_). constr_name(k8_tmap_1,modified_with_respect_to__2,_). constr_name(k9_tmap_1,modid__2,_). constr_name(k10_tmap_1,union__11,_). constr_name(k1_midsp_3,sub,_). constr_name(l1_midsp_3,'ReperAlgebraStr',_). constr_name(v1_midsp_3,strict__ReperAlgebraStr,_). constr_name(u1_midsp_3,reper,the_reper). constr_name(g1_midsp_3,'ReperAlgebraStr_constr',_). constr_name(k2_midsp_3,'<*..*>__16',_). constr_name(k3_midsp_3,'^__13',_). constr_name(k4_midsp_3,'*'__12',_). constr_name(k5_midsp_3,'<:..:>__7',_). constr_name(m1_midsp_3,'Nat',_). constr_name(k6_midsp_3,'.__51',_). constr_name(v2_midsp_3,being_invariance,_). constr_name(r1_midsp_3,has_property_of_zero_in,_). constr_name(r2_midsp_3,is_semi_additive_in,_). constr_name(r3_midsp_3,is_additive_in,_). constr_name(r4_midsp_3,is_alternative_in,_). constr_name(k7_midsp_3,'<:..:>__8',_). constr_name(k8_midsp_3,'.__52',_). constr_name(k9_midsp_3,'.__53',_). constr_name(k10_midsp_3,'Phi__2',_). constr_name(m2_midsp_3,'ReperAlgebra',_). constr_name(k11_midsp_3,'Phi__3',_). constr_name(k1_gr_cy_2,'@__23',_). constr_name(k1_isocat_2,uncurry__2,_). constr_name(k2_isocat_2,'|->__5',_). constr_name(k3_isocat_2,curry__3,_). constr_name(k4_isocat_2,'?-__2',_). constr_name(k5_isocat_2,export,_). constr_name(k6_isocat_2,export__2,_). constr_name(k7_isocat_2,export__3,_). constr_name(k8_isocat_2,pr1__8,_). constr_name(k9_isocat_2,pr2__8,_). constr_name(k10_isocat_2,'<:..:>__9',_). constr_name(k11_isocat_2,'Pr1__2',_). constr_name(k12_isocat_2,'Pr2__2',_). constr_name(k13_isocat_2,'Pr1__3',_). constr_name(k14_isocat_2,'Pr2__3',_). constr_name(k15_isocat_2,'<:..:>__10',_). constr_name(k16_isocat_2,'<:..:>__11',_). constr_name(k17_isocat_2,distribute,_). constr_name(k1_tdlat_1,'Domains_of',_). constr_name(k2_tdlat_1,'Domains_Union',_). constr_name(k3_tdlat_1,'Domains_Meet',_). constr_name(k4_tdlat_1,'Domains_Lattice',_). constr_name(k5_tdlat_1,'Closed_Domains_of',_). constr_name(k6_tdlat_1,'Closed_Domains_Union',_). constr_name(k7_tdlat_1,'Closed_Domains_Meet',_). constr_name(k8_tdlat_1,'Closed_Domains_Lattice',_). constr_name(k9_tdlat_1,'Open_Domains_of',_). constr_name(k10_tdlat_1,'Open_Domains_Union',_). constr_name(k11_tdlat_1,'Open_Domains_Meet',_). constr_name(k12_tdlat_1,'Open_Domains_Lattice',_). constr_name(k1_lmod_6,'@__24',_). constr_name(k2_lmod_6,'@__25',_). constr_name(k3_lmod_6,'{..}__43',_). constr_name(k4_lmod_6,'<:..:>__12',_). constr_name(r1_lmod_6,'c=__7',_). constr_name(v1_dirort,'Oriented_Orthogonality_Space-like',_). constr_name(r1_dirort,'_|___6',_). constr_name(r2_dirort,'//__9',_). constr_name(v2_dirort,bach_transitive,_). constr_name(v3_dirort,right_transitive,_). constr_name(v4_dirort,left_transitive,_). constr_name(v5_dirort,'Euclidean_like',euclidean_like). constr_name(v6_dirort,'Minkowskian_like',minkowskian_like). constr_name(k1_mod_4,'~__13',_). constr_name(k2_mod_4,opp__9,_). constr_name(k3_mod_4,opp__10,_). constr_name(k4_mod_4,opp__11,_). constr_name(k5_mod_4,opp__12,_). constr_name(k6_mod_4,opp__13,_). constr_name(v1_mod_4,antilinear,_). constr_name(v2_mod_4,monomorphism,_). constr_name(v3_mod_4,antimonomorphism,_). constr_name(v4_mod_4,epimorphism,_). constr_name(v5_mod_4,antiepimorphism,_). constr_name(v6_mod_4,isomorphism,_). constr_name(v7_mod_4,antiisomorphism,_). constr_name(v8_mod_4,endomorphism,_). constr_name(v9_mod_4,antiendomorphism,_). constr_name(v10_mod_4,automorphism,_). constr_name(v11_mod_4,antiautomorphism,_). constr_name(k7_mod_4,opp__14,_). constr_name(m1_mod_4,'Homomorphism',_). constr_name(k8_mod_4,'ZeroMap__2',_). constr_name(v12_mod_4,monomorphism__2,_). constr_name(v13_mod_4,epimorphism__2,_). constr_name(v14_mod_4,isomorphism__2,_). constr_name(k9_mod_4,id__12,_). constr_name(m2_mod_4,'Homomorphism__2',_). constr_name(r1_mod_4,is_monomorphism_wrp,_). constr_name(r2_mod_4,is_epimorphism_wrp,_). constr_name(r3_mod_4,is_isomorphism_wrp,_). constr_name(r4_mod_4,is_automorphism_wrp,_). constr_name(v15_mod_4,monomorphism__3,_). constr_name(v16_mod_4,epimorphism__3,_). constr_name(v17_mod_4,isomorphism__3,_). constr_name(v18_mod_4,automorphism__2,_). constr_name(k1_tdlat_2,'Int__2',_). constr_name(v1_tdlat_2,'domains-family',_). constr_name(v2_tdlat_2,'closed-domains-family',_). constr_name(v3_tdlat_2,'open-domains-family',_). constr_name(k1_pcomps_2,'PartUnion',_). constr_name(k2_pcomps_2,'DisjointFam',_). constr_name(k3_pcomps_2,'PartUnionNat',_). constr_name(k4_pcomps_2,'.__54',_). constr_name(k1_treal_1,'(#)__25',_). constr_name(k2_treal_1,'(#)__26',_). constr_name(k3_treal_1,'L[01]',_). constr_name(k4_treal_1,'P[01]',_). constr_name(r1_topreal4,'is_S-P_arc_joining',_). constr_name(v1_topreal4,being_special_polygon,_). constr_name(v2_topreal4,being_Region,_). constr_name(k1_goboard1,'.__55',_). constr_name(v1_goboard1,increasing__3,_). constr_name(k2_goboard1,'X_axis',_). constr_name(k3_goboard1,'Y_axis',_). constr_name(v2_goboard1,'empty-yielding__3',_). constr_name(v3_goboard1,'X_equal-in-line',_). constr_name(v4_goboard1,'Y_equal-in-column',_). constr_name(v5_goboard1,'Y_increasing-in-line',_). constr_name(v6_goboard1,'X_increasing-in-column',_). constr_name(k4_goboard1,'DelCol__2',_). constr_name(r1_goboard1,is_sequence_on,_). constr_name(k1_goboard2,'GoB',_). constr_name(k2_goboard2,'Incr',_). constr_name(k3_goboard2,'GoB__2',_). constr_name(r1_goboard4,lies_between,_). constr_name(v1_jordan1,convex,_). constr_name(v2_jordan1,'Jordan',_). constr_name(v1_tdlat_3,discrete__2,_). constr_name(v2_tdlat_3,'anti-discrete',_). constr_name(v3_tdlat_3,almost_discrete,_). constr_name(v4_tdlat_3,extremally_disconnected,_). constr_name(v5_tdlat_3,hereditarily_extremally_disconnected,_). constr_name(l1_ami_1,'AMI-Struct',_). constr_name(v1_ami_1,'strict__AMI-Struct',_). constr_name(u1_ami_1,'Instruction-Counter',the_Instruction_Counter). constr_name(u2_ami_1,'Instruction-Locations',the_Instruction_Locations). constr_name(u3_ami_1,'Instruction-Codes',the_Instruction_Codes). constr_name(u4_ami_1,'Instructions',the_Instructions). constr_name(u5_ami_1,'Object-Kind',the_Object_Kind). constr_name(u6_ami_1,'Execution',the_Execution). constr_name(g1_ami_1,'AMI-Struct_constr',_). constr_name(k1_ami_1,'Trivial-AMI',_). constr_name(v2_ami_1,void,_). constr_name(k2_ami_1,'IC',_). constr_name(k3_ami_1,'ObjectKind',_). constr_name(k4_ami_1,'Exec',_). constr_name(v3_ami_1,halting,_). constr_name(v4_ami_1,halting__2,_). constr_name(k5_ami_1,halt,_). constr_name(v5_ami_1,'IC-Ins-separated',_). constr_name(v6_ami_1,'data-oriented',_). constr_name(v7_ami_1,'steady-programmed',_). constr_name(v8_ami_1,definite,_). constr_name(k6_ami_1,'IC__2',_). constr_name(k7_ami_1,sproduct,_). constr_name(k8_ami_1,'CurInstr',_). constr_name(k9_ami_1,'Following',_). constr_name(k10_ami_1,'Computation',_). constr_name(k11_ami_1,'.__56',_). constr_name(v9_ami_1,halting__3,_). constr_name(v10_ami_1,realistic,_). constr_name(k12_ami_1,'Result',_). constr_name(k13_ami_1,'.__57',_). constr_name(k14_ami_1,'FinPartSt',_). constr_name(m1_ami_1,'FinPartState',_). constr_name(v11_ami_1,autonomic,_). constr_name(v12_ami_1,halting__4,_). constr_name(v13_ami_1,programmable,_). constr_name(k15_ami_1,'.-->__4',_). constr_name(k16_ami_1,'-->__17',_). constr_name(k17_ami_1,'+*__5',_). constr_name(k18_ami_1,'Result__2',_). constr_name(r1_ami_1,computes,_). constr_name(v14_ami_1,computable,_). constr_name(m2_ami_1,'Program',_). constr_name(v1_cat_4,with_finite_product,_). constr_name(l1_cat_4,'ProdCatStr',_). constr_name(v2_cat_4,strict__ProdCatStr,_). constr_name(u1_cat_4,'TerminalObj',the_TerminalObj). constr_name(u2_cat_4,'CatProd',the_CatProd). constr_name(u3_cat_4,'Proj1',the_Proj1). constr_name(u4_cat_4,'Proj2',the_Proj2). constr_name(g1_cat_4,'ProdCatStr_constr',_). constr_name(k1_cat_4,'[1]',_). constr_name(k2_cat_4,'[x]',_). constr_name(k3_cat_4,pr1__9,_). constr_name(k4_cat_4,pr2__9,_). constr_name(k5_cat_4,c1Cat,_). constr_name(v3_cat_4,'Cartesian',_). constr_name(k6_cat_4,term__2,_). constr_name(k7_cat_4,pr1__10,_). constr_name(k8_cat_4,pr2__10,_). constr_name(k9_cat_4,'<:..:>__13',_). constr_name(k10_cat_4,lambda__2,_). constr_name(k11_cat_4,'lambda'',_). constr_name(k12_cat_4,rho,_). constr_name(k13_cat_4,'rho'',_). constr_name(k14_cat_4,'Switch',_). constr_name(k15_cat_4,'Delta',_). constr_name(k16_cat_4,'Alpha',_). constr_name(k17_cat_4,'Alpha'',_). constr_name(k18_cat_4,'[x]__2',_). constr_name(v4_cat_4,with_finite_coproduct,_). constr_name(l2_cat_4,'CoprodCatStr',_). constr_name(v5_cat_4,strict__CoprodCatStr,_). constr_name(u5_cat_4,'Initial',the_Initial). constr_name(u6_cat_4,'Coproduct',the_Coproduct). constr_name(u7_cat_4,'Incl1',the_Incl1). constr_name(u8_cat_4,'Incl2',the_Incl2). constr_name(g2_cat_4,'CoprodCatStr_constr',_). constr_name(k19_cat_4,'[0]__2',_). constr_name(k20_cat_4,'+__55',_). constr_name(k21_cat_4,in1,_). constr_name(k22_cat_4,in2,_). constr_name(k23_cat_4,'c1Cat*',_). constr_name(v6_cat_4,'Cocartesian',_). constr_name(k24_cat_4,init__2,_). constr_name(k25_cat_4,in1__2,_). constr_name(k26_cat_4,in2__2,_). constr_name(k27_cat_4,'[$..$]',_). constr_name(k28_cat_4,nabla__2,_). constr_name(k29_cat_4,'+__56',_). constr_name(k1_vfunct_1,'+__57',_). constr_name(k2_vfunct_1,'-__70',_). constr_name(k3_vfunct_1,'(#)__27',_). constr_name(k4_vfunct_1,'(#)__28',_). constr_name(k5_vfunct_1,'||....||__5',_). constr_name(k6_vfunct_1,'-__71',_). constr_name(r1_vfunct_1,is_bounded_on__3,_). constr_name(r1_tsep_2,constitute_a_decomposition,_). constr_name(r2_tsep_2,constitute_a_decomposition__2,_). constr_name(r3_tsep_2,constitute_a_decomposition__3,_). constr_name(r4_tsep_2,constitute_a_decomposition__4,_). constr_name(m1_petri,'Element__30',_). constr_name(l1_petri,'PT_net_Str',_). constr_name(v1_petri,strict__PT_net_Str,_). constr_name(u1_petri,'Places__2',the_Places__2). constr_name(u2_petri,'Transitions__2',the_Transitions__2). constr_name(u3_petri,'S-T_Arcs',the_S_T_Arcs). constr_name(u4_petri,'T-S_Arcs',the_T_S_Arcs). constr_name(g1_petri,'PT_net_Str_constr',_). constr_name(k1_petri,'`1__15',_). constr_name(k2_petri,'`2__15',_). constr_name(k3_petri,'`1__16',_). constr_name(k4_petri,'`2__16',_). constr_name(k5_petri,'*'__13',_). constr_name(k6_petri,'*'__14',_). constr_name(k7_petri,'*'__15',_). constr_name(k8_petri,'*'__16',_). constr_name(v2_petri,'Deadlock-like',_). constr_name(v3_petri,'With_Deadlocks',_). constr_name(v4_petri,'Trap-like',_). constr_name(v5_petri,'With_Traps',_). constr_name(k9_petri,'~__14',_). constr_name(k10_petri,'.:__15',_). constr_name(k11_petri,'.:__16',_). constr_name(k12_petri,'.:__17',_). constr_name(k13_petri,'.:__18',_). constr_name(k14_petri,'.:__19',_). constr_name(k15_petri,'.:__20',_). constr_name(k16_petri,'.:__21',_). constr_name(k17_petri,'.:__22',_). constr_name(k18_petri,'.:__23',_). constr_name(l1_fin_topo,'FT_Space_Str',_). constr_name(v1_fin_topo,strict__FT_Space_Str,_). constr_name(u1_fin_topo,'Nbd',the_Nbd). constr_name(g1_fin_topo,'FT_Space_Str_constr',_). constr_name(k1_fin_topo,'U_FT',_). constr_name(k2_fin_topo,'.-->__5',_). constr_name(k3_fin_topo,'FT{0}',_). constr_name(v2_fin_topo,filled,_). constr_name(r1_fin_topo,is_a_cover_of__4,_). constr_name(k4_fin_topo,'^delta',_). constr_name(k5_fin_topo,'^deltai',_). constr_name(k6_fin_topo,'^deltao',_). constr_name(k7_fin_topo,'^i',_). constr_name(k8_fin_topo,'^b',_). constr_name(k9_fin_topo,'^s',_). constr_name(k10_fin_topo,'^n',_). constr_name(k11_fin_topo,'^f',_). constr_name(v3_fin_topo,symmetric__4,_). constr_name(v4_fin_topo,open__6,_). constr_name(v5_fin_topo,closed__8,_). constr_name(v6_fin_topo,connected__5,_). constr_name(k12_fin_topo,'^fb',_). constr_name(k13_fin_topo,'^fi',_). constr_name(k1_fvsum_1,multfield,_). constr_name(k2_fvsum_1,diffield,_). constr_name(k3_fvsum_1,'+__58',_). constr_name(k4_fvsum_1,'+__59',_). constr_name(k5_fvsum_1,'-__72',_). constr_name(k6_fvsum_1,'-__73',_). constr_name(k7_fvsum_1,'-__74',_). constr_name(k8_fvsum_1,'-__75',_). constr_name(k9_fvsum_1,'*__87',_). constr_name(k10_fvsum_1,'*__88',_). constr_name(k11_fvsum_1,mlt__3,_). constr_name(k12_fvsum_1,mlt__4,_). constr_name(k13_fvsum_1,'Product__4',_). constr_name(k14_fvsum_1,'"*"__2',_). constr_name(k1_ami_2,'SCM-Halt',_). constr_name(k2_ami_2,'SCM-Data-Loc',_). constr_name(k3_ami_2,'SCM-Instr-Loc',_). constr_name(k4_ami_2,'SCM-Instr',_). constr_name(k5_ami_2,'SCM-OK',_). constr_name(k6_ami_2,'IC__3',_). constr_name(k7_ami_2,'SCM-Chg',_). constr_name(k8_ami_2,'SCM-Chg__2',_). constr_name(k9_ami_2,address_1,_). constr_name(k10_ami_2,address_2,_). constr_name(k11_ami_2,jump_address,_). constr_name(k12_ami_2,cjump_address,_). constr_name(k13_ami_2,cond_address,_). constr_name(k14_ami_2,'IFGT',_). constr_name(k15_ami_2,'Next',_). constr_name(k16_ami_2,'SCM-Exec-Res',_). constr_name(k17_ami_2,'SCM-Exec',_). constr_name(v1_unialg_1,homogeneous,_). constr_name(v2_unialg_1,quasi_total__2,_). constr_name(l1_unialg_1,'UAStr',_). constr_name(v3_unialg_1,strict__UAStr,_). constr_name(u1_unialg_1,charact,the_charact). constr_name(g1_unialg_1,'UAStr_constr',_). constr_name(v4_unialg_1,homogeneous__2,_). constr_name(v5_unialg_1,quasi_total__3,_). constr_name(k1_unialg_1,'<*..*>__17',_). constr_name(v6_unialg_1,partial__2,_). constr_name(v7_unialg_1,quasi_total__4,_). constr_name(v8_unialg_1,'non-empty__3',_). constr_name(k2_unialg_1,arity,_). constr_name(k3_unialg_1,signature,_). constr_name(v1_coh_sp,binary_complete,_). constr_name(k1_coh_sp,'Web',_). constr_name(k2_coh_sp,'CohSp',_). constr_name(k3_coh_sp,'CSp',_). constr_name(k4_coh_sp,'FuncsC',_). constr_name(k5_coh_sp,'MapsC',_). constr_name(k6_coh_sp,dom__18,_). constr_name(k7_coh_sp,cod__12,_). constr_name(k8_coh_sp,'id$__2',_). constr_name(k9_coh_sp,'*__89',_). constr_name(k10_coh_sp,'CDom',_). constr_name(k11_coh_sp,'CCod',_). constr_name(k12_coh_sp,'CComp',_). constr_name(k13_coh_sp,'CId',_). constr_name(k14_coh_sp,'CohCat',_). constr_name(k15_coh_sp,'Toler',_). constr_name(k16_coh_sp,'Toler_on_subsets',_). constr_name(k17_coh_sp,'TOL',_). constr_name(k18_coh_sp,'`2__17',_). constr_name(k19_coh_sp,'`1__17',_). constr_name(k20_coh_sp,'FuncsT',_). constr_name(k21_coh_sp,'MapsT',_). constr_name(k22_coh_sp,dom__19,_). constr_name(k23_coh_sp,cod__13,_). constr_name(k24_coh_sp,'id$__3',_). constr_name(k25_coh_sp,'*__90',_). constr_name(k26_coh_sp,fDom__2,_). constr_name(k27_coh_sp,fCod__2,_). constr_name(k28_coh_sp,fComp__2,_). constr_name(k29_coh_sp,fId__2,_). constr_name(k30_coh_sp,'TolCat',_). constr_name(v1_monoid_0,'constituted-Functions',_). constr_name(v2_monoid_0,'constituted-FinSeqs',_). constr_name(k1_monoid_0,'^__14',_). constr_name(k2_monoid_0,'*__91',_). constr_name(k3_monoid_0,'*__92',_). constr_name(v3_monoid_0,'left-invertible',_). constr_name(v4_monoid_0,'right-invertible',_). constr_name(v5_monoid_0,invertible__4,_). constr_name(v6_monoid_0,'left-cancelable',_). constr_name(v7_monoid_0,'right-cancelable',_). constr_name(v8_monoid_0,cancelable__2,_). constr_name(v9_monoid_0,'uniquely-decomposable',_). constr_name(v10_monoid_0,idempotent__2,_). constr_name(v11_monoid_0,'left-invertible__2',_). constr_name(v12_monoid_0,'right-invertible__2',_). constr_name(v13_monoid_0,invertible__5,_). constr_name(v14_monoid_0,'left-cancelable__2',_). constr_name(v15_monoid_0,'right-cancelable__2',_). constr_name(v16_monoid_0,cancelable__3,_). constr_name(v17_monoid_0,'uniquely-decomposable__2',_). constr_name(m1_monoid_0,'MonoidalExtension',_). constr_name(m2_monoid_0,'SubStr',_). constr_name(m3_monoid_0,'MonoidalSubStr',_). constr_name(m4_monoid_0,'SubStr__2',_). constr_name(m5_monoid_0,'SubStr__3',_). constr_name(m6_monoid_0,'SubStr__4',_). constr_name(m7_monoid_0,'MonoidalSubStr__2',_). constr_name(k4_monoid_0,'[*]__3',_). constr_name(k5_monoid_0,'',_). constr_name(k6_monoid_0,'INT.Group__3',_). constr_name(k7_monoid_0,'',_). constr_name(k8_monoid_0,'',_). constr_name(k9_monoid_0,'',_). constr_name(k10_monoid_0,'',_). constr_name(k11_monoid_0,'',_). constr_name(k12_monoid_0,'*+^',_). constr_name(k13_monoid_0,'*+^+<0>',_). constr_name(k14_monoid_0,'-concatenation',_). constr_name(k15_monoid_0,'GPFuncs',_). constr_name(k16_monoid_0,'MPFuncs',_). constr_name(k17_monoid_0,'-composition',_). constr_name(k18_monoid_0,'GFuncs',_). constr_name(k19_monoid_0,'MFuncs',_). constr_name(k20_monoid_0,'GPerms',_). constr_name(k1_monoid_1,'..__3',_). constr_name(k2_monoid_1,'..__4',_). constr_name(k3_monoid_1,'.:__24',_). constr_name(k4_monoid_1,'.-->__6',_). constr_name(k5_monoid_1,'-->__18',_). constr_name(k6_monoid_1,'[;]__5',_). constr_name(k7_monoid_1,'[:]__4',_). constr_name(k8_monoid_1,'.:__25',_). constr_name(k9_monoid_1,'.:__26',_). constr_name(k10_monoid_1,'.__58',_). constr_name(k11_monoid_1,'.:__27',_). constr_name(k12_monoid_1,'.:__28',_). constr_name(k13_monoid_1,'MultiSet_over',_). constr_name(k14_monoid_1,rng__13,_). constr_name(k15_monoid_1,'.__59',_). constr_name(k16_monoid_1,chi__5,_). constr_name(k17_monoid_1,'-->__19',_). constr_name(k18_monoid_1,chi__6,_). constr_name(k19_monoid_1,'finite-MultiSet_over',_). constr_name(k20_monoid_1,'|....|__8',_). constr_name(k21_monoid_1,'.:^2',_). constr_name(k22_monoid_1,bool__8,_). constr_name(k23_monoid_1,bool__9,_). constr_name(k1_prvect_1,'.:__29',_). constr_name(k2_prvect_1,product__2,_). constr_name(k3_prvect_1,product__3,_). constr_name(k4_prvect_1,'.-->__7',_). constr_name(k5_prvect_1,'-Group_over',_). constr_name(k6_prvect_1,'-Mult_over',_). constr_name(k7_prvect_1,'-VectSp_over',_). constr_name(k8_prvect_1,'[;]__6',_). constr_name(k9_prvect_1,'.__60',_). constr_name(m1_prvect_1,'BinOps',_). constr_name(m2_prvect_1,'UnOps',_). constr_name(k10_prvect_1,'.__61',_). constr_name(k11_prvect_1,'.__62',_). constr_name(k12_prvect_1,'.__63',_). constr_name(k13_prvect_1,'Frege__2',_). constr_name(k14_prvect_1,'.__64',_). constr_name(k15_prvect_1,'[:..:]__24',_). constr_name(v1_prvect_1,'AbGroup-yielding',_). constr_name(k16_prvect_1,'.__65',_). constr_name(k17_prvect_1,carr__2,_). constr_name(k18_prvect_1,'.__66',_). constr_name(k19_prvect_1,addop,_). constr_name(k20_prvect_1,complop,_). constr_name(k21_prvect_1,zeros,_). constr_name(k22_prvect_1,product__4,_). constr_name(m1_lmod_7,'SUBMODULE_DOMAIN',_). constr_name(k1_lmod_7,'Submodules__2',_). constr_name(m2_lmod_7,'Element__31',_). constr_name(m3_lmod_7,'LINE__3',_). constr_name(m4_lmod_7,'LINE_DOMAIN',_). constr_name(k2_lmod_7,lines,_). constr_name(m5_lmod_7,'Element__32',_). constr_name(m6_lmod_7,'HIPERPLANE',_). constr_name(m7_lmod_7,'HIPERPLANE_DOMAIN',_). constr_name(k3_lmod_7,hiperplanes,_). constr_name(m8_lmod_7,'Element__33',_). constr_name(k4_lmod_7,'Sum__19',_). constr_name(k5_lmod_7,'/\\__22',_). constr_name(k6_lmod_7,'+__60',_). constr_name(m9_lmod_7,'Vector__2',_). constr_name(k7_lmod_7,'..__5',_). constr_name(k8_lmod_7,'..__6',_). constr_name(k9_lmod_7,'-__76',_). constr_name(k10_lmod_7,'+__61',_). constr_name(k11_lmod_7,'COMPL',_). constr_name(k12_lmod_7,'ADD',_). constr_name(k13_lmod_7,'.__67',_). constr_name(k14_lmod_7,'.__68',_). constr_name(k15_lmod_7,'*__93',_). constr_name(k16_lmod_7,'LMULT',_). constr_name(k17_lmod_7,'/__22',_). constr_name(k18_lmod_7,'/__23',_). constr_name(v1_tops_3,everywhere_dense,_). constr_name(k1_tex_1,cobool,_). constr_name(k2_tex_1,'ADTS',_). constr_name(k3_tex_1,'\\__16',_). constr_name(k4_tex_1,'STS',_). constr_name(k1_matrix_3,'0.__5',_). constr_name(k2_matrix_3,'-__77',_). constr_name(k3_matrix_3,'+__62',_). constr_name(k4_matrix_3,'*__94',_). constr_name(k5_matrix_3,'*__95',_). constr_name(k6_matrix_3,'*__96',_). constr_name(k7_matrix_3,'*__97',_). constr_name(k8_matrix_3,'[:..:]__25',_). constr_name(k9_matrix_3,'*__98',_). constr_name(k10_matrix_3,'Path_matrix',_). constr_name(k11_matrix_3,'Path_product',_). constr_name(k12_matrix_3,'Det',_). constr_name(k13_matrix_3,diagonal_of_Matrix,_). constr_name(m1_unialg_2,'PFuncsDomHQN',_). constr_name(m2_unialg_2,'Element__34',_). constr_name(r1_unialg_2,are_similar__2,_). constr_name(k1_unialg_2,'Operations',_). constr_name(r2_unialg_2,is_closed_on,_). constr_name(v1_unialg_2,opers_closed,_). constr_name(k2_unialg_2,'/.__2',_). constr_name(k3_unialg_2,'Opers',_). constr_name(m3_unialg_2,'SubAlgebra',_). constr_name(k4_unialg_2,'UniAlgSetClosed',_). constr_name(k5_unialg_2,'/\\__23',_). constr_name(k6_unialg_2,'Constants',_). constr_name(v2_unialg_2,with_const_op,_). constr_name(k7_unialg_2,'GenUnivAlg',_). constr_name(k8_unialg_2,'"\\/"__8',_). constr_name(k9_unialg_2,'Sub',_). constr_name(k10_unialg_2,'UniAlg_join',_). constr_name(k11_unialg_2,'UniAlg_meet',_). constr_name(k12_unialg_2,'UnSubAlLattice',_). constr_name(v1_hahnban,subadditive,_). constr_name(v2_hahnban,additive__3,_). constr_name(v3_hahnban,homogeneous__3,_). constr_name(v4_hahnban,positively_homogeneous,_). constr_name(v5_hahnban,'semi-homogeneous',_). constr_name(v6_hahnban,absolutely_homogeneous,_). constr_name(v7_hahnban,'0-preserving',_). constr_name(m1_lattice4,'Homomorphism__3',_). constr_name(v1_lattice4,monomorphism__4,_). constr_name(v2_lattice4,epimorphism__4,_). constr_name(v3_lattice4,isomorphism__4,_). constr_name(r1_lattice4,preserves_implication,_). constr_name(r2_lattice4,preserves_top,_). constr_name(r3_lattice4,preserves_bottom,_). constr_name(r4_lattice4,preserves_complement,_). constr_name(m2_lattice4,'ClosedSubset',_). constr_name(k1_lattice4,'FinJoin__2',_). constr_name(k2_lattice4,'FinMeet__2',_). constr_name(m3_lattice4,'Field',_). constr_name(k3_lattice4,field_by,_). constr_name(k4_lattice4,'SetImp',_). constr_name(k5_lattice4,comp__6,_). constr_name(k1_openlatt,'Topology_of',_). constr_name(k2_openlatt,'\\/__15',_). constr_name(k3_openlatt,'/\\__24',_). constr_name(k4_openlatt,'Top_Union',_). constr_name(k5_openlatt,'Top_Meet',_). constr_name(k6_openlatt,'Open_setLatt',_). constr_name(k7_openlatt,'F_primeSet',_). constr_name(k8_openlatt,'StoneH',_). constr_name(k9_openlatt,'StoneS',_). constr_name(k10_openlatt,'SF_have',_). constr_name(k11_openlatt,'\\/__16',_). constr_name(k12_openlatt,'/\\__25',_). constr_name(k13_openlatt,'Set_Union',_). constr_name(k14_openlatt,'Set_Meet',_). constr_name(k15_openlatt,'StoneLatt',_). constr_name(k16_openlatt,'StoneH__2',_). constr_name(k17_openlatt,'HTopSpace',_). constr_name(k18_openlatt,'StoneH__3',_). constr_name(k1_lopclset,'OpenClosedSet',_). constr_name(k2_lopclset,'\\/__17',_). constr_name(k3_lopclset,'/\\__26',_). constr_name(k4_lopclset,'T_join',_). constr_name(k5_lopclset,'T_meet',_). constr_name(k6_lopclset,'OpenClosedSetLatt',_). constr_name(k7_lopclset,ultraset,_). constr_name(k8_lopclset,'UFilter',_). constr_name(k9_lopclset,'UFilter__2',_). constr_name(k10_lopclset,'StoneR',_). constr_name(k11_lopclset,'StoneSpace',_). constr_name(k12_lopclset,'StoneBLattice',_). constr_name(k13_lopclset,'UFilter__3',_). constr_name(k1_ami_3,'SCM',_). constr_name(m1_ami_3,'Data-Location',_). constr_name(k2_ami_3,'.__69',_). constr_name(k3_ami_3,':=',_). constr_name(k4_ami_3,'AddTo',_). constr_name(k5_ami_3,'SubFrom',_). constr_name(k6_ami_3,'MultBy',_). constr_name(k7_ami_3,'Divide',_). constr_name(k8_ami_3,goto,_). constr_name(k9_ami_3,'=0_goto',_). constr_name(k10_ami_3,'>0_goto',_). constr_name(k11_ami_3,'Next__2',_). constr_name(k12_ami_3,'Start-At',_). constr_name(v1_ami_3,programmed,_). constr_name(r1_ami_3,starts_at,_). constr_name(r2_ami_3,halts_at,_). constr_name(k13_ami_3,'IC__4',_). constr_name(r3_ami_3,starts_at__2,_). constr_name(r4_ami_3,halts_at__2,_). constr_name(k14_ami_3,'.-->__8',_). constr_name(k15_ami_3,'dl.',_). constr_name(k16_ami_3,'il.',_). constr_name(k17_ami_3,'.-->__9',_). constr_name(k18_ami_3,'-->__20',_). constr_name(k1_ami_4,'Euclide-Algorithm',_). constr_name(k2_ami_4,'Euclide-Function',_). constr_name(k1_scm_1,'<*..*>__18',_). constr_name(m1_scm_1,'State-consisting',_). constr_name(k2_scm_1,'Complexity',_). constr_name(k1_fib_fusc,'Fib_Program',_). constr_name(k2_fib_fusc,'Fusc'',_). constr_name(k3_fib_fusc,'Fusc_Program',_). constr_name(k1_boolmark,'Bool_marks_of',_). constr_name(r1_boolmark,is_firable_on,_). constr_name(k2_boolmark,'Firing',_). constr_name(r2_boolmark,is_firable_on__2,_). constr_name(k3_boolmark,'Firing__2',_). constr_name(m1_dtconstr,'Element__35',_). constr_name(k1_dtconstr,roots__2,_). constr_name(k2_dtconstr,pr1__11,_). constr_name(k3_dtconstr,pr2__11,_). constr_name(k4_dtconstr,'TS',_). constr_name(k5_dtconstr,'PeanoNat',_). constr_name(v1_dtconstr,with_terminals,_). constr_name(v2_dtconstr,with_nonterminals,_). constr_name(v3_dtconstr,with_useful_nonterminals,_). constr_name(k6_dtconstr,'Terminals__2',_). constr_name(k7_dtconstr,'NonTerminals__3',_). constr_name(m2_dtconstr,'SubtreeSeq',_). constr_name(k8_dtconstr,'root-tree__3',_). constr_name(k9_dtconstr,'-tree__8',_). constr_name(k10_dtconstr,'-tree__9',_). constr_name(k11_dtconstr,'plus-one',_). constr_name(k12_dtconstr,'PN-to-NAT',_). constr_name(k13_dtconstr,'PNsucc',_). constr_name(k14_dtconstr,'NAT-to-PN',_). constr_name(k15_dtconstr,'FlattenSeq',_). constr_name(k16_dtconstr,'TerminalString',_). constr_name(k17_dtconstr,'PreTraversal',_). constr_name(k18_dtconstr,'PostTraversal',_). constr_name(k19_dtconstr,'TerminalLanguage',_). constr_name(k20_dtconstr,'PreTraversalLanguage',_). constr_name(k21_dtconstr,'PostTraversalLanguage',_). constr_name(k1_pralg_1,pr1__12,_). constr_name(k2_pralg_1,pr2__12,_). constr_name(k3_pralg_1,'[[:..:]]',_). constr_name(k4_pralg_1,'Opers__2',_). constr_name(k5_pralg_1,'[:..:]__26',_). constr_name(k6_pralg_1,'Inv',_). constr_name(k7_pralg_1,'TrivialOp',_). constr_name(k8_pralg_1,'TrivialOps',_). constr_name(k9_pralg_1,'Trivial_Algebra',_). constr_name(v1_pralg_1,'Univ_Alg-yielding',_). constr_name(v2_pralg_1,'1-sorted-yielding',_). constr_name(v3_pralg_1,'equal-signature',_). constr_name(k10_pralg_1,'.__70',_). constr_name(k11_pralg_1,'.__71',_). constr_name(k12_pralg_1,'Carrier__4',_). constr_name(k13_pralg_1,'ComSign',_). constr_name(m1_pralg_1,'ManySortedOperation',_). constr_name(k14_pralg_1,'.__72',_). constr_name(v4_pralg_1,'equal-arity',_). constr_name(k15_pralg_1,'..__7',_). constr_name(k16_pralg_1,'..__8',_). constr_name(k17_pralg_1,uncurry__3,_). constr_name(k18_pralg_1,'~__15',_). constr_name(k19_pralg_1,curry__4,_). constr_name(k20_pralg_1,'ComAr',_). constr_name(k21_pralg_1,'EmptySeq',_). constr_name(k22_pralg_1,'[[:..:]]__2',_). constr_name(k23_pralg_1,'ProdOp',_). constr_name(k24_pralg_1,'ProdOpSeq',_). constr_name(k25_pralg_1,'ProdUnivAlg',_). constr_name(r1_alg_1,is_homomorphism,_). constr_name(r2_alg_1,is_monomorphism,_). constr_name(r3_alg_1,is_epimorphism,_). constr_name(r4_alg_1,is_isomorphism,_). constr_name(r5_alg_1,are_isomorphic__7,_). constr_name(k1_alg_1,'Image__2',_). constr_name(k2_alg_1,'ExtendRel',_). constr_name(m1_alg_1,'Congruence',_). constr_name(r6_alg_1,is_representatives_FS,_). constr_name(k3_alg_1,'QuotOp',_). constr_name(k4_alg_1,'QuotOpSeq',_). constr_name(k5_alg_1,'QuotUnivAlg',_). constr_name(k6_alg_1,'Nat_Hom',_). constr_name(k7_alg_1,'Cng',_). constr_name(k8_alg_1,'HomQuot',_). constr_name(v1_freealg,missing_with_Nat,_). constr_name(k1_freealg,oper,_). constr_name(m1_freealg,'GeneratorSet',_). constr_name(v2_freealg,free__3,_). constr_name(v3_freealg,free__4,_). constr_name(k2_freealg,'REL',_). constr_name(k3_freealg,'DTConUA',_). constr_name(k4_freealg,'Sym',_). constr_name(k5_freealg,'FreeOpNSG',_). constr_name(k6_freealg,'FreeOpSeqNSG',_). constr_name(k7_freealg,'FreeUnivAlgNSG',_). constr_name(k8_freealg,'FreeGenSetNSG',_). constr_name(k9_freealg,'FreeGenSetNSG__2',_). constr_name(k10_freealg,pi__2,_). constr_name(k11_freealg,'@__26',_). constr_name(k12_freealg,'FreeGenSetNSG__3',_). constr_name(k13_freealg,'FreeOpZAO',_). constr_name(k14_freealg,'FreeOpSeqZAO',_). constr_name(k15_freealg,'FreeUnivAlgZAO',_). constr_name(k16_freealg,'FreeGenSetZAO',_). constr_name(k17_freealg,'FreeGenSetZAO__2',_). constr_name(k18_freealg,pi__3,_). constr_name(k19_freealg,'FreeGenSetZAO__3',_). constr_name(v1_tex_2,proper__2,_). constr_name(v2_tex_2,proper__3,_). constr_name(k1_tex_2,'Sspace',_). constr_name(v3_tex_2,discrete__3,_). constr_name(v4_tex_2,maximal_discrete,_). constr_name(v5_tex_2,maximal_discrete__2,_). constr_name(v1_tex_3,dense__2,_). constr_name(v2_tex_3,everywhere_dense__2,_). constr_name(v3_tex_3,boundary__2,_). constr_name(v4_tex_3,nowhere_dense__2,_). constr_name(k1_ami_5,'InsCode',_). constr_name(k2_ami_5,'@__27',_). constr_name(k3_ami_5,'@__28',_). constr_name(k4_ami_5,'@__29',_). constr_name(k5_ami_5,pi__4,_). constr_name(k6_ami_5,'ProgramPart',_). constr_name(k7_ami_5,'DataPart',_). constr_name(v1_ami_5,'data-only',_). constr_name(v2_ami_5,'data-only__2',_). constr_name(k8_ami_5,'+*__6',_). constr_name(k1_bintree1,'root-label',_). constr_name(v1_bintree1,binary,_). constr_name(v2_bintree1,binary__2,_). constr_name(k2_bintree1,'-tree__10',_). constr_name(v3_bintree1,binary__3,_). constr_name(k3_bintree1,'[..]__20',_). constr_name(k1_scm_comp,'SCM-AE',_). constr_name(k2_scm_comp,'-tree__11',_). constr_name(k3_scm_comp,'root-tree__4',_). constr_name(k4_scm_comp,'@__30',_). constr_name(k5_scm_comp,'+__63',_). constr_name(k6_scm_comp,'-__78',_). constr_name(k7_scm_comp,'*__99',_). constr_name(k8_scm_comp,div__3,_). constr_name(k9_scm_comp,mod__3,_). constr_name(k10_scm_comp,'-Meaning_on',_). constr_name(k11_scm_comp,'.__73',_). constr_name(k12_scm_comp,'.__74',_). constr_name(k13_scm_comp,'@__31',_). constr_name(k14_scm_comp,'Selfwork',_). constr_name(k15_scm_comp,'SCM-Compile',_). constr_name(k16_scm_comp,'d".',_). constr_name(k17_scm_comp,'max_Data-Loc_in',_). constr_name(k1_boolealg,'\\__17',_). constr_name(k2_boolealg,'\\+\\__8',_). constr_name(r1_boolealg,'=__8',_). constr_name(r2_boolealg,meets__2,_). constr_name(r3_boolealg,meets__3,_). constr_name(k3_boolealg,'\\+\\__9',_). constr_name(l1_msualg_1,'ManySortedSign',_). constr_name(v1_msualg_1,strict__ManySortedSign,_). constr_name(u1_msualg_1,'OperSymbols',the_OperSymbols). constr_name(u2_msualg_1,'Arity',the_Arity). constr_name(u3_msualg_1,'ResultSort',the_ResultSort). constr_name(g1_msualg_1,'ManySortedSign_constr',_). constr_name(v2_msualg_1,void__2,_). constr_name(k1_msualg_1,the_arity_of__5,_). constr_name(k2_msualg_1,the_result_sort_of,_). constr_name(l2_msualg_1,'many-sorted',_). constr_name(v3_msualg_1,'strict__many-sorted',_). constr_name(u4_msualg_1,'Sorts',the_Sorts). constr_name(g2_msualg_1,'many-sorted_constr',_). constr_name(l3_msualg_1,'MSAlgebra',_). constr_name(v4_msualg_1,strict__MSAlgebra,_). constr_name(u5_msualg_1,'Charact',the_Charact). constr_name(g3_msualg_1,'MSAlgebra_constr',_). constr_name(v5_msualg_1,'non-empty__4',_). constr_name(k3_msualg_1,'Args',_). constr_name(k4_msualg_1,'Result__3',_). constr_name(k5_msualg_1,'Den',_). constr_name(k6_msualg_1,signature__2,_). constr_name(v6_msualg_1,segmental,_). constr_name(k7_msualg_1,'MSSign',_). constr_name(k8_msualg_1,'MSSorts',_). constr_name(k9_msualg_1,'MSCharact',_). constr_name(k10_msualg_1,'MSAlg',_). constr_name(k11_msualg_1,the_sort_of,_). constr_name(k12_msualg_1,the_charact_of,_). constr_name(k13_msualg_1,'1-Alg',_). constr_name(k1_autgroup,'Aut',_). constr_name(k2_autgroup,'AutComp',_). constr_name(k3_autgroup,'AutGroup',_). constr_name(k4_autgroup,'InnAut',_). constr_name(k5_autgroup,'InnAutGroup',_). constr_name(k6_autgroup,'Conjugate',_). constr_name(v1_msualg_2,with_const_op__2,_). constr_name(v2_msualg_2,'all-with_const_op',_). constr_name(k1_msualg_2,'Constants__2',_). constr_name(k2_msualg_2,'Constants__3',_). constr_name(r1_msualg_2,is_closed_on__2,_). constr_name(v3_msualg_2,opers_closed__2,_). constr_name(k3_msualg_2,'/.__3',_). constr_name(k4_msualg_2,'Opers__3',_). constr_name(m1_msualg_2,'MSSubAlgebra',_). constr_name(k5_msualg_2,'SubSort',_). constr_name(k6_msualg_2,'SubSort__2',_). constr_name(k7_msualg_2,'@__32',_). constr_name(k8_msualg_2,'SubSort__3',_). constr_name(k9_msualg_2,'MSSubSort',_). constr_name(k10_msualg_2,'|__21',_). constr_name(k11_msualg_2,'/\\__27',_). constr_name(k12_msualg_2,'GenMSAlg',_). constr_name(k13_msualg_2,'"\\/"__9',_). constr_name(k14_msualg_2,'MSSub',_). constr_name(k15_msualg_2,'MSAlg_join',_). constr_name(k16_msualg_2,'MSAlg_meet',_). constr_name(k17_msualg_2,'MSSubAlLattice',_). constr_name(v1_pralg_2,with_common_domain,_). constr_name(k1_pralg_2,'DOM',_). constr_name(m1_pralg_2,'Element__36',_). constr_name(k2_pralg_2,'Commute',_). constr_name(k3_pralg_2,'Frege__3',_). constr_name(k4_pralg_2,'[[:..:]]__3',_). constr_name(k5_pralg_2,'[[:..:]]__4',_). constr_name(m2_pralg_2,'MSAlgebra-Family',_). constr_name(k6_pralg_2,'.__75',_). constr_name(k7_pralg_2,'|....|__9',_). constr_name(k8_pralg_2,'|....|__10',_). constr_name(k9_pralg_2,'[:..:]__27',_). constr_name(k10_pralg_2,'Carrier__5',_). constr_name(k11_pralg_2,'SORTS',_). constr_name(k12_pralg_2,'OPER',_). constr_name(k13_pralg_2,'?.',_). constr_name(k14_pralg_2,'OPS',_). constr_name(k15_pralg_2,product__5,_). constr_name(k1_msualg_3,'.__76',_). constr_name(k2_msualg_3,id__13,_). constr_name(v1_msualg_3,'"1-1"',_). constr_name(v2_msualg_3,'"onto"',_). constr_name(k3_msualg_3,'**__2',_). constr_name(k4_msualg_3,'""',_). constr_name(k5_msualg_3,'#__6',_). constr_name(k6_msualg_3,'#__7',_). constr_name(r1_msualg_3,is_homomorphism__2,_). constr_name(r2_msualg_3,is_epimorphism__2,_). constr_name(r3_msualg_3,is_monomorphism__2,_). constr_name(r4_msualg_3,is_isomorphism__2,_). constr_name(r5_msualg_3,are_isomorphic__8,_). constr_name(r6_msualg_3,are_isomorphic__9,_). constr_name(k7_msualg_3,'Image__3',_). constr_name(k1_msafree,'||__2',_). constr_name(k2_msafree,coprod,_). constr_name(k3_msafree,coprod__2,_). constr_name(m1_msafree,'GeneratorSet__2',_). constr_name(v1_msafree,free__5,_). constr_name(v2_msafree,free__6,_). constr_name(k4_msafree,'REL__2',_). constr_name(k5_msafree,'DTConMSA',_). constr_name(k6_msafree,'Sym__2',_). constr_name(k7_msafree,'FreeSort',_). constr_name(k8_msafree,'FreeSort__2',_). constr_name(k9_msafree,'DenOp',_). constr_name(k10_msafree,'FreeOper',_). constr_name(k11_msafree,'FreeMSA',_). constr_name(k12_msafree,'FreeGen',_). constr_name(k13_msafree,'FreeGen__2',_). constr_name(k14_msafree,'Reverse',_). constr_name(k15_msafree,'Reverse__2',_). constr_name(k16_msafree,pi__5,_). constr_name(k17_msafree,'@__33',_). constr_name(k18_msafree,pi__6,_). constr_name(r1_t_0topsp,are_homeomorphic,_). constr_name(v1_t_0topsp,open__7,_). constr_name(k1_t_0topsp,'Indiscernibility',_). constr_name(k2_t_0topsp,'Indiscernible',_). constr_name(k3_t_0topsp,'T_0-reflex',_). constr_name(k4_t_0topsp,'T_0-canonical_map',_). constr_name(v2_t_0topsp,discerning__3,_). constr_name(v1_msualg_4,'Relation-yielding',_). constr_name(m1_msualg_4,'ManySortedRelation',_). constr_name(v2_msualg_4,'MSEquivalence_Relation-like',_). constr_name(k1_msualg_4,'.__77',_). constr_name(v3_msualg_4,'MSEquivalence-like',_). constr_name(v4_msualg_4,'MSCongruence-like',_). constr_name(k2_msualg_4,'.__78',_). constr_name(k3_msualg_4,'Class__5',_). constr_name(k4_msualg_4,'Class__6',_). constr_name(k5_msualg_4,'.__79',_). constr_name(k6_msualg_4,'*__100',_). constr_name(k7_msualg_4,'#__8',_). constr_name(k8_msualg_4,'QuotRes',_). constr_name(k9_msualg_4,'QuotArgs',_). constr_name(k10_msualg_4,'QuotRes__2',_). constr_name(k11_msualg_4,'QuotArgs__2',_). constr_name(k12_msualg_4,'QuotCharact',_). constr_name(k13_msualg_4,'QuotCharact__2',_). constr_name(k14_msualg_4,'QuotMSAlg',_). constr_name(k15_msualg_4,'MSNat_Hom',_). constr_name(k16_msualg_4,'MSNat_Hom__2',_). constr_name(k17_msualg_4,'MSCng',_). constr_name(k18_msualg_4,'MSCng__2',_). constr_name(k19_msualg_4,'MSHomQuot',_). constr_name(k20_msualg_4,'MSHomQuot__2',_). constr_name(v1_quantal1,directed,_). constr_name(l1_quantal1,'QuantaleStr',_). constr_name(v2_quantal1,strict__QuantaleStr,_). constr_name(g1_quantal1,'QuantaleStr_constr',_). constr_name(l2_quantal1,'QuasiNetStr',_). constr_name(v3_quantal1,strict__QuasiNetStr,_). constr_name(g2_quantal1,'QuasiNetStr_constr',_). constr_name(v4_quantal1,'with_left-zero',_). constr_name(v5_quantal1,'with_right-zero',_). constr_name(v6_quantal1,with_zero,_). constr_name(v7_quantal1,'right-distributive__2',_). constr_name(v8_quantal1,'left-distributive__2',_). constr_name(v9_quantal1,'times-additive',_). constr_name(v10_quantal1,'times-continuous',_). constr_name(v11_quantal1,idempotent__3,_). constr_name(v12_quantal1,inflationary,_). constr_name(v13_quantal1,deflationary,_). constr_name(v14_quantal1,monotone__2,_). constr_name(v15_quantal1,'\\/-distributive__2',_). constr_name(v16_quantal1,'times-monotone',_). constr_name(k1_quantal1,'-r>',_). constr_name(k2_quantal1,'-l>',_). constr_name(v17_quantal1,dualizing,_). constr_name(v18_quantal1,cyclic__3,_). constr_name(l3_quantal1,'Girard-QuantaleStr',_). constr_name(v19_quantal1,'strict__Girard-QuantaleStr',_). constr_name(u1_quantal1,absurd,the_absurd). constr_name(g3_quantal1,'Girard-QuantaleStr_constr',_). constr_name(v20_quantal1,cyclic__4,_). constr_name(v21_quantal1,dualized,_). constr_name(k3_quantal1,'Bottom__2',_). constr_name(k4_quantal1,'Top__2',_). constr_name(k5_quantal1,'Bottom__3',_). constr_name(k6_quantal1,'Negation',_). constr_name(k7_quantal1,'Bottom__4',_). constr_name(k8_quantal1,'Bottom__5',_). constr_name(k9_quantal1,delta__5,_). constr_name(v1_toprns_1,'non-zero__3',_). constr_name(k1_toprns_1,'+__64',_). constr_name(k2_toprns_1,'*__101',_). constr_name(k3_toprns_1,'-__79',_). constr_name(k4_toprns_1,'-__80',_). constr_name(k5_toprns_1,'|....|__11',_). constr_name(k6_toprns_1,'|....|__12',_). constr_name(v2_toprns_1,bounded__11,_). constr_name(v3_toprns_1,convergent__6,_). constr_name(k7_toprns_1,lim__11,_). constr_name(r1_sppol_1,is_extremal_in,_). constr_name(v1_sppol_1,horizontal,_). constr_name(v2_sppol_1,vertical,_). constr_name(v3_sppol_1,alternating,_). constr_name(r2_sppol_1,are_generators_of,_). constr_name(k1_reloc,'+__65',_). constr_name(k2_reloc,'-'__3',_). constr_name(k3_reloc,'IncAddr',_). constr_name(k4_reloc,'Shift',_). constr_name(k5_reloc,'IncAddr__2',_). constr_name(k6_reloc,'Relocated',_). constr_name(v1_tex_4,'anti-discrete__2',_). constr_name(v2_tex_4,'anti-discrete-set-family',_). constr_name(k1_tex_4,'MaxADSF',_). constr_name(v3_tex_4,'maximal_anti-discrete',_). constr_name(k2_tex_4,'MaxADSet',_). constr_name(k3_tex_4,'MaxADSet__2',_). constr_name(k4_tex_4,'MaxADSet__3',_). constr_name(v4_tex_4,'maximal_anti-discrete__2',_). constr_name(k5_tex_4,'MaxADSspace',_). constr_name(k6_tex_4,'Sspace__2',_). constr_name(k7_tex_4,'MaxADSspace__2',_). constr_name(m1_tsp_1,'SubSpace__3',_). constr_name(m2_tsp_1,'SubSpace__4',_). constr_name(v1_tsp_1,'T_0',_). constr_name(v2_tsp_1,'T_0__2',_). constr_name(v3_tsp_1,'T_0__3',_). constr_name(v1_tsp_2,maximal_T_0,_). constr_name(v2_tsp_2,maximal_T_0__2,_). constr_name(k1_tsp_2,'Stone-retraction',_). constr_name(k2_tsp_2,'Stone-retraction__2',_). constr_name(k3_tsp_2,'Stone-retraction__3',_). constr_name(k4_tsp_2,'Stone-retraction__4',_). constr_name(r1_projpl_1,'|'',_). constr_name(r2_projpl_1,on__8,_). constr_name(r3_projpl_1,on__9,_). constr_name(v1_projpl_1,configuration,_). constr_name(r4_projpl_1,is_collinear__4,_). constr_name(r5_projpl_1,is_a_quadrangle,_). constr_name(m1_projpl_1,'Quadrangle',_). constr_name(k1_projpl_1,'*__102',_). constr_name(k2_projpl_1,'*__103',_). constr_name(k1_sgraph1,nat_interval,_). constr_name(k2_sgraph1,'TWOELEMENTSETS',_). constr_name(l1_sgraph1,'SimpleGraphStruct',_). constr_name(v1_sgraph1,strict__SimpleGraphStruct,_). constr_name(u1_sgraph1,'SEdges',the_SEdges). constr_name(g1_sgraph1,'SimpleGraphStruct_constr',_). constr_name(k3_sgraph1,'SIMPLEGRAPHS',_). constr_name(m1_sgraph1,'SimpleGraph',_). constr_name(r1_sgraph1,is_isomorphic_to,_). constr_name(r2_sgraph1,is_SetOfSimpleGraphs_of,_). constr_name(m2_sgraph1,'SubGraph',_). constr_name(k4_sgraph1,degree,_). constr_name(r3_sgraph1,is_path_of,_). constr_name(k5_sgraph1,'PATHS',_). constr_name(r4_sgraph1,is_cycle_of,_). constr_name(k6_sgraph1,'K_',_). constr_name(k7_sgraph1,'K___2',_). constr_name(k8_sgraph1,'TriangleGraph',_). constr_name(v1_grsolv_1,solvable,_). constr_name(k1_grsolv_1,'|__22',_). constr_name(k2_grsolv_1,'.:__30',_). constr_name(r1_filter_2,'=__9',_). constr_name(m1_filter_2,'Filter__3',_). constr_name(k1_filter_2,'<....)__4',_). constr_name(k2_filter_2,'<....)__5',_). constr_name(k3_filter_2,'<....)__6',_). constr_name(k4_filter_2,'"/\\"__9',_). constr_name(m2_filter_2,'Ideal__2',_). constr_name(k5_filter_2,'.:__31',_). constr_name(k6_filter_2,'.:__32',_). constr_name(k7_filter_2,'.:__33',_). constr_name(k8_filter_2,'.:__34',_). constr_name(k9_filter_2,'.:__35',_). constr_name(k10_filter_2,'.:__36',_). constr_name(k11_filter_2,'.:__37',_). constr_name(k12_filter_2,'.:__38',_). constr_name(k13_filter_2,'.:__39',_). constr_name(k14_filter_2,'.:__40',_). constr_name(k15_filter_2,'.:__41',_). constr_name(k16_filter_2,'.:__42',_). constr_name(k17_filter_2,'(....>',_). constr_name(k18_filter_2,'(....>__2',_). constr_name(r2_filter_2,'is_max-ideal',_). constr_name(k19_filter_2,'(....>__3',_). constr_name(v1_filter_2,prime__3,_). constr_name(k20_filter_2,'"\\/"__10',_). constr_name(k21_filter_2,'"\\/"__11',_). constr_name(k22_filter_2,'[#..#]',_). constr_name(k23_filter_2,latt__3,_). constr_name(k24_filter_2,'.:__43',_). constr_name(k1_cat_5,'`11__4',_). constr_name(k2_cat_5,'`12__4',_). constr_name(k3_cat_5,'`2__18',_). constr_name(v1_cat_5,'with_triple-like_morphisms',_). constr_name(k4_cat_5,'`11__5',_). constr_name(k5_cat_5,'`12__5',_). constr_name(k6_cat_5,'/\\__28',_). constr_name(k7_cat_5,'Image__4',_). constr_name(v2_cat_5,categorial,_). constr_name(m1_cat_5,'Element__37',_). constr_name(v3_cat_5,'Categorial',_). constr_name(k8_cat_5,'`11__6',_). constr_name(k9_cat_5,'`12__6',_). constr_name(k10_cat_5,cat__2,_). constr_name(k11_cat_5,'`2__19',_). constr_name(v4_cat_5,full__2,_). constr_name(k12_cat_5,'Hom__3',_). constr_name(k13_cat_5,'Hom__4',_). constr_name(k14_cat_5,'-SliceCat',_). constr_name(k15_cat_5,'-SliceCat__2',_). constr_name(k16_cat_5,'`2__20',_). constr_name(k17_cat_5,'`11__7',_). constr_name(k18_cat_5,'`12__7',_). constr_name(k19_cat_5,'`2__21',_). constr_name(k20_cat_5,'`11__8',_). constr_name(k21_cat_5,'`12__8',_). constr_name(k22_cat_5,'SliceFunctor',_). constr_name(k23_cat_5,'SliceContraFunctor',_). constr_name(l1_fsm_1,'FSM',_). constr_name(v1_fsm_1,strict__FSM,_). constr_name(u1_fsm_1,'Tran',the_Tran). constr_name(u2_fsm_1,'InitS',the_InitS). constr_name(g1_fsm_1,'FSM_constr',_). constr_name(k1_fsm_1,'-succ_of',_). constr_name(k2_fsm_1,'-admissible',_). constr_name(r1_fsm_1,'-leads_to',_). constr_name(r2_fsm_1,is_admissible_for,_). constr_name(k3_fsm_1,leads_to_under,_). constr_name(l2_fsm_1,'Mealy-FSM',_). constr_name(l3_fsm_1,'Moore-FSM',_). constr_name(v2_fsm_1,'strict__Moore-FSM',_). constr_name(v3_fsm_1,strict,_). constr_name(u3_fsm_1,'OFun',the_OFun). constr_name(u4_fsm_1,'OFun__2',the_OFun__2). constr_name(g2_fsm_1,'Mealy-FSM_constr',_). constr_name(g3_fsm_1,'Moore-FSM_constr',_). constr_name(k4_fsm_1,'-response',_). constr_name(k5_fsm_1,'-response__2',_). constr_name(r3_fsm_1,is_similar_to,_). constr_name(r4_fsm_1,'-are_equivalent',_). constr_name(r5_fsm_1,'-are_equivalent__2',_). constr_name(r6_fsm_1,'-equivalent',_). constr_name(k6_fsm_1,'-eq_states_EqR',_). constr_name(k7_fsm_1,'-eq_states_partition',_). constr_name(v4_fsm_1,final,_). constr_name(k8_fsm_1,final_states_partition,_). constr_name(k9_fsm_1,'-succ_class',_). constr_name(k10_fsm_1,'-class_response',_). constr_name(k11_fsm_1,the_reduction_of,_). constr_name(r7_fsm_1,'-are_isomorphic',_). constr_name(v5_fsm_1,reduced,_). constr_name(v6_fsm_1,accessible,_). constr_name(v7_fsm_1,connected__6,_). constr_name(k12_fsm_1,accessibleStates,_). constr_name(k13_fsm_1,'-Mealy_union',_). constr_name(r1_sppol_2,split,_). constr_name(k1_sppol_2,'[....]__7',_). constr_name(k1_goboard5,v_strip,_). constr_name(k2_goboard5,h_strip,_). constr_name(k3_goboard5,cell,_). constr_name(v1_goboard5,'s.c.c.',_). constr_name(v2_goboard5,standard,_). constr_name(k4_goboard5,right_cell,_). constr_name(k5_goboard5,left_cell,_). constr_name(k1_pscomp_1,rng__14,_). constr_name(k2_pscomp_1,'"__29',_). constr_name(k3_pscomp_1,sup__5,_). constr_name(k4_pscomp_1,inf__5,_). constr_name(v1_pscomp_1,with_max,_). constr_name(v2_pscomp_1,with_min,_). constr_name(v3_pscomp_1,open__8,_). constr_name(v4_pscomp_1,closed__9,_). constr_name(k5_pscomp_1,'-__81',_). constr_name(k6_pscomp_1,'Inv__2',_). constr_name(k7_pscomp_1,'Cl__2',_). constr_name(v5_pscomp_1,bounded_below__5,_). constr_name(v6_pscomp_1,bounded_above__5,_). constr_name(v7_pscomp_1,with_max__2,_). constr_name(v8_pscomp_1,with_min__2,_). constr_name(k8_pscomp_1,'-__82',_). constr_name(k9_pscomp_1,'+__66',_). constr_name(k10_pscomp_1,'Inv__3',_). constr_name(k11_pscomp_1,'"__30',_). constr_name(k12_pscomp_1,inf__6,_). constr_name(k13_pscomp_1,sup__6,_). constr_name(v9_pscomp_1,continuous__3,_). constr_name(k14_pscomp_1,'.:__44',_). constr_name(k15_pscomp_1,'||__3',_). constr_name(v10_pscomp_1,pseudocompact,_). constr_name(k16_pscomp_1,proj1__2,_). constr_name(k17_pscomp_1,proj2__2,_). constr_name(k18_pscomp_1,'W-bound',_). constr_name(k19_pscomp_1,'N-bound',_). constr_name(k20_pscomp_1,'E-bound',_). constr_name(k21_pscomp_1,'S-bound',_). constr_name(k22_pscomp_1,'SW-corner',_). constr_name(k23_pscomp_1,'NW-corner',_). constr_name(k24_pscomp_1,'NE-corner',_). constr_name(k25_pscomp_1,'SE-corner',_). constr_name(k26_pscomp_1,'W-most',_). constr_name(k27_pscomp_1,'N-most',_). constr_name(k28_pscomp_1,'E-most',_). constr_name(k29_pscomp_1,'S-most',_). constr_name(k30_pscomp_1,'W-min',_). constr_name(k31_pscomp_1,'W-max',_). constr_name(k32_pscomp_1,'N-min',_). constr_name(k33_pscomp_1,'N-max',_). constr_name(k34_pscomp_1,'E-max',_). constr_name(k35_pscomp_1,'E-min',_). constr_name(k36_pscomp_1,'S-max',_). constr_name(k37_pscomp_1,'S-min',_). constr_name(k1_msaterm,'-Terms',_). constr_name(k2_msaterm,'Sym__3',_). constr_name(m1_msaterm,'ArgumentSeq',_). constr_name(k3_msaterm,'.__80',_). constr_name(k4_msaterm,'-term',_). constr_name(k5_msaterm,'-term__2',_). constr_name(k6_msaterm,'-tree__12',_). constr_name(k7_msaterm,the_sort_of__2,_). constr_name(m2_msaterm,'CompoundTerm',_). constr_name(m3_msaterm,'SetWithCompoundTerm',_). constr_name(k8_msaterm,'|__23',_). constr_name(m4_msaterm,'Variables',_). constr_name(r1_msaterm,is_an_evaluation_of,_). constr_name(k9_msaterm,'@__34',_). constr_name(m1_decomp_1,'alpha-set',_). constr_name(v1_decomp_1,'semi-open',_). constr_name(v2_decomp_1,'pre-open',_). constr_name(v3_decomp_1,'pre-semi-open',_). constr_name(v4_decomp_1,'semi-pre-open',_). constr_name(k1_decomp_1,sInt,_). constr_name(k2_decomp_1,pInt,_). constr_name(k3_decomp_1,alphaInt,_). constr_name(k4_decomp_1,psInt,_). constr_name(k5_decomp_1,spInt,_). constr_name(k6_decomp_1,'^alpha',_). constr_name(k7_decomp_1,'SO',_). constr_name(k8_decomp_1,'PO',_). constr_name(k9_decomp_1,'SPO',_). constr_name(k10_decomp_1,'PSO',_). constr_name(k11_decomp_1,'D(c,alpha)',_). constr_name(k12_decomp_1,'D(c,p)',_). constr_name(k13_decomp_1,'D(c,s)',_). constr_name(k14_decomp_1,'D(c,ps)',_). constr_name(k15_decomp_1,'D(alpha,p)',_). constr_name(k16_decomp_1,'D(alpha,s)',_). constr_name(k17_decomp_1,'D(alpha,ps)',_). constr_name(k18_decomp_1,'D(p,sp)',_). constr_name(k19_decomp_1,'D(p,ps)',_). constr_name(k20_decomp_1,'D(sp,ps)',_). constr_name(v5_decomp_1,'s-continuous',_). constr_name(v6_decomp_1,'p-continuous',_). constr_name(v7_decomp_1,'alpha-continuous',_). constr_name(v8_decomp_1,'ps-continuous',_). constr_name(v9_decomp_1,'sp-continuous',_). constr_name(v10_decomp_1,'(c,alpha)-continuous',_). constr_name(v11_decomp_1,'(c,s)-continuous',_). constr_name(v12_decomp_1,'(c,p)-continuous',_). constr_name(v13_decomp_1,'(c,ps)-continuous',_). constr_name(v14_decomp_1,'(alpha,p)-continuous',_). constr_name(v15_decomp_1,'(alpha,s)-continuous',_). constr_name(v16_decomp_1,'(alpha,ps)-continuous',_). constr_name(v17_decomp_1,'(p,ps)-continuous',_). constr_name(v18_decomp_1,'(p,sp)-continuous',_). constr_name(v19_decomp_1,'(sp,ps)-continuous',_). constr_name(m1_msafree1,'FinSequence__4',_). constr_name(k1_msafree1,'Flatten',_). constr_name(v1_msafree1,disjoint_valued__3,_). constr_name(k2_msafree1,'SingleAlg',_). constr_name(k1_msuhom_1,'|->__6',_). constr_name(r1_msuhom_1,'<=__5',_). constr_name(k2_msuhom_1,'Over',_). constr_name(k3_msuhom_1,'MSAlg__2',_). constr_name(k1_msafree2,'SortsWithConstants',_). constr_name(k2_msafree2,'InputVertices',_). constr_name(k3_msafree2,'InnerVertices',_). constr_name(v1_msafree2,with_input_V,_). constr_name(k4_msafree2,'InnerVertices__2',_). constr_name(m1_msafree2,'InputValues',_). constr_name(v2_msafree2,'Circuit-like',_). constr_name(k5_msafree2,action_at,_). constr_name(k6_msafree2,'FreeEnv',_). constr_name(k7_msafree2,'Eval',_). constr_name(v3_msafree2,'finitely-generated',_). constr_name(v4_msafree2,'locally-finite__2',_). constr_name(k8_msafree2,'Trivial_Algebra__2',_). constr_name(v5_msafree2,monotonic,_). constr_name(k9_msafree2,depth,_). constr_name(k1_autalg_1,'UAAut',_). constr_name(k2_autalg_1,'UAAutComp',_). constr_name(k3_autalg_1,'UAAutGroup',_). constr_name(m1_autalg_1,'MSFunctionSet',_). constr_name(m2_autalg_1,'Element__38',_). constr_name(k4_autalg_1,'MSAAut',_). constr_name(k5_autalg_1,'MSAAutComp',_). constr_name(k6_autalg_1,'MSAAutGroup',_). constr_name(k1_circuit1,'Set-Constants',_). constr_name(k2_circuit1,'-th_InputValues',_). constr_name(k3_circuit1,depends_on_in,_). constr_name(k4_circuit1,size,_). constr_name(k5_circuit1,depth__2,_). constr_name(k6_circuit1,depth__3,_). constr_name(k7_circuit1,depth__4,_). constr_name(k1_cantor_1,'UniCl',_). constr_name(m1_cantor_1,'Basis__4',_). constr_name(k2_cantor_1,'FinMeetCl',_). constr_name(k3_cantor_1,'.__81',_). constr_name(m2_cantor_1,prebasis,_). constr_name(k4_cantor_1,the_Cantor_set,_). constr_name(l1_altcat_1,'AltGraph',_). constr_name(v1_altcat_1,strict__AltGraph,_). constr_name(u1_altcat_1,'Arrows',the_Arrows). constr_name(g1_altcat_1,'AltGraph_constr',_). constr_name(k1_altcat_1,'<^..^>',_). constr_name(v2_altcat_1,transitive__4,_). constr_name(k2_altcat_1,'{|..|}',_). constr_name(k3_altcat_1,'{|..|}__2',_). constr_name(k4_altcat_1,'.__82',_). constr_name(v3_altcat_1,associative__3,_). constr_name(v4_altcat_1,with_right_units,_). constr_name(v5_altcat_1,with_left_units,_). constr_name(l2_altcat_1,'AltCatStr',_). constr_name(v6_altcat_1,strict__AltCatStr,_). constr_name(u2_altcat_1,'Comp__2',the_Comp__2). constr_name(g2_altcat_1,'AltCatStr_constr',_). constr_name(k5_altcat_1,'*__104',_). constr_name(v7_altcat_1,compositional,_). constr_name(k6_altcat_1,'FuncComp',_). constr_name(v8_altcat_1,'quasi-functional',_). constr_name(v9_altcat_1,'semi-functional',_). constr_name(v10_altcat_1,'pseudo-functional',_). constr_name(k7_altcat_1,'EnsCat',_). constr_name(v11_altcat_1,associative__4,_). constr_name(v12_altcat_1,with_units,_). constr_name(k8_altcat_1,idm,_). constr_name(v13_altcat_1,'quasi-discrete',_). constr_name(v14_altcat_1,'pseudo-discrete',_). constr_name(k9_altcat_1,'DiscrCat',_). constr_name(k1_extens_1,doms__5,_). constr_name(k2_extens_1,rngs__3,_). constr_name(k1_circuit2,'+*__7',_). constr_name(k2_circuit2,'Fix_inp',_). constr_name(k3_circuit2,'Fix_inp_ext',_). constr_name(k4_circuit2,'IGTree',_). constr_name(k5_circuit2,'IGValue',_). constr_name(k6_circuit2,'Following__2',_). constr_name(v1_circuit2,stable,_). constr_name(k7_circuit2,'Following__3',_). constr_name(k8_circuit2,'InitialComp',_). constr_name(k9_circuit2,'Computation__2',_). constr_name(k1_circcomb,'+*__8',_). constr_name(k2_circcomb,'+*__9',_). constr_name(r1_circcomb,tolerates__5,_). constr_name(k3_circcomb,'+*__10',_). constr_name(r2_circcomb,tolerates__6,_). constr_name(k4_circcomb,'+*__11',_). constr_name(k5_circcomb,'-->__21',_). constr_name(k6_circcomb,'1GateCircStr',_). constr_name(k7_circcomb,'1GateCircStr__2',_). constr_name(v1_circcomb,unsplit,_). constr_name(v2_circcomb,'gate`1=arity',_). constr_name(v3_circcomb,'gate`2isBoolean',_). constr_name(v4_circcomb,'gate`2=den',_). constr_name(v5_circcomb,'gate`2=den__2',_). constr_name(m1_circcomb,'FinSeqLen',_). constr_name(k8_circcomb,'1GateCircuit',_). constr_name(k9_circcomb,'1GateCircuit__2',_). constr_name(k10_circcomb,'BOOLEAN__2',_). constr_name(v6_circcomb,'Boolean__2',_). constr_name(k1_graph_2,'-cut',_). constr_name(k2_graph_2,'-cut__2',_). constr_name(k3_graph_2,'^'',_). constr_name(k4_graph_2,'^'__2',_). constr_name(v1_graph_2,'TwoValued',_). constr_name(v2_graph_2,'Alternating',_). constr_name(m1_graph_2,'FinSubsequence',_). constr_name(k5_graph_2,'-VSet',_). constr_name(r1_graph_2,is_vertex_seq_of,_). constr_name(r2_graph_2,alternates_vertices_in,_). constr_name(k6_graph_2,'vertex-seq',_). constr_name(v3_graph_2,simple__2,_). constr_name(k7_graph_2,'vertex-seq__2',_). constr_name(k1_vectsp_8,lattice__2,_). constr_name(m1_vectsp_8,'SubVS-Family',_). constr_name(m2_vectsp_8,'Element__39',_). constr_name(k2_vectsp_8,'Subspaces__3',_). constr_name(k3_vectsp_8,carr__3,_). constr_name(k4_vectsp_8,carr__4,_). constr_name(k5_vectsp_8,meet__9,_). constr_name(k6_vectsp_8,'FuncLatt',_). constr_name(m3_vectsp_8,'Semilattice-Homomorphism',_). constr_name(m4_vectsp_8,'sup-Semilattice-Homomorphism',_). constr_name(k1_latsubgr,carr__5,_). constr_name(k2_latsubgr,meet__10,_). constr_name(k3_latsubgr,'FuncLatt__2',_). constr_name(m1_unialg_3,'SubAlgebra-Family',_). constr_name(m2_unialg_3,'Element__40',_). constr_name(k1_unialg_3,'Sub__2',_). constr_name(k2_unialg_3,'UniAlg_join__2',_). constr_name(k3_unialg_3,'UniAlg_meet__2',_). constr_name(k4_unialg_3,carr__6,_). constr_name(k5_unialg_3,'Carr',_). constr_name(k6_unialg_3,'Carr__2',_). constr_name(k7_unialg_3,meet__11,_). constr_name(k8_unialg_3,'FuncLatt__3',_). constr_name(k1_index_1,'`2__22',_). constr_name(v1_index_1,'Category-yielding',_). constr_name(k2_index_1,'.__83',_). constr_name(k3_index_1,'Objs',_). constr_name(k4_index_1,'Mphs',_). constr_name(k5_index_1,'Objs__2',_). constr_name(k6_index_1,'Mphs__2',_). constr_name(m1_index_1,'ManySortedSet__2',_). constr_name(k7_index_1,'[..]__21',_). constr_name(k8_index_1,'`1__18',_). constr_name(k9_index_1,'`2__23',_). constr_name(v2_index_1,'Category-yielding_on_first',_). constr_name(v3_index_1,'Function-yielding_on_second',_). constr_name(k10_index_1,'`1__19',_). constr_name(k11_index_1,'`2__24',_). constr_name(k12_index_1,'[..]__22',_). constr_name(m2_index_1,'ManySortedFunctor',_). constr_name(k13_index_1,'.__84',_). constr_name(m3_index_1,'Indexing',_). constr_name(k14_index_1,'`2__25',_). constr_name(m4_index_1,'TargetCat',_). constr_name(m5_index_1,'Indexing__2',_). constr_name(k15_index_1,'-functor',_). constr_name(k16_index_1,rng__15,_). constr_name(k17_index_1,'.__85',_). constr_name(k18_index_1,'.__86',_). constr_name(k19_index_1,'-indexing_of',_). constr_name(k20_index_1,'*__105',_). constr_name(k21_index_1,'*__106',_). constr_name(k22_index_1,'*__107',_). constr_name(k1_matrlin,'/.__4',_). constr_name(k2_matrlin,'Del__2',_). constr_name(k3_matrlin,'<*..*>__19',_). constr_name(v1_matrlin,'FinSequence-yielding',_). constr_name(k4_matrlin,'^^__3',_). constr_name(v2_matrlin,'finite-dimensional',_). constr_name(m1_matrlin,'OrdBasis',_). constr_name(k5_matrlin,'+__67',_). constr_name(k6_matrlin,'*__108',_). constr_name(k7_matrlin,lmlt,_). constr_name(k8_matrlin,'Sum__20',_). constr_name(k9_matrlin,'^^__4',_). constr_name(k10_matrlin,'^__15',_). constr_name(k11_matrlin,'.:__45',_). constr_name(k12_matrlin,'|--__5',_). constr_name(k13_matrlin,'AutMt',_). constr_name(k1_weierstr,'"__31',_). constr_name(k2_weierstr,'.:__46',_). constr_name(k3_weierstr,'[#]__5',_). constr_name(k4_weierstr,upper_bound__3,_). constr_name(k5_weierstr,lower_bound__3,_). constr_name(k6_weierstr,dist__8,_). constr_name(k7_weierstr,dist_max,_). constr_name(k8_weierstr,dist_min,_). constr_name(k9_weierstr,min_dist_min,_). constr_name(k10_weierstr,max_dist_min,_). constr_name(k11_weierstr,min_dist_max,_). constr_name(k12_weierstr,max_dist_max,_). constr_name(k1_urysohn1,'R<0',_). constr_name(k2_urysohn1,'R>1',_). constr_name(k3_urysohn1,dyadic,_). constr_name(k4_urysohn1,'DYADIC',_). constr_name(k5_urysohn1,'DOM__2',_). constr_name(k6_urysohn1,'.__87',_). constr_name(k7_urysohn1,dyad,_). constr_name(k8_urysohn1,axis,_). constr_name(v1_urysohn1,being_T1,_). constr_name(k9_urysohn1,'.__88',_). constr_name(m1_urysohn1,'Between',_). constr_name(v1_facirc_1,pair,_). constr_name(v2_facirc_1,with_pair,_). constr_name(v3_facirc_1,'nonpair-yielding',_). constr_name(k1_facirc_1,''xor'__3',_). constr_name(k2_facirc_1,''or'__8',_). constr_name(k3_facirc_1,''&'__11',_). constr_name(k4_facirc_1,or3,_). constr_name(k5_facirc_1,'<*..*>__20',_). constr_name(k6_facirc_1,'<*..*>__21',_). constr_name(k7_facirc_1,'<*..*>__22',_). constr_name(k8_facirc_1,'^__16',_). constr_name(k9_facirc_1,'Following__4',_). constr_name(r1_facirc_1,is_stable_at,_). constr_name(k10_facirc_1,'1GateCircuit__3',_). constr_name(k11_facirc_1,'1GateCircuit__4',_). constr_name(k12_facirc_1,'2GatesCircStr',_). constr_name(k13_facirc_1,'2GatesCircOutput',_). constr_name(k14_facirc_1,'2GatesCircuit',_). constr_name(k15_facirc_1,'.__89',_). constr_name(k16_facirc_1,'BitAdderOutput',_). constr_name(k17_facirc_1,'BitAdderCirc',_). constr_name(k18_facirc_1,'MajorityIStr',_). constr_name(k19_facirc_1,'MajorityStr',_). constr_name(k20_facirc_1,'MajorityICirc',_). constr_name(k21_facirc_1,'MajorityOutput',_). constr_name(k22_facirc_1,'MajorityCirc',_). constr_name(k23_facirc_1,'BitAdderWithOverflowStr',_). constr_name(k24_facirc_1,'BitAdderWithOverflowCirc',_). constr_name(k1_cohsp_1,'FlatCoh',_). constr_name(k2_cohsp_1,'Sub_of_Fin',_). constr_name(v1_cohsp_1,'c=directed',_). constr_name(v2_cohsp_1,'c=filtered',_). constr_name(k3_cohsp_1,'Fin__2',_). constr_name(v3_cohsp_1,'d.union-closed',_). constr_name(k4_cohsp_1,union__12,_). constr_name(r1_cohsp_1,includes_lattice_of,_). constr_name(r2_cohsp_1,includes_lattice_of__2,_). constr_name(v4_cohsp_1,'union-distributive',_). constr_name(v5_cohsp_1,'d.union-distributive',_). constr_name(v6_cohsp_1,'c=-monotone',_). constr_name(v7_cohsp_1,'cap-distributive',_). constr_name(v8_cohsp_1,'U-continuous',_). constr_name(v9_cohsp_1,'U-stable',_). constr_name(v10_cohsp_1,'U-linear',_). constr_name(k5_cohsp_1,graph,_). constr_name(k6_cohsp_1,graph__2,_). constr_name(k7_cohsp_1,'Trace',_). constr_name(k8_cohsp_1,'Trace__2',_). constr_name(k9_cohsp_1,'StabCoh',_). constr_name(k10_cohsp_1,'LinTrace',_). constr_name(k11_cohsp_1,'LinTrace__2',_). constr_name(k12_cohsp_1,'LinCoh',_). constr_name(k13_cohsp_1,''not'__11',_). constr_name(k14_cohsp_1,'U+',_). constr_name(k15_cohsp_1,'"/\\"__10',_). constr_name(k16_cohsp_1,'"\\/"__12',_). constr_name(k17_cohsp_1,'[*]__4',_). constr_name(k1_pua2mss1,rng__16,_). constr_name(m1_pua2mss1,'Element__41',_). constr_name(k2_pua2mss1,'Den__2',_). constr_name(k3_pua2mss1,'SmallestPartition',_). constr_name(m2_pua2mss1,'IndexedPartition',_). constr_name(k4_pua2mss1,rng__17,_). constr_name(k5_pua2mss1,id__14,_). constr_name(k6_pua2mss1,'-index_of',_). constr_name(k7_pua2mss1,'DomRel',_). constr_name(k8_pua2mss1,'|^__13',_). constr_name(k9_pua2mss1,'|^__14',_). constr_name(k10_pua2mss1,'LimDomRel',_). constr_name(r1_pua2mss1,is_partitable_wrt,_). constr_name(r2_pua2mss1,is_exactly_partitable_wrt,_). constr_name(m3_pua2mss1,a_partition__2,_). constr_name(m4_pua2mss1,'IndexedPartition__2',_). constr_name(k11_pua2mss1,rng__18,_). constr_name(r3_pua2mss1,form_morphism_between,_). constr_name(r4_pua2mss1,is_rougher_than,_). constr_name(r5_pua2mss1,is_rougher_than__2,_). constr_name(k12_pua2mss1,'MSSign__2',_). constr_name(k13_pua2mss1,'`1__20',_). constr_name(k14_pua2mss1,'`2__26',_). constr_name(r6_pua2mss1,can_be_characterized_by,_). constr_name(r7_pua2mss1,can_be_characterized_by__2,_). constr_name(k1_vectsp_9,dim,_). constr_name(k2_vectsp_9,'Subspaces_of',_). constr_name(k1_endalg,'UAEnd',_). constr_name(k2_endalg,'UAEndComp',_). constr_name(k3_endalg,'UAEndMonoid',_). constr_name(k4_endalg,'MSAEnd',_). constr_name(k5_endalg,'MSAEndComp',_). constr_name(k6_endalg,'MSAEndMonoid',_). constr_name(v1_endalg,'unity-preserving',_). constr_name(r1_endalg,is_monomorphism__3,_). constr_name(r2_endalg,is_epimorphism__3,_). constr_name(r3_endalg,is_isomorphism__3,_). constr_name(r4_endalg,are_isomorphic__10,_). constr_name(k1_triang_1,'|_2__4',_). constr_name(k2_triang_1,'SgmX',_). constr_name(k3_triang_1,symplexes,_). constr_name(m1_triang_1,'Element__42',_). constr_name(v1_triang_1,'lower_non-empty',_). constr_name(k4_triang_1,'FuncsSeq',_). constr_name(k5_triang_1,'@__35',_). constr_name(k6_triang_1,'NatEmbSeq',_). constr_name(l1_triang_1,'TriangStr',_). constr_name(v2_triang_1,strict__TriangStr,_). constr_name(u1_triang_1,'SkeletonSeq',the_SkeletonSeq). constr_name(u2_triang_1,'FacesAssign',the_FacesAssign). constr_name(g1_triang_1,'TriangStr_constr',_). constr_name(v3_triang_1,'lower_non-empty__2',_). constr_name(k7_triang_1,face,_). constr_name(k8_triang_1,'Triang',_). constr_name(k1_goboard9,'Rev__3',_). constr_name(k2_goboard9,'LeftComp',_). constr_name(k3_goboard9,'RightComp',_). constr_name(k1_msualg_5,'EqCl',_). constr_name(k2_msualg_5,'EqRelLatt',_). constr_name(k3_msualg_5,'EqCl__2',_). constr_name(k4_msualg_5,'"\\/"__13',_). constr_name(k5_msualg_5,'EqRelLatt__2',_). constr_name(k6_msualg_5,'CongrLatt',_). constr_name(k1_altcat_2,'~__16',_). constr_name(k2_altcat_2,'~__17',_). constr_name(k3_altcat_2,'**__3',_). constr_name(r1_altcat_2,'cc=',_). constr_name(r2_altcat_2,'cc=__2',_). constr_name(k4_altcat_2,the_hom_sets_of,_). constr_name(k5_altcat_2,the_comps_of,_). constr_name(k6_altcat_2,'Alter',_). constr_name(v1_altcat_2,reflexive__4,_). constr_name(k7_altcat_2,the_empty_category,_). constr_name(m1_altcat_2,'SubCatStr',_). constr_name(k8_altcat_2,'ObCat',_). constr_name(v2_altcat_2,full__3,_). constr_name(v3_altcat_2,'id-inheriting',_). constr_name(v1_orders_3,discrete__4,discrete_relstr). constr_name(v2_orders_3,disconnected,disconnected_rel_subset). constr_name(v3_orders_3,disconnected__2,disconnected_relstr). constr_name(v4_orders_3,'POSet_set-like',is_a_set_of_POSets). constr_name(m1_orders_3,'Element__43',_). constr_name(v5_orders_3,monotone__3,monotone_function). constr_name(k1_orders_3,'MonFuncs',_). constr_name(k2_orders_3,'Carr__3',_). constr_name(k3_orders_3,'POSCat',_). constr_name(k4_orders_3,'POSAltCat',_). constr_name(k1_scmfsa_1,'SCM+FSA-Data-Loc',_). constr_name(k2_scmfsa_1,'SCM+FSA-Data*-Loc',_). constr_name(k3_scmfsa_1,'SCM+FSA-Instr-Loc',_). constr_name(k4_scmfsa_1,'SCM+FSA-Instr',_). constr_name(k5_scmfsa_1,'InsCode__2',_). constr_name(k6_scmfsa_1,'SCM+FSA-OK',_). constr_name(k7_scmfsa_1,'SCM+FSA-Chg',_). constr_name(k8_scmfsa_1,'SCM+FSA-Chg__2',_). constr_name(k9_scmfsa_1,'SCM+FSA-Chg__3',_). constr_name(k10_scmfsa_1,'.__90',_). constr_name(k11_scmfsa_1,'.__91',_). constr_name(k12_scmfsa_1,int_addr1,_). constr_name(k13_scmfsa_1,int_addr2,_). constr_name(k14_scmfsa_1,coll_addr1,_). constr_name(k15_scmfsa_1,int_addr3,_). constr_name(k16_scmfsa_1,coll_addr2,_). constr_name(k17_scmfsa_1,'Next__3',_). constr_name(k18_scmfsa_1,'IC__5',_). constr_name(k19_scmfsa_1,'SCM+FSA-Exec-Res',_). constr_name(k20_scmfsa_1,'SCM+FSA-Exec',_). constr_name(k1_connsp_3,skl__2,_). constr_name(m1_connsp_3,a_union_of_components,_). constr_name(k2_connsp_3,'Down',_). constr_name(k3_connsp_3,'Up',_). constr_name(k4_connsp_3,'Down__2',_). constr_name(k5_connsp_3,'Up__2',_). constr_name(k6_connsp_3,skl__3,_). constr_name(k1_scmfsa_2,'SCM+FSA',_). constr_name(k2_scmfsa_2,'Int-Locations',_). constr_name(k3_scmfsa_2,'FinSeq-Locations',_). constr_name(m1_scmfsa_2,'Int-Location',_). constr_name(m2_scmfsa_2,'FinSeq-Location',_). constr_name(k4_scmfsa_2,intloc,_). constr_name(k5_scmfsa_2,insloc,_). constr_name(k6_scmfsa_2,fsloc,_). constr_name(k7_scmfsa_2,'Next__4',_). constr_name(k8_scmfsa_2,':=__2',_). constr_name(k9_scmfsa_2,'AddTo__2',_). constr_name(k10_scmfsa_2,'SubFrom__2',_). constr_name(k11_scmfsa_2,'MultBy__2',_). constr_name(k12_scmfsa_2,'Divide__2',_). constr_name(k13_scmfsa_2,goto__2,_). constr_name(k14_scmfsa_2,'=0_goto__2',_). constr_name(k15_scmfsa_2,'>0_goto__2',_). constr_name(k16_scmfsa_2,':=__3',_). constr_name(k17_scmfsa_2,':=__4',_). constr_name(k18_scmfsa_2,':=len',_). constr_name(k19_scmfsa_2,':=<0,...,0>',_). constr_name(k20_scmfsa_2,'.__92',_). constr_name(k21_scmfsa_2,'.__93',_). constr_name(k1_closure1,'..__9',_). constr_name(k2_closure1,'..__10',_). constr_name(k3_closure1,'..__11',_). constr_name(v1_closure1,reflexive__5,_). constr_name(v2_closure1,monotonic__2,_). constr_name(v3_closure1,idempotent__4,_). constr_name(v4_closure1,topological,_). constr_name(k4_closure1,'**__4',_). constr_name(l1_closure1,'MSClosureStr',_). constr_name(v5_closure1,strict__MSClosureStr,_). constr_name(u1_closure1,'Family',the_Family). constr_name(g1_closure1,'MSClosureStr_constr',_). constr_name(v6_closure1,additive__4,_). constr_name(v7_closure1,'absolutely-additive__2',_). constr_name(v8_closure1,multiplicative__3,_). constr_name(v9_closure1,'absolutely-multiplicative__2',_). constr_name(v10_closure1,'properly-upper-bound__2',_). constr_name(v11_closure1,'properly-lower-bound__2',_). constr_name(k5_closure1,'MSFull',_). constr_name(k6_closure1,'MSFixPoints',_). constr_name(k7_closure1,'ClOp->ClSys',_). constr_name(k8_closure1,'ClSys->ClOp',_). constr_name(k1_scmfsa_3,'.-->__10',_). constr_name(k1_closure2,'Bool',_). constr_name(k2_closure2,'Bool__2',_). constr_name(m1_closure2,'Element__44',_). constr_name(k3_closure2,'|....|__13',_). constr_name(k4_closure2,'|:..:|__5',_). constr_name(k5_closure2,'|:..:|__6',_). constr_name(v1_closure2,additive__5,_). constr_name(v2_closure2,'absolutely-additive__3',_). constr_name(v3_closure2,multiplicative__4,_). constr_name(v4_closure2,'absolutely-multiplicative__3',_). constr_name(v5_closure2,'properly-upper-bound__3',_). constr_name(v6_closure2,'properly-lower-bound__3',_). constr_name(k6_closure2,'Bool__3',_). constr_name(k7_closure2,'.__94',_). constr_name(v7_closure2,reflexive__6,_). constr_name(v8_closure2,monotonic__3,_). constr_name(v9_closure2,idempotent__5,_). constr_name(v10_closure2,topological__2,_). constr_name(k8_closure2,'*__109',_). constr_name(l1_closure2,'ClosureStr',_). constr_name(v11_closure2,strict__ClosureStr,_). constr_name(u1_closure2,'Family__2',the_Family__2). constr_name(g1_closure2,'ClosureStr_constr',_). constr_name(v12_closure2,additive__6,_). constr_name(v13_closure2,'absolutely-additive__4',_). constr_name(v14_closure2,multiplicative__5,_). constr_name(v15_closure2,'absolutely-multiplicative__4',_). constr_name(v16_closure2,'properly-upper-bound__4',_). constr_name(v17_closure2,'properly-lower-bound__4',_). constr_name(k9_closure2,'Full',_). constr_name(k10_closure2,'ClOp->ClSys__2',_). constr_name(k11_closure2,'Cl__3',_). constr_name(k12_closure2,'ClSys->ClOp__2',_). constr_name(k1_msualg_6,'**__5',_). constr_name(v1_msualg_6,feasible,_). constr_name(m1_msualg_6,'Endomorphism',_). constr_name(k2_msualg_6,'**__6',_). constr_name(k3_msualg_6,'TranslationRel',_). constr_name(k4_msualg_6,transl,_). constr_name(r1_msualg_6,'is_e.translation_of',_). constr_name(m2_msualg_6,'Translation',_). constr_name(v2_msualg_6,compatible,_). constr_name(v3_msualg_6,invariant,_). constr_name(v4_msualg_6,stable__2,_). constr_name(k5_msualg_6,id__15,_). constr_name(k6_msualg_6,'InvCl',_). constr_name(k7_msualg_6,'StabCl',_). constr_name(k8_msualg_6,'TRS',_). constr_name(k9_msualg_6,'EqCl__3',_). constr_name(k10_msualg_6,'EqTh',_). constr_name(v1_msualg_7,'/\\-inheriting',_). constr_name(v2_msualg_7,'\\/-inheriting',_). constr_name(k1_msualg_7,'RealSubLatt',_). constr_name(k1_scmfsa_4,'+*__12',_). constr_name(k2_scmfsa_4,'+__68',_). constr_name(k3_scmfsa_4,'-'__4',_). constr_name(k4_scmfsa_4,'IncAddr__3',_). constr_name(v1_scmfsa_4,initial__2,_). constr_name(k5_scmfsa_4,'SCM+FSA-Stop',_). constr_name(k6_scmfsa_4,'*__110',_). constr_name(k7_scmfsa_4,'IncAddr__4',_). constr_name(k8_scmfsa_4,'Shift__2',_). constr_name(v1_msscyc_1,cyclic__5,_). constr_name(v2_msscyc_1,empty__3,_). constr_name(v3_msscyc_1,'directed_cycle-less',_). constr_name(v4_msscyc_1,'well-founded',_). constr_name(v5_msscyc_1,finitely_operated,_). constr_name(k1_scmfsa_5,'Relocated__2',_). constr_name(k1_msualg_8,'CongrCl',_). constr_name(k2_msualg_8,'CongrCl__2',_). constr_name(k3_msualg_8,'EqRelSet',_). constr_name(k1_msscyc_2,'InducedEdges',_). constr_name(k2_msscyc_2,'InducedSource',_). constr_name(k3_msscyc_2,'InducedTarget',_). constr_name(k4_msscyc_2,'InducedGraph',_). constr_name(k1_functor0,'~__18',_). constr_name(v1_functor0,'Covariant',_). constr_name(v2_functor0,'Contravariant',_). constr_name(m1_functor0,'MSUnTrans',_). constr_name(k2_functor0,'~__19',_). constr_name(l1_functor0,'BimapStr',_). constr_name(v3_functor0,strict__BimapStr,_). constr_name(u1_functor0,'ObjectMap',the_ObjectMap). constr_name(g1_functor0,'BimapStr_constr',_). constr_name(k3_functor0,'.__95',_). constr_name(v4_functor0,'one-to-one__3',_). constr_name(v5_functor0,onto__2,_). constr_name(v6_functor0,reflexive__7,_). constr_name(v7_functor0,coreflexive,_). constr_name(v8_functor0,feasible__2,_). constr_name(l2_functor0,'FunctorStr',_). constr_name(v9_functor0,strict__FunctorStr,_). constr_name(u2_functor0,'MorphMap',the_MorphMap). constr_name(g2_functor0,'FunctorStr_constr',_). constr_name(v10_functor0,'Covariant__2',_). constr_name(v11_functor0,'Contravariant__2',_). constr_name(k4_functor0,'Morph-Map',_). constr_name(k5_functor0,'Morph-Map__2',_). constr_name(k6_functor0,'.__96',_). constr_name(k7_functor0,'Morph-Map__3',_). constr_name(k8_functor0,'.__97',_). constr_name(k9_functor0,'-->__22',_). constr_name(v12_functor0,'id-preserving',_). constr_name(v13_functor0,'comp-preserving',_). constr_name(v14_functor0,'comp-reversing',_). constr_name(m2_functor0,'Functor__2',_). constr_name(v15_functor0,covariant,_). constr_name(v16_functor0,contravariant,_). constr_name(k10_functor0,incl__4,_). constr_name(k11_functor0,id__16,_). constr_name(v17_functor0,faithful__2,_). constr_name(v18_functor0,full__4,_). constr_name(v19_functor0,injective,_). constr_name(v20_functor0,surjective__2,_). constr_name(v21_functor0,bijective__2,_). constr_name(k12_functor0,id__17,_). constr_name(k13_functor0,'*__111',_). constr_name(k14_functor0,'|__24',_). constr_name(k15_functor0,'"__32',_). constr_name(r1_functor0,are_isomorphic__11,_). constr_name(r2_functor0,'are_anti-isomorphic',_). constr_name(k1_scmfsa_7,'Load',_). constr_name(k2_scmfsa_7,':=__5',_). constr_name(k3_scmfsa_7,aSeq,_). constr_name(k4_scmfsa_7,aSeq__2,_). constr_name(k5_scmfsa_7,':=__6',_). constr_name(k1_pralg_3,id__18,_). constr_name(k2_pralg_3,const,_). constr_name(k3_pralg_3,proj__2,_). constr_name(k4_pralg_3,proj__3,_). constr_name(m1_pralg_3,'MSAlgebra-Class',_). constr_name(k5_pralg_3,'/__24',_). constr_name(k6_pralg_3,product__6,_). constr_name(r1_gobrd10,are_adjacent1,_). constr_name(r2_gobrd10,are_adjacent2,_). constr_name(k1_gobrd10,'|->__7',_). constr_name(m1_msalimit,'OrderedAlgFam',_). constr_name(m2_msalimit,'Binding',_). constr_name(k1_msalimit,bind,_). constr_name(v1_msalimit,normalized,_). constr_name(k2_msalimit,'Normalized',_). constr_name(k3_msalimit,'InvLim',_). constr_name(v2_msalimit,'MSS-membered',_). constr_name(k4_msalimit,'TrivialMSSign',_). constr_name(k5_msalimit,'MSS_set',_). constr_name(m3_msalimit,'Element__45',_). constr_name(k6_msalimit,'MSS_morph',_). constr_name(k1_msualg_9,'Mpr1',_). constr_name(k2_msualg_9,'Mpr2',_). constr_name(k1_msinst_1,'MSSCat',_). constr_name(k2_msinst_1,'MSAlg_set',_). constr_name(k3_msinst_1,'MSAlg_morph',_). constr_name(k4_msinst_1,'MSAlgCat',_). constr_name(k1_scmfsa6a,'Directed',_). constr_name(k2_scmfsa6a,'Macro',_). constr_name(k3_scmfsa6a,'Initialized',_). constr_name(k4_scmfsa6a,'';'',_). constr_name(k5_scmfsa6a,'';'__2',_). constr_name(k6_scmfsa6a,'';'__3',_). constr_name(k7_scmfsa6a,'';'__4',_). constr_name(k1_sf_mastr,'UsedIntLoc',_). constr_name(k2_sf_mastr,'UsedIntLoc__2',_). constr_name(k3_sf_mastr,'UsedInt*Loc',_). constr_name(k4_sf_mastr,'UsedInt*Loc__2',_). constr_name(v1_sf_mastr,'read-only',_). constr_name(k5_sf_mastr,'FirstNotIn',_). constr_name(k6_sf_mastr,'FirstNotUsed',_). constr_name(k7_sf_mastr,'First*NotIn',_). constr_name(k8_sf_mastr,'First*NotUsed',_). constr_name(k1_scmfsa6b,'+*__13',_). constr_name(k2_scmfsa6b,'+*__14',_). constr_name(k3_scmfsa6b,'IExec',_). constr_name(v1_scmfsa6b,paraclosed,_). constr_name(v2_scmfsa6b,parahalting,_). constr_name(v3_scmfsa6b,keeping_0,_). constr_name(v1_scmfsa6c,parahalting__2,_). constr_name(v2_scmfsa6c,keeping_0__2,_). constr_name(k1_scmfsa6c,'Initialize',_). constr_name(k2_scmfsa6c,swap,_). constr_name(r1_scmfsa7b,does_not_refer,_). constr_name(r2_scmfsa7b,does_not_refer__2,_). constr_name(r3_scmfsa7b,does_not_destroy,_). constr_name(r4_scmfsa7b,does_not_destroy__2,_). constr_name(v1_scmfsa7b,good,_). constr_name(v2_scmfsa7b,'halt-free',_). constr_name(r5_scmfsa7b,is_closed_on__3,_). constr_name(r6_scmfsa7b,is_halting_on,_). constr_name(k1_scmfsa8a,'Directed__2',_). constr_name(k2_scmfsa8a,'Goto',_). constr_name(r1_scmfsa8a,'is_pseudo-closed_on',_). constr_name(v1_scmfsa8a,'pseudo-paraclosed',_). constr_name(k3_scmfsa8a,'pseudo-LifeSpan',_). constr_name(k1_scmfsa8b,'if=0',_). constr_name(k2_scmfsa8b,'if>0',_). constr_name(k3_scmfsa8b,'if<0',_). constr_name(k4_scmfsa8b,'if=0__2',_). constr_name(k5_scmfsa8b,'if>0__2',_). constr_name(v1_yellow_0,'lower-bounded__2',lower_bounded_relstr). constr_name(v2_yellow_0,'upper-bounded__2',upper_bounded_relstr). constr_name(v3_yellow_0,bounded__12,bounded_relstr). constr_name(r1_yellow_0,ex_sup_of,ex_sup_of_relstr_set). constr_name(r2_yellow_0,ex_inf_of,ex_inf_of_relstr_set). constr_name(k1_yellow_0,'"\\/"__14',join_on_relstr). constr_name(k2_yellow_0,'"/\\"__11',meet_on_relstr). constr_name(k3_yellow_0,'Bottom__6',bottom_of_relstr). constr_name(k4_yellow_0,'Top__3',top_of_relstr). constr_name(m1_yellow_0,'SubRelStr',subrelstr). constr_name(v4_yellow_0,full__5,full_subrelstr). constr_name(k5_yellow_0,subrelstr,subrelstr_of_subset). constr_name(v5_yellow_0,'meet-inheriting',meet_inheriting_subrelstr). constr_name(v6_yellow_0,'join-inheriting',join_inheriting_subrelstr). constr_name(v7_yellow_0,'infs-inheriting',infs_inheriting_subrelstr). constr_name(v8_yellow_0,'sups-inheriting',sups_inheriting_subrelstr). constr_name(v1_waybel_0,directed__2,directed_subset). constr_name(v2_waybel_0,filtered,filtered_subset). constr_name(v3_waybel_0,'filtered-infs-inheriting',filtered_infs_inheriting). constr_name(v4_waybel_0,'directed-sups-inheriting',directed_sups_inheriting). constr_name(k1_waybel_0,'.__98',apply_on_structs). constr_name(v5_waybel_0,antitone,antitone_function). constr_name(l1_waybel_0,'NetStr',net_str). constr_name(v6_waybel_0,strict__NetStr,strict_net_str). constr_name(u1_waybel_0,mapping,the_mapping). constr_name(g1_waybel_0,'NetStr_constr',net_str_of). constr_name(v7_waybel_0,directed__3,directed_relstr). constr_name(k2_waybel_0,netmap,netmap). constr_name(k3_waybel_0,'.__99',apply_netmap). constr_name(v8_waybel_0,monotone__4,monotone_net_str). constr_name(v9_waybel_0,antitone__2,antitone_net_str). constr_name(r1_waybel_0,is_eventually_in,is_eventually_in). constr_name(r2_waybel_0,is_often_in,is_often_in). constr_name(v10_waybel_0,'eventually-directed',eventually_directed). constr_name(v11_waybel_0,'eventually-filtered',eventually_filtered). constr_name(k4_waybel_0,downarrow,downarrow_of_subset). constr_name(k5_waybel_0,uparrow,uparrow_of_subset). constr_name(k6_waybel_0,downarrow__2,downarrow_of_element). constr_name(k7_waybel_0,uparrow__2,uparrow_of_element). constr_name(v12_waybel_0,lower,lower_relstr_subset). constr_name(v13_waybel_0,upper,upper_relstr_subset). constr_name(v14_waybel_0,principal__2,principal_relstr_ideal). constr_name(v15_waybel_0,principal__3,principal_relstr_filter). constr_name(k8_waybel_0,'Ids',ideals_of_relstr). constr_name(k9_waybel_0,'Filt',filters_of_relstr). constr_name(k10_waybel_0,'Ids_0',ideals0_of_relstr). constr_name(k11_waybel_0,'Filt_0',filters0_of_relstr). constr_name(k12_waybel_0,finsups,finsups_of_relstr_subset). constr_name(k13_waybel_0,fininfs,fininfs_of_relstr_subset). constr_name(v16_waybel_0,connected__7,connected_relstr). constr_name(r3_waybel_0,preserves_inf_of,preserves_inf_of). constr_name(r4_waybel_0,preserves_sup_of,preserves_sup_of). constr_name(v17_waybel_0,'infs-preserving',infs_preserving). constr_name(v18_waybel_0,'sups-preserving',sups_preserving). constr_name(v19_waybel_0,'meet-preserving',meet_preserving). constr_name(v20_waybel_0,'join-preserving',join_preserving). constr_name(v21_waybel_0,'filtered-infs-preserving',filtered_infs_preserving). constr_name(v22_waybel_0,'directed-sups-preserving',directed_sups_preserving). constr_name(v23_waybel_0,isomorphic__2,relstr_isomorphism). constr_name(v24_waybel_0,'up-complete',up_complete_relstr). constr_name(v25_waybel_0,'/\\-complete',join_complete_relstr). constr_name(v1_knaster,'c=-monotone__2',_). constr_name(k1_knaster,lfp,_). constr_name(k2_knaster,gfp,_). constr_name(k3_knaster,'.__100',_). constr_name(k4_knaster,'+.',_). constr_name(k5_knaster,'-.',_). constr_name(k6_knaster,'+.__2',_). constr_name(k7_knaster,'-.__2',_). constr_name(v2_knaster,with_suprema__2,with_suprema_subset_of_latt_str). constr_name(v3_knaster,with_infima__2,with_infima_subset_of_latt_str). constr_name(k8_knaster,latt__4,lattice_restriction). constr_name(k9_knaster,'FixPoints',fixpoints_of_lattice_unop). constr_name(k10_knaster,lfp__2,_). constr_name(k11_knaster,gfp__2,_). constr_name(k1_yellow_1,'RelIncl__2',_). constr_name(k2_yellow_1,'InclPoset',incl_POSet). constr_name(k3_yellow_1,'BoolePoset',boole_POSet). constr_name(v1_yellow_1,'RelStr-yielding',relstr_yielding). constr_name(k4_yellow_1,'.__101',_). constr_name(k5_yellow_1,product__7,_). constr_name(k6_yellow_1,'|^__15',_). constr_name(k7_yellow_1,'MonMaps',_). constr_name(k1_yellow_2,rng__19,_). constr_name(r1_yellow_2,'<=__6',_). constr_name(k2_yellow_2,'Image__5',_). constr_name(k3_yellow_2,'SupMap',_). constr_name(k4_yellow_2,'IdsMap',_). constr_name(k5_yellow_2,'\\\\/',_). constr_name(k6_yellow_2,'//\\',_). constr_name(k7_yellow_2,'.__102',_). constr_name(k8_yellow_2,rng__20,_). constr_name(v1_waybel_1,'one-to-one__4',one_to_one_on_structs). constr_name(v2_waybel_1,distributive__3,distributive_relstr). constr_name(r1_waybel_1,ex_min_of,ex_min_of_relstr_set). constr_name(r2_waybel_1,ex_max_of,ex_max_of_relstr_set). constr_name(r3_waybel_1,is_minimum_of,is_minimum_of_relstr_set). constr_name(r4_waybel_1,is_maximum_of,is_maximum_of_relstr_set). constr_name(r5_waybel_1,are_isomorphic__12,are_isomorphic_relstr). constr_name(m1_waybel_1,'Connection',connection). constr_name(k1_waybel_1,'[..]__23',ordered_pair_as_connection). constr_name(v3_waybel_1,'Galois',galois_connection). constr_name(v4_waybel_1,upper_adjoint,upper_adjoint). constr_name(v5_waybel_1,lower_adjoint,lower_adjoint). constr_name(v6_waybel_1,projection,projection_on_relstr). constr_name(v7_waybel_1,closure,closure_on_relstr). constr_name(v8_waybel_1,kernel,kernel_on_relstr). constr_name(k2_waybel_1,corestr,corestr_on_relstr). constr_name(k3_waybel_1,inclusion,inclusion_on_relstr). constr_name(k4_waybel_1,'"/\\"__12',meet_with_element). constr_name(v9_waybel_1,'Heyting__2',heyting_relstr). constr_name(k5_waybel_1,'=>__8',_). constr_name(k6_waybel_1,'=>__9',_). constr_name(k7_waybel_1,''not'__12',not_on_relstr). constr_name(r6_waybel_1,is_a_complement_of__2,is_a_complement_on_relstr). constr_name(v10_waybel_1,complemented__2,complemented_relstr). constr_name(v11_waybel_1,'Boolean__3',boolean_relstr). constr_name(k1_yellow_3,'[".."]',_). constr_name(k2_yellow_3,'[".."]__2',_). constr_name(k3_yellow_3,'[:..:]__28',_). constr_name(k4_yellow_3,proj1__3,_). constr_name(k5_yellow_3,proj2__3,_). constr_name(k6_yellow_3,'[:..:]__29',_). constr_name(k7_yellow_3,'[..]__24',_). constr_name(k8_yellow_3,'`1__21',_). constr_name(k9_yellow_3,'`2__27',_). constr_name(k10_yellow_3,'[:..:]__30',_). constr_name(k11_yellow_3,'[:..:]__31',_). constr_name(k12_yellow_3,'[:..:]__32',_). constr_name(k13_yellow_3,'[:..:]__33',_). constr_name(v1_yellow_3,void__3,_). constr_name(r1_yellow_4,is_finer_than__2,_). constr_name(r2_yellow_4,is_coarser_than__2,_). constr_name(r3_yellow_4,is_finer_than__3,_). constr_name(r4_yellow_4,is_coarser_than__3,_). constr_name(k1_yellow_4,'"\\/"__15',_). constr_name(k2_yellow_4,'"\\/"__16',_). constr_name(k3_yellow_4,'"/\\"__13',_). constr_name(k4_yellow_4,'"/\\"__14',_). constr_name(k1_waybel_2,sup__7,_). constr_name(k2_waybel_2,'FinSups',_). constr_name(k3_waybel_2,'"/\\"__15',_). constr_name(k4_waybel_2,inf_op,_). constr_name(k5_waybel_2,sup_op,_). constr_name(v1_waybel_2,satisfying_MC,_). constr_name(v2_waybel_2,'meet-continuous',_). constr_name(r1_waybel_3,is_way_below,_). constr_name(v1_waybel_3,compact__6,_). constr_name(k1_waybel_3,waybelow,_). constr_name(k2_waybel_3,wayabove,_). constr_name(v2_waybel_3,satisfying_axiom_of_approximation,_). constr_name(v3_waybel_3,continuous__4,_). constr_name(v4_waybel_3,'non-Empty',_). constr_name(v5_waybel_3,'reflexive-yielding',_). constr_name(k3_waybel_3,'.__103',_). constr_name(k4_waybel_3,'.__104',_). constr_name(k5_waybel_3,pi__7,_). constr_name(k6_waybel_3,'.__105',_). constr_name(k7_waybel_3,'.__106',_). constr_name(v6_waybel_3,'locally-compact',_). constr_name(k1_waybel_4,'-waybelow',_). constr_name(k2_waybel_4,'IntRel',_). constr_name(v1_waybel_4,'auxiliary(i)',_). constr_name(v2_waybel_4,'auxiliary(ii)',_). constr_name(v3_waybel_4,'auxiliary(iii)',_). constr_name(v4_waybel_4,'auxiliary(iv)',_). constr_name(v5_waybel_4,auxiliary,_). constr_name(k3_waybel_4,'Aux',_). constr_name(k4_waybel_4,'AuxBottom',_). constr_name(k5_waybel_4,'-below',_). constr_name(k6_waybel_4,'-above',_). constr_name(k7_waybel_4,'-below__2',_). constr_name(k8_waybel_4,'MonSet',_). constr_name(k9_waybel_4,'Rel2Map',_). constr_name(k10_waybel_4,'Map2Rel',_). constr_name(k11_waybel_4,'DownMap',_). constr_name(v6_waybel_4,approximating,_). constr_name(v7_waybel_4,approximating__2,_). constr_name(k12_waybel_4,'App',_). constr_name(v8_waybel_4,satisfying_SI,_). constr_name(v9_waybel_4,satisfying_INT,_). constr_name(r1_waybel_4,is_directed_wrt,_). constr_name(r2_waybel_4,is_maximal_wrt,_). constr_name(r3_waybel_4,is_maximal_in__2,_). constr_name(r4_waybel_4,is_minimal_wrt,_). constr_name(r5_waybel_4,is_minimal_in__2,_). constr_name(k1_twoscomp,'.__107',_). constr_name(k2_twoscomp,and2,_). constr_name(k3_twoscomp,and2a,_). constr_name(k4_twoscomp,and2b,_). constr_name(k5_twoscomp,nand2,_). constr_name(k6_twoscomp,nand2a,_). constr_name(k7_twoscomp,nand2b,_). constr_name(k8_twoscomp,or2,_). constr_name(k9_twoscomp,or2a,_). constr_name(k10_twoscomp,or2b,_). constr_name(k11_twoscomp,nor2,_). constr_name(k12_twoscomp,nor2a,_). constr_name(k13_twoscomp,nor2b,_). constr_name(k14_twoscomp,xor2,_). constr_name(k15_twoscomp,xor2a,_). constr_name(k16_twoscomp,xor2b,_). constr_name(k17_twoscomp,and3,_). constr_name(k18_twoscomp,and3a,_). constr_name(k19_twoscomp,and3b,_). constr_name(k20_twoscomp,and3c,_). constr_name(k21_twoscomp,nand3,_). constr_name(k22_twoscomp,nand3a,_). constr_name(k23_twoscomp,nand3b,_). constr_name(k24_twoscomp,nand3c,_). constr_name(k25_twoscomp,or3__2,_). constr_name(k26_twoscomp,or3a,_). constr_name(k27_twoscomp,or3b,_). constr_name(k28_twoscomp,or3c,_). constr_name(k29_twoscomp,nor3,_). constr_name(k30_twoscomp,nor3a,_). constr_name(k31_twoscomp,nor3b,_). constr_name(k32_twoscomp,nor3c,_). constr_name(k33_twoscomp,xor3,_). constr_name(k34_twoscomp,'CompStr',_). constr_name(k35_twoscomp,'CompCirc',_). constr_name(k36_twoscomp,'CompOutput',_). constr_name(k37_twoscomp,'IncrementStr',_). constr_name(k38_twoscomp,'IncrementCirc',_). constr_name(k39_twoscomp,'IncrementOutput',_). constr_name(k40_twoscomp,'BitCompStr',_). constr_name(k41_twoscomp,'BitCompCirc',_). constr_name(k1_yellow_5,'\\__18',_). constr_name(k2_yellow_5,'\\+\\__10',_). constr_name(k3_yellow_5,'\\+\\__11',_). constr_name(r1_yellow_5,meets__4,_). constr_name(r2_yellow_5,meets__5,_). constr_name(k1_yellow_6,the_value_of,the_value_of_constant_func). constr_name(k2_yellow_6,the_universe_of,universe_of_a_set). constr_name(k3_yellow_6,'.__108',_). constr_name(v1_yellow_6,constant__3,constant_net_str). constr_name(k4_yellow_6,'-->__23',_). constr_name(m1_yellow_6,'SubNetStr',subnetstr). constr_name(v2_yellow_6,full__6,full_subnetstr). constr_name(k5_yellow_6,the_value_of__2,the_value_of_constant_net_str). constr_name(m2_yellow_6,subnet,subnet). constr_name(k6_yellow_6,'"__33',_). constr_name(k7_yellow_6,'NetUniv',_). constr_name(m3_yellow_6,net_set,_). constr_name(k8_yellow_6,'.__109',_). constr_name(k9_yellow_6,'Iterated',_). constr_name(k10_yellow_6,'OpenNeighborhoods',open_neighborhoods). constr_name(k11_yellow_6,'Lim__2',lim_points_of_net). constr_name(v3_yellow_6,convergent__7,convergent_net). constr_name(k12_yellow_6,lim__12,lim_of_convergent_net_on_t2). constr_name(m4_yellow_6,'Convergence-Class',_). constr_name(k13_yellow_6,'Convergence',_). constr_name(v4_yellow_6,'(CONSTANTS)',_). constr_name(v5_yellow_6,'(SUBNETS)',_). constr_name(v6_yellow_6,'(DIVERGENCE)',_). constr_name(v7_yellow_6,'(ITERATED_LIMITS)',_). constr_name(k14_yellow_6,'ConvergenceSpace',_). constr_name(v8_yellow_6,topological__3,_). constr_name(k1_waybel_5,'.__110',_). constr_name(k2_waybel_5,'Frege__4',_). constr_name(k3_waybel_5,'.__111',_). constr_name(k4_waybel_5,'\\//',_). constr_name(k5_waybel_5,'/\\\\',_). constr_name(k6_waybel_5,curry__5,_). constr_name(v1_waybel_5,'completely-distributive',_). constr_name(k7_waybel_5,'=>__10',_). constr_name(k8_waybel_5,'=>__11',_). constr_name(k1_yellow_7,'ComplMap',_). constr_name(k2_yellow_7,'..__12',_). constr_name(k1_waybel_6,iter__3,_). constr_name(k2_waybel_6,'.__112',_). constr_name(v1_waybel_6,'Open',_). constr_name(v2_waybel_6,'meet-irreducible',_). constr_name(v3_waybel_6,'join-irreducible',_). constr_name(k3_waybel_6,'IRR',_). constr_name(v4_waybel_6,'order-generating',_). constr_name(v5_waybel_6,prime__4,_). constr_name(k4_waybel_6,'PRIME',_). constr_name(v6_waybel_6,'co-prime',_). constr_name(v1_waybel_7,prime__5,_). constr_name(v2_waybel_7,prime__6,_). constr_name(v3_waybel_7,ultra__2,_). constr_name(r1_waybel_7,is_a_cluster_point_of,_). constr_name(r2_waybel_7,is_a_convergence_point_of,_). constr_name(v4_waybel_7,pseudoprime,_). constr_name(v5_waybel_7,multiplicative__6,_). constr_name(k1_waybel_8,'CompactSublatt',_). constr_name(k2_waybel_8,compactbelow,_). constr_name(v1_waybel_8,satisfying_axiom_K,_). constr_name(v2_waybel_8,algebraic,_). constr_name(v3_waybel_8,arithmetic,_). constr_name(k1_jordan3,mid,_). constr_name(k2_jordan3,'Index__2',_). constr_name(r1_jordan3,'is_S-Seq_joining',_). constr_name(k3_jordan3,'L_Cut',_). constr_name(k4_jordan3,'R_Cut',_). constr_name(r2_jordan3,'LE',_). constr_name(r3_jordan3,'LT',_). constr_name(k5_jordan3,'B_Cut',_). constr_name(k1_waybel_9,'"/\\"__16',_). constr_name(k2_waybel_9,inf__7,_). constr_name(r1_waybel_9,ex_sup_of__2,_). constr_name(r2_waybel_9,ex_inf_of__2,_). constr_name(k3_waybel_9,'+id',_). constr_name(k4_waybel_9,'opp+id',_). constr_name(k5_waybel_9,'|__25',_). constr_name(k6_waybel_9,'|__26',_). constr_name(k7_waybel_9,'*__112',_). constr_name(l1_waybel_9,'TopRelStr',_). constr_name(v1_waybel_9,strict__TopRelStr,_). constr_name(g1_waybel_9,'TopRelStr_constr',_). constr_name(r3_waybel_9,is_a_cluster_point_of__2,_). constr_name(v1_instalg1,feasible__3,_). constr_name(m1_instalg1,'Subsignature',_). constr_name(k1_instalg1,'|__27',_). constr_name(k2_instalg1,'|__28',_). constr_name(k3_instalg1,hom__5,_). constr_name(m1_yellow_8,'Basis__5',_). constr_name(v1_yellow_8,'Baire',_). constr_name(v2_yellow_8,irreducible,_). constr_name(r1_yellow_8,is_dense_point_of,_). constr_name(v3_yellow_8,sober,_). constr_name(k1_yellow_8,'CofinTop',_). constr_name(k1_waybel10,opp__15,_). constr_name(k2_waybel10,'|__29',_). constr_name(k3_waybel10,'ClOpers',_). constr_name(k4_waybel10,'Sub__3',_). constr_name(k5_waybel10,'ClosureSystems',_). constr_name(k6_waybel10,'ClImageMap',_). constr_name(k7_waybel10,closure_op,_). constr_name(k8_waybel10,'DsupClOpers',_). constr_name(k9_waybel10,'Subalgebras',_). constr_name(k1_catalg_1,'-MSF',_). constr_name(v1_catalg_1,empty__4,_). constr_name(k2_catalg_1,'CatSign',_). constr_name(v2_catalg_1,'Categorial__2',_). constr_name(m1_catalg_1,'CatSignature',_). constr_name(k3_catalg_1,'CatSign__2',_). constr_name(k4_catalg_1,underlay,_). constr_name(v3_catalg_1,'delta-concrete',_). constr_name(k5_catalg_1,idsym,_). constr_name(k6_catalg_1,homsym,_). constr_name(k7_catalg_1,compsym,_). constr_name(k8_catalg_1,idsym__2,_). constr_name(k9_catalg_1,homsym__2,_). constr_name(k10_catalg_1,compsym__2,_). constr_name(k11_catalg_1,'Upsilon',_). constr_name(k12_catalg_1,'Psi',_). constr_name(k13_catalg_1,'MSAlg__3',_). constr_name(v1_waybel11,inaccessible_by_directed_joins,_). constr_name(v2_waybel11,closed_under_directed_sups,_). constr_name(v3_waybel11,'property(S)',_). constr_name(v4_waybel11,'Scott',_). constr_name(k1_waybel11,lim_inf__2,_). constr_name(r1_waybel11,'is_S-limit_of',_). constr_name(k2_waybel11,'Scott-Convergence',_). constr_name(k3_waybel11,'Net-Str',_). constr_name(k4_waybel11,'Net-Str__2',_). constr_name(k5_waybel11,sigma__2,_). constr_name(v1_waybel12,dense__3,_). constr_name(m1_waybel12,'GeneratorSet__3',_). constr_name(v2_waybel12,dense__4,_). constr_name(v3_waybel12,dense__5,_). constr_name(r1_altcat_3,is_left_inverse_of,_). constr_name(v1_altcat_3,retraction__2,_). constr_name(v2_altcat_3,coretraction__2,_). constr_name(k1_altcat_3,'"__34',_). constr_name(v3_altcat_3,iso,_). constr_name(r2_altcat_3,are_iso,_). constr_name(v4_altcat_3,mono,_). constr_name(v5_altcat_3,epi__2,_). constr_name(v6_altcat_3,initial__3,_). constr_name(v7_altcat_3,terminal__2,_). constr_name(v8_altcat_3,'_zero',_). constr_name(v9_altcat_3,'_zero__2',_). constr_name(k1_wellfnd1,dom__20,_). constr_name(v1_wellfnd1,well_founded__2,_). constr_name(v2_wellfnd1,well_founded__3,_). constr_name(k2_wellfnd1,'well_founded-Part',_). constr_name(r1_wellfnd1,is_recursively_expressed_by,_). constr_name(v3_wellfnd1,descending,_). constr_name(k1_jordan4,'S_Drop',_). constr_name(r1_jordan4,'is_a_part>_of',_). constr_name(r2_jordan4,'is_a_part<_of',_). constr_name(r3_jordan4,is_a_part_of,_). constr_name(k2_jordan4,'Lower',_). constr_name(k3_jordan4,'Upper',_). constr_name(k1_substlat,'SubstitutionSet',_). constr_name(k2_substlat,'\\/__18',_). constr_name(k3_substlat,mi__2,_). constr_name(k4_substlat,'^__17',_). constr_name(k5_substlat,'SubstLatt',_). constr_name(k1_equation,'""__2',_). constr_name(k2_equation,'SuperAlgebraSet',_). constr_name(k3_equation,'TermAlg',_). constr_name(k4_equation,'Equations',_). constr_name(k5_equation,''='__2',_). constr_name(r1_equation,'|=__6',_). constr_name(r2_equation,'|=__7',_). constr_name(r1_functor2,is_transformable_to__3,_). constr_name(m1_functor2,transformation__2,_). constr_name(k1_functor2,idt,_). constr_name(k2_functor2,'!__9',_). constr_name(k3_functor2,'`*`__4',_). constr_name(r2_functor2,is_naturally_transformable_to__2,alt__is_naturally_transformable_to). constr_name(m2_functor2,natural_transformation__2,alt__natural_transformation). constr_name(k4_functor2,idt__2,_). constr_name(k5_functor2,'`*`__5',_). constr_name(k6_functor2,'Funcs__8',_). constr_name(k7_functor2,'Funct__3',_). constr_name(k8_functor2,'Functors__2',_). constr_name(k1_yoneda_1,'EnsHom',_). constr_name(k2_yoneda_1,'<|..,?>',_). constr_name(k3_yoneda_1,'<|..,?>__2',_). constr_name(k4_yoneda_1,'Yoneda',_). constr_name(k5_yoneda_1,'.__113',_). constr_name(v1_yoneda_1,faithful__3,_). constr_name(v2_yoneda_1,full__7,_). constr_name(r1_gcd_1,divides__4,_). constr_name(r2_gcd_1,divides__5,_). constr_name(v1_gcd_1,unital__2,_). constr_name(r3_gcd_1,is_associated_to,_). constr_name(r4_gcd_1,is_associated_to__2,_). constr_name(k1_gcd_1,'/__25',_). constr_name(k2_gcd_1,'Class__7',_). constr_name(k3_gcd_1,'Classes',_). constr_name(m1_gcd_1,'Am',_). constr_name(m2_gcd_1,'AmpleSet',_). constr_name(k4_gcd_1,'NF',_). constr_name(v2_gcd_1,multiplicative__7,_). constr_name(v3_gcd_1,'gcd-like',_). constr_name(k5_gcd_1,gcd__2,_). constr_name(r5_gcd_1,are_canonical_wrt,_). constr_name(r6_gcd_1,'are_co-prime',_). constr_name(r7_gcd_1,'are_co-prime__2',_). constr_name(r8_gcd_1,are_normalized_wrt,_). constr_name(k6_gcd_1,add1,_). constr_name(k7_gcd_1,add2,_). constr_name(k8_gcd_1,mult1,_). constr_name(k9_gcd_1,mult2,_). constr_name(k1_birkhoff,'-hash',_). constr_name(r1_closure3,is_finer_than__4,_). constr_name(r2_closure3,is_coarser_than__4,_). constr_name(k1_closure3,supp,_). constr_name(k2_closure3,'MSUnion',_). constr_name(m1_closure3,'Element__46',_). constr_name(k3_closure3,'\\/__19',_). constr_name(k4_closure3,'/\\__29',_). constr_name(v1_closure3,algebraic__2,_). constr_name(v2_closure3,algebraic__3,_). constr_name(k5_closure3,'SubAlgCl',_). constr_name(v1_rlvect_5,'finite-dimensional__2',_). constr_name(k1_rlvect_5,dim__2,_). constr_name(k2_rlvect_5,'Subspaces_of__2',_). constr_name(m1_graph_3,'Element__47',_). constr_name(k1_graph_3,'-VSet__2',_). constr_name(k2_graph_3,'Edges_In',_). constr_name(k3_graph_3,'Edges_Out',_). constr_name(k4_graph_3,'Edges_At',_). constr_name(k5_graph_3,'Edges_In__2',_). constr_name(k6_graph_3,'Edges_Out__2',_). constr_name(k7_graph_3,'Degree__2',_). constr_name(k8_graph_3,'AddNewEdge',_). constr_name(k9_graph_3,'-CycleSet',_). constr_name(k10_graph_3,'Rotate__2',_). constr_name(k11_graph_3,'CatCycles',_). constr_name(k12_graph_3,'-PathSet',_). constr_name(k13_graph_3,'-CycleSet__2',_). constr_name(k14_graph_3,'ExtendCycle',_). constr_name(v1_graph_3,'Eulerian',_). constr_name(v1_waybel14,'jointly_Scott-continuous',_). constr_name(r1_borsuk_2,are_connected,_). constr_name(r2_borsuk_2,are_connected__2,_). constr_name(m1_borsuk_2,'Path',_). constr_name(v1_borsuk_2,arcwise_connected,_). constr_name(k1_borsuk_2,'+__69',_). constr_name(k2_borsuk_2,'-__83',_). constr_name(k3_borsuk_2,'[:..:]__34',_). constr_name(r3_borsuk_2,are_homotopic,_). constr_name(r4_borsuk_2,are_homotopic__2,_). constr_name(k1_jordan5c,'First_Point',_). constr_name(k2_jordan5c,'Last_Point',_). constr_name(r1_jordan5c,'LE__2',_). constr_name(k1_altcat_4,'AllMono',_). constr_name(k2_altcat_4,'AllEpi',_). constr_name(k3_altcat_4,'AllRetr',_). constr_name(k4_altcat_4,'AllCoretr',_). constr_name(k5_altcat_4,'AllIso',_). constr_name(k1_scmfsa8c,loop,_). constr_name(k2_scmfsa8c,'Times',_). constr_name(v1_waybel15,atom,_). constr_name(k1_waybel15,'ATOM',_). constr_name(k1_jordan2b,'Proj__2',_). constr_name(k2_jordan2b,'|[..]|__2',_). constr_name(k1_lattice5,'EqRelLATT',_). constr_name(k2_lattice5,'Image__6',_). constr_name(r1_lattice5,are_joint_by,_). constr_name(k3_lattice5,type_of,_). constr_name(k4_lattice5,'.__114',_). constr_name(v1_lattice5,symmetric__5,_). constr_name(v2_lattice5,zeroed__2,_). constr_name(v3_lattice5,'u.t.i.',_). constr_name(k5_lattice5,alpha,_). constr_name(k6_lattice5,new_set,_). constr_name(k7_lattice5,new_bi_fun,_). constr_name(k8_lattice5,'DistEsti',_). constr_name(k9_lattice5,'ConsecutiveSet',_). constr_name(m1_lattice5,'QuadrSeq',_). constr_name(k10_lattice5,'Quadr',_). constr_name(k11_lattice5,'BiFun',_). constr_name(k12_lattice5,'ConsecutiveDelta',_). constr_name(k13_lattice5,'ConsecutiveDelta__2',_). constr_name(k14_lattice5,'NextSet',_). constr_name(k15_lattice5,'NextDelta',_). constr_name(k16_lattice5,'NextDelta__2',_). constr_name(r2_lattice5,is_extension_of,_). constr_name(m2_lattice5,'ExtensionSeq',_). constr_name(k17_lattice5,'BasicDF',_). constr_name(v1_uniform1,uniformly_continuous,_). constr_name(v2_uniform1,decreasing__2,_). constr_name(k1_sprect_1,'SpStSeq',_). constr_name(v1_sprect_1,rectangular,_). constr_name(r1_sprect_2,is_in_the_area_of,_). constr_name(r2_sprect_2,'is_a_h.c._for',_). constr_name(r3_sprect_2,'is_a_v.c._for',_). constr_name(v1_sprect_2,clockwise_oriented,_). constr_name(k1_scmfsa_9,'while=0',_). constr_name(k2_scmfsa_9,'while>0',_). constr_name(k3_scmfsa_9,'while<0',_). constr_name(k4_scmfsa_9,'StepWhile=0',_). constr_name(k5_scmfsa_9,'StepWhile>0',_). constr_name(k1_jordan6,x_Middle,_). constr_name(k2_jordan6,y_Middle,_). constr_name(k3_jordan6,'L_Segment',_). constr_name(k4_jordan6,'R_Segment',_). constr_name(k5_jordan6,'Segment',_). constr_name(k6_jordan6,'Vertical_Line',_). constr_name(k7_jordan6,'Horizontal_Line',_). constr_name(k8_jordan6,'Upper_Arc',_). constr_name(k9_jordan6,'Lower_Arc',_). constr_name(r1_jordan6,'LE__3',_). constr_name(k1_wsierp_1,'|^__16',_). constr_name(k2_wsierp_1,'.__115',_). constr_name(k3_wsierp_1,'^__18',_). constr_name(k4_wsierp_1,'<*>__3',_). constr_name(k5_wsierp_1,'INT__3',_). constr_name(k6_wsierp_1,'Sum__21',_). constr_name(k7_wsierp_1,'Product__5',_). constr_name(k8_wsierp_1,'Sum__22',_). constr_name(k9_wsierp_1,'Product__6',_). constr_name(k10_wsierp_1,'Del__3',_). constr_name(k11_wsierp_1,'Del__4',_). constr_name(k1_functor3,'*__113',_). constr_name(k2_functor3,'*__114',_). constr_name(k3_functor3,'*__115',_). constr_name(k4_functor3,'*__116',_). constr_name(k5_functor3,'*__117',_). constr_name(k6_functor3,'*__118',_). constr_name(k7_functor3,'(#)__29',_). constr_name(r1_functor3,are_naturally_equivalent__2,alt__are_naturally_equivalent). constr_name(m1_functor3,natural_equivalence__2,alt__natural_equivalence). constr_name(k8_functor3,'"__35',_). constr_name(k9_functor3,idt__3,_). constr_name(m1_waybel16,'CLHomomorphism',_). constr_name(r1_waybel16,is_FG_set,_). constr_name(v1_waybel16,'completely-irreducible',_). constr_name(k1_waybel16,'Irr',_). constr_name(k1_waybel17,',...',_). constr_name(k2_waybel17,'SCMaps',_). constr_name(k3_waybel17,'Net-Str__3',_). constr_name(k4_waybel17,'Net-Str__4',_). constr_name(k1_binari_3,'-BinarySequence',_). constr_name(m1_bintree2,'Element__48',_). constr_name(k1_bintree2,'NumberOnLevel',_). constr_name(v1_bintree2,full__8,_). constr_name(k2_bintree2,'FinSeqLevel',_). constr_name(k1_t_1topsp,'EqClass',_). constr_name(m1_t_1topsp,'Family-Class',_). constr_name(v1_t_1topsp,'partition-membered',_). constr_name(k2_t_1topsp,'Intersection__2',_). constr_name(k3_t_1topsp,'Closed_Partitions',_). constr_name(k4_t_1topsp,'T_1-reflex',_). constr_name(k5_t_1topsp,'T_1-reflect',_). constr_name(k6_t_1topsp,'T_1-reflex__2',_). constr_name(k1_yellow_9,incl__5,_). constr_name(k2_yellow_9,'+id__2',_). constr_name(k3_yellow_9,'opp+id__2',_). constr_name(m1_yellow_9,'TopAugmentation',_). constr_name(m2_yellow_9,'TopExtension',_). constr_name(m3_yellow_9,'Refinement',_). constr_name(r1_yellow10,is_a_complement_of__3,_). constr_name(k1_yellow11,'N_5',_). constr_name(k2_yellow11,'M_3',_). constr_name(v1_yellow11,modular__2,_). constr_name(k3_yellow11,'[#..#]__2',_). constr_name(v2_yellow11,interval__2,_). constr_name(v1_waybel18,'TopSpace-yielding',_). constr_name(k1_waybel18,'.__116',_). constr_name(k2_waybel18,product_prebasis,_). constr_name(k3_waybel18,product__8,_). constr_name(k4_waybel18,'.__117',_). constr_name(k5_waybel18,'.__118',_). constr_name(k6_waybel18,proj__4,_). constr_name(v2_waybel18,injective__2,_). constr_name(k7_waybel18,'Image__7',_). constr_name(k8_waybel18,corestr__2,_). constr_name(r1_waybel18,is_Retract_of,_). constr_name(k9_waybel18,'Sierpinski_Space',_). constr_name(k1_quofield,'Q.',_). constr_name(k2_quofield,'`1__22',_). constr_name(k3_quofield,'`2__28',_). constr_name(k4_quofield,padd,_). constr_name(k5_quofield,pmult,_). constr_name(k6_quofield,padd__2,_). constr_name(k7_quofield,pmult__2,_). constr_name(k8_quofield,'QClass.',_). constr_name(k9_quofield,'Quot.',_). constr_name(k10_quofield,qadd,_). constr_name(k11_quofield,qmult,_). constr_name(k12_quofield,'QClass.__2',_). constr_name(k13_quofield,'q0.',_). constr_name(k14_quofield,'q1.',_). constr_name(k15_quofield,qaddinv,_). constr_name(k16_quofield,qmultinv,_). constr_name(k17_quofield,quotadd,_). constr_name(k18_quofield,quotmult,_). constr_name(k19_quofield,quotaddinv,_). constr_name(k20_quofield,quotmultinv,_). constr_name(k21_quofield,the_Field_of_Quotients,_). constr_name(k22_quofield,'/__26',_). constr_name(v1_quofield,'RingHomomorphism',_). constr_name(v2_quofield,'RingEpimorphism',_). constr_name(v3_quofield,'RingMonomorphism',_). constr_name(v4_quofield,'RingIsomorphism',_). constr_name(r1_quofield,is_embedded_in,_). constr_name(r2_quofield,is_ringisomorph_to,_). constr_name(k23_quofield,quotient,_). constr_name(k24_quofield,canHom,_). constr_name(r3_quofield,has_Field_of_Quotients_Pair,_). constr_name(k1_frechet,rng__21,_). constr_name(v1_frechet,'first-countable',_). constr_name(r1_frechet,is_convergent_to,_). constr_name(v2_frechet,convergent__8,_). constr_name(k2_frechet,'Lim__3',_). constr_name(v3_frechet,'Frechet',_). constr_name(v4_frechet,sequential,_). constr_name(k3_frechet,'REAL?',_). constr_name(v1_sfmastr1,good__2,_). constr_name(k1_sfmastr1,'{..}__44',_). constr_name(k2_sfmastr1,'{..}__45',_). constr_name(k3_sfmastr1,'{..}__46',_). constr_name(k4_sfmastr1,'{..}__47',_). constr_name(k5_sfmastr1,'RWNotIn-seq',_). constr_name(k6_sfmastr1,'-thRWNotIn',_). constr_name(k7_sfmastr1,'-thNotUsed',_). constr_name(k8_sfmastr1,'Fib_macro',_). constr_name(r1_scmfsa9a,'ProperBodyWhile=0',_). constr_name(r2_scmfsa9a,'WithVariantWhile=0',_). constr_name(k1_scmfsa9a,'ExitsAtWhile=0',_). constr_name(r3_scmfsa9a,'ProperBodyWhile>0',_). constr_name(r4_scmfsa9a,'WithVariantWhile>0',_). constr_name(k2_scmfsa9a,'ExitsAtWhile>0',_). constr_name(v1_scmfsa9a,on_data_only,_). constr_name(k3_scmfsa9a,'Fusc_macro',_). constr_name(k1_sfmastr2,times,_). constr_name(k2_sfmastr2,'StepTimes',_). constr_name(r1_sfmastr2,'ProperTimesBody',_). constr_name(k3_sfmastr2,'triv-times',_). constr_name(k4_sfmastr2,'Fib-macro',_). constr_name(k1_sfmastr3,min_at,_). constr_name(r1_sfmastr3,is_non_decreasing_on__2,_). constr_name(r2_sfmastr3,is_split_at,_). constr_name(k2_sfmastr3,'StepForUp',_). constr_name(r3_sfmastr3,'ProperForUpBody',_). constr_name(k3_sfmastr3,'for-up',_). constr_name(k4_sfmastr3,'FinSeqMin',_). constr_name(k5_sfmastr3,swap__2,_). constr_name(k6_sfmastr3,'Selection-sort',_). constr_name(k1_jordan5d,i_s_w,_). constr_name(k2_jordan5d,i_n_w,_). constr_name(k3_jordan5d,i_s_e,_). constr_name(k4_jordan5d,i_n_e,_). constr_name(k5_jordan5d,i_w_s,_). constr_name(k6_jordan5d,i_e_s,_). constr_name(k7_jordan5d,i_w_n,_). constr_name(k8_jordan5d,i_e_n,_). constr_name(k9_jordan5d,n_s_w,_). constr_name(k10_jordan5d,n_n_w,_). constr_name(k11_jordan5d,n_s_e,_). constr_name(k12_jordan5d,n_n_e,_). constr_name(k13_jordan5d,n_w_s,_). constr_name(k14_jordan5d,n_e_s,_). constr_name(k15_jordan5d,n_w_n,_). constr_name(k16_jordan5d,n_e_n,_). constr_name(k1_euler_2,'*__119',_). constr_name(k2_euler_2,mod__4,_). constr_name(k3_euler_2,'|^__17',_). constr_name(v1_group_7,'HGrStr-yielding',_). constr_name(k1_group_7,'.__119',_). constr_name(k2_group_7,product__9,_). constr_name(v2_group_7,'Group-like__2',_). constr_name(v3_group_7,associative__5,_). constr_name(v4_group_7,commutative__3,_). constr_name(k3_group_7,sum__2,_). constr_name(k4_group_7,'<*..*>__23',_). constr_name(k5_group_7,'<*..*>__24',_). constr_name(k6_group_7,'<*..*>__25',_). constr_name(k7_group_7,'<*..*>__26',_). constr_name(k8_group_7,'<*..*>__27',_). constr_name(k9_group_7,'<*..*>__28',_). constr_name(k10_group_7,'<*..*>__29',_). constr_name(k11_group_7,'<*..*>__30',_). constr_name(k12_group_7,'<*..*>__31',_). constr_name(k13_group_7,'<*..*>__32',_). constr_name(k14_group_7,'<*..*>__33',_). constr_name(k15_group_7,'<*..*>__34',_). constr_name(k16_group_7,'<*..*>__35',_). constr_name(k17_group_7,'<*..*>__36',_). constr_name(k18_group_7,'<*..*>__37',_). constr_name(k19_group_7,'<*..*>__38',_). constr_name(k20_group_7,'<*..*>__39',_). constr_name(k21_group_7,'<*..*>__40',_). constr_name(k22_group_7,'<*..*>__41',_). constr_name(k23_group_7,'<*..*>__42',_). constr_name(k24_group_7,'<*..*>__43',_). constr_name(k1_jordan7,'Segment__2',_). constr_name(v1_scm_halt,'InitClosed',_). constr_name(v2_scm_halt,'InitHalting',_). constr_name(v3_scm_halt,keepInt0_1,_). constr_name(r1_scm_halt,is_closed_onInit,_). constr_name(r2_scm_halt,is_halting_onInit,_). constr_name(v4_scm_halt,good__3,_). constr_name(k1_scmbsort,'.-->__11',_). constr_name(k2_scmbsort,'bubble-sort',_). constr_name(k3_scmbsort,'Bubble-Sort-Algorithm',_). constr_name(k4_scmbsort,'Sorting-Function',_). constr_name(v1_waybel19,lower__2,_). constr_name(k1_waybel19,omega__2,_). constr_name(v2_waybel19,'Lawson',_). constr_name(k2_waybel19,lambda__3,_). constr_name(k1_waybel20,'[:..:]__35',_). constr_name(k2_waybel20,'EqRel',_). constr_name(v1_waybel20,'CLCongruence',_). constr_name(k3_waybel20,kernel_op,_). constr_name(k4_waybel20,kernel_congruence,_). constr_name(k5_waybel20,'./.__2',_). constr_name(m1_waybel21,'SemilatticeHomomorphism',_). constr_name(m2_waybel21,'Embedding',_). constr_name(v1_waybel21,'lim_infs-preserving',_). constr_name(r1_waybel22,is_FreeGen_set_of,_). constr_name(k1_waybel22,'FixedUltraFilters',_). constr_name(k2_waybel22,'-extension_to_hom',_). constr_name(r1_graph_4,orientedly_joins,_). constr_name(r2_graph_4,are_orientedly_incident,_). constr_name(k1_graph_4,'-SVSet',_). constr_name(k2_graph_4,'-TVSet',_). constr_name(r3_graph_4,is_oriented_vertex_seq_of,_). constr_name(k3_graph_4,'oriented-vertex-seq',_). constr_name(v1_graph_4,'Simple',_). constr_name(k1_jgraph_1,'PGraph',_). constr_name(k2_jgraph_1,'PairF',_). constr_name(k3_jgraph_1,'PairF__2',_). constr_name(k4_jgraph_1,'PairF__3',_). constr_name(r1_jgraph_1,is_Shortcut_of,_). constr_name(v1_jgraph_1,nodic,_). constr_name(k1_idea_1,'ZERO__5',_). constr_name(k2_idea_1,''xor'__4',_). constr_name(k3_idea_1,''xor'__5',_). constr_name(r1_idea_1,is_expressible_by,_). constr_name(k4_idea_1,'ADD_MOD',_). constr_name(k5_idea_1,'NEG_N',_). constr_name(k6_idea_1,'NEG_MOD',_). constr_name(k7_idea_1,'ChangeVal_1',_). constr_name(k8_idea_1,'ChangeVal_2',_). constr_name(k9_idea_1,'MUL_MOD',_). constr_name(k10_idea_1,'INV_MOD',_). constr_name(k11_idea_1,'IDEAoperationA',_). constr_name(k12_idea_1,'IDEAoperationB',_). constr_name(k13_idea_1,'IDEAoperationC',_). constr_name(k14_idea_1,'MESSAGES',_). constr_name(k15_idea_1,'IDEA_P',_). constr_name(k16_idea_1,'IDEA_Q',_). constr_name(k17_idea_1,'IDEA_P_F',_). constr_name(k18_idea_1,'IDEA_Q_F',_). constr_name(k19_idea_1,'IDEA_PS',_). constr_name(k20_idea_1,'IDEA_QS',_). constr_name(k21_idea_1,'IDEA_PE',_). constr_name(k22_idea_1,'IDEA_QE',_). constr_name(k1_topgrp_1,'*__120',_). constr_name(k2_topgrp_1,'*__121',_). constr_name(m1_topgrp_1,'Homeomorphism',_). constr_name(k3_topgrp_1,id__19,_). constr_name(k4_topgrp_1,'HomeoGroup',_). constr_name(v1_topgrp_1,homogeneous__4,_). constr_name(l1_topgrp_1,'TopGrStr',_). constr_name(v2_topgrp_1,strict__TopGrStr,_). constr_name(g1_topgrp_1,'TopGrStr_constr',_). constr_name(k5_topgrp_1,inverse_op__2,_). constr_name(v3_topgrp_1,'UnContinuous',_). constr_name(v4_topgrp_1,'BinContinuous',_). constr_name(k6_topgrp_1,'*__122',_). constr_name(k7_topgrp_1,'*__123',_). constr_name(k8_topgrp_1,inverse_op__3,_). constr_name(l1_conlat_1,'2-sorted',_). constr_name(v1_conlat_1,'strict__2-sorted',_). constr_name(u1_conlat_1,'Objects__2',the_Objects__2). constr_name(u2_conlat_1,'Attributes',the_Attributes). constr_name(g1_conlat_1,'2-sorted_constr',_). constr_name(v2_conlat_1,empty__5,_). constr_name(v3_conlat_1,'quasi-empty',_). constr_name(l2_conlat_1,'ContextStr',_). constr_name(v4_conlat_1,strict__ContextStr,_). constr_name(u3_conlat_1,'Information',the_Information). constr_name(g2_conlat_1,'ContextStr_constr',_). constr_name(r1_conlat_1,'is-connected-with',_). constr_name(k1_conlat_1,'ObjectDerivation',_). constr_name(k2_conlat_1,'AttributeDerivation',_). constr_name(k3_conlat_1,phi,_). constr_name(k4_conlat_1,psi,_). constr_name(v5_conlat_1,'co-Galois',_). constr_name(l3_conlat_1,'ConceptStr',_). constr_name(v6_conlat_1,strict__ConceptStr,_). constr_name(u4_conlat_1,'Extent',the_Extent). constr_name(u5_conlat_1,'Intent',the_Intent). constr_name(g3_conlat_1,'ConceptStr_constr',_). constr_name(v7_conlat_1,empty__6,_). constr_name(v8_conlat_1,'quasi-empty__2',_). constr_name(v9_conlat_1,'concept-like',_). constr_name(v10_conlat_1,universal__4,_). constr_name(v11_conlat_1,'co-universal',_). constr_name(k5_conlat_1,'Concept-with-all-Objects',_). constr_name(k6_conlat_1,'Concept-with-all-Attributes',_). constr_name(m1_conlat_1,'Set-of-FormalConcepts',_). constr_name(m2_conlat_1,'Element__49',_). constr_name(r2_conlat_1,'is-SubConcept-of',_). constr_name(k7_conlat_1,'B-carrier',_). constr_name(k8_conlat_1,'B-carrier__2',_). constr_name(k9_conlat_1,'B-meet',_). constr_name(k10_conlat_1,'B-join',_). constr_name(k11_conlat_1,'ConceptLattice',_). constr_name(m3_conlat_1,'Element__50',_). constr_name(k12_conlat_1,'@__36',_). constr_name(r1_partit1,is_a_dependent_set_of,_). constr_name(r2_partit1,is_min_depend,_). constr_name(k1_partit1,'PARTITIONS',_). constr_name(k2_partit1,''/\\'',_). constr_name(k3_partit1,''\\/'',_). constr_name(k4_partit1,'ERl',_). constr_name(k5_partit1,'Rel',_). constr_name(k6_partit1,'%O',_). constr_name(k1_bvfunc_1,''imp'',_). constr_name(k2_bvfunc_1,''eqv'',_). constr_name(k3_bvfunc_1,'BVF',_). constr_name(k4_bvfunc_1,''not'__13',_). constr_name(k5_bvfunc_1,''&'__12',_). constr_name(k6_bvfunc_1,''or'__9',_). constr_name(k7_bvfunc_1,''xor'__6',_). constr_name(k8_bvfunc_1,''or'__10',_). constr_name(k9_bvfunc_1,''xor'__7',_). constr_name(k10_bvfunc_1,''or'__11',_). constr_name(k11_bvfunc_1,''xor'__8',_). constr_name(k12_bvfunc_1,''imp'__2',_). constr_name(k13_bvfunc_1,''eqv'__2',_). constr_name(k14_bvfunc_1,''imp'__3',_). constr_name(k15_bvfunc_1,''eqv'__3',_). constr_name(k16_bvfunc_1,''imp'__4',_). constr_name(k17_bvfunc_1,''eqv'__4',_). constr_name(k18_bvfunc_1,'O_el',_). constr_name(k19_bvfunc_1,'I_el',_). constr_name(r1_bvfunc_1,''<'',_). constr_name(k20_bvfunc_1,'B_INF',_). constr_name(k21_bvfunc_1,'B_SUP',_). constr_name(r2_bvfunc_1,is_dependent_of,_). constr_name(m1_bvfunc_1,'Element__51',_). constr_name(k22_bvfunc_1,'EqClass__2',_). constr_name(k23_bvfunc_1,'B_INF__2',_). constr_name(k24_bvfunc_1,'B_SUP__2',_). constr_name(k25_bvfunc_1,'GPart',_). constr_name(v1_vectmetr,convex__2,_). constr_name(v2_vectmetr,internal,_). constr_name(v3_vectmetr,isometric,_). constr_name(k1_vectmetr,'ISOM',_). constr_name(k2_vectmetr,'ISOM__2',_). constr_name(l1_vectmetr,'RLSMetrStruct',_). constr_name(v4_vectmetr,strict__RLSMetrStruct,_). constr_name(g1_vectmetr,'RLSMetrStruct_constr',_). constr_name(v5_vectmetr,homogeneous__5,_). constr_name(v6_vectmetr,translatible,_). constr_name(k3_vectmetr,'Norm',_). constr_name(k4_vectmetr,'RLMSpace',_). constr_name(k5_vectmetr,'IsomGroup',_). constr_name(k6_vectmetr,'SubIsomGroupRel',_). constr_name(m1_yellow13,basis,_). constr_name(v1_yellow13,correct__2,_). constr_name(m2_yellow13,basis__2,_). constr_name(v2_yellow13,topological_semilattice,_). constr_name(k1_waybel23,union__13,_). constr_name(v1_waybel23,'meet-closed',_). constr_name(v2_waybel23,'join-closed',_). constr_name(v3_waybel23,'infs-closed',_). constr_name(v4_waybel23,'sups-closed',_). constr_name(k2_waybel23,weight,_). constr_name(v5_waybel23,'second-countable',_). constr_name(m1_waybel23,'CLbasis',_). constr_name(v6_waybel23,with_bottom,_). constr_name(v7_waybel23,with_top,_). constr_name(k3_waybel23,supMap,_). constr_name(k4_waybel23,idsMap,_). constr_name(k5_waybel23,baseMap,_). constr_name(k1_scmring1,'SCM-Instr__2',_). constr_name(v1_scmring1,good__4,_). constr_name(k2_scmring1,'SCM-OK__2',_). constr_name(k3_scmring1,'IC__6',_). constr_name(k4_scmring1,'SCM-Chg__3',_). constr_name(k5_scmring1,'SCM-Chg__4',_). constr_name(k6_scmring1,'.__120',_). constr_name(k7_scmring1,address_1__2,_). constr_name(k8_scmring1,address_2__2,_). constr_name(k9_scmring1,jump_address__2,_). constr_name(k10_scmring1,cjump_address__2,_). constr_name(k11_scmring1,cond_address__2,_). constr_name(k12_scmring1,'<*..*>__44',_). constr_name(k13_scmring1,const_address,_). constr_name(k14_scmring1,const_value,_). constr_name(k15_scmring1,'SCM-Exec-Res__2',_). constr_name(k16_scmring1,'SCM-Exec__2',_). constr_name(k1_scmring2,'SCM__2',_). constr_name(k2_scmring2,'.__121',_). constr_name(m1_scmring2,'Data-Location__2',_). constr_name(k3_scmring2,'.__122',_). constr_name(k4_scmring2,':=__7',_). constr_name(k5_scmring2,'AddTo__3',_). constr_name(k6_scmring2,'SubFrom__3',_). constr_name(k7_scmring2,'MultBy__3',_). constr_name(k8_scmring2,':=__8',_). constr_name(k9_scmring2,goto__3,_). constr_name(k10_scmring2,'=0_goto__3',_). constr_name(k11_scmring2,'Next__5',_). constr_name(k1_bvfunc_2,'PARTITIONS__2',_). constr_name(m1_bvfunc_2,'Element__52',_). constr_name(k2_bvfunc_2,''/\\'__2',_). constr_name(r1_bvfunc_2,is_upper_min_depend_of,_). constr_name(k3_bvfunc_2,''\\/'__2',_). constr_name(v1_bvfunc_2,generating__2,_). constr_name(v2_bvfunc_2,independent,_). constr_name(r2_bvfunc_2,is_a_coordinate,_). constr_name(k4_bvfunc_2,'{..}__48',_). constr_name(k5_bvfunc_2,'CompF',_). constr_name(r3_bvfunc_2,is_independent_of,_). constr_name(k6_bvfunc_2,'All__8',_). constr_name(k7_bvfunc_2,'Ex__8',_). constr_name(r1_partit_2,'c=__8',_). constr_name(m1_partit_2,'Element__53',_). constr_name(k1_pepin,'^2__5',_). constr_name(k2_pepin,'^2__6',_). constr_name(k3_pepin,'Crypto',_). constr_name(k4_pepin,order,_). constr_name(k5_pepin,'Fermat',_). constr_name(k1_heyting2,'Involved',_). constr_name(k2_heyting2,'-__84',_). constr_name(k3_heyting2,'=>>__2',_). constr_name(k4_heyting2,pseudo_compl__2,_). constr_name(k5_heyting2,'StrongImpl__2',_). constr_name(k6_heyting2,'SUB__2',_). constr_name(k7_heyting2,diff__4,_). constr_name(k8_heyting2,'Atom__2',_). constr_name(v1_jordan2c,'Bounded',_). constr_name(r1_jordan2c,is_inside_component_of,_). constr_name(r2_jordan2c,is_outside_component_of,_). constr_name(k1_jordan2c,'BDD',_). constr_name(k2_jordan2c,'UBD',_). constr_name(k3_jordan2c,'1*',_). constr_name(k4_jordan2c,'1*__2',_). constr_name(k5_jordan2c,'1.REAL',_). constr_name(k6_jordan2c,pi__8,_). constr_name(v1_revrot_1,constant__4,_). constr_name(r1_revrot_1,just_once_values__2,_). constr_name(k1_jordan8,'Gauge',_). constr_name(k1_int_3,'INT.Ring',_). constr_name(r1_int_3,'<=__7',_). constr_name(k2_int_3,abs__13,_). constr_name(k3_int_3,absint,_). constr_name(k4_int_3,div__4,_). constr_name(k5_int_3,mod__5,_). constr_name(v1_int_3,'Euclidian',_). constr_name(m1_int_3,'DegreeFunction',_). constr_name(k6_int_3,absint__2,_). constr_name(k7_int_3,multint__2,_). constr_name(k8_int_3,compint__2,_). constr_name(k9_int_3,'INT.Ring__2',_). constr_name(k1_frechet2,'*__124',_). constr_name(k2_frechet2,'*__125',_). constr_name(k3_frechet2,'Cl_Seq',_). constr_name(k4_frechet2,lim__13,_). constr_name(r1_frechet2,is_a_cluster_point_of__3,_). constr_name(r1_borsuk_3,are_homeomorphic__2,_). constr_name(k1_topreal7,'max-Prod2',_). constr_name(k2_topreal7,'[..]__25',_). constr_name(k3_topreal7,'`1__23',_). constr_name(k4_topreal7,'`2__29',_). constr_name(k1_fscirc_1,'BitSubtracterOutput',_). constr_name(k2_fscirc_1,'BitSubtracterCirc',_). constr_name(k3_fscirc_1,'BorrowIStr',_). constr_name(k4_fscirc_1,'BorrowStr',_). constr_name(k5_fscirc_1,'BorrowICirc',_). constr_name(k6_fscirc_1,'BorrowOutput',_). constr_name(k7_fscirc_1,'BorrowCirc',_). constr_name(k8_fscirc_1,'BitSubtracterWithBorrowStr',_). constr_name(k9_fscirc_1,'BitSubtracterWithBorrowCirc',_). constr_name(v1_integra1,'closed-interval',_). constr_name(m1_integra1,'DivisionPoint',_). constr_name(k1_integra1,divs,_). constr_name(m2_integra1,'Division',_). constr_name(m3_integra1,'Element__54',_). constr_name(k2_integra1,divset,_). constr_name(k3_integra1,vol__6,_). constr_name(k4_integra1,upper_volume,_). constr_name(k5_integra1,lower_volume,_). constr_name(k6_integra1,upper_sum,_). constr_name(k7_integra1,lower_sum,_). constr_name(k8_integra1,divs__2,_). constr_name(k9_integra1,upper_sum_set,_). constr_name(k10_integra1,lower_sum_set,_). constr_name(r1_integra1,is_upper_integrable_on,_). constr_name(r2_integra1,is_lower_integrable_on,_). constr_name(k11_integra1,upper_integral,_). constr_name(k12_integra1,lower_integral,_). constr_name(r3_integra1,is_integrable_on,_). constr_name(k13_integra1,integral,_). constr_name(k14_integra1,upper_volume__2,_). constr_name(k15_integra1,lower_volume__2,_). constr_name(k16_integra1,rng__22,_). constr_name(k17_integra1,delta__6,_). constr_name(r4_integra1,'<=__8',_). constr_name(k18_integra1,indx,_). constr_name(k19_integra1,'PartSums',_). constr_name(k1_scmisort,'StepWhile>0__2',_). constr_name(k2_scmisort,'.__123',_). constr_name(k3_scmisort,'insert-sort',_). constr_name(k4_scmisort,'Insert-Sort-Algorithm',_). constr_name(k1_hilbert2,prop,_). constr_name(v1_hilbert2,conjunctive__4,_). constr_name(v2_hilbert2,conditional__3,_). constr_name(v3_hilbert2,simple__3,_). constr_name(k2_hilbert2,'HP-Subformulae',_). constr_name(k3_hilbert2,'Subformulae__3',_). constr_name(k1_gobrd13,'.__124',_). constr_name(k2_gobrd13,'Values',_). constr_name(k3_gobrd13,right_cell__2,_). constr_name(k4_gobrd13,left_cell__2,_). constr_name(k5_gobrd13,front_right_cell,_). constr_name(k6_gobrd13,front_left_cell,_). constr_name(r1_gobrd13,turns_right,_). constr_name(r2_gobrd13,turns_left,_). constr_name(r3_gobrd13,goes_straight,_). constr_name(m1_genealg1,'Individual',_). constr_name(k1_genealg1,crossover,_). constr_name(k2_genealg1,crossover__2,_). constr_name(k3_genealg1,crossover__3,_). constr_name(k4_genealg1,crossover__4,_). constr_name(k5_genealg1,crossover__5,_). constr_name(k6_genealg1,crossover__6,_). constr_name(k7_genealg1,crossover__7,_). constr_name(k8_genealg1,crossover__8,_). constr_name(k9_genealg1,crossover__9,_). constr_name(k10_genealg1,crossover__10,_). constr_name(k11_genealg1,crossover__11,_). constr_name(k12_genealg1,crossover__12,_). constr_name(k1_gobrd14,dist__9,_). constr_name(k1_lattice6,'%__3',_). constr_name(k2_lattice6,'%__4',_). constr_name(v1_lattice6,noetherian,_). constr_name(v2_lattice6,'co-noetherian',_). constr_name(r1_lattice6,'is-upper-neighbour-of',_). constr_name(k3_lattice6,'*'__17',_). constr_name(k4_lattice6,'*'__18',_). constr_name(v3_lattice6,'completely-meet-irreducible',_). constr_name(v4_lattice6,'completely-join-irreducible',_). constr_name(v5_lattice6,atomic__4,_). constr_name(v6_lattice6,'co-atomic',_). constr_name(v7_lattice6,atomic__5,_). constr_name(v8_lattice6,'supremum-dense',_). constr_name(v9_lattice6,'infimum-dense',_). constr_name(k5_lattice6,'MIRRS',_). constr_name(k6_lattice6,'JIRRS',_). constr_name(k1_scmpds_1,'<*..*>__45',_). constr_name(k2_scmpds_1,'<*..*>__46',_). constr_name(k3_scmpds_1,'<*..*>__47',_). constr_name(k4_scmpds_1,'<*..*>__48',_). constr_name(k5_scmpds_1,'SCMPDS-Instr',_). constr_name(k6_scmpds_1,'SCMPDS-OK',_). constr_name(k7_scmpds_1,'IC__7',_). constr_name(k8_scmpds_1,'SCM-Chg__5',_). constr_name(k9_scmpds_1,'SCM-Chg__6',_). constr_name(k10_scmpds_1,'.__125',_). constr_name(k11_scmpds_1,'Address_Add',_). constr_name(k12_scmpds_1,jump_address__3,_). constr_name(k13_scmpds_1,'<*..*>__49',_). constr_name(k14_scmpds_1,address_1__3,_). constr_name(k15_scmpds_1,const_INT,_). constr_name(k16_scmpds_1,'P21address',_). constr_name(k17_scmpds_1,'P22const',_). constr_name(k18_scmpds_1,'P31address',_). constr_name(k19_scmpds_1,'P32const',_). constr_name(k20_scmpds_1,'P33const',_). constr_name(k21_scmpds_1,'P41address',_). constr_name(k22_scmpds_1,'P42address',_). constr_name(k23_scmpds_1,'P43const',_). constr_name(k24_scmpds_1,'P44const',_). constr_name(k25_scmpds_1,'PopInstrLoc',_). constr_name(k26_scmpds_1,'RetSP',_). constr_name(k27_scmpds_1,'RetIC',_). constr_name(k28_scmpds_1,'SCM-Exec-Res__3',_). constr_name(k29_scmpds_1,'SCMPDS-Exec',_). constr_name(k1_scmpds_2,'SCMPDS',_). constr_name(m1_scmpds_2,'Int_position',_). constr_name(k2_scmpds_2,'.__126',_). constr_name(k3_scmpds_2,'DataLoc',_). constr_name(k4_scmpds_2,goto__4,_). constr_name(k5_scmpds_2,return,_). constr_name(k6_scmpds_2,':=__9',_). constr_name(k7_scmpds_2,saveIC,_). constr_name(k8_scmpds_2,'<>0_goto',_). constr_name(k9_scmpds_2,'<=0_goto',_). constr_name(k10_scmpds_2,'>=0_goto',_). constr_name(k11_scmpds_2,':=__10',_). constr_name(k12_scmpds_2,'AddTo__4',_). constr_name(k13_scmpds_2,'AddTo__5',_). constr_name(k14_scmpds_2,'SubFrom__4',_). constr_name(k15_scmpds_2,'MultBy__4',_). constr_name(k16_scmpds_2,'Divide__3',_). constr_name(k17_scmpds_2,':=__11',_). constr_name(k18_scmpds_2,'Next__6',_). constr_name(k19_scmpds_2,'ICplusConst',_). constr_name(k1_scmpds_3,'.-->__12',_). constr_name(k2_scmpds_3,inspos,_). constr_name(k3_scmpds_3,'+__70',_). constr_name(k4_scmpds_3,'-'__5',_). constr_name(v1_scmpds_3,initial__4,_). constr_name(k5_scmpds_3,'SCMPDS-Stop',_). constr_name(k6_scmpds_3,'Shift__3',_). constr_name(k1_scmpds_4,'Load__2',_). constr_name(k2_scmpds_4,'Initialized__2',_). constr_name(k3_scmpds_4,'';'__5',_). constr_name(k4_scmpds_4,'';'__6',_). constr_name(k5_scmpds_4,'';'__7',_). constr_name(k6_scmpds_4,'';'__8',_). constr_name(k7_scmpds_4,'+*__15',_). constr_name(k8_scmpds_4,stop,_). constr_name(k9_scmpds_4,'IExec__2',_). constr_name(v1_scmpds_4,paraclosed__2,_). constr_name(v2_scmpds_4,parahalting__3,_). constr_name(k10_scmpds_4,'-->__24',_). constr_name(r1_scmpds_4,valid_at,_). constr_name(v3_scmpds_4,shiftable,_). constr_name(v4_scmpds_4,shiftable__2,_). constr_name(v1_scmpds_5,'No-StopCode',_). constr_name(v2_scmpds_5,parahalting__4,_). constr_name(v3_scmpds_5,'No-StopCode__2',_). constr_name(k1_scmpds_5,'Initialized__3',_). constr_name(k1_scmpds_6,'Goto__2',_). constr_name(r1_scmpds_6,is_closed_on__4,_). constr_name(r2_scmpds_6,is_halting_on__2,_). constr_name(k2_scmpds_6,'if=0__3',_). constr_name(k3_scmpds_6,'if>0__3',_). constr_name(k4_scmpds_6,'if<0__2',_). constr_name(k5_scmpds_6,'if=0__4',_). constr_name(k6_scmpds_6,'if<>0',_). constr_name(k7_scmpds_6,'if>0__4',_). constr_name(k8_scmpds_6,'if<=0',_). constr_name(k9_scmpds_6,'if<0__3',_). constr_name(k10_scmpds_6,'if>=0',_). constr_name(k1_scmp_gcd,intpos,_). constr_name(k2_scmp_gcd,'GBP',_). constr_name(k3_scmp_gcd,'SBP',_). constr_name(k4_scmp_gcd,'GCD-Algorithm',_). constr_name(k1_waybel24,'Proj__3',_). constr_name(k2_waybel24,'Proj__4',_). constr_name(k3_waybel24,'ContMaps',_). constr_name(v1_yellow14,'Function-yielding__2',_). constr_name(k1_yellow14,'.__127',_). constr_name(k2_yellow14,'.__128',_). constr_name(k1_jordan9,'Cage',_). constr_name(k1_yellow15,rng__23,_). constr_name(k2_yellow15,'MergeSequence',_). constr_name(k3_yellow15,'Components',_). constr_name(v1_yellow15,in_general_position,_). constr_name(k1_jordan10,'UBD-Family',_). constr_name(k2_jordan10,'BDD-Family',_). constr_name(k3_jordan10,'UBD-Family__2',_). constr_name(k4_jordan10,'BDD-Family__2',_). constr_name(k1_irrat_1,aseq,_). constr_name(k2_irrat_1,bseq,_). constr_name(k3_irrat_1,cseq,_). constr_name(k4_irrat_1,dseq,_). constr_name(k5_irrat_1,eseq,_). constr_name(k1_waybel25,'Omega',_). constr_name(k2_waybel25,commute__2,_). constr_name(v1_waybel25,'monotone-convergence',_). constr_name(k1_conlat_2,'@__37',_). constr_name(k2_conlat_2,'"/\\"__17',_). constr_name(k3_conlat_2,'"\\/"__17',_). constr_name(k4_conlat_2,gamma,_). constr_name(k5_conlat_2,delta__7,_). constr_name(k6_conlat_2,'Context',_). constr_name(k7_conlat_2,'.:__47',_). constr_name(k8_conlat_2,'.:__48',_). constr_name(k9_conlat_2,'.:__49',_). constr_name(k10_conlat_2,'DualHomomorphism',_). constr_name(k1_radix_1,'Radix',_). constr_name(k2_radix_1,'-SD',_). constr_name(k3_radix_1,'-SD__2',_). constr_name(k4_radix_1,'DigA',_). constr_name(k5_radix_1,'DigB',_). constr_name(k6_radix_1,'SubDigit',_). constr_name(k7_radix_1,'DigitSD',_). constr_name(k8_radix_1,'SDDec',_). constr_name(k9_radix_1,'DigitDC',_). constr_name(k10_radix_1,'DecSD',_). constr_name(k11_radix_1,'SD_Add_Carry',_). constr_name(k12_radix_1,'SD_Add_Data',_). constr_name(r1_radix_1,is_represented_by,_). constr_name(k13_radix_1,'Add',_). constr_name(k14_radix_1,''+'',_). constr_name(r1_yellow16,is_a_retraction_of,_). constr_name(r2_yellow16,is_an_UPS_retraction_of,_). constr_name(r3_yellow16,is_a_retract_of__2,_). constr_name(r4_yellow16,is_an_UPS_retract_of,_). constr_name(v1_yellow16,'Poset-yielding',_). constr_name(k1_yellow16,pi__9,_). constr_name(k2_yellow16,'.__129',_). constr_name(r5_yellow16,inherits_sup_of,_). constr_name(r6_yellow16,inherits_inf_of,_). constr_name(k1_algspec1,'-indexing',_). constr_name(m1_algspec1,'rng-retract',_). constr_name(r1_algspec1,form_a_replacement_in,_). constr_name(k2_algspec1,'with-replacement__4',_). constr_name(m2_algspec1,'Extension',_). constr_name(m3_algspec1,'Algebra',_). constr_name(m4_algspec1,'Algebra__2',_). constr_name(k1_polynom1,'+*__16',_). constr_name(k2_polynom1,'+*__17',_). constr_name(k3_polynom1,'/.__5',_). constr_name(k4_polynom1,'^^__5',_). constr_name(k5_polynom1,'Card__3',_). constr_name(k6_polynom1,'*__126',_). constr_name(k7_polynom1,'*__127',_). constr_name(k8_polynom1,'.__130',_). constr_name(k9_polynom1,'+__71',_). constr_name(k10_polynom1,'-'__6',_). constr_name(k11_polynom1,support__2,_). constr_name(v1_polynom1,'finite-support',_). constr_name(k12_polynom1,'Support',_). constr_name(v2_polynom1,'finite-Support__2',_). constr_name(r1_polynom1,'<__2',_). constr_name(r2_polynom1,'<='__4',_). constr_name(r3_polynom1,divides__6,_). constr_name(k13_polynom1,'Bags',_). constr_name(k14_polynom1,'Bags__2',_). constr_name(m1_polynom1,'Element__55',_). constr_name(k15_polynom1,'.__131',_). constr_name(k16_polynom1,'EmptyBag',_). constr_name(k17_polynom1,'BagOrder',_). constr_name(k18_polynom1,'NatMinor',_). constr_name(k19_polynom1,support__3,_). constr_name(k20_polynom1,divisors,_). constr_name(k21_polynom1,decomp,_). constr_name(k22_polynom1,'+__72',_). constr_name(k23_polynom1,'+__73',_). constr_name(k24_polynom1,'-__85',_). constr_name(k25_polynom1,'-__86',_). constr_name(k26_polynom1,'0_',_). constr_name(k27_polynom1,'1___3',_). constr_name(k28_polynom1,'*'__19',_). constr_name(k29_polynom1,'*'__20',_). constr_name(k30_polynom1,'Polynom-Ring',_). constr_name(k1_waybel26,oContMaps,_). constr_name(k2_waybel26,pi__10,_). constr_name(k3_waybel26,oContMaps__2,_). constr_name(k4_waybel26,oContMaps__3,_). constr_name(k5_waybel26,'*graph',_). constr_name(k6_waybel26,'*graph__2',_). constr_name(v1_asympt_0,logbase,_). constr_name(v2_asympt_0,'eventually-nonnegative',_). constr_name(v3_asympt_0,positive__2,_). constr_name(v4_asympt_0,'eventually-positive',_). constr_name(v5_asympt_0,'eventually-nonzero',_). constr_name(v6_asympt_0,'eventually-nondecreasing',_). constr_name(k1_asympt_0,'+__74',_). constr_name(k2_asympt_0,'+__75',_). constr_name(k3_asympt_0,'(#)__30',_). constr_name(k4_asympt_0,max__6,_). constr_name(r1_asympt_0,majorizes,_). constr_name(k5_asympt_0,'Big_Oh',_). constr_name(k6_asympt_0,'Big_Omega',_). constr_name(k7_asympt_0,'Big_Theta',_). constr_name(k8_asympt_0,'Big_Oh__2',_). constr_name(k9_asympt_0,'Big_Omega__2',_). constr_name(k10_asympt_0,'Big_Theta__2',_). constr_name(k11_asympt_0,taken_every,_). constr_name(r2_asympt_0,is_smooth_wrt,_). constr_name(v7_asympt_0,smooth,_). constr_name(k12_asympt_0,'+__76',_). constr_name(k13_asympt_0,max__7,_). constr_name(k14_asympt_0,to_power__5,_). constr_name(k1_asympt_1,'seq_a^',_). constr_name(k2_asympt_1,seq_logn,_). constr_name(k3_asympt_1,'seq_n^',_). constr_name(k4_asympt_1,seq_const,_). constr_name(k5_asympt_1,'seq_n!',_). constr_name(k6_asympt_1,'.__132',_). constr_name(k7_asympt_1,'Prob28',_). constr_name(k8_asympt_1,seq_prob28,_). constr_name(k9_asympt_1,'POWEROF2SET',_). constr_name(k10_asympt_1,'Step1',_). constr_name(v1_waybel27,uncurrying,_). constr_name(v2_waybel27,currying,_). constr_name(v3_waybel27,commuting,_). constr_name(k1_waybel27,'.__133',_). constr_name(k2_waybel27,'UPS',_). constr_name(k3_waybel27,'.__134',_). constr_name(k4_waybel27,'UPS__2',_). constr_name(v1_integra2,'non-decreasing__4',_). constr_name(k1_integra2,'*__128',_). constr_name(k2_integra2,delta__8,_). constr_name(k3_integra2,upper_sum__2,_). constr_name(k4_integra2,lower_sum__2,_). constr_name(k1_scmpds_7,'for-up__2',_). constr_name(k2_scmpds_7,'for-down',_). constr_name(k3_scmpds_7,sum__3,_). constr_name(k4_scmpds_7,sum__4,_). constr_name(k1_bvfunc24,'{..}__49',_). constr_name(v1_waybel28,greater_or_equal_to_id,_). constr_name(k1_waybel28,'*__129',_). constr_name(k2_waybel28,'*__130',_). constr_name(k3_waybel28,'lim_inf-Convergence',_). constr_name(k4_waybel28,xi,_). constr_name(k1_waybel29,'Sigma',_). constr_name(k2_waybel29,'Sigma__2',_). constr_name(k3_waybel29,'Theta',_). constr_name(k4_waybel29,alpha__2,_). constr_name(k5_waybel29,commute__3,_). constr_name(k1_waybel30,'^0',_). constr_name(v1_waybel30,with_small_semilattices,_). constr_name(v2_waybel30,with_compact_semilattices,_). constr_name(v3_waybel30,with_open_semilattices,_). constr_name(k1_waybel31,'CLweight',_). constr_name(k2_waybel31,'Way_Up',_). constr_name(r1_lattice7,'c=__9',_). constr_name(m1_lattice7,'Chain__5',_). constr_name(k1_lattice7,height__2,_). constr_name(r2_lattice7,'<(1)',_). constr_name(k2_lattice7,max__8,_). constr_name(k3_lattice7,'Join-IRR',_). constr_name(k4_lattice7,'LOWER',_). constr_name(m2_lattice7,'Ring_of_sets',_). constr_name(k1_complfld,'F_Complex',_). constr_name(k2_complfld,'*'__21',_). constr_name(k3_complfld,'|....|__14',_). constr_name(r1_integra4,divide_into_equal,_). constr_name(k1_radix_2,'SubDigit2',_). constr_name(k2_radix_2,'DigitSD2',_). constr_name(k3_radix_2,'SDDec2',_). constr_name(k4_radix_2,'DigitDC2',_). constr_name(k5_radix_2,'DecSD2',_). constr_name(k6_radix_2,'Table1',_). constr_name(k7_radix_2,'Mul_mod',_). constr_name(k8_radix_2,'Table2',_). constr_name(k9_radix_2,'Pow_mod',_). constr_name(k1_integra5,'||__4',_). constr_name(r1_integra5,is_integrable_on__2,_). constr_name(k2_integra5,integral__2,_). constr_name(k3_integra5,'['..']',_). constr_name(k4_integra5,integral__3,_). constr_name(r1_rfunct_4,is_strictly_convex_on,_). constr_name(r2_rfunct_4,is_quasiconvex_on,_). constr_name(r3_rfunct_4,is_strictly_quasiconvex_on,_). constr_name(r4_rfunct_4,is_strongly_quasiconvex_on,_). constr_name(r5_rfunct_4,is_upper_semicontinuous_in,_). constr_name(r6_rfunct_4,is_upper_semicontinuous_on,_). constr_name(r7_rfunct_4,is_lower_semicontinuous_in,_). constr_name(r8_rfunct_4,is_lower_semicontinuous_on,_). constr_name(v1_amistd_1,'jump-only',_). constr_name(v2_amistd_1,'jump-only__2',_). constr_name(k1_amistd_1,'NIC',_). constr_name(k2_amistd_1,'JUMP',_). constr_name(k3_amistd_1,'SUCC',_). constr_name(r1_amistd_1,'<=__9',_). constr_name(v3_amistd_1,'InsLoc-antisymmetric',_). constr_name(v4_amistd_1,standard__2,_). constr_name(k4_amistd_1,'STC',_). constr_name(k5_amistd_1,'il.__2',_). constr_name(k6_amistd_1,locnum,_). constr_name(k7_amistd_1,locnum__2,_). constr_name(k8_amistd_1,'+__77',_). constr_name(k9_amistd_1,'NextLoc',_). constr_name(v5_amistd_1,sequential__2,_). constr_name(v6_amistd_1,closed__10,_). constr_name(v7_amistd_1,'really-closed',_). constr_name(v8_amistd_1,'para-closed',_). constr_name(v9_amistd_1,lower__3,_). constr_name(k10_amistd_1,'LastLoc',_). constr_name(v10_amistd_1,'halt-ending',_). constr_name(v11_amistd_1,'unique-halt',_). constr_name(k1_amistd_2,'PA',_). constr_name(v1_amistd_2,'product-like',_). constr_name(k2_amistd_2,'-->__25',_). constr_name(k3_amistd_2,'AddressPart',_). constr_name(k4_amistd_2,'AddressPart__2',_). constr_name(v2_amistd_2,homogeneous__6,_). constr_name(k5_amistd_2,'AddressParts',_). constr_name(v3_amistd_2,with_explicit_jumps,_). constr_name(v4_amistd_2,without_implicit_jumps,_). constr_name(v5_amistd_2,with_explicit_jumps__2,_). constr_name(v6_amistd_2,without_implicit_jumps__2,_). constr_name(v7_amistd_2,'with-non-trivial-Instruction-Locations',_). constr_name(v8_amistd_2,regular__2,_). constr_name(v9_amistd_2,'ins-loc-free',_). constr_name(k6_amistd_2,'Stop',_). constr_name(k7_amistd_2,'Stop__2',_). constr_name(k8_amistd_2,'IncAddr__5',_). constr_name(k9_amistd_2,'IncAddr__6',_). constr_name(k10_amistd_2,'Shift__4',_). constr_name(v10_amistd_2,'IC-good',_). constr_name(v11_amistd_2,'IC-good__2',_). constr_name(v12_amistd_2,'Exec-preserving',_). constr_name(v13_amistd_2,'Exec-preserving__2',_). constr_name(k11_amistd_2,'CutLastLoc',_). constr_name(k12_amistd_2,'';'__9',_). constr_name(k13_amistd_2,'';'__10',_). constr_name(k1_scmring3,'-->__26',_). constr_name(k2_scmring3,'dl.__2',_). constr_name(v1_polynom2,empty__7,_). constr_name(k1_polynom2,support__4,_). constr_name(k2_polynom2,'*__131',_). constr_name(k3_polynom2,eval,_). constr_name(k4_polynom2,'@__38',_). constr_name(k5_polynom2,eval__2,_). constr_name(k6_polynom2,'Polynom-Evaluation',_). constr_name(k1_polynom3,'Del__5',_). constr_name(k2_polynom3,'<*..*>__50',_). constr_name(k3_polynom3,'^__19',_). constr_name(k4_polynom3,'^^__6',_). constr_name(r1_polynom3,'<__3',_). constr_name(r2_polynom3,'<=__10',_). constr_name(k5_polynom3,'TuplesOrder',_). constr_name(k6_polynom3,'Decomp',_). constr_name(k7_polynom3,prodTuples,_). constr_name(k8_polynom3,'+__78',_). constr_name(k9_polynom3,'+__79',_). constr_name(k10_polynom3,'-__87',_). constr_name(k11_polynom3,'-__88',_). constr_name(k12_polynom3,'0_.',_). constr_name(k13_polynom3,'1_.',_). constr_name(k14_polynom3,'*'__22',_). constr_name(k15_polynom3,'*'__23',_). constr_name(k16_polynom3,'Polynom-Ring__2',_). constr_name(m1_fuzzy_1,'Membership_Func',_). constr_name(r1_fuzzy_1,is_less_than__3,_). constr_name(r2_fuzzy_1,is_less_than__4,_). constr_name(k1_fuzzy_1,min__6,_). constr_name(k2_fuzzy_1,max__9,_). constr_name(k3_fuzzy_1,'1_minus',_). constr_name(k4_fuzzy_1,'EMF',_). constr_name(k5_fuzzy_1,'UMF',_). constr_name(k6_fuzzy_1,'\\+\\__12',_). constr_name(k7_fuzzy_1,ab_difMF,_). constr_name(k1_fuzzy_2,'\\__19',_). constr_name(k2_fuzzy_2,'*__132',_). constr_name(k3_fuzzy_2,'++',_). constr_name(k1_hahnban1,'[**..**]',_). constr_name(k2_hahnban1,i_FC,_). constr_name(k3_hahnban1,'+__80',_). constr_name(k4_hahnban1,'-__89',_). constr_name(k5_hahnban1,'-__90',_). constr_name(k6_hahnban1,'*__133',_). constr_name(k7_hahnban1,'0Functional',_). constr_name(v1_hahnban1,additive__7,_). constr_name(v2_hahnban1,homogeneous__7,_). constr_name(v3_hahnban1,'0-preserving__2',_). constr_name(k8_hahnban1,'*'__24',_). constr_name(v4_hahnban1,subadditive__2,_). constr_name(v5_hahnban1,additive__8,_). constr_name(v6_hahnban1,'Real_homogeneous',_). constr_name(v7_hahnban1,homogeneous__8,_). constr_name(v8_hahnban1,'0-preserving__3',_). constr_name(k9_hahnban1,'0RFunctional',_). constr_name(k10_hahnban1,'RealVS',_). constr_name(k11_hahnban1,projRe,_). constr_name(k12_hahnban1,projIm,_). constr_name(k13_hahnban1,'RtoC',_). constr_name(k14_hahnban1,'CtoR',_). constr_name(k15_hahnban1,'i-shift',_). constr_name(k16_hahnban1,prodReIm,_). constr_name(v1_waybel32,upper__2,_). constr_name(v2_waybel32,order_consistent,_). constr_name(k1_waybel32,'*'__25',_). constr_name(k2_waybel32,inf_net,_). constr_name(r1_pencil_1,are_collinear,_). constr_name(v1_pencil_1,closed_under_lines,_). constr_name(v2_pencil_1,strong,_). constr_name(v3_pencil_1,void__4,_). constr_name(v4_pencil_1,degenerated__2,_). constr_name(v5_pencil_1,with_non_trivial_blocks,_). constr_name(v6_pencil_1,identifying_close_blocks,_). constr_name(v7_pencil_1,'truly-partial',_). constr_name(v8_pencil_1,without_isolated_points,_). constr_name(v9_pencil_1,connected__8,_). constr_name(v10_pencil_1,strongly_connected__3,_). constr_name(v11_pencil_1,'TopStruct-yielding',_). constr_name(v12_pencil_1,'non-void-yielding',_). constr_name(v13_pencil_1,'trivial-yielding',_). constr_name(v14_pencil_1,'non-Trivial-yielding',_). constr_name(k1_pencil_1,'.__135',_). constr_name(v15_pencil_1,'PLS-yielding',_). constr_name(k2_pencil_1,'.__136',_). constr_name(v16_pencil_1,'Segre-like',_). constr_name(k3_pencil_1,indx__2,_). constr_name(k4_pencil_1,'Segre_Blocks',_). constr_name(k5_pencil_1,'Segre_Product',_). constr_name(k6_pencil_1,'Segre_Product__2',_). constr_name(k1_polynom4,'Leading-Monomial',_). constr_name(k2_polynom4,eval__3,_). constr_name(k3_polynom4,'Polynom-Evaluation__2',_). constr_name(k1_scmpds_8,'Dstate',_). constr_name(k2_scmpds_8,'while<0__2',_). constr_name(k3_scmpds_8,'while>0__2',_). constr_name(r1_scpisort,is_FinSequence_on,_). constr_name(k1_scpisort,'insert-sort__2',_). constr_name(k1_scpqsort,'Partition',_). constr_name(k2_scpqsort,'QuickSort',_). constr_name(k1_scpinvar,sum__5,_). constr_name(k2_scpinvar,'Fib-macro__2',_). constr_name(k3_scpinvar,'while<>0',_). constr_name(k4_scpinvar,'GCD-Algorithm__2',_). constr_name(m1_orders_4,'Chain__6',_). constr_name(v1_orders_4,countable__2,_). constr_name(r1_orders_4,form_upper_lower_partition_of,_). constr_name(r1_lattice8,'c=__10',_). constr_name(v1_lattice8,finitely_typed,_). constr_name(r2_lattice8,'has_a_representation_of_type<=',_). constr_name(k1_lattice8,new_set2,_). constr_name(k2_lattice8,new_bi_fun2,_). constr_name(k3_lattice8,'ConsecutiveSet2',_). constr_name(k4_lattice8,'Quadr2',_). constr_name(k5_lattice8,'ConsecutiveDelta2',_). constr_name(k6_lattice8,'ConsecutiveDelta2__2',_). constr_name(k7_lattice8,'NextSet2',_). constr_name(k8_lattice8,'NextDelta2',_). constr_name(k9_lattice8,'NextDelta2__2',_). constr_name(r3_lattice8,is_extension2_of,_). constr_name(m1_lattice8,'ExtensionSeq2',_). constr_name(k1_hilbert3,'=>__12',_). constr_name(k2_hilbert3,'SetVal',_). constr_name(k3_hilbert3,'SetVal__2',_). constr_name(m1_hilbert3,'Permutation',_). constr_name(k4_hilbert3,'Perm',_). constr_name(k5_hilbert3,'Perm__2',_). constr_name(v1_hilbert3,canonical,_). constr_name(v2_hilbert3,'pseudo-canonical',_). constr_name(k1_heyting3,'SubstPoset',_). constr_name(k2_heyting3,'PFArt',_). constr_name(k3_heyting3,'PFCrt',_). constr_name(k4_heyting3,'PFBrt',_). constr_name(k5_heyting3,'PFDrt',_). constr_name(k1_comptrig,'Arg',_). constr_name(m1_comptrig,'CRoot',_). constr_name(k1_polynom5,'|....|__15',_). constr_name(k2_polynom5,'`^',_). constr_name(k3_polynom5,'*__134',_). constr_name(k4_polynom5,'<%..%>__7',_). constr_name(k5_polynom5,'Subst__3',_). constr_name(r1_polynom5,is_a_root_of,_). constr_name(v1_polynom5,with_roots,_). constr_name(v2_polynom5,'algebraic-closed',_). constr_name(k6_polynom5,'Roots',_). constr_name(k7_polynom5,'NormPolynomial',_). constr_name(k8_polynom5,'FPower',_). constr_name(k9_polynom5,'Polynomial-Function',_). constr_name(k1_finseq_7,'Replace__2',_). constr_name(k2_finseq_7,'Swap',_). constr_name(k1_jct_misc,pr1__13,_). constr_name(k2_jct_misc,pr2__13,_). constr_name(v1_jct_misc,connected__9,_). constr_name(k3_jct_misc,dist__10,_). constr_name(k1_jordan1a,'Center',_). constr_name(k2_jordan1a,north_halfline,_). constr_name(k3_jordan1a,east_halfline,_). constr_name(k4_jordan1a,south_halfline,_). constr_name(k5_jordan1a,west_halfline,_). constr_name(k1_fuzzy_3,'Zmf',_). constr_name(k2_fuzzy_3,'Umf',_). constr_name(k1_fintopo2,'P_1',_). constr_name(k2_fintopo2,'P_2',_). constr_name(k3_fintopo2,'P_0',_). constr_name(k4_fintopo2,'P_A',_). constr_name(k5_fintopo2,'P_e',_). constr_name(l1_fintopo2,'FMT_Space_Str',_). constr_name(v1_fintopo2,strict__FMT_Space_Str,_). constr_name(u1_fintopo2,'BNbd',the_BNbd). constr_name(g1_fintopo2,'FMT_Space_Str_constr',_). constr_name(k6_fintopo2,'U_FMT',_). constr_name(k7_fintopo2,'NeighSp',_). constr_name(v2_fintopo2,'Fo_filled',_). constr_name(k8_fintopo2,'^Fodelta',_). constr_name(k9_fintopo2,'^Fob',_). constr_name(k10_fintopo2,'^Foi',_). constr_name(k11_fintopo2,'^Fos',_). constr_name(k12_fintopo2,'^Fon',_). constr_name(k13_fintopo2,'^Fodel_i',_). constr_name(k14_fintopo2,'^Fodel_o',_). constr_name(v3_fintopo2,'Fo_open',_). constr_name(v4_fintopo2,'Fo_closed',_). constr_name(v1_binom,'add-cancelable',_). constr_name(k1_binom,'+__81',_). constr_name(k2_binom,'|^__18',_). constr_name(k3_binom,'Nat-mult-left',_). constr_name(k4_binom,'Nat-mult-right',_). constr_name(k5_binom,'*__135',_). constr_name(k6_binom,'*__136',_). constr_name(k7_binom,choose__4,_). constr_name(k8_binom,'In_Power__2',_). constr_name(v1_ideal_1,'add-closed',_). constr_name(v2_ideal_1,'left-ideal',_). constr_name(v3_ideal_1,'right-ideal',_). constr_name(v4_ideal_1,trivial__3,_). constr_name(v5_ideal_1,proper__4,_). constr_name(k1_ideal_1,'add|',_). constr_name(k2_ideal_1,'mult|',_). constr_name(k3_ideal_1,'Gr',_). constr_name(m1_ideal_1,'LinearCombination',_). constr_name(m2_ideal_1,'LeftLinearCombination',_). constr_name(m3_ideal_1,'RightLinearCombination',_). constr_name(k4_ideal_1,'^__20',_). constr_name(k5_ideal_1,'^__21',_). constr_name(k6_ideal_1,'^__22',_). constr_name(r1_ideal_1,represents__2,_). constr_name(r2_ideal_1,represents__3,_). constr_name(r3_ideal_1,represents__4,_). constr_name(k7_ideal_1,'-Ideal',_). constr_name(k8_ideal_1,'-LeftIdeal',_). constr_name(k9_ideal_1,'-RightIdeal',_). constr_name(m4_ideal_1,'Basis__6',_). constr_name(k10_ideal_1,'*__137',_). constr_name(k11_ideal_1,'+__82',_). constr_name(k12_ideal_1,'+__83',_). constr_name(k13_ideal_1,'/\\__30',_). constr_name(k14_ideal_1,'*'__26',_). constr_name(k15_ideal_1,'*'__27',_). constr_name(r4_ideal_1,'are_co-prime__3',_). constr_name(k16_ideal_1,'%__5',_). constr_name(k17_ideal_1,sqrt__3,_). constr_name(v6_ideal_1,finitely_generated,_). constr_name(v7_ideal_1,'Noetherian',_). constr_name(v8_ideal_1,principal__4,_). constr_name(v9_ideal_1,'PID',_). constr_name(k1_hilbasis,bag_extend,_). constr_name(k2_hilbasis,'UnitBag',_). constr_name(k3_hilbasis,'1_1',_). constr_name(k4_hilbasis,minlen,_). constr_name(k5_hilbasis,monomial,_). constr_name(k6_hilbasis,upm,_). constr_name(k7_hilbasis,mpu,_). constr_name(k1_dynkin,followed_by,_). constr_name(k2_dynkin,followed_by__2,_). constr_name(k3_dynkin,followed_by__3,_). constr_name(k4_dynkin,seqIntersection,_). constr_name(v1_dynkin,disjoint_valued__4,_). constr_name(k5_dynkin,disjointify,_). constr_name(k6_dynkin,disjointify__2,_). constr_name(m1_dynkin,'Dynkin_System',_). constr_name(k7_dynkin,generated_Dynkin_System,_). constr_name(k8_dynkin,'DynSys',_). constr_name(k9_dynkin,'DynSys__2',_). constr_name(m1_taxonom1,'Classification',_). constr_name(m2_taxonom1,'Strong_Classification',_). constr_name(k1_taxonom1,low_toler,_). constr_name(v1_taxonom1,nonnegative__3,_). constr_name(k2_taxonom1,fam_class,_). constr_name(r1_taxonom1,are_in_tolerance_wrt,_). constr_name(k3_taxonom1,dist_toler,_). constr_name(k4_taxonom1,fam_class_metr,_). constr_name(v1_yellow18,'one-to-one__5',_). constr_name(r1_yellow18,are_equivalent__2,_). constr_name(r2_yellow18,are_opposite,_). constr_name(k1_yellow18,opp__16,_). constr_name(k2_yellow18,'dualizing-func',_). constr_name(r3_yellow18,are_dual,_). constr_name(v2_yellow18,'para-functional',_). constr_name(k3_yellow18,'-carrier_of',_). constr_name(v3_yellow18,'set-id-inheriting',_). constr_name(v4_yellow18,concrete,_). constr_name(k4_yellow18,'Concretized',_). constr_name(k5_yellow18,'Concretization',_). constr_name(m1_urysohn3,'Drizzle',_). constr_name(k1_urysohn3,'.__137',_). constr_name(k2_urysohn3,'.__138',_). constr_name(m2_urysohn3,'Rain',_). constr_name(k3_urysohn3,inf_number_dyadic,_). constr_name(k4_urysohn3,'Tempest',_). constr_name(k5_urysohn3,'.__139',_). constr_name(k6_urysohn3,'Rainbow',_). constr_name(k7_urysohn3,'.__140',_). constr_name(k8_urysohn3,'Thunder',_). constr_name(k9_urysohn3,'.__141',_). constr_name(l1_polyalg1,'AlgebraStr__2',_). constr_name(v1_polyalg1,strict__AlgebraStr__2,_). constr_name(g1_polyalg1,'AlgebraStr_constr__2',_). constr_name(v2_polyalg1,'mix-associative',_). constr_name(k1_polyalg1,'Formal-Series',_). constr_name(m1_polyalg1,'Subalgebra',_). constr_name(v3_polyalg1,opers_closed__3,_). constr_name(k2_polyalg1,'GenAlg',_). constr_name(k3_polyalg1,'Polynom-Algebra',_). constr_name(k1_circtrm1,'-CircuitStr',_). constr_name(k2_circtrm1,the_sort_of__3,_). constr_name(k3_circtrm1,the_action_of,_). constr_name(k4_circtrm1,'-CircuitSorts',_). constr_name(k5_circtrm1,'-CircuitCharact',_). constr_name(k6_circtrm1,'-Circuit',_). constr_name(k7_circtrm1,'@__39',_). constr_name(m1_circtrm1,'CompatibleValuation',_). constr_name(r1_circtrm1,are_equivalent_wrt,_). constr_name(r2_circtrm1,are_equivalent__3,_). constr_name(r3_circtrm1,preserves_inputs_of,_). constr_name(r4_circtrm1,form_embedding_of,_). constr_name(r5_circtrm1,are_similar_wrt,_). constr_name(r6_circtrm1,are_similar__3,_). constr_name(r7_circtrm1,calculates,_). constr_name(r8_circtrm1,specifies,_). constr_name(m2_circtrm1,'SortMap',_). constr_name(m3_circtrm1,'OperMap',_). constr_name(k1_ami_7,'+*__18',_). constr_name(v1_ami_7,with_non_trivial_Instructions,_). constr_name(v2_ami_7,with_non_trivial_ObjectKinds,_). constr_name(k2_ami_7,'Output__2',_). constr_name(k3_ami_7,'Out_\\_Inp',_). constr_name(k4_ami_7,'Out_U_Inp',_). constr_name(k5_ami_7,'Input__2',_). constr_name(k6_ami_7,'+*__19',_). constr_name(k1_scmfsa10,'-->__27',_). constr_name(l1_robbins1,'ComplStr',_). constr_name(v1_robbins1,strict__ComplStr,_). constr_name(u1_robbins1,'Compl',the_Compl). constr_name(g1_robbins1,'ComplStr_constr',_). constr_name(l2_robbins1,'ComplLattStr',_). constr_name(v2_robbins1,strict__ComplLattStr,_). constr_name(g2_robbins1,'ComplLattStr_constr',_). constr_name(l3_robbins1,'OrthoLattStr',_). constr_name(v3_robbins1,strict__OrthoLattStr,_). constr_name(g3_robbins1,'OrthoLattStr_constr',_). constr_name(k1_robbins1,'TrivComplLat',_). constr_name(k2_robbins1,'TrivOrtLat',_). constr_name(k3_robbins1,'`__4',_). constr_name(k4_robbins1,'*'__28',_). constr_name(v4_robbins1,'Robbins',_). constr_name(v5_robbins1,'Huntington',_). constr_name(v6_robbins1,'join-idempotent',_). constr_name(k5_robbins1,'+__84',_). constr_name(k6_robbins1,'*'__29',_). constr_name(k7_robbins1,'Bot',_). constr_name(v7_robbins1,'well-complemented',_). constr_name(k8_robbins1,'CLatt',_). constr_name(v8_robbins1,with_idempotent_element,_). constr_name(k9_robbins1,'\\delta',_). constr_name(k10_robbins1,'Expand',_). constr_name(k11_robbins1,'_0',_). constr_name(k12_robbins1,'Double__2',_). constr_name(k13_robbins1,'_1',_). constr_name(k14_robbins1,'_2',_). constr_name(k15_robbins1,'_3',_). constr_name(k16_robbins1,'_4',_). constr_name(k17_robbins1,'\\beta',_). constr_name(v9_robbins1,de_Morgan,_). constr_name(k1_fuzzy_4,converse,_). constr_name(k2_fuzzy_4,min__7,_). constr_name(k3_fuzzy_4,'(#)__31',_). constr_name(k4_fuzzy_4,'Imf',_). constr_name(k1_jgraph_2,'Out_In_Sq',_). constr_name(k2_jgraph_2,'AffineMap',_). constr_name(k1_comput_1,'+*__20',_). constr_name(k2_comput_1,'.__142',_). constr_name(v1_comput_1,compatible__2,_). constr_name(v2_comput_1,'from-natural-fseqs',_). constr_name(v3_comput_1,'len-total',_). constr_name(v4_comput_1,homogeneous__9,_). constr_name(k3_comput_1,arity__2,_). constr_name(v5_comput_1,with_the_same_arity,_). constr_name(k4_comput_1,arity__3,_). constr_name(k5_comput_1,'HFuncs',_). constr_name(k6_comput_1,const__2,_). constr_name(k7_comput_1,succ__6,_). constr_name(k8_comput_1,proj__5,_). constr_name(m1_comput_1,'Element__56',_). constr_name(r1_comput_1,'is_primitive-recursively_expressed_by',_). constr_name(k9_comput_1,primrec,_). constr_name(k10_comput_1,primrec__2,_). constr_name(v6_comput_1,composition_closed,_). constr_name(v7_comput_1,'primitive-recursion_closed',_). constr_name(v8_comput_1,'primitive-recursively_closed',_). constr_name(k11_comput_1,'PrimRec',_). constr_name(v9_comput_1,'primitive-recursive',_). constr_name(k12_comput_1,'initial-funcs',_). constr_name(k13_comput_1,'PR-closure',_). constr_name(k14_comput_1,'composition-closure',_). constr_name(k15_comput_1,'PrimRec-Approximation',_). constr_name(v10_comput_1,nullary,_). constr_name(v11_comput_1,unary,_). constr_name(v12_comput_1,binary__4,_). constr_name(v13_comput_1,'3-ary',_). constr_name(k16_comput_1,'(1,2)->(1,?,2)',_). constr_name(k17_comput_1,'[+]',_). constr_name(k18_comput_1,'[*]__5',_). constr_name(k19_comput_1,'[!]',_). constr_name(k20_comput_1,'[^]',_). constr_name(k21_comput_1,'[pred]',_). constr_name(k22_comput_1,'[-]',_). constr_name(k1_turing_1,'+*__21',_). constr_name(k2_turing_1,'.-->__13',_). constr_name(k3_turing_1,'SegM',_). constr_name(k4_turing_1,'Prefix',_). constr_name(l1_turing_1,'TuringStr',_). constr_name(v1_turing_1,strict__TuringStr,_). constr_name(u1_turing_1,'Symbols',the_Symbols). constr_name(u2_turing_1,'States__2',the_States__2). constr_name(u3_turing_1,'Tran__2',the_Tran__2). constr_name(u4_turing_1,'InitS__2',the_InitS__2). constr_name(u5_turing_1,'AcceptS',the_AcceptS). constr_name(g1_turing_1,'TuringStr_constr',_). constr_name(k5_turing_1,'Tape-Chg',_). constr_name(k6_turing_1,offset,_). constr_name(k7_turing_1,'Head',_). constr_name(k8_turing_1,'TRAN',_). constr_name(k9_turing_1,'Following__5',_). constr_name(k10_turing_1,'Computation__3',_). constr_name(v2_turing_1,'Accept-Halt',_). constr_name(k11_turing_1,'Result__4',_). constr_name(k12_turing_1,id__20,_). constr_name(k13_turing_1,'Sum_Tran',_). constr_name(r1_turing_1,is_1_between,_). constr_name(r2_turing_1,storeData,_). constr_name(k14_turing_1,'SumTuring',_). constr_name(r3_turing_1,computes__2,_). constr_name(k15_turing_1,'Succ_Tran',_). constr_name(k16_turing_1,'SuccTuring',_). constr_name(k17_turing_1,'Zero_Tran',_). constr_name(k18_turing_1,'ZeroTuring',_). constr_name(k19_turing_1,'U3(n)Tran',_). constr_name(k20_turing_1,'U3(n)Turing',_). constr_name(k21_turing_1,'UnionSt',_). constr_name(k22_turing_1,'FirstTuringTran',_). constr_name(k23_turing_1,'SecondTuringTran',_). constr_name(k24_turing_1,'`1__24',_). constr_name(k25_turing_1,'`2__30',_). constr_name(k26_turing_1,'FirstTuringState',_). constr_name(k27_turing_1,'SecondTuringState',_). constr_name(k28_turing_1,'FirstTuringSymbol',_). constr_name(k29_turing_1,'SecondTuringSymbol',_). constr_name(k30_turing_1,'Uniontran',_). constr_name(k31_turing_1,'UnionTran',_). constr_name(k32_turing_1,'';'__11',_). constr_name(k1_yellow19,'NeighborhoodSystem',neighborhood_system). constr_name(m1_yellow19,'Subset',_). constr_name(k2_yellow19,a_filter,filter_of_net_str). constr_name(k3_yellow19,a_net,net_of_bool_filter). constr_name(v1_yellow19,'Cauchy__4',cauchy_net_str). constr_name(k1_waybel33,lim_inf__3,_). constr_name(v1_waybel33,'lim-inf',_). constr_name(k2_waybel33,'Xi',_). constr_name(r1_yellow20,have_the_same_composition,_). constr_name(k1_yellow20,'Intersect__2',_). constr_name(k2_yellow20,'Intersect__3',_). constr_name(k3_yellow20,incl__6,_). constr_name(k4_yellow20,'|__30',_). constr_name(k5_yellow20,'|__31',_). constr_name(r2_yellow20,are_isomorphic_under,_). constr_name(r3_yellow20,'are_anti-isomorphic_under',_). constr_name(k1_yellow21,'as_1-sorted',_). constr_name(k2_yellow21,'POSETS',_). constr_name(v1_yellow21,'carrier-underlaid',_). constr_name(v2_yellow21,'lattice-wise',_). constr_name(v3_yellow21,with_complete_lattices,_). constr_name(k3_yellow21,latt__5,_). constr_name(k4_yellow21,latt__6,_). constr_name(k5_yellow21,'@__40',_). constr_name(v4_yellow21,with_all_isomorphisms,_). constr_name(v5_yellow21,'upper-bounded__3',_). constr_name(k6_yellow21,'-UPS_category',_). constr_name(k7_yellow21,'-CONT_category',_). constr_name(k8_yellow21,'-ALG_category',_). constr_name(k1_waybel34,'LowerAdj',_). constr_name(k2_waybel34,'UpperAdj',_). constr_name(k3_waybel34,opp__17,_). constr_name(k4_waybel34,'-INF_category',_). constr_name(k5_waybel34,'-SUP_category',_). constr_name(k6_waybel34,'LowerAdj__2',_). constr_name(k7_waybel34,'UpperAdj__2',_). constr_name(v1_waybel34,'waybelow-preserving',_). constr_name(v2_waybel34,relatively_open,_). constr_name(k8_waybel34,'-INF(SC)_category',_). constr_name(k9_waybel34,'-SUP(SO)_category',_). constr_name(k10_waybel34,'-CL_category',_). constr_name(k11_waybel34,'-CL-opp_category',_). constr_name(v3_waybel34,'compact-preserving',_). constr_name(v4_waybel34,'finite-sups-preserving',_). constr_name(v5_waybel34,'bottom-preserving',_). constr_name(v6_waybel34,'finite-sups-inheriting',_). constr_name(v7_waybel34,'bottom-inheriting',_). constr_name(k1_msafree3,'Free__5',_). constr_name(k2_msafree3,variables_in__4,_). constr_name(k3_msafree3,variables_in__5,_). constr_name(k4_msafree3,variables_in__6,_). constr_name(k5_msafree3,'-Terms__2',_). constr_name(k1_jordan1e,'Upper_Seq',_). constr_name(k2_jordan1e,'Lower_Seq',_). constr_name(r1_polynom6,is_ringisomorph_to__2,_). constr_name(k1_polynom6,'+^__6',_). constr_name(k2_polynom6,'Compress',_). constr_name(k1_pencil_2,'Del__6',_). constr_name(m1_pencil_2,'Segre-Coset',_). constr_name(r1_pencil_2,are_joinable,_). constr_name(v1_pencil_2,isomorphic__3,_). constr_name(k2_pencil_2,'.:__50',_). constr_name(k3_pencil_2,'"__36',_). constr_name(k1_jgraph_3,'Sq_Circ',_). constr_name(v1_pythtrip,square,_). constr_name(m1_pythtrip,'Pythagorean_triple',_). constr_name(v2_pythtrip,degenerate,_). constr_name(v3_pythtrip,simplified,_). constr_name(k1_jordan1h,'RealOrd',_). constr_name(k2_jordan1h,'Values__2',_). constr_name(k3_jordan1h,'X-SpanStart',_). constr_name(r1_jordan1h,is_sufficiently_large_for,_). constr_name(v1_polynom7,'non-zero__4',_). constr_name(v2_polynom7,univariate,_). constr_name(v3_polynom7,'monomial-like',_). constr_name(k1_polynom7,'Monom',_). constr_name(k2_polynom7,term__3,_). constr_name(k3_polynom7,coefficient,_). constr_name(v4_polynom7,'Constant',_). constr_name(k4_polynom7,'|__32',_). constr_name(k5_polynom7,'*__138',_). constr_name(k6_polynom7,'*__139',_). constr_name(v1_fsm_2,calculating_type,_). constr_name(r1_fsm_2,is_accessible_via,_). constr_name(v2_fsm_2,accessible__2,_). constr_name(v3_fsm_2,regular__3,_). constr_name(l1_fsm_2,'SM_Final',_). constr_name(v4_fsm_2,strict__SM_Final,_). constr_name(u1_fsm_2,'FinalS',the_FinalS). constr_name(g1_fsm_2,'SM_Final_constr',_). constr_name(r2_fsm_2,leads_to_final_state_of,_). constr_name(v5_fsm_2,halting__5,_). constr_name(l2_fsm_2,'Moore-SM_Final',_). constr_name(v6_fsm_2,'strict__Moore-SM_Final',_). constr_name(g2_fsm_2,'Moore-SM_Final_constr',_). constr_name(k1_fsm_2,'-TwoStatesMooreSM',_). constr_name(r3_fsm_2,is_result_of,_). constr_name(k2_fsm_2,'Result__5',_). constr_name(v1_taxonom2,with_superior,_). constr_name(v2_taxonom2,with_comparable_down,_). constr_name(v3_taxonom2,hierarchic,_). constr_name(m1_taxonom2,'Hierarchy',_). constr_name(v4_taxonom2,'mutually-disjoint',_). constr_name(v5_taxonom2,'T_3',_). constr_name(v6_taxonom2,'lower-bounded__3',_). constr_name(v7_taxonom2,'with_max's',_). constr_name(k1_jgraph_4,'NormF',_). constr_name(k2_jgraph_4,'FanW',_). constr_name(k3_jgraph_4,'-FanMorphW',_). constr_name(k4_jgraph_4,'FanN',_). constr_name(k5_jgraph_4,'-FanMorphN',_). constr_name(k6_jgraph_4,'FanE',_). constr_name(k7_jgraph_4,'-FanMorphE',_). constr_name(k8_jgraph_4,'FanS',_). constr_name(k9_jgraph_4,'-FanMorphS',_). constr_name(k1_rcomp_2,'[....[__2',_). constr_name(k2_rcomp_2,']....]__2',_). constr_name(v1_dickson,ascending__2,_). constr_name(v2_dickson,'weakly-ascending',_). constr_name(v3_dickson,quasi_ordered,_). constr_name(k1_dickson,'EqRel__2',_). constr_name(k2_dickson,'<=E',_). constr_name(k3_dickson,'\\~',_). constr_name(k4_dickson,'\\~__2',_). constr_name(k5_dickson,'\\~__3',_). constr_name(k6_dickson,'min-classes',_). constr_name(r1_dickson,'is_Dickson-basis_of',_). constr_name(v4_dickson,'Dickson',_). constr_name(k7_dickson,mindex,_). constr_name(k8_dickson,mindex__2,_). constr_name(k9_dickson,'Dickson-bases',_). constr_name(k10_dickson,'NATOrd',_). constr_name(k11_dickson,'OrderedNAT',_). constr_name(k1_bagorder,'-cut__3',_). constr_name(k2_bagorder,'Fin__3',_). constr_name(v1_bagorder,'non-increasing__5',_). constr_name(k3_bagorder,'TotDegree',_). constr_name(v2_bagorder,admissible,_). constr_name(k4_bagorder,'InvLexOrder',_). constr_name(k5_bagorder,'Graded',_). constr_name(k6_bagorder,'GrLexOrder',_). constr_name(k7_bagorder,'GrInvLexOrder',_). constr_name(k8_bagorder,'BlockOrder',_). constr_name(k9_bagorder,'NaivelyOrderedBags',_). constr_name(k10_bagorder,'PosetMin',_). constr_name(k11_bagorder,'PosetMax',_). constr_name(k12_bagorder,'FinOrd-Approx',_). constr_name(k13_bagorder,'FinOrd',_). constr_name(k14_bagorder,'FinPoset',_). constr_name(k15_bagorder,'MinElement',_). constr_name(k16_bagorder,'SeqShift',_). constr_name(k1_circcmb2,'MSAlg__4',_). constr_name(k1_facirc_2,'SingleMSS',_). constr_name(k2_facirc_2,'SingleMSA',_). constr_name(k3_facirc_2,'<*>__4',_). constr_name(k4_facirc_2,'-BitAdderStr',_). constr_name(k5_facirc_2,'-BitAdderCirc',_). constr_name(k6_facirc_2,'-BitMajorityOutput',_). constr_name(k7_facirc_2,'-BitAdderOutput',_). constr_name(k1_fib_num,tau,_). constr_name(k2_fib_num,tau_bar,_). constr_name(k1_jordan11,'ApproxIndex',_). constr_name(k2_jordan11,'Y-InitStart',_). constr_name(k3_jordan11,'Y-SpanStart',_). constr_name(r1_jordan12,is_in_general_position_wrt,_). constr_name(r2_jordan12,are_in_general_position,_). constr_name(k1_jordan13,'Span',_). constr_name(k1_jordan14,'SpanStart',_). constr_name(v1_circcmb3,stabilizing,_). constr_name(v2_circcmb3,stabilizing__2,_). constr_name(v3_circcmb3,'with_stabilization-limit',_). constr_name(k1_circcmb3,'Result__6',_). constr_name(k2_circcmb3,'stabilization-time',_). constr_name(k3_circcmb3,'<*..*>__51',_). constr_name(k4_circcmb3,'<*..*>__52',_). constr_name(v4_circcmb3,'one-gate',_). constr_name(v5_circcmb3,'one-gate__2',_). constr_name(k5_circcmb3,'Output__3',_). constr_name(m1_circcmb3,'Signature',_). constr_name(k6_circcmb3,'1GateCircStr__3',_). constr_name(m2_circcmb3,'Circuit',_). constr_name(k7_circcmb3,'1GateCircuit__5',_). constr_name(k8_circcmb3,'+*__22',_). constr_name(k9_circcmb3,'+*__23',_). constr_name(v6_circcmb3,with_nonpair_inputs,_). constr_name(k1_borsuk_4,'I(01)',_). constr_name(k1_jordan1k,dist_min__2,_). constr_name(k2_jordan1k,min_dist_min__2,_). constr_name(k3_jordan1k,max_dist_max__2,_). constr_name(k4_jordan1k,dist_min__3,_). constr_name(k5_jordan1k,dist__11,_). constr_name(k6_jordan1k,'Lower_Middle_Point',_). constr_name(k7_jordan1k,'Upper_Middle_Point',_). constr_name(v1_jordan16,continuous__5,_). constr_name(k1_jordan16,'AffineMap__2',_). constr_name(r1_jordan17,are_in_this_order_on,_). constr_name(k1_jordan18,'North-Bound',_). constr_name(k2_jordan18,'South-Bound',_). constr_name(r1_jordan18,'-separate',_). constr_name(k1_osalg_1,the_result_sort_of__2,_). constr_name(l1_osalg_1,'OverloadedMSSign',_). constr_name(v1_osalg_1,strict__OverloadedMSSign,_). constr_name(u1_osalg_1,'Overloading',the_Overloading). constr_name(g1_osalg_1,'OverloadedMSSign_constr',_). constr_name(l2_osalg_1,'RelSortedSign',_). constr_name(v2_osalg_1,strict__RelSortedSign,_). constr_name(g2_osalg_1,'RelSortedSign_constr',_). constr_name(l3_osalg_1,'OverloadedRSSign',_). constr_name(v3_osalg_1,strict__OverloadedRSSign,_). constr_name(g3_osalg_1,'OverloadedRSSign_constr',_). constr_name(v4_osalg_1,'order-sorted',_). constr_name(r1_osalg_1,'~=',_). constr_name(v5_osalg_1,discernable,_). constr_name(v6_osalg_1,'op-discrete',_). constr_name(k2_osalg_1,'OSSign',_). constr_name(r2_osalg_1,'<=__11',_). constr_name(v7_osalg_1,monotone__5,_). constr_name(v8_osalg_1,monotone__6,_). constr_name(r3_osalg_1,has_least_args_for,_). constr_name(r4_osalg_1,has_least_sort_for,_). constr_name(r5_osalg_1,has_least_rank_for,_). constr_name(v9_osalg_1,regular__4,_). constr_name(v10_osalg_1,regular__5,_). constr_name(k3_osalg_1,'LBound__2',_). constr_name(k4_osalg_1,'ConstOSSet',_). constr_name(v11_osalg_1,'order-sorted__2',_). constr_name(k5_osalg_1,'ConstOSSet__2',_). constr_name(v12_osalg_1,'order-sorted__3',_). constr_name(k6_osalg_1,'ConstOSA',_). constr_name(k7_osalg_1,'OSAlg',_). constr_name(r6_osalg_1,'<=__12',_). constr_name(v13_osalg_1,monotone__7,_). constr_name(k8_osalg_1,'TrivialOSA',_). constr_name(k9_osalg_1,'OperNames',_). constr_name(k10_osalg_1,'Name',_). constr_name(m1_osalg_1,'Element__57',_). constr_name(k11_osalg_1,'LBound__3',_). constr_name(m1_osalg_2,'OrderSortedSubset',_). constr_name(m2_osalg_2,'OSSubset',_). constr_name(k1_osalg_2,'OSConstants',_). constr_name(k2_osalg_2,'OSCl',_). constr_name(k3_osalg_2,'OSConstants__2',_). constr_name(k4_osalg_2,'OSbool',_). constr_name(k5_osalg_2,'OSSubSort',_). constr_name(k6_osalg_2,'OSSubSort__2',_). constr_name(k7_osalg_2,'@__41',_). constr_name(k8_osalg_2,'OSSubSort__3',_). constr_name(k9_osalg_2,'OSMSubSort',_). constr_name(k10_osalg_2,'GenOSAlg',_). constr_name(k11_osalg_2,'"\\/"_os',_). constr_name(k12_osalg_2,'OSSub',_). constr_name(k13_osalg_2,'OSSub__2',_). constr_name(k14_osalg_2,'OSAlg_join',_). constr_name(k15_osalg_2,'OSAlg_meet',_). constr_name(k16_osalg_2,'OSSubAlLattice',_). constr_name(v1_osalg_3,'order-sorted__4',_). constr_name(r1_osalg_3,are_os_isomorphic,_). constr_name(r2_osalg_3,are_os_isomorphic__2,_). constr_name(r3_osalg_3,are_os_isomorphic__3,_). constr_name(v1_osalg_4,'os-compatible',_). constr_name(m1_osalg_4,'OrderSortedRelation',_). constr_name(k1_osalg_4,'Path_Rel',_). constr_name(r1_osalg_4,'~=__2',_). constr_name(k2_osalg_4,'Components__2',_). constr_name(k3_osalg_4,'CComp__2',_). constr_name(k4_osalg_4,'-carrier_of__2',_). constr_name(v2_osalg_4,locally_directed,_). constr_name(k5_osalg_4,'CompClass',_). constr_name(k6_osalg_4,'OSClass',_). constr_name(k7_osalg_4,'OSClass__2',_). constr_name(k8_osalg_4,'OSClass__3',_). constr_name(k9_osalg_4,'#_os',_). constr_name(k10_osalg_4,'OSQuotRes',_). constr_name(k11_osalg_4,'OSQuotArgs',_). constr_name(k12_osalg_4,'OSQuotRes__2',_). constr_name(k13_osalg_4,'OSQuotArgs__2',_). constr_name(k14_osalg_4,'OSQuotCharact',_). constr_name(k15_osalg_4,'OSQuotCharact__2',_). constr_name(k16_osalg_4,'QuotOSAlg',_). constr_name(k17_osalg_4,'OSNat_Hom',_). constr_name(k18_osalg_4,'OSNat_Hom__2',_). constr_name(k19_osalg_4,'OSCng',_). constr_name(k20_osalg_4,'OSHomQuot',_). constr_name(k21_osalg_4,'OSHomQuot__2',_). constr_name(v3_osalg_4,monotone__8,_). constr_name(k22_osalg_4,'OSHomQuot__3',_). constr_name(k23_osalg_4,'OSHomQuot__4',_). constr_name(m1_osafree,'OSGeneratorSet',_). constr_name(v1_osafree,osfree,_). constr_name(v2_osafree,osfree__2,_). constr_name(k1_osafree,'OSREL',_). constr_name(k2_osafree,'DTConOSA',_). constr_name(k3_osafree,'OSSym',_). constr_name(k4_osafree,'ParsedTerms',_). constr_name(k5_osafree,'ParsedTerms__2',_). constr_name(k6_osafree,'PTDenOp',_). constr_name(k7_osafree,'PTOper',_). constr_name(k8_osafree,'ParsedTermsOSA',_). constr_name(k9_osafree,'OSSym__2',_). constr_name(k10_osafree,'LeastSort',_). constr_name(k11_osafree,'LeastSorts',_). constr_name(k12_osafree,pi__11,_). constr_name(k13_osafree,'@__42',_). constr_name(k14_osafree,pi__12,_). constr_name(k15_osafree,'LCongruence',_). constr_name(k16_osafree,'FreeOSA',_). constr_name(k17_osafree,'@__43',_). constr_name(k18_osafree,'@__44',_). constr_name(k19_osafree,'PTClasses',_). constr_name(k20_osafree,'PTCongruence',_). constr_name(k21_osafree,'PTVars',_). constr_name(k22_osafree,'PTVars__2',_). constr_name(k23_osafree,'OSFreeGen',_). constr_name(k24_osafree,'OSFreeGen__2',_). constr_name(k25_osafree,'OSClass__4',_). constr_name(k26_osafree,pi__13,_). constr_name(k27_osafree,'NHReverse',_). constr_name(k28_osafree,'NHReverse__2',_). constr_name(k29_osafree,'PTMin',_). constr_name(m2_osafree,'MinTerm',_). constr_name(k30_osafree,'MinTerms',_). constr_name(m1_rusub_1,'Subspace__3',_). constr_name(k1_rusub_1,'(0).__4',_). constr_name(k2_rusub_1,'(Omega).__5',_). constr_name(k3_rusub_1,'+__85',_). constr_name(m2_rusub_1,'Coset__4',_). constr_name(k1_rusub_2,'+__86',_). constr_name(k2_rusub_2,'/\\__31',_). constr_name(k3_rusub_2,'Subspaces__4',_). constr_name(r1_rusub_2,is_the_direct_sum_of__4,_). constr_name(m1_rusub_2,'Linear_Compl__3',_). constr_name(k4_rusub_2,'|--__6',_). constr_name(k5_rusub_2,'SubJoin__5',_). constr_name(k6_rusub_2,'SubMeet__5',_). constr_name(k1_rusub_3,'Lin__6',_). constr_name(m1_rusub_3,'Basis__7',_). constr_name(v1_rusub_4,'finite-dimensional__3',_). constr_name(k1_rusub_4,dim__3,_). constr_name(k2_rusub_4,'Subspaces_of__3',_). constr_name(v2_rusub_4,'Affine',_). constr_name(k3_rusub_4,'Up__3',_). constr_name(k4_rusub_4,'Up__4',_). constr_name(v3_rusub_4,'Subspace-like',_). constr_name(k5_rusub_4,'+__87',_). constr_name(k6_rusub_4,'+__88',_). constr_name(k7_rusub_4,'+__89',_). constr_name(r1_rusub_5,is_parallel_to,_). constr_name(k1_rusub_5,'-__91',_). constr_name(k2_rusub_5,'Ort_Comp',_). constr_name(k3_rusub_5,'Ort_Comp__2',_). constr_name(k4_rusub_5,'Family_open_set__2',_). constr_name(k5_rusub_5,'TopUnitSpace',_). constr_name(k1_armstrng,'Maximal_in',_). constr_name(r1_armstrng,'is_/\\-irreducible_in',_). constr_name(k2_armstrng,'/\\-IRR',_). constr_name(v1_armstrng,'(B1)',_). constr_name(k3_armstrng,''&'__13',_). constr_name(l1_armstrng,'DB-Rel',_). constr_name(v2_armstrng,'strict__DB-Rel',_). constr_name(u1_armstrng,'Attributes__2',the_Attributes__2). constr_name(u2_armstrng,'Domains',the_Domains). constr_name(u3_armstrng,'Relationship',the_Relationship). constr_name(g1_armstrng,'DB-Rel_constr',_). constr_name(k4_armstrng,'Dependencies',_). constr_name(m1_armstrng,'Element__58',_). constr_name(r2_armstrng,'>|>',_). constr_name(k5_armstrng,'Dependency-str',_). constr_name(r3_armstrng,'>=',_). constr_name(k6_armstrng,'[..]__26',_). constr_name(k7_armstrng,'Dependencies-Order',_). constr_name(v3_armstrng,'(F1)',_). constr_name(v4_armstrng,'(F3)',_). constr_name(v5_armstrng,'(F4)',_). constr_name(v6_armstrng,full_family,_). constr_name(v7_armstrng,'(DC3)',_). constr_name(k8_armstrng,'Maximal_wrt',_). constr_name(r4_armstrng,'^|^',_). constr_name(v8_armstrng,'(M1)',_). constr_name(v9_armstrng,'(M2)',_). constr_name(v10_armstrng,'(M3)',_). constr_name(k9_armstrng,'saturated-subsets',_). constr_name(k10_armstrng,deps_encl_by,_). constr_name(k11_armstrng,enclosure_of,_). constr_name(k12_armstrng,'Dependency-closure',_). constr_name(r5_armstrng,'is_generator-set_of',_). constr_name(k13_armstrng,'candidate-keys',_). constr_name(v11_armstrng,without_proper_subsets,_). constr_name(v12_armstrng,'(DC4)',_). constr_name(v13_armstrng,'(DC5)',_). constr_name(v14_armstrng,'(DC6)',_). constr_name(k14_armstrng,charact_set,_). constr_name(r6_armstrng,is_p_i_w_ncv_of,_). constr_name(k1_convex1,'*__140',_). constr_name(v1_convex1,convex__3,_). constr_name(v2_convex1,convex__4,_). constr_name(k2_convex1,'Convex-Family',_). constr_name(k3_convex1,conv,_). constr_name(k1_vectsp10,'StructVectSp',_). constr_name(k2_vectsp10,'CosetSet',_). constr_name(k3_vectsp10,addCoset,_). constr_name(k4_vectsp10,zeroCoset,_). constr_name(k5_vectsp10,lmultCoset,_). constr_name(k6_vectsp10,'VectQuot',_). constr_name(v1_vectsp10,constant__5,_). constr_name(k7_vectsp10,coeffFunctional,_). constr_name(k8_vectsp10,ker,_). constr_name(v2_vectsp10,degenerated__3,_). constr_name(k9_vectsp10,'Ker__2',_). constr_name(k10_vectsp10,'QFunctional',_). constr_name(k11_vectsp10,'CQFunctional',_). constr_name(k1_bilinear,'NulForm',_). constr_name(k2_bilinear,'+__90',_). constr_name(k3_bilinear,'*__141',_). constr_name(k4_bilinear,'-__92',_). constr_name(k5_bilinear,'-__93',_). constr_name(k6_bilinear,'-__94',_). constr_name(k7_bilinear,'-__95',_). constr_name(k8_bilinear,'+__91',_). constr_name(k9_bilinear,'FunctionalFAF',_). constr_name(k10_bilinear,'FunctionalSAF',_). constr_name(k11_bilinear,'FormFunctional',_). constr_name(v1_bilinear,additiveFAF,_). constr_name(v2_bilinear,additiveSAF,_). constr_name(v3_bilinear,homogeneousFAF,_). constr_name(v4_bilinear,homogeneousSAF,_). constr_name(k12_bilinear,leftker,_). constr_name(k13_bilinear,rightker,_). constr_name(k14_bilinear,diagker,_). constr_name(k15_bilinear,'LKer',_). constr_name(k16_bilinear,'RKer',_). constr_name(k17_bilinear,'LQForm',_). constr_name(k18_bilinear,'RQForm',_). constr_name(k19_bilinear,'QForm',_). constr_name(v5_bilinear,'degenerated-on-left',_). constr_name(v6_bilinear,'degenerated-on-right',_). constr_name(v7_bilinear,symmetric__6,_). constr_name(v8_bilinear,alternating__2,_). constr_name(v1_hermitan,cmplxhomogeneous,_). constr_name(k1_hermitan,'*'__30',_). constr_name(k2_hermitan,'QcFunctional',_). constr_name(v2_hermitan,cmplxhomogeneousFAF,_). constr_name(v3_hermitan,hermitan,_). constr_name(v4_hermitan,diagRvalued,_). constr_name(v5_hermitan,'diagReR+0valued',_). constr_name(k3_hermitan,'*'__31',_). constr_name(k4_hermitan,signnorm,_). constr_name(k5_hermitan,quasinorm,_). constr_name(k6_hermitan,quasinorm__2,_). constr_name(k7_hermitan,'RQ*Form',_). constr_name(k8_hermitan,'Q*Form',_). constr_name(v6_hermitan,positivediagvalued,_). constr_name(k9_hermitan,'ScalarForm',_). constr_name(r1_necklace,are_mutually_different__3,_). constr_name(r2_necklace,embeds,_). constr_name(r3_necklace,embeds__2,_). constr_name(r4_necklace,is_equimorphic_to,_). constr_name(v1_necklace,symmetric__7,_). constr_name(v2_necklace,asymmetric__2,_). constr_name(v3_necklace,irreflexive__2,_). constr_name(k1_necklace,'-SuccRelStr',_). constr_name(k2_necklace,'SymRelStr',_). constr_name(k3_necklace,'ComplRelStr',_). constr_name(k4_necklace,'Necklace',_). constr_name(v1_termord,'non-zero__5',_). constr_name(r1_termord,'<=__13',_). constr_name(r2_termord,'<__4',_). constr_name(k1_termord,min__8,_). constr_name(k2_termord,max__10,_). constr_name(k3_termord,'HT',_). constr_name(k4_termord,'HC',_). constr_name(k5_termord,'HM',_). constr_name(k6_termord,'Red',_). constr_name(k1_polyred,'*'__32',_). constr_name(r1_polyred,'<=__14',_). constr_name(r2_polyred,'<__5',_). constr_name(k2_polyred,'Support__2',_). constr_name(r3_polyred,reduces_to,_). constr_name(r4_polyred,reduces_to__2,_). constr_name(r5_polyred,reduces_to__3,_). constr_name(r6_polyred,is_reducible_wrt,_). constr_name(r7_polyred,is_reducible_wrt__2,_). constr_name(r8_polyred,top_reduces_to,_). constr_name(r9_polyred,is_top_reducible_wrt,_). constr_name(r10_polyred,is_top_reducible_wrt__2,_). constr_name(k3_polyred,'PolyRedRel',_). constr_name(r11_polyred,are_congruent_mod__2,_). constr_name(m1_pnproc_1,marking,_). constr_name(k1_pnproc_1,multitude_of,_). constr_name(k2_pnproc_1,'.__143',_). constr_name(r1_pnproc_1,'=__10',_). constr_name(k3_pnproc_1,'{$}',_). constr_name(r2_pnproc_1,'c=__11',_). constr_name(k4_pnproc_1,'+__92',_). constr_name(k5_pnproc_1,'-__96',_). constr_name(m2_pnproc_1,transition,_). constr_name(k6_pnproc_1,'Pre__2',_). constr_name(k7_pnproc_1,'Post__2',_). constr_name(k8_pnproc_1,fire,_). constr_name(k9_pnproc_1,fire__2,_). constr_name(m3_pnproc_1,'Petri_net',_). constr_name(m4_pnproc_1,'Element__59',_). constr_name(k10_pnproc_1,fire__3,_). constr_name(k11_pnproc_1,fire__4,_). constr_name(k12_pnproc_1,before,_). constr_name(k13_pnproc_1,concur,_). constr_name(k14_pnproc_1,'Shift__5',_). constr_name(k15_pnproc_1,'NeutralProcess',_). constr_name(k16_pnproc_1,'ElementaryProcess',_). constr_name(k1_radix_3,'-SD_Sub_S',_). constr_name(k2_radix_3,'-SD_Sub',_). constr_name(k3_radix_3,'-SD_Sub_S__2',_). constr_name(k4_radix_3,'-SD_Sub__2',_). constr_name(k5_radix_3,'SDSub_Add_Carry',_). constr_name(k6_radix_3,'SDSub_Add_Data',_). constr_name(k7_radix_3,'DigA_SDSub',_). constr_name(k8_radix_3,'SD2SDSubDigit',_). constr_name(k9_radix_3,'SD2SDSubDigitS',_). constr_name(k10_radix_3,'SD2SDSub',_). constr_name(k11_radix_3,'DigB_SDSub',_). constr_name(k12_radix_3,'SDSub2INTDigit',_). constr_name(k13_radix_3,'SDSub2INT',_). constr_name(k14_radix_3,'SDSub2IntOut',_). constr_name(k1_radix_4,'SDSubAddDigit',_). constr_name(k2_radix_4,''+'__2',_). constr_name(m1_graph_5,'Element__60',_). constr_name(k1_graph_5,vertices,_). constr_name(k2_graph_5,vertices__2,_). constr_name(r1_graph_5,is_orientedpath_of,_). constr_name(r2_graph_5,is_orientedpath_of__2,_). constr_name(k3_graph_5,'OrientedPaths',_). constr_name(r3_graph_5,is_acyclicpath_of,_). constr_name(r4_graph_5,is_acyclicpath_of__2,_). constr_name(k4_graph_5,'AcyclicPaths',_). constr_name(k5_graph_5,'AcyclicPaths__2',_). constr_name(k6_graph_5,'AcyclicPaths__3',_). constr_name(k7_graph_5,'AcyclicPaths__4',_). constr_name(k8_graph_5,'Real>=0',_). constr_name(r5_graph_5,'is_weight>=0of',_). constr_name(r6_graph_5,is_weight_of,_). constr_name(k9_graph_5,'RealSequence',_). constr_name(k10_graph_5,cost,_). constr_name(r7_graph_5,is_shortestpath_of,_). constr_name(r8_graph_5,is_shortestpath_of__2,_). constr_name(r9_graph_5,islongestInShortestpath,_). constr_name(k1_hausdorf,'{..}__50',_). constr_name(k2_hausdorf,'HausDist',_). constr_name(k3_hausdorf,max_dist_min__2,_). constr_name(k4_hausdorf,'HausDist__2',_). constr_name(k1_chain_1,bool__10,_). constr_name(k2_chain_1,'.__144',_). constr_name(m1_chain_1,'Grating',_). constr_name(k3_chain_1,'.__145',_). constr_name(m2_chain_1,'Gap',_). constr_name(k4_chain_1,cell__2,_). constr_name(k5_chain_1,cells,_). constr_name(k6_chain_1,'0___2',_). constr_name(k7_chain_1,'Omega__2',_). constr_name(k8_chain_1,'+__93',_). constr_name(k9_chain_1,'infinite-cell',_). constr_name(k10_chain_1,star,_). constr_name(k11_chain_1,del,_). constr_name(r1_chain_1,bounds,_). constr_name(m3_chain_1,'Cycle',_). constr_name(k12_chain_1,'0___3',_). constr_name(k13_chain_1,'Omega__3',_). constr_name(k14_chain_1,'+__94',_). constr_name(k15_chain_1,del__2,_). constr_name(k16_chain_1,'Chains__2',_). constr_name(k17_chain_1,del__3,_). constr_name(k1_bhsp_5,'++__2',_). constr_name(k2_bhsp_5,setop_SUM,_). constr_name(k3_bhsp_5,'PO__2',_). constr_name(k4_bhsp_5,'Func_Seq',_). constr_name(k5_bhsp_5,setopfunc,_). constr_name(k6_bhsp_5,setop_xPre_PROD,_). constr_name(k7_bhsp_5,setop_xPROD,_). constr_name(m1_bhsp_5,'OrthogonalFamily',_). constr_name(m2_bhsp_5,'OrthonormalFamily',_). constr_name(k1_binari_4,'MajP',_). constr_name(k2_binari_4,'2sComplement',_). constr_name(k1_euclid_2,'|(..)|',_). constr_name(k2_euclid_2,'|(..)|__2',_). constr_name(r1_euclid_2,are_orthogonal__2,_). constr_name(k1_polyeq_2,'Four',_). constr_name(k2_polyeq_2,'Four0',_). constr_name(v1_waybel35,'extra-order',_). constr_name(k1_waybel35,'-LowerMap',_). constr_name(m1_waybel35,strict_chain,_). constr_name(v2_waybel35,maximal__2,_). constr_name(k2_waybel35,'Strict_Chains',_). constr_name(r1_waybel35,satisfies_SIC_on,_). constr_name(v3_waybel35,satisfying_SIC,_). constr_name(k3_waybel35,'SetBelow',_). constr_name(k4_waybel35,'SetBelow__2',_). constr_name(v4_waybel35,'sup-closed',_). constr_name(k5_waybel35,'SupBelow',_). constr_name(k6_waybel35,'SupBelow__2',_). constr_name(l1_oposet_1,'OrthoRelStr',_). constr_name(v1_oposet_1,strict__OrthoRelStr,_). constr_name(g1_oposet_1,'OrthoRelStr_constr',_). constr_name(k1_oposet_1,'{}__6',_). constr_name(k2_oposet_1,'[#]__6',_). constr_name(v2_oposet_1,dneg,_). constr_name(k3_oposet_1,'TrivOrthoRelStr',_). constr_name(k4_oposet_1,'TrivAsymOrthoRelStr',_). constr_name(v3_oposet_1,'Dneg',_). constr_name(v4_oposet_1,'SubReFlexive',_). constr_name(v5_oposet_1,'SubIrreFlexive',_). constr_name(v6_oposet_1,'SubSymmetric',_). constr_name(v7_oposet_1,'SubAntisymmetric',_). constr_name(v8_oposet_1,'Asymmetric',_). constr_name(v9_oposet_1,'SubTransitive',_). constr_name(v10_oposet_1,'SubQuasiOrdered',_). constr_name(v11_oposet_1,'QuasiOrdered',_). constr_name(v12_oposet_1,'QuasiPure',_). constr_name(v13_oposet_1,'SubPartialOrdered',_). constr_name(v14_oposet_1,'PartialOrdered',_). constr_name(v15_oposet_1,'Pure',_). constr_name(v16_oposet_1,'SubStrictPartialOrdered',_). constr_name(v17_oposet_1,'StrictPartialOrdered',_). constr_name(v18_oposet_1,'Orderinvolutive',_). constr_name(v19_oposet_1,'OrderInvolutive',_). constr_name(r1_oposet_1,'QuasiOrthoComplement_on',_). constr_name(v20_oposet_1,'QuasiOrthocomplemented',_). constr_name(r2_oposet_1,'OrthoComplement_on',_). constr_name(v21_oposet_1,'Orthocomplemented',_). constr_name(k1_jgraph_6,inside_of_rectangle,_). constr_name(k2_jgraph_6,closed_inside_of_rectangle,_). constr_name(k3_jgraph_6,outside_of_rectangle,_). constr_name(k4_jgraph_6,closed_outside_of_rectangle,_). constr_name(k5_jgraph_6,circle,_). constr_name(k6_jgraph_6,inside_of_circle,_). constr_name(k7_jgraph_6,closed_inside_of_circle,_). constr_name(k8_jgraph_6,outside_of_circle,_). constr_name(k9_jgraph_6,closed_outside_of_circle,_). constr_name(k1_bhsp_6,setsum,_). constr_name(v1_bhsp_6,summable_set,_). constr_name(k2_bhsp_6,sum__6,_). constr_name(v2_bhsp_6,'Bounded__2',_). constr_name(v3_bhsp_6,weakly_summable_set,_). constr_name(r1_bhsp_6,is_summable_set_by,_). constr_name(k3_bhsp_6,sum_byfunc,_). constr_name(k1_fscirc_2,'-BitSubtracterStr',_). constr_name(k2_fscirc_2,'-BitSubtracterCirc',_). constr_name(k3_fscirc_2,'-BitBorrowOutput',_). constr_name(k4_fscirc_2,'-BitSubtracterOutput',_). constr_name(k1_graphsp,':=__12',_). constr_name(k2_graphsp,':=__13',_). constr_name(k3_graphsp,id__21,_). constr_name(k4_graphsp,'*__142',_). constr_name(k5_graphsp,'*__143',_). constr_name(k6_graphsp,'.__146',_). constr_name(k7_graphsp,repeat,_). constr_name(k8_graphsp,'.__147',_). constr_name(k9_graphsp,'OuterVx',_). constr_name(k10_graphsp,'LifeSpan',_). constr_name(k11_graphsp,while_do,_). constr_name(k12_graphsp,'Edge',_). constr_name(k13_graphsp,'Weight',_). constr_name(k14_graphsp,'Weight__2',_). constr_name(k15_graphsp,'UnusedVx',_). constr_name(k16_graphsp,'UsedVx',_). constr_name(k17_graphsp,'Argmin',_). constr_name(k18_graphsp,findmin,_). constr_name(k19_graphsp,newpathcost,_). constr_name(r1_graphsp,hasBetterPathAt,_). constr_name(k20_graphsp,'Relax',_). constr_name(k21_graphsp,'Relax__2',_). constr_name(r2_graphsp,equal_at,_). constr_name(r3_graphsp,is_vertex_seq_at,_). constr_name(r4_graphsp,is_simple_vertex_seq_at,_). constr_name(r5_graphsp,is_oriented_edge_seq_of,_). constr_name(r6_graphsp,is_Input_of_Dijkstra_Alg,_). constr_name(k22_graphsp,'DijkstraAlgorithm',_). constr_name(k1_rsspace,the_set_of_RealSequences,_). constr_name(k2_rsspace,seq_id,_). constr_name(k3_rsspace,'R_id',_). constr_name(k4_rsspace,l_add,_). constr_name(k5_rsspace,l_mult,_). constr_name(k6_rsspace,'Zeroseq',_). constr_name(k7_rsspace,'Linear_Space_of_RealSequences',_). constr_name(k8_rsspace,'Add_',_). constr_name(k9_rsspace,'Mult_',_). constr_name(k10_rsspace,'Zero_',_). constr_name(k11_rsspace,the_set_of_l2RealSequences,_). constr_name(k12_rsspace,l_scalar,_). constr_name(k13_rsspace,l2_Space,_). constr_name(k1_convex2,'LinComb__2',_). constr_name(k1_complex2,'F_tize',_). constr_name(k2_complex2,'.|.__4',_). constr_name(k3_complex2,'Rotate__3',_). constr_name(k4_complex2,angle,_). constr_name(k5_complex2,angle__2,_). constr_name(k1_euclid_3,cpx2euc,_). constr_name(k2_euclid_3,euc2cpx,_). constr_name(k3_euclid_3,'Arg__2',_). constr_name(k4_euclid_3,angle__3,_). constr_name(k5_euclid_3,'Triangle',_). constr_name(k6_euclid_3,closed_inside_of_triangle,_). constr_name(k7_euclid_3,inside_of_triangle,_). constr_name(k8_euclid_3,outside_of_triangle,_). constr_name(k9_euclid_3,plane,_). constr_name(r1_euclid_3,are_lindependent2,_). constr_name(k10_euclid_3,tricord1,_). constr_name(k11_euclid_3,tricord2,_). constr_name(k12_euclid_3,tricord3,_). constr_name(k13_euclid_3,trcmap1,_). constr_name(k14_euclid_3,trcmap2,_). constr_name(k15_euclid_3,trcmap3,_). constr_name(v1_neckla_2,'N-free',_). constr_name(k1_neckla_2,union_of,_). constr_name(k2_neckla_2,sum_of,_). constr_name(k3_neckla_2,fin_RelStr,_). constr_name(k4_neckla_2,fin_RelStr_sp,_). constr_name(k1_groeb_1,'{..}__51',_). constr_name(k2_groeb_1,'HT__2',_). constr_name(k3_groeb_1,multiples,_). constr_name(r1_groeb_1,is_Groebner_basis_wrt,_). constr_name(r2_groeb_1,is_Groebner_basis_of,_). constr_name(k4_groeb_1,'DivOrder',_). constr_name(r3_groeb_1,is_monic_wrt,_). constr_name(r4_groeb_1,is_reduced_wrt,_). constr_name(k1_groeb_2,'/__27',_). constr_name(k2_groeb_2,lcm__3,_). constr_name(r1_groeb_2,are_disjoint,_). constr_name(k3_groeb_2,'S-Poly',_). constr_name(k4_groeb_2,'S-Poly__2',_). constr_name(k5_groeb_2,'^__23',_). constr_name(r2_groeb_2,is_MonomialRepresentation_of,_). constr_name(r3_groeb_2,is_Standard_Representation_of,_). constr_name(r4_groeb_2,is_Standard_Representation_of__2,_). constr_name(r5_groeb_2,has_a_Standard_Representation_of,_). constr_name(r6_groeb_2,has_a_Standard_Representation_of__2,_). constr_name(r1_borsuk_5,are_mutually_different__4,_). constr_name(r2_borsuk_5,are_mutually_different__5,_). constr_name(k1_borsuk_5,'IRRAT',_). constr_name(k2_borsuk_5,'RAT__2',_). constr_name(k3_borsuk_5,'IRRAT__2',_). constr_name(v1_borsuk_5,with_proper_subsets,_). constr_name(k1_kurato_1,'Kurat14Part',_). constr_name(k2_kurato_1,'Kurat14Set',_). constr_name(k3_kurato_1,'Kurat14ClPart',_). constr_name(k4_kurato_1,'Kurat14OpPart',_). constr_name(k5_kurato_1,'Kurat7Set',_). constr_name(k6_kurato_1,'KurExSet',_). constr_name(v1_kurato_1,'Cl-closed',_). constr_name(v2_kurato_1,'Int-closed',_). constr_name(k1_convex3,'ConvexComb',_). constr_name(k2_convex3,'ConvexComb__2',_). constr_name(v1_convex3,cone,_). constr_name(v1_robbins2,satisfying_DN_1,_). constr_name(v2_robbins2,satisfying_MD_1,_). constr_name(v3_robbins2,satisfying_MD_2,_). constr_name(k1_convfun1,'Add_in_Prod_of_RLS',_). constr_name(k2_convfun1,'Mult_in_Prod_of_RLS',_). constr_name(k3_convfun1,'Prod_of_RLS',_). constr_name(k4_convfun1,'RLS_Real',_). constr_name(k5_convfun1,'Sum__23',_). constr_name(k6_convfun1,epigraph,_). constr_name(v1_convfun1,convex__5,_). constr_name(v1_abcmiz_0,'Noetherian__2',_). constr_name(v2_abcmiz_0,'Mizar-widening-like',_). constr_name(l1_abcmiz_0,'AdjectiveStr',_). constr_name(v3_abcmiz_0,strict__AdjectiveStr,_). constr_name(u1_abcmiz_0,adjectives,the_adjectives). constr_name(u2_abcmiz_0,'non-op',the_non_op). constr_name(g1_abcmiz_0,'AdjectiveStr_constr',_). constr_name(v4_abcmiz_0,void__5,_). constr_name(k1_abcmiz_0,'non-',_). constr_name(v5_abcmiz_0,involutive,_). constr_name(v6_abcmiz_0,without_fixpoints,_). constr_name(l2_abcmiz_0,'TA-structure',_). constr_name(v7_abcmiz_0,'strict__TA-structure',_). constr_name(u3_abcmiz_0,'adj-map',the_adj_map). constr_name(g2_abcmiz_0,'TA-structure_constr',_). constr_name(k2_abcmiz_0,adjs,_). constr_name(v8_abcmiz_0,consistent,_). constr_name(v9_abcmiz_0,'adj-structured',_). constr_name(k3_abcmiz_0,types,_). constr_name(k4_abcmiz_0,types__2,_). constr_name(v10_abcmiz_0,'adjs-typed',_). constr_name(r1_abcmiz_0,is_applicable_to,_). constr_name(r2_abcmiz_0,is_applicable_to__2,_). constr_name(k5_abcmiz_0,ast,_). constr_name(k6_abcmiz_0,ast__2,_). constr_name(k7_abcmiz_0,apply__2,_). constr_name(k8_abcmiz_0,ast__3,_). constr_name(r3_abcmiz_0,is_applicable_to__3,_). constr_name(k9_abcmiz_0,sub__2,_). constr_name(l3_abcmiz_0,'TAS-structure',_). constr_name(v11_abcmiz_0,'strict__TAS-structure',_). constr_name(u4_abcmiz_0,'sub-map',the_sub_map). constr_name(g3_abcmiz_0,'TAS-structure_constr',_). constr_name(k10_abcmiz_0,sub__3,_). constr_name(v12_abcmiz_0,'non-absorbing',_). constr_name(v13_abcmiz_0,subjected,_). constr_name(r4_abcmiz_0,is_properly_applicable_to,_). constr_name(r5_abcmiz_0,is_properly_applicable_to__2,_). constr_name(r6_abcmiz_0,is_properly_applicable_to__3,_). constr_name(v14_abcmiz_0,commutative__4,_). constr_name(k11_abcmiz_0,'@-->',_). constr_name(k12_abcmiz_0,radix,_). constr_name(k1_euclid_4,'Line__8',_). constr_name(k2_euclid_4,'Line__9',_). constr_name(v1_euclid_4,being_line__3,_). constr_name(k3_euclid_4,'Rn2Fin',_). constr_name(k4_euclid_4,'|....|__16',_). constr_name(k5_euclid_4,'|(..)|__3',_). constr_name(r1_euclid_4,are_orthogonal__3,_). constr_name(k6_euclid_4,'Line__10',_). constr_name(k7_euclid_4,'Line__11',_). constr_name(v2_euclid_4,being_line__4,_). constr_name(k8_euclid_4,'TPn2Rn',_). constr_name(k9_euclid_4,'|....|__17',_). constr_name(k10_euclid_4,'|(..)|__4',_). constr_name(r2_euclid_4,are_orthogonal__4,_). constr_name(k1_rsspace3,the_set_of_l1RealSequences,_). constr_name(k2_rsspace3,l_norm,_). constr_name(k3_rsspace3,l1_Space,_). constr_name(k4_rsspace3,dist__12,_). constr_name(v1_rsspace3,'CCauchy',_). constr_name(k1_euclid_5,'`1__25',_). constr_name(k2_euclid_5,'`2__31',_). constr_name(k3_euclid_5,'`3__8',_). constr_name(k4_euclid_5,'|[..]|__3',_). constr_name(k5_euclid_5,'',_). constr_name(k6_euclid_5,'|{..}|',_). constr_name(k1_matrix_4,'-__97',_). constr_name(v1_lfuzzy_0,real__2,_). constr_name(v2_lfuzzy_0,interval__3,_). constr_name(k1_lfuzzy_0,'RealPoset',_). constr_name(k2_lfuzzy_0,max__11,_). constr_name(k3_lfuzzy_0,min__9,_). constr_name(k4_lfuzzy_0,'FuzzyLattice',_). constr_name(k5_lfuzzy_0,'@__45',_). constr_name(k6_lfuzzy_0,'@__46',_). constr_name(k7_lfuzzy_0,'.__148',_). constr_name(k8_lfuzzy_0,'.__149',_). constr_name(k1_kurato_2,'Union__4',_). constr_name(k2_kurato_2,meet__12,_). constr_name(k3_kurato_2,'^\\__4',_). constr_name(k4_kurato_2,lim_inf__4,_). constr_name(k5_kurato_2,lim_sup__2,_). constr_name(v1_kurato_2,descending__2,_). constr_name(v2_kurato_2,ascending__3,_). constr_name(v3_kurato_2,convergent__9,_). constr_name(v4_kurato_2,constant__6,_). constr_name(k6_kurato_2,'Lim_K',_). constr_name(k7_kurato_2,'.__150',_). constr_name(m1_kurato_2,subsequence__4,_). constr_name(k8_kurato_2,'Lim_inf',_). constr_name(k9_kurato_2,'Lim_sup',_). constr_name(k1_jordan_a,'Eucl_dist',_). constr_name(m1_jordan_a,'Segmentation',_). constr_name(k2_jordan_a,'Segm__2',_). constr_name(k3_jordan_a,diameter__2,_). constr_name(k4_jordan_a,diameter__3,_). constr_name(k5_jordan_a,'S-Gap',_). constr_name(k1_binari_5,''nand'',_). constr_name(k2_binari_5,''nand'__2',_). constr_name(k3_binari_5,''nor'',_). constr_name(k4_binari_5,''nor'__2',_). constr_name(k5_binari_5,''xnor'',_). constr_name(k6_binari_5,''xnor'__2',_). constr_name(k1_scmpds_9,'-->__28',_). constr_name(k2_scmpds_9,locnum__3,_). constr_name(k3_scmpds_9,locnum__4,_). constr_name(k1_jordan19,'Upper_Appr',_). constr_name(k2_jordan19,'Lower_Appr',_). constr_name(k3_jordan19,'North_Arc',_). constr_name(k4_jordan19,'South_Arc',_). constr_name(k1_rfinseq2,max_p,_). constr_name(k2_rfinseq2,min_p,_). constr_name(k3_rfinseq2,max__12,_). constr_name(k4_rfinseq2,min__10,_). constr_name(k5_rfinseq2,sort_d,_). constr_name(k6_rfinseq2,sort_a,_). constr_name(k1_radix_5,'SDMinDigit',_). constr_name(k2_radix_5,'SDMin',_). constr_name(k3_radix_5,'SDMaxDigit',_). constr_name(k4_radix_5,'SDMax',_). constr_name(k5_radix_5,'FminDigit',_). constr_name(k6_radix_5,'Fmin',_). constr_name(k7_radix_5,'FmaxDigit',_). constr_name(k8_radix_5,'Fmax',_). constr_name(k1_radix_6,'M0Digit',_). constr_name(k2_radix_6,'M0',_). constr_name(k3_radix_6,'MmaxDigit',_). constr_name(k4_radix_6,'Mmax',_). constr_name(k5_radix_6,'MminDigit',_). constr_name(k6_radix_6,'Mmin',_). constr_name(r1_radix_6,needs_digits_of,_). constr_name(k7_radix_6,'MmaskDigit',_). constr_name(k8_radix_6,'Mmask',_). constr_name(k9_radix_6,'FSDMinDigit',_). constr_name(k10_radix_6,'FSDMin',_). constr_name(r2_radix_6,is_Zero_over,_). constr_name(r1_lfuzzy_1,is_less_than__5,_). constr_name(k1_lfuzzy_1,min__11,_). constr_name(k2_lfuzzy_1,max__13,_). constr_name(v1_lfuzzy_1,reflexive__8,_). constr_name(v2_lfuzzy_1,symmetric__8,_). constr_name(v3_lfuzzy_1,transitive__5,_). constr_name(v4_lfuzzy_1,antisymmetric__3,_). constr_name(k3_lfuzzy_1,chi__7,_). constr_name(k4_lfuzzy_1,iter__4,_). constr_name(k5_lfuzzy_1,'TrCl',_). constr_name(v1_roughs_1,diagonal,_). constr_name(k1_roughs_1,'.__151',_). constr_name(k2_roughs_1,'Union__5',_). constr_name(v2_roughs_1,with_equivalence,_). constr_name(v3_roughs_1,with_tolerance,_). constr_name(k3_roughs_1,'LAp',_). constr_name(k4_roughs_1,'UAp',_). constr_name(k5_roughs_1,'BndAp',_). constr_name(v4_roughs_1,rough,_). constr_name(m1_roughs_1,'RoughSet',_). constr_name(k6_roughs_1,'MemberFunc',_). constr_name(k7_roughs_1,'FinSeqM',_). constr_name(r1_roughs_1,'_c=',_). constr_name(r2_roughs_1,'c=^',_). constr_name(r3_roughs_1,'_c=^',_). constr_name(r4_roughs_1,'_=',_). constr_name(r5_roughs_1,'=^',_). constr_name(r6_roughs_1,'_=^',_). constr_name(k1_prgcor_1,idiv1_prg,_). constr_name(k2_prgcor_1,idiv_prg,_). constr_name(k1_amistd_3,'TrivialInfiniteTree',_). constr_name(k2_amistd_3,'FirstLoc',_). constr_name(k3_amistd_3,'LocNums',_). constr_name(k4_amistd_3,'LocSeq',_). constr_name(k5_amistd_3,'ExecTree',_). constr_name(k1_lopban_1,'[;]__7',_). constr_name(k2_lopban_1,'FuncAdd',_). constr_name(k3_lopban_1,'FuncExtMult',_). constr_name(k4_lopban_1,'FuncZero',_). constr_name(k5_lopban_1,'RealVectSpace__2',_). constr_name(k6_lopban_1,'.__152',_). constr_name(v1_lopban_1,additive__9,_). constr_name(v2_lopban_1,homogeneous__10,_). constr_name(k7_lopban_1,'LinearOperators',_). constr_name(k8_lopban_1,'R_VectorSpace_of_LinearOperators',_). constr_name(k9_lopban_1,'.__153',_). constr_name(v3_lopban_1,bounded__13,_). constr_name(k10_lopban_1,'BoundedLinearOperators',_). constr_name(k11_lopban_1,'R_VectorSpace_of_BoundedLinearOperators',_). constr_name(k12_lopban_1,'.__154',_). constr_name(k13_lopban_1,modetrans,_). constr_name(k14_lopban_1,'PreNorms',_). constr_name(k15_lopban_1,'BoundedLinearOperatorsNorm',_). constr_name(k16_lopban_1,'R_NormSpace_of_BoundedLinearOperators',_). constr_name(k17_lopban_1,'.__155',_). constr_name(v4_lopban_1,complete__6,_). constr_name(k1_uproots,canFS,_). constr_name(k2_uproots,'-bag',_). constr_name(k3_uproots,'Sum__24',_). constr_name(k4_uproots,degree__2,_). constr_name(v1_uproots,'non-zero__6',_). constr_name(k5_uproots,poly_shift,_). constr_name(k6_uproots,poly_quotient,_). constr_name(k7_uproots,multiplicity,_). constr_name(k8_uproots,'BRoots',_). constr_name(k9_uproots,fpoly_mult_root,_). constr_name(k10_uproots,poly_with_roots,_). constr_name(k1_uniroots,'MultGroup',_). constr_name(k2_uniroots,'-roots_of_1',_). constr_name(k3_uniroots,'-th_roots_of_1',_). constr_name(k4_uniroots,unital_poly,_). constr_name(k5_uniroots,'|^__19',_). constr_name(k6_uniroots,cyclotomic_poly,_). constr_name(k1_weddwitt,'Centralizer',_). constr_name(k2_weddwitt,'-con_map',_). constr_name(k3_weddwitt,conjugate_Classes,_). constr_name(k4_weddwitt,center__2,_). constr_name(k5_weddwitt,centralizer,_). constr_name(k6_weddwitt,'VectSp_over_center',_). constr_name(k7_weddwitt,'VectSp_over_center__2',_). constr_name(k1_rsspace4,the_set_of_BoundedRealSequences,_). constr_name(k2_rsspace4,linfty_norm,_). constr_name(k3_rsspace4,linfty_Space,_). constr_name(v1_rsspace4,bounded__14,_). constr_name(k4_rsspace4,'BoundedFunctions',_). constr_name(k5_rsspace4,'R_VectorSpace_of_BoundedFunctions',_). constr_name(k6_rsspace4,modetrans__2,_). constr_name(k7_rsspace4,'PreNorms__2',_). constr_name(k8_rsspace4,'BoundedFunctionsNorm',_). constr_name(k9_rsspace4,'R_NormSpace_of_BoundedFunctions',_). constr_name(k1_polyeq_3,'*__144',_). constr_name(k2_polyeq_3,'+__95',_). constr_name(k3_polyeq_3,'^2__7',_). constr_name(k4_polyeq_3,'Poly2__3',_). constr_name(k5_polyeq_3,'^3',_). constr_name(k6_polyeq_3,'Poly_3',_). constr_name(k7_polyeq_3,'CPoly2',_). constr_name(k8_polyeq_3,'CPoly3',_). constr_name(m1_polyeq_3,'CRoot__2',_). constr_name(l1_clvect_1,'CLSStruct',_). constr_name(v1_clvect_1,strict__CLSStruct,_). constr_name(u1_clvect_1,'Mult__2',the_Mult__2). constr_name(g1_clvect_1,'CLSStruct_constr',_). constr_name(k1_clvect_1,'*__145',_). constr_name(v2_clvect_1,'ComplexLinearSpace-like',_). constr_name(v3_clvect_1,'lineary-closed__4',_). constr_name(m1_clvect_1,'Subspace__4',_). constr_name(k2_clvect_1,'(0).__5',_). constr_name(k3_clvect_1,'(Omega).__6',_). constr_name(k4_clvect_1,'+__96',_). constr_name(m2_clvect_1,'Coset__5',_). constr_name(l2_clvect_1,'CNORMSTR',_). constr_name(v4_clvect_1,strict__CNORMSTR,_). constr_name(u2_clvect_1,norm__2,the_norm__2). constr_name(g2_clvect_1,'CNORMSTR_constr',_). constr_name(k5_clvect_1,'||....||__6',_). constr_name(v5_clvect_1,'ComplexNormSpace-like',_). constr_name(k6_clvect_1,'+__97',_). constr_name(k7_clvect_1,'-__98',_). constr_name(k8_clvect_1,'-__99',_). constr_name(k9_clvect_1,'*__146',_). constr_name(v6_clvect_1,convergent__10,_). constr_name(k10_clvect_1,'||....||__7',_). constr_name(k11_clvect_1,lim__14,_). constr_name(k1_lopban_2,'*__147',_). constr_name(k2_lopban_2,'*__148',_). constr_name(k3_lopban_2,'+__98',_). constr_name(k4_lopban_2,'*__149',_). constr_name(k5_lopban_2,'*__150',_). constr_name(k6_lopban_2,'FuncMult',_). constr_name(k7_lopban_2,'FuncUnit',_). constr_name(k8_lopban_2,'Ring_of_BoundedLinearOperators',_). constr_name(k9_lopban_2,'R_Algebra_of_BoundedLinearOperators',_). constr_name(l1_lopban_2,'Normed_AlgebraStr',_). constr_name(v1_lopban_2,strict__Normed_AlgebraStr,_). constr_name(g1_lopban_2,'Normed_AlgebraStr_constr',_). constr_name(k10_lopban_2,'R_Normed_Algebra_of_BoundedLinearOperators',_). constr_name(v2_lopban_2,'Banach_Algebra-like_1',_). constr_name(v3_lopban_2,'Banach_Algebra-like_2',_). constr_name(v4_lopban_2,'Banach_Algebra-like_3',_). constr_name(v5_lopban_2,'Banach_Algebra-like',_). constr_name(k1_csspace,the_set_of_ComplexSequences,_). constr_name(k2_csspace,seq_id__2,_). constr_name(k3_csspace,'C_id',_). constr_name(k4_csspace,l_add__2,_). constr_name(k5_csspace,l_mult__2,_). constr_name(k6_csspace,'CZeroseq',_). constr_name(k7_csspace,'Linear_Space_of_ComplexSequences',_). constr_name(k8_csspace,'Add___2',_). constr_name(k9_csspace,'Mult___2',_). constr_name(k10_csspace,'Zero___2',_). constr_name(k11_csspace,the_set_of_l2ComplexSequences,_). constr_name(l1_csspace,'CUNITSTR',_). constr_name(v1_csspace,strict__CUNITSTR,_). constr_name(u1_csspace,scalar__2,the_scalar__2). constr_name(g1_csspace,'CUNITSTR_constr',_). constr_name(k12_csspace,'.|.__5',_). constr_name(v2_csspace,'ComplexUnitarySpace-like',_). constr_name(r1_csspace,are_orthogonal__5,_). constr_name(k13_csspace,'||....||__8',_). constr_name(k14_csspace,dist__13,_). constr_name(k15_csspace,dist__14,_). constr_name(k16_csspace,'-__100',_). constr_name(k17_csspace,'+__99',_). constr_name(k18_csspace,'+__100',_). constr_name(k19_csspace,cl_scalar,_). constr_name(k20_csspace,'Complex_l2_Space',_). constr_name(r1_jordan20,is_Lin,_). constr_name(r2_jordan20,is_Rin,_). constr_name(r3_jordan20,is_Lout,_). constr_name(r4_jordan20,is_Rout,_). constr_name(r5_jordan20,is_OSin,_). constr_name(r6_jordan20,is_OSout,_). constr_name(k1_fintopo3,'^d',_). constr_name(k2_fintopo3,'Fcl',_). constr_name(k3_fintopo3,'Fcl__2',_). constr_name(k4_fintopo3,'Fint',_). constr_name(k5_fintopo3,'Fint__2',_). constr_name(k6_fintopo3,'Finf',_). constr_name(k7_fintopo3,'Finf__2',_). constr_name(k8_fintopo3,'Fdfl',_). constr_name(k9_fintopo3,'Fdfl__2',_). constr_name(k10_fintopo3,'U_FT__2',_). constr_name(r1_fintopo3,are_mutually_symmetric,_). constr_name(k1_lopban_3,'Partial_Sums__4',_). constr_name(v1_lopban_3,summable__5,_). constr_name(k2_lopban_3,'Sum__25',_). constr_name(v2_lopban_3,norm_summable,_). constr_name(v3_lopban_3,constant__7,_). constr_name(k3_lopban_3,'^\\__5',_). constr_name(k4_lopban_3,'*__151',_). constr_name(k5_lopban_3,'*__152',_). constr_name(v4_lopban_3,invertible__6,_). constr_name(k6_lopban_3,'*__153',_). constr_name(k7_lopban_3,'*__154',_). constr_name(k8_lopban_3,'*__155',_). constr_name(k9_lopban_3,'"__37',_). constr_name(k10_lopban_3,'GeoSeq__3',_). constr_name(k11_lopban_3,'#N__2',_). constr_name(k1_sin_cos4,tan,_). constr_name(k2_sin_cos4,cot,_). constr_name(k3_sin_cos4,cosec,_). constr_name(k4_sin_cos4,sec,_). constr_name(v1_neckla_3,'path-connected',_). constr_name(k1_neckla_3,component,_). constr_name(k1_scmring4,'-'__7',_). constr_name(k2_scmring4,'.-->__14',_). constr_name(k3_scmring4,'Relocated__3',_). constr_name(v1_clvect_2,convergent__11,_). constr_name(k1_clvect_2,lim__15,_). constr_name(k2_clvect_2,'||....||__9',_). constr_name(k3_clvect_2,dist__15,_). constr_name(k4_clvect_2,'Ball__5',_). constr_name(k5_clvect_2,cl_Ball__3,_). constr_name(k6_clvect_2,'Sphere__3',_). constr_name(v2_clvect_2,'Cauchy__5',_). constr_name(r1_clvect_2,is_compared_to__3,_). constr_name(r2_clvect_2,is_compared_to__4,_). constr_name(v3_clvect_2,bounded__15,_). constr_name(k7_clvect_2,'*__156',_). constr_name(k8_clvect_2,'^\\__6',_). constr_name(v4_clvect_2,complete__7,_). constr_name(v5_clvect_2,'Hilbert__2',_). constr_name(k1_recdef_2,'`1_3',_). constr_name(k2_recdef_2,'`2_3',_). constr_name(k3_recdef_2,'`3_3',_). constr_name(k4_recdef_2,'`1_4',_). constr_name(k5_recdef_2,'`2_4',_). constr_name(k6_recdef_2,'`3_4',_). constr_name(k7_recdef_2,'`4_4',_). constr_name(k8_recdef_2,'`1_5',_). constr_name(k9_recdef_2,'`2_5',_). constr_name(k10_recdef_2,'`3_5',_). constr_name(k11_recdef_2,'`4_5',_). constr_name(k12_recdef_2,'`5_5',_). constr_name(r1_lopban_4,are_commutative,_). constr_name(k1_lopban_4,'ExpSeq__3',_). constr_name(k2_lopban_4,'Coef__2',_). constr_name(k3_lopban_4,'Coef_e__2',_). constr_name(k4_lopban_4,'Sift__2',_). constr_name(k5_lopban_4,'Expan__2',_). constr_name(k6_lopban_4,'Expan_e__2',_). constr_name(k7_lopban_4,'Alfa__2',_). constr_name(k8_lopban_4,'Conj__3',_). constr_name(k9_lopban_4,exp_,_). constr_name(k10_lopban_4,exp__8,_). constr_name(k1_nat_3,'|^__20',_). constr_name(k2_nat_3,'|^__21',_). constr_name(k3_nat_3,'|^__22',_). constr_name(k4_nat_3,'*__157',_). constr_name(k5_nat_3,min__12,_). constr_name(k6_nat_3,max__14,_). constr_name(k7_nat_3,'Product__7',_). constr_name(k8_nat_3,'Product__8',_). constr_name(k9_nat_3,'|^__23',_). constr_name(k10_nat_3,'|-count',_). constr_name(k11_nat_3,prime_exponents,_). constr_name(k12_nat_3,prime_factorization,_). constr_name(k1_csspace3,the_set_of_l1ComplexSequences,_). constr_name(k2_csspace3,cl_norm,_). constr_name(k3_csspace3,'Complex_l1_Space',_). constr_name(k4_csspace3,dist__16,_). constr_name(v1_csspace3,'CCauchy__2',_). constr_name(k1_taylor_1,'#Z__3',_). constr_name(k2_taylor_1,log_,_). constr_name(k3_taylor_1,'#R__3',_). constr_name(k4_taylor_1,diff__5,_). constr_name(r1_taylor_1,is_differentiable_on__2,_). constr_name(k5_taylor_1,'Taylor',_). constr_name(k1_clopban1,'[;]__8',_). constr_name(k2_clopban1,'FuncExtMult__2',_). constr_name(k3_clopban1,'ComplexVectSpace',_). constr_name(k4_clopban1,'.__156',_). constr_name(v1_clopban1,additive__10,_). constr_name(v2_clopban1,homogeneous__11,_). constr_name(k5_clopban1,'LinearOperators__2',_). constr_name(k6_clopban1,'C_VectorSpace_of_LinearOperators',_). constr_name(k7_clopban1,'.__157',_). constr_name(v3_clopban1,bounded__16,_). constr_name(k8_clopban1,'BoundedLinearOperators__2',_). constr_name(k9_clopban1,'C_VectorSpace_of_BoundedLinearOperators',_). constr_name(k10_clopban1,'.__158',_). constr_name(k11_clopban1,modetrans__3,_). constr_name(k12_clopban1,'PreNorms__3',_). constr_name(k13_clopban1,'BoundedLinearOperatorsNorm__2',_). constr_name(k14_clopban1,'C_NormSpace_of_BoundedLinearOperators',_). constr_name(k15_clopban1,'.__159',_). constr_name(v4_clopban1,complete__8,_). constr_name(k1_csspace4,the_set_of_BoundedComplexSequences,_). constr_name(k2_csspace4,'Complex_linfty_norm',_). constr_name(k3_csspace4,'Complex_linfty_Space',_). constr_name(v1_csspace4,bounded__17,_). constr_name(k4_csspace4,'ComplexBoundedFunctions',_). constr_name(k5_csspace4,'C_VectorSpace_of_BoundedFunctions',_). constr_name(k6_csspace4,modetrans__4,_). constr_name(k7_csspace4,'PreNorms__4',_). constr_name(k8_csspace4,'ComplexBoundedFunctionsNorm',_). constr_name(k9_csspace4,'C_NormSpace_of_BoundedFunctions',_). constr_name(k1_finseq_8,'^__24',_). constr_name(k2_finseq_8,smid,_). constr_name(k3_finseq_8,ovlpart,_). constr_name(k4_finseq_8,ovlcon,_). constr_name(k5_finseq_8,ovlldiff,_). constr_name(k6_finseq_8,ovlrdiff,_). constr_name(r1_finseq_8,separates_uniquely,_). constr_name(r2_finseq_8,is_substring_of,_). constr_name(r3_finseq_8,is_preposition_of,_). constr_name(r4_finseq_8,is_postposition_of,_). constr_name(k7_finseq_8,instr,_). constr_name(k8_finseq_8,addcr,_). constr_name(r5_finseq_8,is_terminated_by,_). constr_name(k1_clvect_3,'Partial_Sums__5',_). constr_name(v1_clvect_3,summable__6,_). constr_name(k2_clvect_3,'Sum__26',_). constr_name(k3_clvect_3,'Sum__27',_). constr_name(k4_clvect_3,'Sum__28',_). constr_name(k5_clvect_3,'Sum__29',_). constr_name(k6_clvect_3,'Sum__30',_). constr_name(v2_clvect_3,absolutely_summable__4,_). constr_name(k7_clvect_3,'*__158',_). constr_name(v3_clvect_3,'Cauchy__6',_). constr_name(k1_cfuncdom,'ComplexFuncAdd',_). constr_name(k2_cfuncdom,'ComplexFuncMult',_). constr_name(k3_cfuncdom,'ComplexFuncExtMult',_). constr_name(k4_cfuncdom,'ComplexFuncZero',_). constr_name(k5_cfuncdom,'ComplexFuncUnit',_). constr_name(k6_cfuncdom,'ComplexVectSpace__2',_). constr_name(k7_cfuncdom,'CRing',_). constr_name(l1_cfuncdom,'ComplexAlgebraStr',_). constr_name(v1_cfuncdom,strict__ComplexAlgebraStr,_). constr_name(g1_cfuncdom,'ComplexAlgebraStr_constr',_). constr_name(k8_cfuncdom,'CAlgebra',_). constr_name(v2_cfuncdom,'ComplexAlgebra-like',_). constr_name(k1_clopban2,'*__159',_). constr_name(k2_clopban2,'+__101',_). constr_name(k3_clopban2,'*__160',_). constr_name(k4_clopban2,'*__161',_). constr_name(k5_clopban2,'FuncMult__2',_). constr_name(k6_clopban2,'FuncUnit__2',_). constr_name(k7_clopban2,'Ring_of_BoundedLinearOperators__2',_). constr_name(k8_clopban2,'C_Algebra_of_BoundedLinearOperators',_). constr_name(l1_clopban2,'Normed_Complex_AlgebraStr',_). constr_name(v1_clopban2,strict__Normed_Complex_AlgebraStr,_). constr_name(g1_clopban2,'Normed_Complex_AlgebraStr_constr',_). constr_name(k9_clopban2,'C_Normed_Algebra_of_BoundedLinearOperators',_). constr_name(v2_clopban2,'Banach_Algebra-like_1__2',_). constr_name(v3_clopban2,'Banach_Algebra-like_2__2',_). constr_name(v4_clopban2,'Banach_Algebra-like_3__2',_). constr_name(v5_clopban2,'Banach_Algebra-like__2',_). constr_name(k1_sin_cos5,coth,_). constr_name(k2_sin_cos5,sech,_). constr_name(k3_sin_cos5,cosech,_). constr_name(k1_polyeq_4,'Poly5',_). constr_name(v1_borsuk_6,'real-membered__2',_). constr_name(k1_borsuk_6,'L[01]__2',_). constr_name(r1_borsuk_6,are_connected__3,_). constr_name(k2_borsuk_6,'RePar',_). constr_name(k3_borsuk_6,'1RP',_). constr_name(k4_borsuk_6,'2RP',_). constr_name(k5_borsuk_6,'3RP',_). constr_name(k6_borsuk_6,'LowerLeftUnitTriangle',_). constr_name(k7_borsuk_6,'UpperUnitTriangle',_). constr_name(k8_borsuk_6,'LowerRightUnitTriangle',_). constr_name(m1_borsuk_6,'Homotopy',_). constr_name(k1_topalg_1,'Loops',_). constr_name(k2_topalg_1,'EqRel__3',_). constr_name(k3_topalg_1,'FundamentalGroup',_). constr_name(k4_topalg_1,'pi_1-iso',_). constr_name(k5_topalg_1,'pi_1-iso__2',_). constr_name(k6_topalg_1,'RealHomotopy',_). constr_name(k7_topalg_1,'RealHomotopy__2',_). constr_name(k1_nfcont_1,'-__101',_). constr_name(k2_nfcont_1,'||....||__10',_). constr_name(m1_nfcont_1,'Neighbourhood__2',_). constr_name(v1_nfcont_1,compact__7,_). constr_name(v2_nfcont_1,closed__11,_). constr_name(v3_nfcont_1,open__9,_). constr_name(k3_nfcont_1,'*__162',_). constr_name(k4_nfcont_1,'*__163',_). constr_name(r1_nfcont_1,is_continuous_in__3,_). constr_name(r2_nfcont_1,is_continuous_in__4,_). constr_name(r3_nfcont_1,is_continuous_on__3,_). constr_name(r4_nfcont_1,is_continuous_on__4,_). constr_name(r5_nfcont_1,is_Lipschitzian_on__2,_). constr_name(r6_nfcont_1,is_Lipschitzian_on__3,_). constr_name(r1_nfcont_2,is_uniformly_continuous_on__2,_). constr_name(r2_nfcont_2,is_uniformly_continuous_on__3,_). constr_name(m1_nfcont_2,contraction__2,_). constr_name(k1_clopban3,'Partial_Sums__6',_). constr_name(v1_clopban3,summable__7,_). constr_name(k2_clopban3,'Sum__31',_). constr_name(v2_clopban3,norm_summable__2,_). constr_name(v3_clopban3,constant__8,_). constr_name(k3_clopban3,'^\\__7',_). constr_name(k4_clopban3,'*__164',_). constr_name(k5_clopban3,'*__165',_). constr_name(k6_clopban3,'*__166',_). constr_name(k7_clopban3,'"__38',_). constr_name(k8_clopban3,'GeoSeq__4',_). constr_name(k9_clopban3,'#N__3',_). constr_name(r1_clopban4,are_commutative__2,_). constr_name(k1_clopban4,'ExpSeq__4',_). constr_name(k2_clopban4,'Sift__3',_). constr_name(k3_clopban4,'Expan__3',_). constr_name(k4_clopban4,'Expan_e__3',_). constr_name(k5_clopban4,'Alfa__3',_). constr_name(k6_clopban4,'Conj__4',_). constr_name(k7_clopban4,exp___2,_). constr_name(k8_clopban4,exp__9,_). constr_name(v1_topalg_2,convex__6,_). constr_name(k1_topalg_2,'ConvexHomotopy',_). constr_name(k2_topalg_2,'ConvexHomotopy__2',_). constr_name(v2_topalg_2,convex__7,_). constr_name(v3_topalg_2,convex__8,_). constr_name(k3_topalg_2,'R^1__2',_). constr_name(k4_topalg_2,'R1Homotopy',_). constr_name(k5_topalg_2,'R1Homotopy__2',_). constr_name(k1_topreal9,'Ball__6',_). constr_name(k2_topreal9,cl_Ball__4,_). constr_name(k3_topreal9,'Sphere__4',_). constr_name(v1_topreal9,homogeneous__12,_). constr_name(v2_topreal9,additive__11,_). constr_name(k4_topreal9,halfline__2,_). constr_name(k1_fib_num2,'Prefix__2',_). constr_name(k2_fib_num2,'FIB',_). constr_name(k3_fib_num2,'EvenNAT',_). constr_name(k4_fib_num2,'OddNAT',_). constr_name(k5_fib_num2,'EvenFibs',_). constr_name(k6_fib_num2,'OddFibs',_). constr_name(k1_hallmar1,union__14,_). constr_name(k2_hallmar1,'Cut',_). constr_name(r1_hallmar1,is_a_system_of_different_representatives_of,_). constr_name(v1_hallmar1,'Hall',_). constr_name(m1_hallmar1,'Reduction',_). constr_name(m2_hallmar1,'Reduction__2',_). constr_name(m3_hallmar1,'Singlification',_). constr_name(m4_hallmar1,'Singlification__2',_). constr_name(v1_ndiff_1,being_not_0,_). constr_name(k1_ndiff_1,'(#)__32',_). constr_name(k2_ndiff_1,'*__167',_). constr_name(v2_ndiff_1,convergent_to_0__2,_). constr_name(v3_ndiff_1,'REST-like__2',_). constr_name(r1_ndiff_1,is_differentiable_in__2,_). constr_name(k3_ndiff_1,diff__6,_). constr_name(r2_ndiff_1,is_differentiable_on__3,_). constr_name(k4_ndiff_1,'`|__2',_). constr_name(k1_fib_num3,'Lucas',_). constr_name(k2_fib_num3,'GenFib',_). constr_name(r1_latsum_1,tolerates__7,_). constr_name(k1_latsum_1,'[*]__6',_). constr_name(v1_nagata_1,discrete__5,_). constr_name(k1_nagata_1,'.__160',_). constr_name(k2_nagata_1,'Union__6',_). constr_name(v2_nagata_1,sigma_discrete,_). constr_name(v3_nagata_1,sigma_locally_finite,_). constr_name(v4_nagata_1,sigma_discrete__2,_). constr_name(v5_nagata_1,'Basis_sigma_discrete',_). constr_name(v6_nagata_1,'Basis_sigma_locally_finite',_). constr_name(k3_nagata_1,'+__102',_). constr_name(k4_nagata_1,'Toler__2',_). constr_name(k5_nagata_1,min__13,_). constr_name(r1_nagata_1,is_a_pseudometric_of,_). constr_name(k1_group_8,'Double_Cosets',_). constr_name(k1_catalan1,'Catalan',_). constr_name(v1_sheffer1,'upper-bounded'',_). constr_name(k1_sheffer1,'Top'',_). constr_name(v2_sheffer1,'lower-bounded'',_). constr_name(k2_sheffer1,'Bot'',_). constr_name(v3_sheffer1,'distributive'',_). constr_name(r1_sheffer1,'is_a_complement'_of',_). constr_name(v4_sheffer1,'complemented'',_). constr_name(k3_sheffer1,'`#',_). constr_name(v5_sheffer1,'meet-idempotent',_). constr_name(l1_sheffer1,'ShefferStr',_). constr_name(v6_sheffer1,strict__ShefferStr,_). constr_name(u1_sheffer1,stroke,the_stroke). constr_name(g1_sheffer1,'ShefferStr_constr',_). constr_name(l2_sheffer1,'ShefferLattStr',_). constr_name(v7_sheffer1,strict__ShefferLattStr,_). constr_name(g2_sheffer1,'ShefferLattStr_constr',_). constr_name(l3_sheffer1,'ShefferOrthoLattStr',_). constr_name(v8_sheffer1,strict__ShefferOrthoLattStr,_). constr_name(g3_sheffer1,'ShefferOrthoLattStr_constr',_). constr_name(k4_sheffer1,'TrivShefferOrthoLattStr',_). constr_name(k5_sheffer1,'|__33',_). constr_name(v9_sheffer1,properly_defined,_). constr_name(v10_sheffer1,satisfying_Sheffer_1,_). constr_name(v11_sheffer1,satisfying_Sheffer_2,_). constr_name(v12_sheffer1,satisfying_Sheffer_3,_). constr_name(k6_sheffer1,'"__39',_). constr_name(v1_sheffer2,satisfying_Sh_1,_). constr_name(k1_ndiff_2,'*__168',_). constr_name(k2_ndiff_2,'*__169',_). constr_name(r1_ndiff_2,is_Gateaux_differentiable_in,_). constr_name(k3_ndiff_2,'Gateaux_diff',_). constr_name(k1_prgcor_2,'FS2XFS',_). constr_name(k2_prgcor_2,'XFS2FS',_). constr_name(k3_prgcor_2,'FS2XFS*',_). constr_name(k4_prgcor_2,'XFS2FS*',_). constr_name(r1_prgcor_2,is_an_xrep_of,_). constr_name(k5_prgcor_2,'IFLGT',_). constr_name(k6_prgcor_2,'.__161',_). constr_name(k7_prgcor_2,inner_prd_prg,_). constr_name(r2_prgcor_2,scalar_prd_prg,_). constr_name(r3_prgcor_2,vector_minus_prg,_). constr_name(r4_prgcor_2,vector_add_prg,_). constr_name(r5_prgcor_2,vector_sub_prg,_). constr_name(r1_fintopo4,are_separated__3,_). constr_name(r2_fintopo4,is_continuous,_). constr_name(k1_fintopo4,'Nbdl1',_). constr_name(k2_fintopo4,'FTSL1',_). constr_name(k3_fintopo4,'Nbdc1',_). constr_name(k4_fintopo4,'FTSC1',_). constr_name(k1_nagata_2,'PairFunc',_). constr_name(k2_nagata_2,dist__17,_). constr_name(k3_nagata_2,inf__8,_). constr_name(k1_topalg_3,'FundGrIso',_). constr_name(k2_topalg_3,'FundGrIso__2',_). constr_name(k1_vfunct_2,'+__103',_). constr_name(k2_vfunct_2,'-__102',_). constr_name(k3_vfunct_2,'(#)__33',_). constr_name(k4_vfunct_2,'(#)__34',_). constr_name(k5_vfunct_2,'||....||__11',_). constr_name(k6_vfunct_2,'-__103',_). constr_name(r1_vfunct_2,is_bounded_on__4,_). constr_name(k1_ncfcont1,'-__104',_). constr_name(k2_ncfcont1,'||....||__12',_). constr_name(k3_ncfcont1,'||....||__13',_). constr_name(k4_ncfcont1,'||....||__14',_). constr_name(m1_ncfcont1,'Neighbourhood__3',_). constr_name(v1_ncfcont1,compact__8,_). constr_name(v2_ncfcont1,closed__12,_). constr_name(v3_ncfcont1,open__10,_). constr_name(k5_ncfcont1,'*__170',_). constr_name(k6_ncfcont1,'*__171',_). constr_name(k7_ncfcont1,'*__172',_). constr_name(k8_ncfcont1,'*__173',_). constr_name(k9_ncfcont1,'*__174',_). constr_name(k10_ncfcont1,'*__175',_). constr_name(r1_ncfcont1,is_continuous_in__5,_). constr_name(r2_ncfcont1,is_continuous_in__6,_). constr_name(r3_ncfcont1,is_continuous_in__7,_). constr_name(r4_ncfcont1,is_continuous_in__8,_). constr_name(r5_ncfcont1,is_continuous_in__9,_). constr_name(r6_ncfcont1,is_continuous_in__10,_). constr_name(r7_ncfcont1,is_continuous_on__5,_). constr_name(r8_ncfcont1,is_continuous_on__6,_). constr_name(r9_ncfcont1,is_continuous_on__7,_). constr_name(r10_ncfcont1,is_continuous_on__8,_). constr_name(r11_ncfcont1,is_continuous_on__9,_). constr_name(r12_ncfcont1,is_continuous_on__10,_). constr_name(r13_ncfcont1,is_Lipschitzian_on__4,_). constr_name(r14_ncfcont1,is_Lipschitzian_on__5,_). constr_name(r15_ncfcont1,is_Lipschitzian_on__6,_). constr_name(r16_ncfcont1,is_Lipschitzian_on__7,_). constr_name(r17_ncfcont1,is_Lipschitzian_on__8,_). constr_name(r18_ncfcont1,is_Lipschitzian_on__9,_). constr_name(k1_topalg_4,'Gr2Iso',_). constr_name(k2_topalg_4,'Gr2Iso__2',_). constr_name(k3_topalg_4,'<:..:>__14',_). constr_name(k4_topalg_4,pr1__14,_). constr_name(k5_topalg_4,pr2__14,_). constr_name(k6_topalg_4,'<:..:>__15',_). constr_name(k7_topalg_4,'<:..:>__16',_). constr_name(k8_topalg_4,pr1__15,_). constr_name(k9_topalg_4,pr2__15,_). constr_name(k10_topalg_4,pr1__16,_). constr_name(k11_topalg_4,pr2__16,_). constr_name(k12_topalg_4,'FGPrIso',_). constr_name(k13_topalg_4,'FGPrIso__2',_). constr_name(k1_substut1,vSUB,_). constr_name(k2_substut1,'@__47',_). constr_name(k3_substut1,'CQC_Subst',_). constr_name(k4_substut1,'@__48',_). constr_name(k5_substut1,'CQC_Subst__2',_). constr_name(k6_substut1,'|__34',_). constr_name(k7_substut1,'RestrictSub',_). constr_name(k8_substut1,'Bound_Vars',_). constr_name(k9_substut1,'Bound_Vars__2',_). constr_name(k10_substut1,'Dom_Bound_Vars',_). constr_name(k11_substut1,'Sub_Var',_). constr_name(k12_substut1,'NSub',_). constr_name(k13_substut1,upVar,_). constr_name(k14_substut1,'ExpandSub',_). constr_name(r1_substut1,'PQSub',_). constr_name(k15_substut1,'QSub',_). constr_name(v1_substut1,'QC-Sub-closed',_). constr_name(k16_substut1,'QC-Sub-WFF',_). constr_name(k17_substut1,'Sub_P',_). constr_name(v2_substut1,'Sub_VERUM',_). constr_name(k18_substut1,'`1__26',_). constr_name(k19_substut1,'`2__32',_). constr_name(k20_substut1,'Sub_not',_). constr_name(k21_substut1,'Sub_&',_). constr_name(k22_substut1,'`1__27',_). constr_name(k23_substut1,'`2__33',_). constr_name(v3_substut1,quantifiable,_). constr_name(m1_substut1,second_Q_comp,_). constr_name(k24_substut1,'Sub_All',_). constr_name(k25_substut1,'[..]__27',_). constr_name(v4_substut1,'Sub_atomic',_). constr_name(v5_substut1,'Sub_negative',_). constr_name(v6_substut1,'Sub_conjunctive',_). constr_name(v7_substut1,'Sub_universal',_). constr_name(k26_substut1,'Sub_the_arguments_of',_). constr_name(k27_substut1,'Sub_the_argument_of',_). constr_name(k28_substut1,'Sub_the_left_argument_of',_). constr_name(k29_substut1,'Sub_the_right_argument_of',_). constr_name(k30_substut1,'Sub_the_bound_of',_). constr_name(k31_substut1,'Sub_the_scope_of',_). constr_name(k32_substut1,'@__49',_). constr_name(k33_substut1,'`1__28',_). constr_name(k34_substut1,'`2__34',_). constr_name(k35_substut1,'S_Bound',_). constr_name(k36_substut1,'Quant',_). constr_name(k37_substut1,'CQC_Sub',_). constr_name(k38_substut1,'CQC-Sub-WFF',_). constr_name(k39_substut1,'CQC_Sub__2',_). constr_name(k1_sublemma,'.__162',_). constr_name(k2_sublemma,'`1__29',_). constr_name(k3_sublemma,'Val_S',_). constr_name(r1_sublemma,'|=__8',_). constr_name(k4_sublemma,'Sub_P__2',_). constr_name(k5_sublemma,'CQC_Subst__3',_). constr_name(k6_sublemma,'Sub_not__2',_). constr_name(k7_sublemma,'CQCSub_&',_). constr_name(v1_sublemma,'CQC-WFF-like',_). constr_name(k8_sublemma,'[..]__28',_). constr_name(k9_sublemma,'`1__30',_). constr_name(k10_sublemma,'CQCSub_All',_). constr_name(k11_sublemma,'CQCSub_the_scope_of',_). constr_name(k12_sublemma,'CQCQuant',_). constr_name(k13_sublemma,'|__35',_). constr_name(k14_sublemma,'NEx_Val',_). constr_name(k15_sublemma,'+*__24',_). constr_name(k16_sublemma,'RSub1',_). constr_name(k17_sublemma,'RSub2',_). constr_name(k1_substut2,'[..]__29',_). constr_name(k2_substut2,'[..]__30',_). constr_name(k3_substut2,'Sbst',_). constr_name(k4_substut2,'.__163',_). constr_name(k5_substut2,'`2__35',_). constr_name(k6_substut2,'CFQ',_). constr_name(k7_substut2,'QScope',_). constr_name(k8_substut2,'Qsc',_). constr_name(m1_substut2,'PATH',_). constr_name(k1_calcul_1,'Ant',_). constr_name(k2_calcul_1,'Suc',_). constr_name(r1_calcul_1,is_tail_of,_). constr_name(r2_calcul_1,is_Subsequence_of,_). constr_name(k3_calcul_1,'still_not-bound_in__3',_). constr_name(k4_calcul_1,'set_of_CQC-WFF-seq',_). constr_name(r3_calcul_1,is_a_correct_step,_). constr_name(v1_calcul_1,a_proof,_). constr_name(r4_calcul_1,'|-__6',_). constr_name(r5_calcul_1,is_formal_provable_from,_). constr_name(r6_calcul_1,'|=__9',_). constr_name(r7_calcul_1,'|=__10',_). constr_name(r8_calcul_1,'|=__11',_). constr_name(r9_calcul_1,'|=__12',_). constr_name(r10_calcul_1,'|=__13',_). constr_name(k1_calcul_2,seq,_). constr_name(k2_calcul_2,seq__2,_). constr_name(k3_calcul_2,'Per',_). constr_name(k4_calcul_2,'Begin',_). constr_name(k5_calcul_2,'Impl',_). constr_name(k6_calcul_2,'IdFinS',_). constr_name(k1_henmodel,'min*',_). constr_name(r1_henmodel,'|-__7',_). constr_name(v1_henmodel,'Consistent',_). constr_name(v2_henmodel,'Consistent__2',_). constr_name(k2_henmodel,'HCar',_). constr_name(k3_henmodel,'!__10',_). constr_name(m1_henmodel,'Henkin_interpretation',_). constr_name(k4_henmodel,valH,_). constr_name(v1_goedelcp,negation_faithful,_). constr_name(v2_goedelcp,with_examples,_). constr_name(k1_goedelcp,'ExCl',_). constr_name(k2_goedelcp,'Ex-bound_in',_). constr_name(k3_goedelcp,'Ex-the_scope_of',_). constr_name(k4_goedelcp,bound_in__3,_). constr_name(k5_goedelcp,the_scope_of__3,_). constr_name(k6_goedelcp,'still_not-bound_in__4',_). constr_name(k1_bvfunc26,''nand'__3',_). constr_name(k2_bvfunc26,''nor'__3',_). constr_name(k3_bvfunc26,''nand'__4',_). constr_name(k4_bvfunc26,''nor'__4',_). constr_name(k5_bvfunc26,''nand'__5',_). constr_name(k6_bvfunc26,''nor'__5',_). constr_name(k1_lp_space,rto_power,_). constr_name(k2_lp_space,'the_set_of_RealSequences_l^',_). constr_name(k3_lp_space,'l_norm^',_). constr_name(k4_lp_space,'l_Space^',_). constr_name(r1_mesfunc3,'are_Re-presentation_of',_). constr_name(k1_mesfunc3,integral__4,_). constr_name(k1_sin_cos6,arcsin,_). constr_name(k2_sin_cos6,arcsin__2,_). constr_name(k3_sin_cos6,arcsin__3,_). constr_name(k4_sin_cos6,arccos,_). constr_name(k5_sin_cos6,arccos__2,_). constr_name(k6_sin_cos6,arccos__3,_). constr_name(v1_jordan21,with_the_max_arc,_). constr_name(k1_jordan21,'UMP',_). constr_name(k2_jordan21,'LMP',_). constr_name(r1_ncfcont2,is_uniformly_continuous_on__4,_). constr_name(r2_ncfcont2,is_uniformly_continuous_on__5,_). constr_name(r3_ncfcont2,is_uniformly_continuous_on__6,_). constr_name(r4_ncfcont2,is_uniformly_continuous_on__7,_). constr_name(r5_ncfcont2,is_uniformly_continuous_on__8,_). constr_name(r6_ncfcont2,is_uniformly_continuous_on__9,_). constr_name(m1_ncfcont2,contraction__3,_). constr_name(k1_rltopsp1,'LSeg__4',_). constr_name(v1_rltopsp1,'convex-membered',_). constr_name(k2_rltopsp1,'-__105',_). constr_name(v2_rltopsp1,symmetric__9,_). constr_name(v3_rltopsp1,circled,_). constr_name(v4_rltopsp1,'circled-membered',_). constr_name(l1_rltopsp1,'RLTopStruct',_). constr_name(v5_rltopsp1,strict__RLTopStruct,_). constr_name(g1_rltopsp1,'RLTopStruct_constr',_). constr_name(v6_rltopsp1,'add-continuous',_). constr_name(v7_rltopsp1,'Mult-continuous',_). constr_name(k3_rltopsp1,transl__2,_). constr_name(v8_rltopsp1,'locally-convex',_). constr_name(v9_rltopsp1,bounded__18,_). constr_name(k4_rltopsp1,mlt__5,_). constr_name(k1_topreala,'Trectangle',_). constr_name(k2_topreala,'R2Homeomorphism',_). constr_name(k1_toprealb,'IntIntervals',_). constr_name(k2_toprealb,'IntIntervals__2',_). constr_name(k3_toprealb,'IntIntervals__3',_). constr_name(k4_toprealb,'R^1__3',_). constr_name(k5_toprealb,'R^1__4',_). constr_name(k6_toprealb,'R^1__5',_). constr_name(v1_toprealb,being_simple_closed_curve__2,_). constr_name(k7_toprealb,'Tcircle',_). constr_name(k8_toprealb,'Tunit_circle',_). constr_name(k9_toprealb,'c[10]',_). constr_name(k10_toprealb,'c[-10]',_). constr_name(k11_toprealb,'Topen_unit_circle',_). constr_name(k12_toprealb,'CircleMap',_). constr_name(k13_toprealb,'CircleMap__2',_). constr_name(k14_toprealb,'Circle2IntervalR',_). constr_name(k15_toprealb,'Circle2IntervalL',_). constr_name(k1_pencil_3,diff__7,_). constr_name(r1_pencil_3,''||'__5',_). constr_name(k2_pencil_3,permutation_of_indices,_). constr_name(k3_pencil_3,canonical_embedding,_). constr_name(k4_pencil_3,canonical_embedding__2,_). constr_name(k1_pencil_4,segment,_). constr_name(k2_pencil_4,pencil,_). constr_name(k3_pencil_4,pencil__2,_). constr_name(k4_pencil_4,'Pencils_of',_). constr_name(k5_pencil_4,'PencilSpace',_). constr_name(k6_pencil_4,'SubspaceSet',_). constr_name(k7_pencil_4,'GrassmannSpace',_). constr_name(k8_pencil_4,'PairSet',_). constr_name(k9_pencil_4,'PairSet__2',_). constr_name(k10_pencil_4,'PairSetFamily',_). constr_name(k11_pencil_4,'VeroneseSpace',_). constr_name(k12_pencil_4,'VeroneseSpace__2',_). constr_name(k1_topgen_1,'\\__20',_). constr_name(k2_topgen_1,'Fr__2',_). constr_name(r1_topgen_1,is_an_accumulation_point_of,_). constr_name(k3_topgen_1,'Der',_). constr_name(r2_topgen_1,is_isolated_in,_). constr_name(v1_topgen_1,isolated,_). constr_name(k4_topgen_1,'Der__2',_). constr_name(v2_topgen_1,'dense-in-itself',_). constr_name(v3_topgen_1,'dense-in-itself__2',_). constr_name(v4_topgen_1,'dense-in-itself__3',_). constr_name(v5_topgen_1,perfect,_). constr_name(v6_topgen_1,scattered,_). constr_name(k5_topgen_1,density,_). constr_name(v7_topgen_1,separable,_). constr_name(k1_groeb_3,'{..}__52',_). constr_name(k2_groeb_3,'|__36',_). constr_name(k3_groeb_3,'Upper_Support',_). constr_name(k4_groeb_3,'Lower_Support',_). constr_name(k5_groeb_3,'Up__5',_). constr_name(k6_groeb_3,'Low',_). constr_name(k1_matrix_5,'COMPLEX2Field',_). constr_name(k2_matrix_5,'Field2COMPLEX',_). constr_name(k3_matrix_5,'+__104',_). constr_name(k4_matrix_5,'-__106',_). constr_name(k5_matrix_5,'-__107',_). constr_name(k6_matrix_5,'*__176',_). constr_name(k7_matrix_5,'*__177',_). constr_name(k8_matrix_5,'0_Cx',_). constr_name(k9_matrix_5,'.__164',_). constr_name(k1_topgen_2,'Chi',_). constr_name(k2_topgen_2,'Chi__2',_). constr_name(m1_topgen_2,'Neighborhood_System',_). constr_name(k3_topgen_2,'Union__7',_). constr_name(k4_topgen_2,'.__165',_). constr_name(v1_topgen_2,'finite-weight',_). constr_name(k5_topgen_2,'DiscrWithInfin',_). constr_name(v1_topgen_3,'point-filtered',_). constr_name(k1_topgen_3,rng__24,_). constr_name(k2_topgen_3,'Sorgenfrey-line',_). constr_name(r1_topgen_3,is_local_minimum_of,_). constr_name(k3_topgen_3,continuum,_). constr_name(k4_topgen_3,'-powers',_). constr_name(k5_topgen_3,'ClFinTop',_). constr_name(k6_topgen_3,'-PointClTop',_). constr_name(k7_topgen_3,'-DiscreteTop',_). constr_name(v1_partfun3,'positive-yielding',_). constr_name(v2_partfun3,'negative-yielding',_). constr_name(v3_partfun3,'nonpositive-yielding',_). constr_name(v4_partfun3,'nonnegative-yielding',_). constr_name(k1_partfun3,sqrt__4,_). constr_name(k2_partfun3,sqrt__5,_). constr_name(k3_partfun3,'+__105',_). constr_name(k4_partfun3,'-__108',_). constr_name(k5_partfun3,'(#)__35',_). constr_name(k6_partfun3,'-__109',_). constr_name(k7_partfun3,abs__14,_). constr_name(k8_partfun3,sqrt__6,_). constr_name(k9_partfun3,'(#)__36',_). constr_name(k10_partfun3,'^__25',_). constr_name(k11_partfun3,'/__28',_). constr_name(k12_partfun3,'+__106',_). constr_name(k13_partfun3,'-__110',_). constr_name(k14_partfun3,'(#)__37',_). constr_name(k15_partfun3,'-__111',_). constr_name(k16_partfun3,abs__15,_). constr_name(k17_partfun3,sqrt__7,_). constr_name(k18_partfun3,'(#)__38',_). constr_name(k19_partfun3,'^__26',_). constr_name(k20_partfun3,'/__29',_). constr_name(v1_robbins3,'join-Associative',_). constr_name(v2_robbins3,'meet-Associative',_). constr_name(v3_robbins3,'meet-Absorbing',_). constr_name(l1_robbins3,'\\/-SemiLattRelStr',_). constr_name(v4_robbins3,'strict__\\/-SemiLattRelStr',_). constr_name(g1_robbins3,'\\/-SemiLattRelStr_constr',_). constr_name(l2_robbins3,'/\\-SemiLattRelStr',_). constr_name(v5_robbins3,'strict__/\\-SemiLattRelStr',_). constr_name(g2_robbins3,'/\\-SemiLattRelStr_constr',_). constr_name(l3_robbins3,'LattRelStr',_). constr_name(v6_robbins3,strict__LattRelStr,_). constr_name(g3_robbins3,'LattRelStr_constr',_). constr_name(k1_robbins3,'TrivLattRelStr',_). constr_name(k2_robbins3,'LattRel__3',_). constr_name(l4_robbins3,'OrthoLattRelStr',_). constr_name(v7_robbins3,strict__OrthoLattRelStr,_). constr_name(g4_robbins3,'OrthoLattRelStr_constr',_). constr_name(k3_robbins3,'TrivCLRelStr',_). constr_name(v8_robbins3,involutive__2,_). constr_name(v9_robbins3,with_Top,_). constr_name(m1_robbins3,'RelAugmentation',_). constr_name(m2_robbins3,'LatAugmentation',_). constr_name(v10_robbins3,'naturally_sup-generated',_). constr_name(v11_robbins3,'naturally_inf-generated',_). constr_name(m3_robbins3,'CLatAugmentation',_). constr_name(k4_robbins3,'|^|',_). constr_name(k5_robbins3,'|_|',_). constr_name(k1_mathmorp,'+__107',_). constr_name(k2_mathmorp,'!__11',_). constr_name(k3_mathmorp,'(-)',_). constr_name(k4_mathmorp,'(+)',_). constr_name(k5_mathmorp,'(O)',_). constr_name(k6_mathmorp,'(o)',_). constr_name(k7_mathmorp,'(.)',_). constr_name(k8_mathmorp,'(*)',_). constr_name(k9_mathmorp,'(&)',_). constr_name(k10_mathmorp,'(@)',_). constr_name(v1_jordan23,'almost-one-to-one',_). constr_name(v2_jordan23,'weakly-one-to-one',_). constr_name(v3_jordan23,'poorly-one-to-one',_). constr_name(m1_glib_000,'GraphStruct',_). constr_name(k1_glib_000,'VertexSelector',_). constr_name(k2_glib_000,'EdgeSelector',_). constr_name(k3_glib_000,'SourceSelector',_). constr_name(k4_glib_000,'TargetSelector',_). constr_name(k5_glib_000,'_GraphSelectors',_). constr_name(k6_glib_000,the_Vertices_of,_). constr_name(k7_glib_000,the_Edges_of,_). constr_name(k8_glib_000,the_Source_of,_). constr_name(k9_glib_000,the_Target_of,_). constr_name(v1_glib_000,'[Graph-like]',_). constr_name(k10_glib_000,the_Source_of__2,_). constr_name(k11_glib_000,the_Target_of__2,_). constr_name(k12_glib_000,createGraph,_). constr_name(k13_glib_000,'.set',_). constr_name(k14_glib_000,'.strict',_). constr_name(r1_glib_000,'Joins',_). constr_name(r2_glib_000,'DJoins',_). constr_name(r3_glib_000,'SJoins',_). constr_name(r4_glib_000,'DSJoins',_). constr_name(v2_glib_000,finite__5,_). constr_name(v3_glib_000,loopless,_). constr_name(v4_glib_000,trivial__4,_). constr_name(v5_glib_000,'non-multi__2',_). constr_name(v6_glib_000,'non-Dmulti',_). constr_name(v7_glib_000,simple__4,_). constr_name(v8_glib_000,'Dsimple',_). constr_name(k15_glib_000,'.order()',_). constr_name(k16_glib_000,'.order()__2',_). constr_name(k17_glib_000,'.size()',_). constr_name(k18_glib_000,'.size()__2',_). constr_name(k19_glib_000,'.edgesInto',_). constr_name(k20_glib_000,'.edgesOutOf',_). constr_name(k21_glib_000,'.edgesInOut',_). constr_name(k22_glib_000,'.edgesBetween',_). constr_name(k23_glib_000,'.edgesBetween__2',_). constr_name(k24_glib_000,'.edgesDBetween',_). constr_name(m2_glib_000,'Subgraph__2',_). constr_name(k25_glib_000,the_Vertices_of__2,_). constr_name(k26_glib_000,the_Edges_of__2,_). constr_name(v9_glib_000,spanning,_). constr_name(r5_glib_000,'==',_). constr_name(r6_glib_000,'c=__12',_). constr_name(r7_glib_000,'c<__2',_). constr_name(m3_glib_000,inducedSubgraph,_). constr_name(k27_glib_000,'.edgesIn()',_). constr_name(k28_glib_000,'.edgesOut()',_). constr_name(k29_glib_000,'.edgesInOut()',_). constr_name(k30_glib_000,'.adj',_). constr_name(k31_glib_000,'.inDegree()',_). constr_name(k32_glib_000,'.outDegree()',_). constr_name(k33_glib_000,'.inDegree()__2',_). constr_name(k34_glib_000,'.outDegree()__2',_). constr_name(k35_glib_000,'.degree()',_). constr_name(k36_glib_000,'.degree()__2',_). constr_name(k37_glib_000,'.inNeighbors()',_). constr_name(k38_glib_000,'.outNeighbors()',_). constr_name(k39_glib_000,'.allNeighbors()',_). constr_name(v10_glib_000,isolated__2,_). constr_name(v11_glib_000,endvertex,_). constr_name(v12_glib_000,'Graph-yielding',_). constr_name(v13_glib_000,halting__6,_). constr_name(k40_glib_000,'.Lifespan()',_). constr_name(k41_glib_000,'.Result()',_). constr_name(k42_glib_000,'.->',_). constr_name(v14_glib_000,finite__6,_). constr_name(v15_glib_000,loopless__2,_). constr_name(v16_glib_000,trivial__5,_). constr_name(v17_glib_000,'non-trivial',_). constr_name(v18_glib_000,'non-multi__3',_). constr_name(v19_glib_000,'non-Dmulti__2',_). constr_name(v20_glib_000,simple__5,_). constr_name(v21_glib_000,'Dsimple__2',_). constr_name(m1_glib_001,'VertexSeq',_). constr_name(m2_glib_001,'EdgeSeq',_). constr_name(m3_glib_001,'Walk',_). constr_name(k1_glib_001,'.walkOf',_). constr_name(k2_glib_001,'.walkOf__2',_). constr_name(k3_glib_001,'.first()',_). constr_name(k4_glib_001,'.last()',_). constr_name(k5_glib_001,'.vertexAt',_). constr_name(k6_glib_001,'.reverse()',_). constr_name(k7_glib_001,'.append',_). constr_name(k8_glib_001,'.cut',_). constr_name(k9_glib_001,'.remove',_). constr_name(k10_glib_001,'.addEdge',_). constr_name(k11_glib_001,'.vertexSeq()',_). constr_name(k12_glib_001,'.edgeSeq()',_). constr_name(k13_glib_001,'.vertices()',_). constr_name(k14_glib_001,'.edges()',_). constr_name(k15_glib_001,'.length()',_). constr_name(k16_glib_001,'.find',_). constr_name(k17_glib_001,'.find__2',_). constr_name(k18_glib_001,'.rfind',_). constr_name(k19_glib_001,'.rfind__2',_). constr_name(r1_glib_001,is_Walk_from,_). constr_name(v1_glib_001,closed__13,_). constr_name(v2_glib_001,directed__4,_). constr_name(v3_glib_001,trivial__6,_). constr_name(v4_glib_001,'Trail-like',_). constr_name(v5_glib_001,'Path-like',_). constr_name(v6_glib_001,'vertex-distinct',_). constr_name(v7_glib_001,'Circuit-like__2',_). constr_name(v8_glib_001,'Cycle-like',_). constr_name(m4_glib_001,'Subwalk',_). constr_name(k20_glib_001,'.remove__2',_). constr_name(k21_glib_001,'.allWalks()',_). constr_name(k22_glib_001,'.allTrails()',_). constr_name(k23_glib_001,'.allPaths()',_). constr_name(k24_glib_001,'.allDWalks()',_). constr_name(k25_glib_001,'.allDTrails()',_). constr_name(k26_glib_001,'.allDPaths()',_). constr_name(m5_glib_001,'Element__61',_). constr_name(m6_glib_001,'Element__62',_). constr_name(m7_glib_001,'Element__63',_). constr_name(m8_glib_001,'Element__64',_). constr_name(m9_glib_001,'Element__65',_). constr_name(m10_glib_001,'Element__66',_). constr_name(v1_glib_002,connected__10,_). constr_name(v2_glib_002,acyclic,_). constr_name(v3_glib_002,'Tree-like__2',_). constr_name(r1_glib_002,is_DTree_rooted_at,_). constr_name(k1_glib_002,'.reachableFrom',_). constr_name(k2_glib_002,'.reachableDFrom',_). constr_name(v4_glib_002,'Component-like',_). constr_name(k3_glib_002,'.componentSet()',_). constr_name(k4_glib_002,'.numComponents()',_). constr_name(k5_glib_002,'.numComponents()__2',_). constr_name(v5_glib_002,'cut-vertex',_). constr_name(v6_glib_002,connected__11,_). constr_name(v7_glib_002,acyclic__2,_). constr_name(v8_glib_002,'Tree-like__3',_). constr_name(k1_glib_003,'Seq__2',_). constr_name(k2_glib_003,'WeightSelector',_). constr_name(k3_glib_003,'ELabelSelector',_). constr_name(k4_glib_003,'VLabelSelector',_). constr_name(v1_glib_003,'[Weighted]',_). constr_name(v2_glib_003,'[ELabeled]',_). constr_name(v3_glib_003,'[VLabeled]',_). constr_name(k5_glib_003,the_Weight_of,_). constr_name(k6_glib_003,the_ELabel_of,_). constr_name(k7_glib_003,the_VLabel_of,_). constr_name(v4_glib_003,'weight-inheriting',_). constr_name(v5_glib_003,'elabel-inheriting',_). constr_name(v6_glib_003,'vlabel-inheriting',_). constr_name(v7_glib_003,'real-weighted',_). constr_name(v8_glib_003,'nonnegative-weighted',_). constr_name(v9_glib_003,'real-elabeled',_). constr_name(v10_glib_003,'real-vlabeled',_). constr_name(v11_glib_003,'real-WEV',_). constr_name(k8_glib_003,'.weightSeq()',_). constr_name(k9_glib_003,'.weightSeq()__2',_). constr_name(k10_glib_003,'.cost()',_). constr_name(k11_glib_003,'.labeledE()',_). constr_name(k12_glib_003,'.labelEdge',_). constr_name(k13_glib_003,'.labelVertex',_). constr_name(k14_glib_003,'.labeledV()',_). constr_name(v12_glib_003,'[Weighted]__2',_). constr_name(v13_glib_003,'[ELabeled]__2',_). constr_name(v14_glib_003,'[VLabeled]__2',_). constr_name(v15_glib_003,'real-weighted__2',_). constr_name(v16_glib_003,'nonnegative-weighted__2',_). constr_name(v17_glib_003,'real-elabeled__2',_). constr_name(v18_glib_003,'real-vlabeled__2',_). constr_name(v19_glib_003,'real-WEV__2',_). constr_name(r1_glib_004,is_mincost_DTree_rooted_at,_). constr_name(r2_glib_004,is_mincost_DPath_from,_). constr_name(k1_glib_004,'.min_DPath_cost',_). constr_name(k2_glib_004,'DIJK:NextBestEdges',_). constr_name(k3_glib_004,'DIJK:Step',_). constr_name(k4_glib_004,'DIJK:Init',_). constr_name(k5_glib_004,'DIJK:CompSeq',_). constr_name(k6_glib_004,'DIJK:SSSP',_). constr_name(k7_glib_004,'WGraphSelectors',_). constr_name(k8_glib_004,'.allWSubgraphs()',_). constr_name(m1_glib_004,'Element__67',_). constr_name(k9_glib_004,'.cost()__2',_). constr_name(k10_glib_004,'PRIM:NextBestEdges',_). constr_name(k11_glib_004,'PRIM:Init',_). constr_name(k12_glib_004,'PRIM:Step',_). constr_name(k13_glib_004,'PRIM:CompSeq',_). constr_name(k14_glib_004,'PRIM:MST',_). constr_name(v1_glib_004,'min-cost',_). constr_name(v1_glib_005,'complete-elabeled',_). constr_name(v2_glib_005,'complete-elabeled__2',_). constr_name(v3_glib_005,'natural-weighted',_). constr_name(v4_glib_005,'natural-elabeled',_). constr_name(v5_glib_005,'natural-weighted__2',_). constr_name(v6_glib_005,'natural-elabeled__2',_). constr_name(k1_glib_005,the_ELabel_of__2,_). constr_name(r1_glib_005,has_valid_flow_from,_). constr_name(k2_glib_005,'.flow',_). constr_name(r2_glib_005,has_maximum_flow_from,_). constr_name(r3_glib_005,is_forward_labeling_in,_). constr_name(r4_glib_005,is_backward_labeling_in,_). constr_name(v7_glib_005,augmenting,_). constr_name(k3_glib_005,'AP:NextBestEdges',_). constr_name(k4_glib_005,'AP:Step',_). constr_name(k5_glib_005,'AP:CompSeq',_). constr_name(k6_glib_005,'AP:FindAugPath',_). constr_name(k7_glib_005,'AP:GetAugPath',_). constr_name(k8_glib_005,'.flowSeq()',_). constr_name(k9_glib_005,'.tolerance()',_). constr_name(k10_glib_005,'.tolerance()__2',_). constr_name(k11_glib_005,'FF:PushFlow',_). constr_name(k12_glib_005,'FF:AugmentPath',_). constr_name(k13_glib_005,'FF:Step',_). constr_name(k14_glib_005,'FF:CompSeq',_). constr_name(k15_glib_005,'FF:MaxFlow',_). constr_name(v1_rcomp_3,connected__12,_). constr_name(m1_rcomp_3,'IntervalCover',_). constr_name(m2_rcomp_3,'IntervalCoverPts',_). constr_name(k1_topalg_5,'ExtendInt',_). constr_name(k2_topalg_5,'ExtendInt__2',_). constr_name(k3_topalg_5,'Prj1',_). constr_name(k4_topalg_5,'Prj2',_). constr_name(k5_topalg_5,cLoop,_). constr_name(k6_topalg_5,cLoop__2,_). constr_name(k7_topalg_5,'Ciso',_). constr_name(k8_topalg_5,'Ciso__2',_). constr_name(k1_brouwer,'DiffElems',_). constr_name(k2_brouwer,'Tdisk',_). constr_name(k3_brouwer,'HC__2',_). constr_name(k4_brouwer,'HC__3',_). constr_name(k5_brouwer,'BR-map',_). constr_name(k1_stirl2_1,'{..}__53',_). constr_name(k2_stirl2_1,'{..}__54',_). constr_name(k3_stirl2_1,'{..}__55',_). constr_name(k4_stirl2_1,'"__40',_). constr_name(k5_stirl2_1,'.__166',_). constr_name(v1_stirl2_1,'"increasing',_). constr_name(k6_stirl2_1,block,_). constr_name(k7_stirl2_1,'"**"__2',_). constr_name(k8_stirl2_1,'<%..%>__8',_). constr_name(k9_stirl2_1,'<%..%>__9',_). constr_name(k10_stirl2_1,'Sum__32',_). constr_name(k11_stirl2_1,'.__167',_). constr_name(v2_stirl2_1,'"increasing__2',_). constr_name(v1_setlim_1,monotone__9,_). constr_name(k1_setlim_1,inferior_setsequence,_). constr_name(k2_setlim_1,superior_setsequence,_). constr_name(k3_setlim_1,lim__16,_). constr_name(v2_setlim_1,constant__9,_). constr_name(k4_setlim_1,'@inferior_setsequence',_). constr_name(k5_setlim_1,'@superior_setsequence',_). constr_name(k6_setlim_1,lim_inf__5,_). constr_name(k7_setlim_1,lim_sup__3,_). constr_name(v3_setlim_1,convergent__12,_). constr_name(k8_setlim_1,lim__17,_). constr_name(k9_setlim_1,'@Complement__2',_). constr_name(v1_isomichi,supercondensed,_). constr_name(v2_isomichi,subcondensed,_). constr_name(k1_isomichi,'Border',_). constr_name(v3_isomichi,'1st_class',_). constr_name(v4_isomichi,'2nd_class',_). constr_name(v5_isomichi,'3rd_class',_). constr_name(v6_isomichi,with_1st_class_subsets,_). constr_name(v7_isomichi,with_2nd_class_subsets,_). constr_name(v8_isomichi,with_3rd_class_subsets,_). constr_name(k1_relset_2,'/\\__32',_). constr_name(k2_relset_2,'.:__51',_). constr_name(k3_relset_2,'"__41',_). constr_name(k4_relset_2,'.:__52',_). constr_name(k5_relset_2,'.:__53',_). constr_name(k6_relset_2,'.:__54',_). constr_name(k7_relset_2,'.:^',_). constr_name(k8_relset_2,'.:^__2',_). constr_name(k9_relset_2,'*__178',_). constr_name(k1_complsp2,'*'__33',_). constr_name(k2_complsp2,'-__112',_). constr_name(k3_complsp2,'+__108',_). constr_name(k4_complsp2,'*__179',_). constr_name(k5_complsp2,'-__113',_). constr_name(k6_complsp2,'Re__4',_). constr_name(k7_complsp2,'Im__4',_). constr_name(k8_complsp2,'|(..)|__5',_). constr_name(k9_complsp2,'|->__8',_). constr_name(k10_complsp2,'.__168',_). constr_name(k1_rinfsup1,sup__8,_). constr_name(k2_rinfsup1,inf__9,_). constr_name(k3_rinfsup1,inferior_realsequence,_). constr_name(k4_rinfsup1,superior_realsequence,_). constr_name(k5_rinfsup1,lim_sup__4,_). constr_name(k6_rinfsup1,lim_inf__6,_). constr_name(k1_sin_cos7,'sinh"',_). constr_name(k2_sin_cos7,'cosh1"',_). constr_name(k3_sin_cos7,'cosh2"',_). constr_name(k4_sin_cos7,'tanh"',_). constr_name(k5_sin_cos7,'coth"',_). constr_name(k6_sin_cos7,'sech1"',_). constr_name(k7_sin_cos7,'sech2"',_). constr_name(k8_sin_cos7,'csch"',_). constr_name(r1_euclidlp,'//__10',_). constr_name(r2_euclidlp,'//__11',_). constr_name(r3_euclidlp,are_lindependent2__2,_). constr_name(r4_euclidlp,'_|___7',_). constr_name(k1_euclidlp,line_of_REAL,_). constr_name(k2_euclidlp,dist_v,_). constr_name(k3_euclidlp,dist__18,_). constr_name(r5_euclidlp,'//__12',_). constr_name(r6_euclidlp,'_|___8',_). constr_name(k4_euclidlp,plane__2,_). constr_name(v1_euclidlp,being_plane__2,_). constr_name(k5_euclidlp,plane_of_REAL,_). constr_name(r7_euclidlp,are_coplane,_). constr_name(k1_card_fin,'Choose',_). constr_name(k2_card_fin,'Intersection__3',_). constr_name(v1_card_fin,'finite-yielding',_). constr_name(k3_card_fin,'|__37',_). constr_name(k4_card_fin,'|__38',_). constr_name(k5_card_fin,'Card_Intersection',_). constr_name(k6_card_fin,'Sum__33',_). constr_name(k7_card_fin,'.__169',_). constr_name(k1_setlim_2,'(/\\)',_). constr_name(k2_setlim_2,'(\\/)',_). constr_name(k3_setlim_2,'(\\)',_). constr_name(k4_setlim_2,'(\\+\\)',_). constr_name(k5_setlim_2,'(/\\)__2',_). constr_name(k6_setlim_2,'(\\/)__2',_). constr_name(k7_setlim_2,'(\\)__2',_). constr_name(k8_setlim_2,'(\\)__3',_). constr_name(k9_setlim_2,'(\\+\\)__2',_). constr_name(k1_series_3,'Partial_Product',_). constr_name(r1_fintopo5,is_homeomorphism,_). constr_name(k1_fintopo5,'Nbdl2',_). constr_name(k2_fintopo5,'FTSL2',_). constr_name(k3_fintopo5,'Nbds2',_). constr_name(k4_fintopo5,'FTSS2',_). constr_name(k1_taylor_2,'Maclaurin',_). constr_name(k1_prob_3,'Partial_Intersection',_). constr_name(k2_prob_3,'Partial_Union',_). constr_name(k3_prob_3,'Partial_Diff_Union',_). constr_name(v1_prob_3,disjoint_valued__5,_). constr_name(k4_prob_3,'@Partial_Intersection',_). constr_name(k5_prob_3,'@Partial_Union',_). constr_name(k6_prob_3,'@Partial_Diff_Union',_). constr_name(k7_prob_3,'.__170',_). constr_name(k8_prob_3,'Union__8',_). constr_name(k9_prob_3,'Complement__2',_). constr_name(k10_prob_3,'Intersection__4',_). constr_name(m1_prob_3,'FinSequence__5',_). constr_name(k11_prob_3,'.__171',_). constr_name(k12_prob_3,'@Complement__3',_). constr_name(k13_prob_3,'*__180',_). constr_name(v2_prob_3,'non-decreasing-closed',_). constr_name(v3_prob_3,'non-increasing-closed',_). constr_name(m2_prob_3,'MonotoneClass',_). constr_name(k14_prob_3,monotoneclass,_). constr_name(r1_filerec1,is_a_record_of,_). constr_name(k1_circled1,'Circled-Family',_). constr_name(k2_circled1,'Cir',_). constr_name(v1_circled1,circled__2,_). constr_name(k3_circled1,circledComb,_). constr_name(k4_circled1,circledComb__2,_). constr_name(k1_topgen_4,'TotFam',_). constr_name(v1_topgen_4,'all-open-containing',_). constr_name(v2_topgen_4,'all-closed-containing',_). constr_name(v3_topgen_4,closed_for_countable_unions,_). constr_name(v4_topgen_4,closed_for_countable_meets,_). constr_name(k2_topgen_4,'INTERSECTION__2',_). constr_name(k3_topgen_4,'UNION__2',_). constr_name(v5_topgen_4,'F_sigma',_). constr_name(v6_topgen_4,'G_delta',_). constr_name(v7_topgen_4,'T_1/2',_). constr_name(r1_topgen_4,is_a_condensation_point_of,_). constr_name(k4_topgen_4,'^0__2',_). constr_name(k5_topgen_4,'BorelSets',_). constr_name(v8_topgen_4,'Borel',_). constr_name(r1_tietze,is_absolutely_bounded_by,_). constr_name(r1_jordan24,'realize-max-dist-in',_). constr_name(v1_jordan24,isometric__2,_). constr_name(k1_jordan24,'Rotate__4',_). constr_name(v2_jordan24,closed__14,_). constr_name(k1_jordan,'`1__31',_). constr_name(k2_jordan,'`2__36',_). constr_name(k3_jordan,diffX2_1,_). constr_name(k4_jordan,diffX2_2,_). constr_name(k5_jordan,diffX1_X2_1,_). constr_name(k6_jordan,diffX1_X2_2,_). constr_name(k7_jordan,'Proj2_1',_). constr_name(k8_jordan,'Proj2_2',_). constr_name(k9_jordan,'DiskProj',_). constr_name(k10_jordan,'RotateCircle',_). constr_name(k1_matrixc1,'*'__34',_). constr_name(k2_matrixc1,'@"',_). constr_name(k3_matrixc1,'FinSeq2Matrix',_). constr_name(k4_matrixc1,'Matrix2FinSeq',_). constr_name(k5_matrixc1,mlt__6,_). constr_name(k6_matrixc1,'Sum__34',_). constr_name(k7_matrixc1,'*__181',_). constr_name(k8_matrixc1,'*__182',_). constr_name(k9_matrixc1,mlt__7,_). constr_name(k10_matrixc1,'FR2FC',_). constr_name(k11_matrixc1,'LineSum',_). constr_name(k12_matrixc1,'ColSum',_). constr_name(k13_matrixc1,'SumAll',_). constr_name(k14_matrixc1,'QuadraticForm',_). constr_name(k1_topgen_5,'y=0-line',_). constr_name(k2_topgen_5,'y>=0-plane',_). constr_name(k3_topgen_5,'Niemytzki-plane',_). constr_name(v1_topgen_5,'Tychonoff',_). constr_name(k4_topgen_5,'+__109',_). constr_name(k5_topgen_5,'+__110',_).