TSTP Solution File: SCT171+6 by CSE---1.6
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%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SCT171+6 : TPTP v8.1.2. Released v5.3.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n019.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 14:10:28 EDT 2023
% Result : Theorem 1.59s 1.73s
% Output : CNFRefutation 1.85s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : SCT171+6 : TPTP v8.1.2. Released v5.3.0.
% 0.00/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n019.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Thu Aug 24 15:01:13 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.19/0.55 start to proof:theBenchmark
% 1.52/1.65 %-------------------------------------------
% 1.52/1.65 % File :CSE---1.6
% 1.52/1.65 % Problem :theBenchmark
% 1.52/1.65 % Transform :cnf
% 1.52/1.65 % Format :tptp:raw
% 1.52/1.65 % Command :java -jar mcs_scs.jar %d %s
% 1.52/1.65
% 1.52/1.65 % Result :Theorem 0.270000s
% 1.52/1.65 % Output :CNFRefutation 0.270000s
% 1.52/1.65 %-------------------------------------------
% 1.52/1.66 %------------------------------------------------------------------------------
% 1.52/1.66 % File : SCT171+6 : TPTP v8.1.2. Released v5.3.0.
% 1.52/1.66 % Domain : Social Choice Theory
% 1.52/1.66 % Problem : Arrow's Impossibility Theorem line 309, 500 axioms selected
% 1.52/1.66 % Version : Especial.
% 1.52/1.66 % English :
% 1.52/1.66
% 1.52/1.66 % Refs : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day
% 1.52/1.66 % : [Bla11] Blanchette (2011), Email to Geoff Sutcliffe
% 1.52/1.66 % Source : [Bla11]
% 1.52/1.66 % Names : arrow_500_fofpt_l309 [Bla11]
% 1.52/1.66
% 1.52/1.66 % Status : Theorem
% 1.52/1.66 % Rating : 0.14 v8.1.0, 0.08 v7.5.0, 0.09 v7.4.0, 0.10 v7.3.0, 0.07 v7.1.0, 0.09 v7.0.0, 0.10 v6.4.0, 0.12 v6.3.0, 0.08 v6.2.0, 0.12 v6.1.0, 0.20 v6.0.0, 0.13 v5.5.0, 0.33 v5.4.0, 0.39 v5.3.0
% 1.52/1.66 % Syntax : Number of formulae : 614 ( 174 unt; 0 def)
% 1.52/1.66 % Number of atoms : 1581 ( 384 equ)
% 1.52/1.66 % Maximal formula atoms : 12 ( 2 avg)
% 1.52/1.66 % Number of connectives : 1140 ( 173 ~; 37 |; 63 &)
% 1.52/1.66 % ( 120 <=>; 747 =>; 0 <=; 0 <~>)
% 1.52/1.66 % Maximal formula depth : 16 ( 5 avg)
% 1.52/1.66 % Maximal term depth : 19 ( 2 avg)
% 1.52/1.66 % Number of predicates : 29 ( 28 usr; 0 prp; 1-2 aty)
% 1.52/1.66 % Number of functors : 67 ( 67 usr; 31 con; 0-4 aty)
% 1.52/1.66 % Number of variables : 1639 (1619 !; 20 ?)
% 1.52/1.66 % SPC : FOF_THM_RFO_SEQ
% 1.52/1.66
% 1.52/1.66 % Comments : This file was generated by Isabelle (most likely Sledgehammer)
% 1.52/1.66 % 2011-08-09 14:21:08
% 1.52/1.66 % : Encoded with polymorphic tags.
% 1.52/1.66 %------------------------------------------------------------------------------
% 1.52/1.66 %----Explicit typings (62)
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_OIIA_res,axiom,
% 1.52/1.66 ti(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),arrow_2037941124le_IIA) = arrow_2037941124le_IIA ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_OLin_res,axiom,
% 1.52/1.66 ti(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),arrow_2064824852le_Lin) = arrow_2064824852le_Lin ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_OProf_res,axiom,
% 1.52/1.66 ti(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),arrow_1111136790e_Prof) = arrow_1111136790e_Prof ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Oabove_res,axiom,
% 1.52/1.66 ti(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),arrow_14103264_above) = arrow_14103264_above ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Obelow_res,axiom,
% 1.52/1.66 ti(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),arrow_1322701812_below) = arrow_1322701812_below ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Odictator_res,axiom,
% 1.52/1.66 ti(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,bool)),arrow_218898985ctator) = arrow_218898985ctator ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Omkbot_res,axiom,
% 1.52/1.66 ti(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_1278947948_mkbot) = arrow_1278947948_mkbot ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Omktop_res,axiom,
% 1.52/1.66 ti(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_1427655034_mktop) = arrow_1427655034_mktop ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Arrow__Order__Mirabelle__qybrzdpdmn_Ounanimity_res,axiom,
% 1.52/1.66 ti(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),arrow_831799591nimity) = arrow_831799591nimity ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_COMBB_res,axiom,
% 1.52/1.66 ! [X_b,X_c,X_a] : ti(fun(fun(X_b,X_c),fun(fun(X_a,X_b),fun(X_a,X_c))),combb(X_b,X_c,X_a)) = combb(X_b,X_c,X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_COMBC_res,axiom,
% 1.52/1.66 ! [X_a,X_b,X_c] : ti(fun(fun(X_a,fun(X_b,X_c)),fun(X_b,fun(X_a,X_c))),combc(X_a,X_b,X_c)) = combc(X_a,X_b,X_c) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_COMBI_res,axiom,
% 1.52/1.66 ! [X_a] : ti(fun(X_a,X_a),combi(X_a)) = combi(X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_COMBK_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(X_a,fun(X_b,X_a)),combk(X_a,X_b)) = combk(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_COMBS_res,axiom,
% 1.52/1.66 ! [X_a,X_b,X_c] : ti(fun(fun(X_a,fun(X_b,X_c)),fun(fun(X_a,X_b),fun(X_a,X_c))),combs(X_a,X_b,X_c)) = combs(X_a,X_b,X_c) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Finite__Set_Ocard_res,axiom,
% 1.52/1.66 ! [X_a] : ti(fun(fun(X_a,bool),nat),finite_card(X_a)) = finite_card(X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Finite__Set_Ofinite_res,axiom,
% 1.52/1.66 ! [X_b] : ti(fun(fun(X_b,bool),bool),finite_finite_1(X_b)) = finite_finite_1(X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Finite__Set_Ofold__image_res,axiom,
% 1.52/1.66 ! [X_a] : ti(fun(fun(nat,fun(nat,nat)),fun(fun(X_a,nat),fun(nat,fun(fun(X_a,bool),nat)))),finite_fold_image(nat,X_a)) = finite_fold_image(nat,X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Finite__Set_Ofolding__image__simple__idem_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(fun(X_a,fun(X_a,X_a)),fun(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool)))),finite908156982e_idem(X_a,X_b)) = finite908156982e_idem(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_FunDef_Oin__rel_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool))),in_rel(X_a,X_b)) = in_rel(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Fun_Oinj__on_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(fun(X_a,X_b),fun(fun(X_a,bool),bool)),inj_on(X_a,X_b)) = inj_on(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_FuncSet_OPi_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool))),pi(X_a,X_b)) = pi(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Groups_Oone__class_Oone_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( one(X_a)
% 1.52/1.66 => ti(X_a,one_one(X_a)) = one_one(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Groups_Oplus__class_Oplus_0_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( monoid_add(X_a)
% 1.52/1.66 => ti(fun(X_a,fun(X_a,X_a)),plus_plus(X_a)) = plus_plus(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Groups_Oplus__class_Oplus_1_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( ab_semigroup_add(X_a)
% 1.52/1.66 => ti(fun(X_a,fun(X_a,X_a)),plus_plus(X_a)) = plus_plus(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Groups_Oplus__class_Oplus_2_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( cancel_semigroup_add(X_a)
% 1.52/1.66 => ti(fun(X_a,fun(X_a,X_a)),plus_plus(X_a)) = plus_plus(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Groups_Ozero__class_Ozero_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( zero(X_a)
% 1.52/1.66 => ti(X_a,zero_zero(X_a)) = zero_zero(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_HOL_Oundefined_res,axiom,
% 1.52/1.66 ! [X_a] : ti(X_a,undefined(X_a)) = undefined(X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Hilbert__Choice_Oinv__into_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a))),hilbert_inv_into(X_a,X_b)) = hilbert_inv_into(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_If_res,axiom,
% 1.52/1.66 ! [X_a] : ti(fun(bool,fun(X_a,fun(X_a,X_a))),if(X_a)) = if(X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Int_Oring__1__class_OInts_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( ring_1(X_a)
% 1.52/1.66 => ti(fun(X_a,bool),ring_1_Ints(X_a)) = ring_1_Ints(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Nat_OSuc_res,axiom,
% 1.52/1.66 ti(fun(nat,nat),suc) = suc ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Orderings_Oord__class_Oless_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( ord(X_a)
% 1.52/1.66 => ti(fun(X_a,fun(X_a,bool)),ord_less(X_a)) = ord_less(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Orderings_Oord__class_Oless__eq_res,axiom,
% 1.52/1.66 ! [X_b] :
% 1.52/1.66 ( ord(X_b)
% 1.52/1.66 => ti(fun(X_b,fun(X_b,bool)),ord_less_eq(X_b)) = ord_less_eq(X_b) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Orderings_Otop__class_Otop_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.52/1.66 ( top(X_a)
% 1.52/1.66 => ti(X_a,top_top(X_a)) = top_top(X_a) ) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Product__Type_OPair_res,axiom,
% 1.52/1.66 ! [X_a,X_b] : ti(fun(X_a,fun(X_b,product_prod(X_a,X_b))),product_Pair(X_a,X_b)) = product_Pair(X_a,X_b) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_Product__Type_Oprod_Oprod__rec_res,axiom,
% 1.52/1.66 ! [X_b,X_c,X_a] : ti(fun(fun(X_b,fun(X_c,X_a)),fun(product_prod(X_b,X_c),X_a)),product_prod_rec(X_b,X_c,X_a)) = product_prod_rec(X_b,X_c,X_a) ).
% 1.52/1.66
% 1.52/1.66 fof(tsy_c_SetInterval_Oord__class_OatLeastLessThan_res,axiom,
% 1.52/1.66 ! [X_a] :
% 1.59/1.66 ( linorder(X_a)
% 1.59/1.66 => ti(fun(X_a,fun(X_a,fun(X_a,bool))),ord_atLeastLessThan(X_a)) = ord_atLeastLessThan(X_a) ) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_Set_OCollect_res,axiom,
% 1.59/1.66 ! [X_a] : ti(fun(fun(X_a,bool),fun(X_a,bool)),collect(X_a)) = collect(X_a) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_Set_Oimage_res,axiom,
% 1.59/1.66 ! [X_b,X_a] : ti(fun(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool))),image(X_b,X_a)) = image(X_b,X_a) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_Sum__Type_OPlus_res,axiom,
% 1.59/1.66 ! [X_a,X_b] : ti(fun(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool))),sum_Plus(X_a,X_b)) = sum_Plus(X_a,X_b) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fFalse_res,axiom,
% 1.59/1.66 ti(bool,fFalse) = fFalse ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fNot_res,axiom,
% 1.59/1.66 ti(fun(bool,bool),fNot) = fNot ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fTrue_res,axiom,
% 1.59/1.66 ti(bool,fTrue) = fTrue ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fconj_res,axiom,
% 1.59/1.66 ti(fun(bool,fun(bool,bool)),fconj) = fconj ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fdisj_res,axiom,
% 1.59/1.66 ti(fun(bool,fun(bool,bool)),fdisj) = fdisj ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_fequal_res,axiom,
% 1.59/1.66 ! [X_a] : ti(fun(X_a,fun(X_a,bool)),fequal(X_a)) = fequal(X_a) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_hAPP_arg1,axiom,
% 1.59/1.66 ! [X_a,X_c,B_1_1,B_2_1] : hAPP(X_a,X_c,ti(fun(X_a,X_c),B_1_1),B_2_1) = hAPP(X_a,X_c,B_1_1,B_2_1) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_hAPP_arg2,axiom,
% 1.59/1.66 ! [X_a,X_c,B_1_1,B_2_1] : hAPP(X_a,X_c,B_1_1,ti(X_a,B_2_1)) = hAPP(X_a,X_c,B_1_1,B_2_1) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_hAPP_res,axiom,
% 1.59/1.66 ! [X_c,X_a,B_1_1,B_2_1] : ti(X_c,hAPP(X_a,X_c,B_1_1,B_2_1)) = hAPP(X_a,X_c,B_1_1,B_2_1) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_hBOOL_arg1,hypothesis,
% 1.59/1.66 ! [B_1_1] :
% 1.59/1.66 ( hBOOL(ti(bool,B_1_1))
% 1.59/1.66 <=> hBOOL(B_1_1) ) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_c_member_res,axiom,
% 1.59/1.66 ! [X_a] : ti(fun(X_a,fun(fun(X_a,bool),bool)),member(X_a)) = member(X_a) ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_F_res,hypothesis,
% 1.59/1.66 ti(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),f) = f ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_Lab_____res,axiom,
% 1.59/1.66 ti(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),lab) = lab ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_Lba_____res,axiom,
% 1.59/1.66 ti(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),lba) = lba ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_P_____res,hypothesis,
% 1.59/1.66 ti(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),p) = p ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_a_____res,axiom,
% 1.59/1.66 ti(arrow_490897120le_alt,a) = a ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_b_____res,axiom,
% 1.59/1.66 ti(arrow_490897120le_alt,b) = b ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_c_____res,hypothesis,
% 1.59/1.66 ti(arrow_490897120le_alt,c) = c ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_d_____res,hypothesis,
% 1.59/1.66 ti(arrow_490897120le_alt,d) = d ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_e_____res,axiom,
% 1.59/1.66 ti(arrow_490897120le_alt,e) = e ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_h_____res,axiom,
% 1.59/1.66 ti(fun(arrow_660593299e_indi,nat),h) = h ).
% 1.59/1.66
% 1.59/1.66 fof(tsy_v_n_____res,axiom,
% 1.59/1.66 ti(nat,n) = n ).
% 1.59/1.66
% 1.59/1.66 %----Relevant facts (497)
% 1.59/1.66 fof(fact_0_assms_I3_J,axiom,
% 1.59/1.67 hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool,arrow_2037941124le_IIA,f)) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_1_u,axiom,
% 1.59/1.67 hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool,arrow_831799591nimity,f)) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_2__096c_A_126_061_Ad_096,axiom,
% 1.59/1.67 c != d ).
% 1.59/1.67
% 1.59/1.67 fof(fact_3__096P_A_058_AProf_096,axiom,
% 1.59/1.67 hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),p),arrow_1111136790e_Prof)) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_4_in__mkbot,axiom,
% 1.59/1.67 ! [X_1,Y_2,L_3,Z] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1278947948_mkbot,L_3),Z)))
% 1.59/1.67 <=> ( ti(arrow_490897120le_alt,Y_2) != ti(arrow_490897120le_alt,Z)
% 1.59/1.67 & ( ti(arrow_490897120le_alt,X_1) = ti(arrow_490897120le_alt,Z)
% 1.59/1.67 => ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2) )
% 1.59/1.67 & ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Z)
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),L_3)) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_5_in__mktop,axiom,
% 1.59/1.67 ! [X_1,Y_2,L_3,Z] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1427655034_mktop,L_3),Z)))
% 1.59/1.67 <=> ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Z)
% 1.59/1.67 & ( ti(arrow_490897120le_alt,Y_2) = ti(arrow_490897120le_alt,Z)
% 1.59/1.67 => ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2) )
% 1.59/1.67 & ( ti(arrow_490897120le_alt,Y_2) != ti(arrow_490897120le_alt,Z)
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),L_3)) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_6__C2_C,axiom,
% 1.59/1.67 ! [P_1,Pa,A_5,B_3,Aa,Ba] :
% 1.59/1.67 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,A_5) != ti(arrow_490897120le_alt,B_3)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,B_3)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Ba) != ti(arrow_490897120le_alt,A_5)
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Pa),arrow_1111136790e_Prof))
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),P_1),arrow_1111136790e_Prof))
% 1.59/1.67 => ( ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Pa,I_2)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),P_1,I_2))) )
% 1.59/1.67 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,Pa)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,P_1))) ) ) ) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_7__C1_C,axiom,
% 1.59/1.67 ! [P_1,Pa,A_5,B_3,Aa,Ba] :
% 1.59/1.67 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,A_5) != ti(arrow_490897120le_alt,B_3)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,B_3)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Ba) != ti(arrow_490897120le_alt,A_5)
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Pa),arrow_1111136790e_Prof))
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),P_1),arrow_1111136790e_Prof))
% 1.59/1.67 => ( ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Pa,I_2)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),P_1,I_2))) )
% 1.59/1.67 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,Pa)))
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,P_1))) ) ) ) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_8__C4_C,axiom,
% 1.59/1.67 ! [P_1,Pa,Ca,Aa,Ba] :
% 1.59/1.67 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Ba) != ti(arrow_490897120le_alt,Ca)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ca)
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Pa),arrow_1111136790e_Prof))
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),P_1),arrow_1111136790e_Prof))
% 1.59/1.67 => ( ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Pa,I_2)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Ca)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),P_1,I_2))) )
% 1.59/1.67 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,Pa)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Ca)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,P_1))) ) ) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_9_pairwise__neutrality,axiom,
% 1.59/1.67 ! [P_1,Pa,A_5,B_3,Aa,Ba] :
% 1.59/1.67 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.67 => ( ti(arrow_490897120le_alt,A_5) != ti(arrow_490897120le_alt,B_3)
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Pa),arrow_1111136790e_Prof))
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),P_1),arrow_1111136790e_Prof))
% 1.59/1.67 => ( ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Pa,I_2)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),P_1,I_2))) )
% 1.59/1.67 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,Pa)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_5),B_3)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,P_1))) ) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_10__C3_C,axiom,
% 1.59/1.67 ! [P_1,Pa,Aa,Ba] :
% 1.59/1.67 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Pa),arrow_1111136790e_Prof))
% 1.59/1.67 => ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),P_1),arrow_1111136790e_Prof))
% 1.59/1.67 => ( ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Pa,I_2)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Aa)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),P_1,I_2))) )
% 1.59/1.67 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,Pa)))
% 1.59/1.67 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Aa)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,P_1))) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_11__096ALL_Ai_O_A_Ic_A_060_092_060_094bsub_062P_Ai_092_060_094esub_062_Ad_J,axiom,
% 1.59/1.67 ! [I_2] :
% 1.59/1.67 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)))
% 1.59/1.67 <=> ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1427655034_mktop,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) )
% 1.59/1.67 & ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.67 => ( ( hAPP(arrow_660593299e_indi,nat,h,I_2) = n
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_14103264_above,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),c),e))) )
% 1.59/1.67 & ( hAPP(arrow_660593299e_indi,nat,h,I_2) != n
% 1.59/1.67 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1278947948_mkbot,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) ) ) ) ) ) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_12__096c_A_060_092_060_094bsub_062P_A_Iinv_Ah_An_J_092_060_094esub_062_Ad_0,axiom,
% 1.59/1.67 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,hAPP(nat,arrow_660593299e_indi,hAPP(fun(arrow_660593299e_indi,nat),fun(nat,arrow_660593299e_indi),hAPP(fun(arrow_660593299e_indi,bool),fun(fun(arrow_660593299e_indi,nat),fun(nat,arrow_660593299e_indi)),hilbert_inv_into(arrow_660593299e_indi,nat),top_top(fun(arrow_660593299e_indi,bool))),h),n)))) ).
% 1.59/1.67
% 1.59/1.67 fof(fact_13__096c_A_060_092_060_094bsub_062F_A_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amkto,axiom,
% 1.59/1.67 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e)))))) ).
% 1.59/1.68
% 1.59/1.68 fof(fact_14_PW,axiom,
% 1.59/1.68 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,p)))
% 1.59/1.68 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e)))))) ) ).
% 1.59/1.68
% 1.59/1.68 fof(fact_15_split__paired__All,axiom,
% 1.59/1.68 ! [X_a,X_b,Pa] :
% 1.59/1.68 ( ! [X1] : hBOOL(hAPP(product_prod(X_a,X_b),bool,Pa,X1))
% 1.59/1.68 <=> ! [A_3,B_2] : hBOOL(hAPP(product_prod(X_a,X_b),bool,Pa,hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),A_3),B_2))) ) ).
% 1.59/1.68
% 1.59/1.68 fof(fact_16__096_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amktop_A_IP_Ai_J_Ae_Aelse_Aif_Ah_Ai,axiom,
% 1.59/1.68 hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593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).
% 1.59/1.68
% 1.59/1.68 fof(fact_17__096c_A_060_092_060_094bsub_062F_A_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amkto,axiom,
% 1.59/1.68 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),e)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e)))))) ).
% 1.59/1.68
% 1.59/1.68 fof(fact_18__096e_A_060_092_060_094bsub_062F_A_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amkto,axiom,
% 1.59/1.68 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),e),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e)))))) ).
% 1.59/1.68
% 1.59/1.68 fof(fact_19_n_I1_J,axiom,
% 1.59/1.68 hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),n),hAPP(fun(arrow_660593299e_indi,bool),nat,finite_card(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool))))) ).
% 1.59/1.68
% 1.59/1.69 fof(fact_20_injh,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(arrow_660593299e_indi,bool),bool,hAPP(fun(arrow_660593299e_indi,nat),fun(fun(arrow_660593299e_indi,bool),bool),inj_on(arrow_660593299e_indi,nat),h),top_top(fun(arrow_660593299e_indi,bool)))) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_21_Pair__inject,axiom,
% 1.59/1.69 ! [X_b,X_a,A_2,B_1,A_6,B_4] :
% 1.59/1.69 ( hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),A_2),B_1) = hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),A_6),B_4)
% 1.59/1.69 => ~ ( ti(X_a,A_2) = ti(X_a,A_6)
% 1.59/1.69 => ti(X_b,B_1) != ti(X_b,B_4) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_22_Pair__eq,axiom,
% 1.59/1.69 ! [X_b,X_a,Aa,Ba,A_5,B_3] :
% 1.59/1.69 ( hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),Aa),Ba) = hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),A_5),B_3)
% 1.59/1.69 <=> ( ti(X_a,Aa) = ti(X_a,A_5)
% 1.59/1.69 & ti(X_b,Ba) = ti(X_b,B_3) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_23_IIA__def,axiom,
% 1.59/1.69 ! [Fa] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool,arrow_2037941124le_IIA,Fa))
% 1.59/1.69 <=> ! [X_2] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),X_2),arrow_1111136790e_Prof))
% 1.59/1.69 => ! [Xa] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Xa),arrow_1111136790e_Prof))
% 1.59/1.69 => ! [A_3,B_2] :
% 1.59/1.69 ( ! [I_2] :
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),X_2,I_2)))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Xa,I_2))) )
% 1.59/1.69 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Fa,X_2)))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Fa,Xa))) ) ) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_24_unanimity__def,axiom,
% 1.59/1.69 ! [Fa] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool,arrow_831799591nimity,Fa))
% 1.59/1.69 <=> ! [X_2] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),X_2),arrow_1111136790e_Prof))
% 1.59/1.69 => ! [A_3,B_2] :
% 1.59/1.69 ( ! [I_2] : hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),X_2,I_2)))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Fa,X_2))) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_25_top1I,axiom,
% 1.59/1.69 ! [X_a,X_1] : hBOOL(hAPP(X_a,bool,top_top(fun(X_a,bool)),X_1)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_26_UNIV__I,axiom,
% 1.59/1.69 ! [X_a,X_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),top_top(fun(X_a,bool)))) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_27_iso__tuple__UNIV__I,axiom,
% 1.59/1.69 ! [X_a,X_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),top_top(fun(X_a,bool)))) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_28_prod_Orecs,axiom,
% 1.59/1.69 ! [X_b,X_c,X_a,F1,Aa,Ba] : hAPP(product_prod(X_b,X_c),X_a,hAPP(fun(X_b,fun(X_c,X_a)),fun(product_prod(X_b,X_c),X_a),product_prod_rec(X_b,X_c,X_a),F1),hAPP(X_c,product_prod(X_b,X_c),hAPP(X_b,fun(X_c,product_prod(X_b,X_c)),product_Pair(X_b,X_c),Aa),Ba)) = hAPP(X_c,X_a,hAPP(X_b,fun(X_c,X_a),F1,Aa),Ba) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_29_top__apply,axiom,
% 1.59/1.69 ! [X_b,X_a] :
% 1.59/1.69 ( top(X_a)
% 1.59/1.69 => ! [X_1] : hAPP(X_b,X_a,top_top(fun(X_b,X_a)),X_1) = top_top(X_a) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_30_not__top__less,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( top(X_a)
% 1.59/1.69 => ! [A_2] : ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),top_top(X_a)),A_2)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_31_less__top,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( top(X_a)
% 1.59/1.69 => ! [Aa] :
% 1.59/1.69 ( ti(X_a,Aa) != top_top(X_a)
% 1.59/1.69 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),top_top(X_a))) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_32_assms_I1_J,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),f),hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool)),pi(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1111136790e_Prof),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),combk(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_2064824852le_Lin)))) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_33__096_Ie_A_060_092_060_094bsub_062F_A_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amk,axiom,
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),e),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e))))))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),lab)),lba)))) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_34__096Lab_A_058_ALin_096,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),lab),arrow_2064824852le_Lin)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_35__096Lba_A_058_ALin_096,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),lba),arrow_2064824852le_Lin)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_36__096a_A_126_061_Ab_096,axiom,
% 1.59/1.69 a != b ).
% 1.59/1.69
% 1.59/1.69 fof(fact_37__096a_A_060_092_060_094bsub_062Lab_092_060_094esub_062_Ab_096,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),lab)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_38__096b_A_060_092_060_094bsub_062Lba_092_060_094esub_062_Aa_096,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),lba)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_39__096_Ia_M_Ab_J_A_126_058_ALba_096,axiom,
% 1.59/1.69 ~ hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),lba)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_40__096_Ib_M_Aa_J_A_126_058_ALab_096,axiom,
% 1.59/1.69 ~ hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),lab)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_41_PiProf,axiom,
% 1.59/1.69 ! [Na] : hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),Na))),lab)),lba)),arrow_1111136790e_Prof)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_42__096_B_Bthesis_O_A_I_B_BLab_O_A_091_124_Aa_A_060_092_060_094bsub_062Lab_,axiom,
% 1.59/1.69 ~ ! [Lab] :
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),Lab))
% 1.59/1.69 => ~ hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),Lab),arrow_2064824852le_Lin)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_43__096_B_Bthesis_O_A_I_B_BLba_O_A_091_124_Ab_A_060_092_060_094bsub_062Lba_,axiom,
% 1.59/1.69 ~ ! [Lba] :
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),Lba))
% 1.59/1.69 => ~ hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),Lba),arrow_2064824852le_Lin)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_44__096ALL_Ai_O_A_Ie_A_060_092_060_094bsub_062_Iif_Ah_Ai_A_060_An_Athen_Amk,axiom,
% 1.59/1.69 ! [I_2] :
% 1.59/1.69 ( ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),e),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1427655034_mktop,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) )
% 1.59/1.69 & ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => ( ( hAPP(arrow_660593299e_indi,nat,h,I_2) = n
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),e),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_14103264_above,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),c),e))) )
% 1.59/1.69 & ( hAPP(arrow_660593299e_indi,nat,h,I_2) != n
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),e),d)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1278947948_mkbot,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) ) ) ) )
% 1.59/1.69 <=> ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),lab)) )
% 1.59/1.69 & ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),lba)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_45_n_I2_J,axiom,
% 1.59/1.69 ! [M] :
% 1.59/1.69 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M),n))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),M))),lab)),lba)))) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_46_notin__Lin__iff,axiom,
% 1.59/1.69 ! [X_1,Y_2,L_3] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2)
% 1.59/1.69 => ( ~ hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),L_3))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Y_2),X_1)),L_3)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_47_Lin__irrefl,axiom,
% 1.59/1.69 ! [Aa,Ba,L_3] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),L_3))
% 1.59/1.69 => ~ hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Aa)),L_3)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_48_mktop__Lin,axiom,
% 1.59/1.69 ! [X_1,L_3] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1427655034_mktop,L_3),X_1)),arrow_2064824852le_Lin)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_49_mkbot__Lin,axiom,
% 1.59/1.69 ! [X_1,L_3] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1278947948_mkbot,L_3),X_1)),arrow_2064824852le_Lin)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_50_above__Lin,axiom,
% 1.59/1.69 ! [L_3,X_1,Y_2] :
% 1.59/1.69 ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2)
% 1.59/1.69 => ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_14103264_above,L_3),X_1),Y_2)),arrow_2064824852le_Lin)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_51_const__Lin__Prof,axiom,
% 1.59/1.69 ! [L_3] :
% 1.59/1.69 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),combk(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),arrow_660593299e_indi),L_3)),arrow_1111136790e_Prof)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_52_linorder__cases,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ( ti(X_a,X) != ti(X_a,Y)
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_53_order__less__asym,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_54_xt1_I10_J,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [Z_1,Y,X] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X))
% 1.59/1.69 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Z_1),Y))
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Z_1),X)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_55_order__less__trans,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [Z_1,X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),Z_1))
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Z_1)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_56_xt1_I2_J,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [C,B_1,A_2] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),A_2))
% 1.59/1.69 => ( ti(X_a,B_1) = ti(X_a,C)
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),C),A_2)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_57_ord__less__eq__trans,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( ord(X_a)
% 1.59/1.69 => ! [C,A_2,B_1] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.69 => ( B_1 = C
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),C)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_58_xt1_I1_J,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [C,A_2,B_1] :
% 1.59/1.69 ( ti(X_a,A_2) = ti(X_a,B_1)
% 1.59/1.69 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),C),B_1))
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),C),A_2)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_59_ord__eq__less__trans,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( ord(X_a)
% 1.59/1.69 => ! [C,A_2,B_1] :
% 1.59/1.69 ( A_2 = B_1
% 1.59/1.69 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),C))
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),C)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_60_xt1_I9_J,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [B_1,A_2] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),A_2))
% 1.59/1.69 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_61_order__less__asym_H,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [A_2,B_1] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.69 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),A_2)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_62_order__less__imp__triv,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [Pa,X_1,Y_2] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.69 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_2),X_1))
% 1.59/1.69 => hBOOL(Pa) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_63_order__less__imp__not__eq2,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ti(X_a,Y) != ti(X_a,X) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_64_order__less__imp__not__eq,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ti(X_a,X) != ti(X_a,Y) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_65_order__less__imp__not__less,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_66_order__less__not__sym,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_67_less__imp__neq,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( order(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => ti(X_a,X) != ti(X_a,Y) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_68_linorder__neqE,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( ti(X_a,X) != ti(X_a,Y)
% 1.59/1.69 => ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_69_linorder__antisym__conv3,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [Y_2,X_1] :
% 1.59/1.69 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_2),X_1))
% 1.59/1.69 => ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.69 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_70_linorder__less__linear,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [X,Y] :
% 1.59/1.69 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.69 | ti(X_a,X) = ti(X_a,Y)
% 1.59/1.69 | hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_71_not__less__iff__gr__or__eq,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [X_1,Y_2] :
% 1.59/1.69 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.69 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_2),X_1))
% 1.59/1.69 | ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_72_linorder__neq__iff,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( linorder(X_a)
% 1.59/1.69 => ! [X_1,Y_2] :
% 1.59/1.69 ( ti(X_a,X_1) != ti(X_a,Y_2)
% 1.59/1.69 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.69 | hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_2),X_1)) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_73_order__less__irrefl,axiom,
% 1.59/1.69 ! [X_a] :
% 1.59/1.69 ( preorder(X_a)
% 1.59/1.69 => ! [X] : ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),X)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_74_UNIV__def,axiom,
% 1.59/1.69 ! [X_a] : top_top(fun(X_a,bool)) = hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),hAPP(bool,fun(X_a,bool),combk(bool,X_a),fTrue)) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_75_ext,axiom,
% 1.59/1.69 ! [X_a,X_b,F,G] :
% 1.59/1.69 ( ! [X_2] : hAPP(X_a,X_b,F,X_2) = hAPP(X_a,X_b,G,X_2)
% 1.59/1.69 => ti(fun(X_a,X_b),F) = ti(fun(X_a,X_b),G) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_76_mem__def,axiom,
% 1.59/1.69 ! [X_a,X_1,A_1] :
% 1.59/1.69 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.69 <=> hBOOL(hAPP(X_a,bool,A_1,X_1)) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_77_Collect__def,axiom,
% 1.59/1.69 ! [X_a,Pa] : hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Pa) = ti(fun(X_a,bool),Pa) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_78_in__above,axiom,
% 1.59/1.69 ! [X_1,Y_2,L_3,Aa,Ba] :
% 1.59/1.69 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.69 => ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.69 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_14103264_above,L_3),Aa),Ba)))
% 1.59/1.69 <=> ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2)
% 1.59/1.69 & ( ti(arrow_490897120le_alt,X_1) = ti(arrow_490897120le_alt,Ba)
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Y_2)),L_3)) )
% 1.59/1.69 & ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.69 => ( ( ti(arrow_490897120le_alt,Y_2) = ti(arrow_490897120le_alt,Ba)
% 1.59/1.69 => ( ti(arrow_490897120le_alt,X_1) = ti(arrow_490897120le_alt,Aa)
% 1.59/1.69 | hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Aa)),L_3)) ) )
% 1.59/1.69 & ( ti(arrow_490897120le_alt,Y_2) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),L_3)) ) ) ) ) ) ) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_79_pred__equals__eq2,axiom,
% 1.59/1.69 ! [X_a,X_b,S_1,R_1] :
% 1.59/1.69 ( ! [X_2,Xa] :
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(X_a,X_b),bool),bool,hAPP(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool),member(product_prod(X_a,X_b)),hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),X_2),Xa)),R_1))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(X_a,X_b),bool),bool,hAPP(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool),member(product_prod(X_a,X_b)),hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),X_2),Xa)),S_1)) )
% 1.59/1.69 <=> ti(fun(product_prod(X_a,X_b),bool),R_1) = ti(fun(product_prod(X_a,X_b),bool),S_1) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_80_n_I3_J,axiom,
% 1.59/1.69 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),n),one_one(nat))))),lab)),lba)))) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_81__096_Ic_A_060_092_060_094bsub_062F_A_I_Fi_O_Aif_Ah_Ai_A_060_An_Athen_Amk,axiom,
% 1.59/1.69 ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),e)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1427655034_mktop),p)),e))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combs(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),fequal(nat)),h)),n))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),arrow_14103264_above),p)),c)),e))),hAPP(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(arrow_490897120le_alt,fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combb(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_660593299e_indi),arrow_1278947948_mkbot),p)),e))))))
% 1.59/1.69 <=> hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),n),one_one(nat))))),lab)),lba)))) ) ).
% 1.59/1.69
% 1.59/1.69 fof(fact_82__096ALL_Ai_O_A_Ic_A_060_092_060_094bsub_062_Iif_Ah_Ai_A_060_An_Athen_Amk,axiom,
% 1.59/1.69 ! [I_2] :
% 1.59/1.69 ( ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),e)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1427655034_mktop,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) )
% 1.59/1.69 & ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),n))
% 1.59/1.69 => ( ( hAPP(arrow_660593299e_indi,nat,h,I_2) = n
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),e)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_14103264_above,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),c),e))) )
% 1.59/1.70 & ( hAPP(arrow_660593299e_indi,nat,h,I_2) != n
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),e)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1278947948_mkbot,hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),p,I_2)),e))) ) ) ) )
% 1.59/1.70 <=> ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),n),one_one(nat))))
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),lab)) )
% 1.59/1.70 & ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(arrow_660593299e_indi,nat,h,I_2)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),n),one_one(nat))))
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),lba)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_83_inv__f__eq,axiom,
% 1.59/1.70 ! [X_a,X_b,X_1,Y_2,F] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.70 => ( hAPP(X_a,X_b,F,X_1) = ti(X_b,Y_2)
% 1.59/1.70 => hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),top_top(fun(X_a,bool))),F),Y_2) = ti(X_a,X_1) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_84_inv__f__f,axiom,
% 1.59/1.70 ! [X_a,X_b,X_1,F] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.70 => hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),top_top(fun(X_a,bool))),F),hAPP(X_a,X_b,F,X_1)) = ti(X_a,X_1) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_85_dictatorI,axiom,
% 1.59/1.70 ! [I_1,Fa] :
% 1.59/1.70 ( hBOOL(hAPP(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),Fa),hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool)),pi(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),arrow_1111136790e_Prof),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),combk(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_2064824852le_Lin))))
% 1.59/1.70 => ( ! [X_2] :
% 1.59/1.70 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),X_2),arrow_1111136790e_Prof))
% 1.59/1.70 => ! [A_3,B_2] :
% 1.59/1.70 ( ti(arrow_490897120le_alt,A_3) != ti(arrow_490897120le_alt,B_2)
% 1.59/1.70 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),X_2,I_1)))
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),A_3),B_2)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Fa,X_2))) ) ) )
% 1.59/1.70 => hBOOL(hAPP(arrow_660593299e_indi,bool,hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,bool),arrow_218898985ctator,Fa),I_1)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_86_PiE,axiom,
% 1.59/1.70 ! [X_a,X_b,X_1,F,A_1,B] :
% 1.59/1.70 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B)))
% 1.59/1.70 => ( ~ hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_1)),hAPP(X_a,fun(X_b,bool),B,X_1)))
% 1.59/1.70 => ~ hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_87_complete__Lin,axiom,
% 1.59/1.70 ! [Aa,Ba] :
% 1.59/1.70 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.70 => ? [X_2] :
% 1.59/1.70 ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),X_2),arrow_2064824852le_Lin))
% 1.59/1.70 & hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Aa),Ba)),X_2)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_88_Pi__UNIV,axiom,
% 1.59/1.70 ! [X_a,X_b,A_1] : hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),top_top(fun(X_b,bool)))) = top_top(fun(fun(X_a,X_b),bool)) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_89_inj__fun,axiom,
% 1.59/1.70 ! [X_c,X_a,X_b,F] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.70 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,fun(X_c,X_b)),fun(fun(X_a,bool),bool),inj_on(X_a,fun(X_c,X_b)),hAPP(fun(X_a,X_b),fun(X_a,fun(X_c,X_b)),hAPP(fun(X_b,fun(X_c,X_b)),fun(fun(X_a,X_b),fun(X_a,fun(X_c,X_b))),combb(X_b,fun(X_c,X_b),X_a),combk(X_b,X_c)),F)),top_top(fun(X_a,bool)))) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_90_order__refl,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( preorder(X_a)
% 1.59/1.70 => ! [X] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),X)) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_91__096EX_An_060N_O_A_IALL_Am_060_061n_O_Ab_A_060_092_060_094bsub_062F_A_I_,axiom,
% 1.59/1.70 ? [N] :
% 1.59/1.70 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N),hAPP(fun(arrow_660593299e_indi,bool),nat,finite_card(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool)))))
% 1.59/1.70 & ! [M] :
% 1.59/1.70 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M),N))
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),M))),lab)),lba)))) )
% 1.59/1.70 & hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N),one_one(nat))))),lab)),lba)))) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_92__096_B_Bthesis_O_A_I_B_Bn_O_A_091_124_An_A_060_AN_059_AALL_Am_060_061n_O,axiom,
% 1.59/1.70 ~ ! [N] :
% 1.59/1.70 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N),hAPP(fun(arrow_660593299e_indi,bool),nat,finite_card(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool)))))
% 1.59/1.70 => ( ! [M] :
% 1.59/1.70 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M),N))
% 1.59/1.70 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),b),a)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),M))),lab)),lba)))) )
% 1.59/1.70 => ~ hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),a),b)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),combc(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),hAPP(fun(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)))),fun(fun(arrow_660593299e_indi,bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))))),combb(bool,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_660593299e_indi),if(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),hAPP(nat,fun(arrow_660593299e_indi,bool),hAPP(fun(arrow_660593299e_indi,fun(nat,bool)),fun(nat,fun(arrow_660593299e_indi,bool)),combc(arrow_660593299e_indi,nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(arrow_660593299e_indi,nat),fun(arrow_660593299e_indi,fun(nat,bool))),combb(nat,fun(nat,bool),arrow_660593299e_indi),ord_less(nat)),h)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N),one_one(nat))))),lab)),lba)))) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_93_linorder__le__cases,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_94_le__funE,axiom,
% 1.59/1.70 ! [X_a,X_b] :
% 1.59/1.70 ( ord(X_b)
% 1.59/1.70 => ! [X_1,F,G] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),F),G))
% 1.59/1.70 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,X_1)),hAPP(X_a,X_b,G,X_1))) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_95_xt1_I6_J,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [Z_1,Y,X] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Z_1),Y))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Z_1),X)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_96_xt1_I5_J,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [Y,X] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 => ti(X_a,X) = ti(X_a,Y) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_97_order__trans,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( preorder(X_a)
% 1.59/1.70 => ! [Z_1,X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),Z_1))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Z_1)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_98_order__antisym,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.70 => ti(X_a,X) = ti(X_a,Y) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_99_xt1_I4_J,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [C,B_1,A_2] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),A_2))
% 1.59/1.70 => ( ti(X_a,B_1) = ti(X_a,C)
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),C),A_2)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_100_ord__le__eq__trans,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( ord(X_a)
% 1.59/1.70 => ! [C,A_2,B_1] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.70 => ( B_1 = C
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),C)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_101_xt1_I3_J,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [C,A_2,B_1] :
% 1.59/1.70 ( ti(X_a,A_2) = ti(X_a,B_1)
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),C),B_1))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),C),A_2)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_102_ord__eq__le__trans,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( ord(X_a)
% 1.59/1.70 => ! [C,A_2,B_1] :
% 1.59/1.70 ( A_2 = B_1
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),C))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),C)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_103_order__antisym__conv,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [Y_2,X_1] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y_2),X_1))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_104_le__funD,axiom,
% 1.59/1.70 ! [X_a,X_b] :
% 1.59/1.70 ( ord(X_b)
% 1.59/1.70 => ! [X_1,F,G] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),F),G))
% 1.59/1.70 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,X_1)),hAPP(X_a,X_b,G,X_1))) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_105_order__eq__refl,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( preorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( X = Y
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_106_order__eq__iff,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( ti(X_a,X_1) = ti(X_a,Y_2)
% 1.59/1.70 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 & hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y_2),X_1)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_107_linorder__linear,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 | hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_108_le__fun__def,axiom,
% 1.59/1.70 ! [X_a,X_b] :
% 1.59/1.70 ( ord(X_b)
% 1.59/1.70 => ! [F,G] :
% 1.59/1.70 ( hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),F),G))
% 1.59/1.70 <=> ! [X_2] : hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,X_b,G,X_2))) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_109_linorder__not__less,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y_2),X_1)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_110_linorder__not__le,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_2),X_1)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_111_linorder__le__less__linear,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 | hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_112_order__less__le,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 & ti(X_a,X_1) != ti(X_a,Y_2) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_113_less__le__not__le,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( preorder(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 & ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y_2),X_1)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_114_order__le__less,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 <=> ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 | ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_115_leI,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_116_not__leE,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [Y,X] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_117_linorder__antisym__conv1,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_118_order__neq__le__trans,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [A_2,B_1] :
% 1.59/1.70 ( ti(X_a,A_2) != ti(X_a,B_1)
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_119_xt1_I12_J,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [A_2,B_1] :
% 1.59/1.70 ( ti(X_a,A_2) != ti(X_a,B_1)
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),A_2))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),A_2)) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_120_leD,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [Y,X] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.70 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_121_order__less__imp__le,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( preorder(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.70 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y)) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_122_linorder__antisym__conv2,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( linorder(X_a)
% 1.59/1.70 => ! [X_1,Y_2] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_1),Y_2))
% 1.59/1.70 => ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_1),Y_2))
% 1.59/1.70 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_123_order__le__imp__less__or__eq,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.70 => ! [X,Y] :
% 1.59/1.70 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.70 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.70 | ti(X_a,X) = ti(X_a,Y) ) ) ) ).
% 1.59/1.70
% 1.59/1.70 fof(fact_124_order__le__neq__trans,axiom,
% 1.59/1.70 ! [X_a] :
% 1.59/1.70 ( order(X_a)
% 1.59/1.71 => ! [A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.71 => ( ti(X_a,A_2) != ti(X_a,B_1)
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_125_xt1_I11_J,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( order(X_a)
% 1.59/1.71 => ! [B_1,A_2] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),A_2))
% 1.59/1.71 => ( ti(X_a,A_2) != ti(X_a,B_1)
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),A_2)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_126_order__less__le__trans,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( preorder(X_a)
% 1.59/1.71 => ! [Z_1,X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),Z_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Z_1)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_127_xt1_I7_J,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( order(X_a)
% 1.59/1.71 => ! [Z_1,Y,X] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Z_1),Y))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Z_1),X)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_128_order__le__less__trans,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( preorder(X_a)
% 1.59/1.71 => ! [Z_1,X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),Z_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Z_1)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_129_xt1_I8_J,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( order(X_a)
% 1.59/1.71 => ! [Z_1,Y,X] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),X))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Z_1),Y))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Z_1),X)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_130_top__greatest,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( top(X_a)
% 1.59/1.71 => ! [A_2] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),top_top(X_a))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_131_top__unique,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( top(X_a)
% 1.59/1.71 => ! [Aa] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),top_top(X_a)),Aa))
% 1.59/1.71 <=> ti(X_a,Aa) = top_top(X_a) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_132_top__le,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( top(X_a)
% 1.59/1.71 => ! [A_2] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),top_top(X_a)),A_2))
% 1.59/1.71 => ti(X_a,A_2) = top_top(X_a) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_133_inj__on__def,axiom,
% 1.59/1.71 ! [X_a,X_b,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 <=> ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.71 => ! [Xa] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Xa),A_1))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_2) = hAPP(X_a,X_b,F,Xa)
% 1.59/1.71 => ti(X_a,X_2) = ti(X_a,Xa) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_134_inj__on__contraD,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,Y_2,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 => ( ti(X_a,X_1) != ti(X_a,Y_2)
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Y_2),A_1))
% 1.59/1.71 => hAPP(X_a,X_b,F,X_1) != hAPP(X_a,X_b,F,Y_2) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_135_inj__on__iff,axiom,
% 1.59/1.71 ! [X_a,X_b,Y_2,X_1,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Y_2),A_1))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_1) = hAPP(X_a,X_b,F,Y_2)
% 1.59/1.71 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_136_inj__onD,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,Y_2,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_1) = hAPP(X_a,X_b,F,Y_2)
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Y_2),A_1))
% 1.59/1.71 => ti(X_a,X_1) = ti(X_a,Y_2) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_137_Pi__mem,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,F,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B)))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_1)),hAPP(X_a,fun(X_b,bool),B,X_1))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_138_Prof__def,axiom,
% 1.59/1.71 arrow_1111136790e_Prof = hAPP(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),hAPP(fun(arrow_660593299e_indi,bool),fun(fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool)),pi(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),top_top(fun(arrow_660593299e_indi,bool))),hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),fun(arrow_660593299e_indi,fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool)),combk(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),arrow_660593299e_indi),arrow_2064824852le_Lin)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_139_inj__on__id2,axiom,
% 1.59/1.71 ! [X_a,A_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_a),fun(fun(X_a,bool),bool),inj_on(X_a,X_a),combi(X_a)),A_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_140_funcset__mem,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,F,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),B))))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_1)),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_141_funcset__id,axiom,
% 1.59/1.71 ! [X_a,A_1] : hBOOL(hAPP(fun(fun(X_a,X_a),bool),bool,hAPP(fun(X_a,X_a),fun(fun(fun(X_a,X_a),bool),bool),member(fun(X_a,X_a)),combi(X_a)),hAPP(fun(X_a,fun(X_a,bool)),fun(fun(X_a,X_a),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_a,bool)),fun(fun(X_a,X_a),bool)),pi(X_a,X_a),A_1),hAPP(fun(X_a,bool),fun(X_a,fun(X_a,bool)),combk(fun(X_a,bool),X_a),A_1)))) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_142_dictator__def,axiom,
% 1.59/1.71 ! [Fa,I_1] :
% 1.59/1.71 ( hBOOL(hAPP(arrow_660593299e_indi,bool,hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(arrow_660593299e_indi,bool),arrow_218898985ctator,Fa),I_1))
% 1.59/1.71 <=> ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool,hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(fun(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),bool),bool),member(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),X_2),arrow_1111136790e_Prof))
% 1.59/1.71 => hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),Fa,X_2) = hAPP(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),X_2,I_1) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_143_inj__eq,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,Y_2,F] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_1) = hAPP(X_a,X_b,F,Y_2)
% 1.59/1.71 <=> ti(X_a,X_1) = ti(X_a,Y_2) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_144_injD,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,Y_2,F] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_1) = hAPP(X_a,X_b,F,Y_2)
% 1.59/1.71 => ti(X_a,X_1) = ti(X_a,Y_2) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_145_inv__into__f__f,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),A_1),F),hAPP(X_a,X_b,F,X_1)) = ti(X_a,X_1) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_146_inv__into__f__eq,axiom,
% 1.59/1.71 ! [X_a,X_b,Y_2,X_1,F,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => ( hAPP(X_a,X_b,F,X_1) = ti(X_b,Y_2)
% 1.59/1.71 => hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),A_1),F),Y_2) = ti(X_a,X_1) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_147_Pi__I,axiom,
% 1.59/1.71 ! [X_b,X_a,F,B,A_1] :
% 1.59/1.71 ( ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,fun(X_b,bool),B,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_148_inj__imp__inv__eq,axiom,
% 1.59/1.71 ! [X_a,X_b,G,F] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.71 => ( ! [X_2] : hAPP(X_a,X_b,F,hAPP(X_b,X_a,G,X_2)) = ti(X_b,X_2)
% 1.59/1.71 => hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),top_top(fun(X_a,bool))),F) = ti(fun(X_b,X_a),G) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_149_less__add__one,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( linordered_semidom(X_a)
% 1.59/1.71 => ! [A_2] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),one_one(X_a)))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_150_add__less__le__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere223160158up_add(X_a)
% 1.59/1.71 => ! [C,D,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),C),D))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),D))) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_151_add__le__less__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere223160158up_add(X_a)
% 1.59/1.71 => ! [C,D,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),C),D))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),D))) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_152_injI,axiom,
% 1.59/1.71 ! [X_a,X_b,F] :
% 1.59/1.71 ( ! [X_2,Y_3] :
% 1.59/1.71 ( hAPP(X_a,X_b,F,X_2) = hAPP(X_a,X_b,F,Y_3)
% 1.59/1.71 => ti(X_a,X_2) = ti(X_a,Y_3) )
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool)))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_153_dense__le,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( dense_linorder(X_a)
% 1.59/1.71 => ! [Z_1,Y] :
% 1.59/1.71 ( ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_2),Y))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_2),Z_1)) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),Z_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_154_dense__le__bounded,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( dense_linorder(X_a)
% 1.59/1.71 => ! [Z_1,X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.71 => ( ! [W] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),W))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),W),Y))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),W),Z_1)) ) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y),Z_1)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_155_less__fun__def,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ord(X_b)
% 1.59/1.71 => ! [F,G] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less(fun(X_a,X_b)),F),G))
% 1.59/1.71 <=> ( hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),F),G))
% 1.59/1.71 & ~ hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),G),F)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_156_Pi__anti__mono,axiom,
% 1.59/1.71 ! [X_b,X_a,B,A_4,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_4),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(fun(X_a,X_b),bool),fun(fun(fun(X_a,X_b),bool),bool),ord_less_eq(fun(fun(X_a,X_b),bool)),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B)),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_4),B))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_157_pred__subset__eq2,axiom,
% 1.59/1.71 ! [X_a,X_b,R_1,S_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,fun(X_b,bool)),bool,hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,fun(X_b,bool)),bool),ord_less_eq(fun(X_a,fun(X_b,bool))),hAPP(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool)),hAPP(fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),fun(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool))),combc(X_a,fun(product_prod(X_a,X_b),bool),fun(X_b,bool)),hAPP(fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),hAPP(fun(fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),fun(fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool)))),combb(fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool)),X_a),combc(X_b,fun(product_prod(X_a,X_b),bool),bool)),hAPP(fun(X_a,fun(X_b,product_prod(X_a,X_b))),fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),hAPP(fun(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(fun(X_a,fun(X_b,product_prod(X_a,X_b))),fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)))),combb(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),X_a),hAPP(fun(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),combb(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool),X_b),member(product_prod(X_a,X_b)))),product_Pair(X_a,X_b)))),R_1)),hAPP(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool)),hAPP(fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),fun(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool))),combc(X_a,fun(product_prod(X_a,X_b),bool),fun(X_b,bool)),hAPP(fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),hAPP(fun(fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool))),fun(fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(X_a,fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool)))),combb(fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(product_prod(X_a,X_b),bool),fun(X_b,bool)),X_a),combc(X_b,fun(product_prod(X_a,X_b),bool),bool)),hAPP(fun(X_a,fun(X_b,product_prod(X_a,X_b))),fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),hAPP(fun(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),fun(fun(X_a,fun(X_b,product_prod(X_a,X_b))),fun(X_a,fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)))),combb(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool)),X_a),hAPP(fun(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool)),fun(fun(X_b,product_prod(X_a,X_b)),fun(X_b,fun(fun(product_prod(X_a,X_b),bool),bool))),combb(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool),X_b),member(product_prod(X_a,X_b)))),product_Pair(X_a,X_b)))),S_1)))
% 1.59/1.71 <=> hBOOL(hAPP(fun(product_prod(X_a,X_b),bool),bool,hAPP(fun(product_prod(X_a,X_b),bool),fun(fun(product_prod(X_a,X_b),bool),bool),ord_less_eq(fun(product_prod(X_a,X_b),bool)),R_1),S_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_158_subset__UNIV,axiom,
% 1.59/1.71 ! [X_a,A_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),top_top(fun(X_a,bool)))) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_159_subset__inj__on,axiom,
% 1.59/1.71 ! [X_a,X_b,A_1,F,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_160_linorder__neqE__linordered__idom,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( linordered_idom(X_a)
% 1.59/1.71 => ! [X,Y] :
% 1.59/1.71 ( ti(X_a,X) != ti(X_a,Y)
% 1.59/1.71 => ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X),Y))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y),X)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_161_add__right__imp__eq,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( cancel_semigroup_add(X_a)
% 1.59/1.71 => ! [B_1,A_2,C] :
% 1.59/1.71 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),A_2) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2)
% 1.59/1.71 => ti(X_a,B_1) = ti(X_a,C) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_162_add__imp__eq,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( cancel146912293up_add(X_a)
% 1.59/1.71 => ! [A_2,B_1,C] :
% 1.59/1.71 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)
% 1.59/1.71 => ti(X_a,B_1) = ti(X_a,C) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_163_add__left__imp__eq,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( cancel_semigroup_add(X_a)
% 1.59/1.71 => ! [A_2,B_1,C] :
% 1.59/1.71 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)
% 1.59/1.71 => ti(X_a,B_1) = ti(X_a,C) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_164_add__right__cancel,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( cancel_semigroup_add(X_a)
% 1.59/1.71 => ! [Ba,Aa,Ca] :
% 1.59/1.71 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ba),Aa) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ca),Aa)
% 1.59/1.71 <=> ti(X_a,Ba) = ti(X_a,Ca) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_165_add__left__cancel,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( cancel_semigroup_add(X_a)
% 1.59/1.71 => ! [Aa,Ba,Ca] :
% 1.59/1.71 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Ba) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Ca)
% 1.59/1.71 <=> ti(X_a,Ba) = ti(X_a,Ca) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_166_ab__semigroup__add__class_Oadd__ac_I1_J,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ab_semigroup_add(X_a)
% 1.59/1.71 => ! [A_2,B_1,C] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),C) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_167_one__reorient,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( one(X_a)
% 1.59/1.71 => ! [X_1] :
% 1.59/1.71 ( one_one(X_a) = ti(X_a,X_1)
% 1.59/1.71 <=> ti(X_a,X_1) = one_one(X_a) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_168_add__le__imp__le__left,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),B_1)))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_169_add__le__imp__le__right,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [A_2,C,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C)))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_170_add__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere779506340up_add(X_a)
% 1.59/1.71 => ! [C,D,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),C),D))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),D))) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_171_add__left__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere779506340up_add(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),B_1))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_172_add__right__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere779506340up_add(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),B_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_173_add__le__cancel__left,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [Ca,Aa,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ca),Aa)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ca),Ba)))
% 1.59/1.71 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Aa),Ba)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_174_add__le__cancel__right,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [Aa,Ca,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Ca)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ba),Ca)))
% 1.59/1.71 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Aa),Ba)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_175_add__less__imp__less__left,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),B_1)))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_176_add__less__imp__less__right,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [A_2,C,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C)))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_177_add__strict__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere223160158up_add(X_a)
% 1.59/1.71 => ! [C,D,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),C),D))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),D))) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_178_add__strict__left__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere223160158up_add(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),B_1))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_179_add__strict__right__mono,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere223160158up_add(X_a)
% 1.59/1.71 => ! [C,A_2,B_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),B_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_180_add__less__cancel__left,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [Ca,Aa,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ca),Aa)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ca),Ba)))
% 1.59/1.71 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_181_add__less__cancel__right,axiom,
% 1.59/1.71 ! [X_a] :
% 1.59/1.71 ( ordere236663937imp_le(X_a)
% 1.59/1.71 => ! [Aa,Ca,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Ca)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ba),Ca)))
% 1.59/1.71 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_182_le__funI,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ord(X_b)
% 1.59/1.71 => ! [F,G] :
% 1.59/1.71 ( ! [X_2] : hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,X_b,G,X_2)))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,X_b),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,X_b),bool),ord_less_eq(fun(X_a,X_b)),F),G)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_183_xt6,axiom,
% 1.59/1.71 ! [X_b,X_a] :
% 1.59/1.71 ( ( order(X_a)
% 1.59/1.71 & ord(X_b) )
% 1.59/1.71 => ! [Ca,F,Ba,Aa] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_b,X_a,F,Ba)),Aa))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Ca),Ba))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Y_3),X_2))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_b,X_a,F,Y_3)),hAPP(X_b,X_a,F,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_b,X_a,F,Ca)),Aa)) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_184_xt4,axiom,
% 1.59/1.71 ! [X_b,X_a] :
% 1.59/1.71 ( ( order(X_a)
% 1.59/1.71 & order(X_b) )
% 1.59/1.71 => ! [Ca,F,Ba,Aa] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_b,X_a,F,Ba)),Aa))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),Ca),Ba))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),Y_3),X_2))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_b,X_a,F,Y_3)),hAPP(X_b,X_a,F,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_b,X_a,F,Ca)),Aa)) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_185_order__le__less__subst1,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ( order(X_b)
% 1.59/1.71 & order(X_a) )
% 1.59/1.71 => ! [Ca,Aa,F,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Aa),hAPP(X_b,X_a,F,Ba)))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Ba),Ca))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),X_2),Y_3))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_b,X_a,F,X_2)),hAPP(X_b,X_a,F,Y_3))) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),hAPP(X_b,X_a,F,Ca))) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_186_order__less__le__subst1,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ( order(X_b)
% 1.59/1.71 & order(X_a) )
% 1.59/1.71 => ! [Ca,Aa,F,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),hAPP(X_b,X_a,F,Ba)))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),Ba),Ca))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),X_2),Y_3))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_b,X_a,F,X_2)),hAPP(X_b,X_a,F,Y_3))) )
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),hAPP(X_b,X_a,F,Ca))) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_187_order__le__less__subst2,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ( order(X_b)
% 1.59/1.71 & order(X_a) )
% 1.59/1.71 => ! [F,Ca,Aa,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Aa),Ba))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),hAPP(X_a,X_b,F,Ba)),Ca))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X_2),Y_3))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,X_b,F,Y_3))) )
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),hAPP(X_a,X_b,F,Aa)),Ca)) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_188_equalityI,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),A_1))
% 1.59/1.71 => ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_189_subsetD,axiom,
% 1.59/1.71 ! [X_a,Ca,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ca),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ca),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_190_psubset__eq,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 & ti(fun(X_a,bool),A_1) != ti(fun(X_a,bool),B) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_191_subset__iff__psubset__eq,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 | ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_192_psubset__imp__subset,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_193_psubset__subset__trans,axiom,
% 1.59/1.71 ! [X_a,C_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),C_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),C_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_194_subset__psubset__trans,axiom,
% 1.59/1.71 ! [X_a,C_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),B),C_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),C_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_195_rev__predicate2D,axiom,
% 1.59/1.71 ! [X_b,X_a,Q_1,Pa,X_1,Y_2] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Pa,X_1),Y_2))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,fun(X_b,bool)),bool,hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,fun(X_b,bool)),bool),ord_less_eq(fun(X_a,fun(X_b,bool))),Pa),Q_1))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Q_1,X_1),Y_2)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_196_equalityE,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B)
% 1.59/1.71 => ~ ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ~ hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),A_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_197_predicate2D,axiom,
% 1.59/1.71 ! [X_a,X_b,X_1,Y_2,Pa,Q_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,fun(X_b,bool)),bool,hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,fun(X_b,bool)),bool),ord_less_eq(fun(X_a,fun(X_b,bool))),Pa),Q_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Pa,X_1),Y_2))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Q_1,X_1),Y_2)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_198_subset__trans,axiom,
% 1.59/1.71 ! [X_a,C_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),C_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),C_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_199_set__mp,axiom,
% 1.59/1.71 ! [X_a,X_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_200_set__rev__mp,axiom,
% 1.59/1.71 ! [X_a,B,X_1,A_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_201_predicate1D,axiom,
% 1.59/1.71 ! [X_a,X_1,Pa,Q_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),Pa),Q_1))
% 1.59/1.71 => ( hBOOL(hAPP(X_a,bool,Pa,X_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,Q_1,X_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_202_in__mono,axiom,
% 1.59/1.71 ! [X_a,X_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_203_equalityD2,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B)
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),A_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_204_equalityD1,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B)
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_205_rev__predicate1D,axiom,
% 1.59/1.71 ! [X_a,Q_1,Pa,X_1] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,Pa,X_1))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),Pa),Q_1))
% 1.59/1.71 => hBOOL(hAPP(X_a,bool,Q_1,X_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_206_set__eq__subset,axiom,
% 1.59/1.71 ! [X_a,A_1,B] :
% 1.59/1.71 ( ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B)
% 1.59/1.71 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.71 & hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),A_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_207_subset__refl,axiom,
% 1.59/1.71 ! [X_a,A_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),A_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_208_pred__subset__eq,axiom,
% 1.59/1.71 ! [X_a,R_1,S_1] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,fun(fun(X_a,bool),bool)),fun(fun(X_a,bool),fun(X_a,bool)),combc(X_a,fun(X_a,bool),bool),member(X_a)),R_1)),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,fun(fun(X_a,bool),bool)),fun(fun(X_a,bool),fun(X_a,bool)),combc(X_a,fun(X_a,bool),bool),member(X_a)),S_1)))
% 1.59/1.71 <=> hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),R_1),S_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_209_predicate2I,axiom,
% 1.59/1.71 ! [X_b,X_a,Q_1,Pa] :
% 1.59/1.71 ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Pa,X_2),Y_3))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),Q_1,X_2),Y_3)) )
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,fun(X_b,bool)),bool,hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,fun(X_b,bool)),bool),ord_less_eq(fun(X_a,fun(X_b,bool))),Pa),Q_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_210_Pi__mono,axiom,
% 1.59/1.71 ! [X_b,X_a,B,C_1,A_1] :
% 1.59/1.71 ( ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),hAPP(X_a,fun(X_b,bool),B,X_2)),hAPP(X_a,fun(X_b,bool),C_1,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(fun(X_a,X_b),bool),fun(fun(fun(X_a,X_b),bool),bool),ord_less_eq(fun(fun(X_a,X_b),bool)),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B)),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),C_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_211_subsetI,axiom,
% 1.59/1.71 ! [X_a,B,A_1] :
% 1.59/1.71 ( ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),B)) )
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_212_xt5,axiom,
% 1.59/1.71 ! [X_b,X_a] :
% 1.59/1.71 ( ( order(X_a)
% 1.59/1.71 & order(X_b) )
% 1.59/1.71 => ! [Ca,F,Ba,Aa] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Ba),Aa))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),Ca),hAPP(X_a,X_b,F,Ba)))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Y_3),X_2))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),hAPP(X_a,X_b,F,Y_3)),hAPP(X_a,X_b,F,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Ca),hAPP(X_a,X_b,F,Aa))) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_213_xt7,axiom,
% 1.59/1.71 ! [X_b,X_a] :
% 1.59/1.71 ( ( order(X_a)
% 1.59/1.71 & order(X_b) )
% 1.59/1.71 => ! [Ca,F,Ba,Aa] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Ba),Aa))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Ca),hAPP(X_a,X_b,F,Ba)))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Y_3),X_2))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,Y_3)),hAPP(X_a,X_b,F,X_2))) )
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),Ca),hAPP(X_a,X_b,F,Aa))) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_214_psubsetD,axiom,
% 1.59/1.71 ! [X_a,Ca,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ca),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ca),B)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_215_psubset__trans,axiom,
% 1.59/1.71 ! [X_a,C_1,A_1,B] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.71 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),B),C_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),C_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_216_order__less__le__subst2,axiom,
% 1.59/1.71 ! [X_a,X_b] :
% 1.59/1.71 ( ( order(X_b)
% 1.59/1.71 & order(X_a) )
% 1.59/1.71 => ! [F,Ca,Aa,Ba] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba))
% 1.59/1.71 => ( hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less_eq(X_b),hAPP(X_a,X_b,F,Ba)),Ca))
% 1.59/1.71 => ( ! [X_2,Y_3] :
% 1.59/1.71 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),X_2),Y_3))
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,X_b,F,Y_3))) )
% 1.59/1.71 => hBOOL(hAPP(X_b,bool,hAPP(X_b,fun(X_b,bool),ord_less(X_b),hAPP(X_a,X_b,F,Aa)),Ca)) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_217_in__below,axiom,
% 1.59/1.71 ! [X_1,Y_2,L_3,Aa,Ba] :
% 1.59/1.71 ( ti(arrow_490897120le_alt,Aa) != ti(arrow_490897120le_alt,Ba)
% 1.59/1.71 => ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.71 => ( hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_1322701812_below,L_3),Aa),Ba)))
% 1.59/1.71 <=> ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2)
% 1.59/1.71 & ( ti(arrow_490897120le_alt,Y_2) = ti(arrow_490897120le_alt,Aa)
% 1.59/1.71 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Ba)),L_3)) )
% 1.59/1.71 & ( ti(arrow_490897120le_alt,Y_2) != ti(arrow_490897120le_alt,Aa)
% 1.59/1.71 => ( ( ti(arrow_490897120le_alt,X_1) = ti(arrow_490897120le_alt,Aa)
% 1.59/1.71 => ( ti(arrow_490897120le_alt,Y_2) = ti(arrow_490897120le_alt,Ba)
% 1.59/1.71 | hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),Ba),Y_2)),L_3)) ) )
% 1.59/1.71 & ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Aa)
% 1.59/1.71 => hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),X_1),Y_2)),L_3)) ) ) ) ) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_218_add__leE,axiom,
% 1.59/1.71 ! [M_3,K_1,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),K_1)),N_1))
% 1.59/1.71 => ~ ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.71 => ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),K_1),N_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_219_add__leD1,axiom,
% 1.59/1.71 ! [M_3,K_1,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),K_1)),N_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_220_add__leD2,axiom,
% 1.59/1.71 ! [M_3,K_1,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),K_1)),N_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),K_1),N_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_221_less__not__refl,axiom,
% 1.59/1.71 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),N_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_222_nat__neq__iff,axiom,
% 1.59/1.71 ! [M_2,Na] :
% 1.59/1.71 ( M_2 != Na
% 1.59/1.71 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.71 | hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),M_2)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_223_linorder__neqE__nat,axiom,
% 1.59/1.71 ! [X,Y] :
% 1.59/1.71 ( X != Y
% 1.59/1.71 => ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),Y))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Y),X)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_224_less__irrefl__nat,axiom,
% 1.59/1.71 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),N_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_225_less__not__refl2,axiom,
% 1.59/1.71 ! [N_1,M_3] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),M_3))
% 1.59/1.71 => M_3 != N_1 ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_226_less__not__refl3,axiom,
% 1.59/1.71 ! [S,T_3] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),S),T_3))
% 1.59/1.71 => S != T_3 ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_227_nat__less__cases,axiom,
% 1.59/1.71 ! [Pa,M_2,Na] :
% 1.59/1.71 ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),Pa,Na),M_2)) )
% 1.59/1.71 => ( ( M_2 = Na
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),Pa,Na),M_2)) )
% 1.59/1.71 => ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),M_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),Pa,Na),M_2)) )
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),Pa,Na),M_2)) ) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_228_nat__add__commute,axiom,
% 1.59/1.71 ! [M_3,N_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N_1),M_3) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_229_nat__add__left__commute,axiom,
% 1.59/1.71 ! [X,Y,Z_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),X),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),Z_1)) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),X),Z_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_230_nat__add__assoc,axiom,
% 1.59/1.71 ! [M_3,N_1,K_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1)),K_1) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N_1),K_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_231_nat__add__left__cancel,axiom,
% 1.59/1.71 ! [K,M_2,Na] :
% 1.59/1.71 ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),M_2) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),Na)
% 1.59/1.71 <=> M_2 = Na ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_232_nat__add__right__cancel,axiom,
% 1.59/1.71 ! [M_2,K,Na] :
% 1.59/1.71 ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),K) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Na),K)
% 1.59/1.71 <=> M_2 = Na ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_233_le__refl,axiom,
% 1.59/1.71 ! [N_1] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N_1),N_1)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_234_nat__le__linear,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.71 | hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N_1),M_3)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_235_eq__imp__le,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( M_3 = N_1
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_236_le__trans,axiom,
% 1.59/1.71 ! [K_1,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),J_2))
% 1.59/1.71 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),J_2),K_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),K_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_237_le__antisym,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.71 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N_1),M_3))
% 1.59/1.71 => M_3 = N_1 ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_238_below__Lin,axiom,
% 1.59/1.71 ! [L_3,X_1,Y_2] :
% 1.59/1.71 ( ti(arrow_490897120le_alt,X_1) != ti(arrow_490897120le_alt,Y_2)
% 1.59/1.71 => ( hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_3),arrow_2064824852le_Lin))
% 1.59/1.71 => hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(arrow_490897120le_alt,fun(arrow_490897120le_alt,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool))),arrow_1322701812_below,L_3),X_1),Y_2)),arrow_2064824852le_Lin)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_239_inj__on__add__nat,axiom,
% 1.59/1.71 ! [K,N_3] : hBOOL(hAPP(fun(nat,bool),bool,hAPP(fun(nat,nat),fun(fun(nat,bool),bool),inj_on(nat,nat),hAPP(nat,fun(nat,nat),hAPP(fun(nat,fun(nat,nat)),fun(nat,fun(nat,nat)),combc(nat,nat,nat),plus_plus(nat)),K)),N_3)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_240_not__add__less1,axiom,
% 1.59/1.71 ! [I,J_2] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),J_2)),I)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_241_not__add__less2,axiom,
% 1.59/1.71 ! [J_2,I] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),I)),I)) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_242_nat__add__left__cancel__less,axiom,
% 1.59/1.71 ! [K,M_2,Na] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),M_2)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),Na)))
% 1.59/1.71 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_243_trans__less__add1,axiom,
% 1.59/1.71 ! [M_3,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),M_3))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_244_trans__less__add2,axiom,
% 1.59/1.71 ! [M_3,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),J_2))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_245_add__less__mono1,axiom,
% 1.59/1.71 ! [K_1,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),K_1)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),K_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_246_add__less__mono,axiom,
% 1.59/1.71 ! [K_1,L_2,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.71 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),K_1),L_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),K_1)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),L_2))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_247_less__add__eq__less,axiom,
% 1.59/1.71 ! [M_3,N_1,K_1,L_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),K_1),L_2))
% 1.59/1.71 => ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),L_2) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K_1),N_1)
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_248_add__lessD1,axiom,
% 1.59/1.71 ! [I,J_2,K_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),J_2)),K_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),K_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_249_nat__less__le,axiom,
% 1.59/1.71 ! [M_2,Na] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.71 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.71 & M_2 != Na ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_250_le__eq__less__or__eq,axiom,
% 1.59/1.71 ! [M_2,Na] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.71 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.71 | M_2 = Na ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_251_less__imp__le__nat,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_252_le__neq__implies__less,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.71 => ( M_3 != N_1
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1)) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_253_less__or__eq__imp__le,axiom,
% 1.59/1.71 ! [M_3,N_1] :
% 1.59/1.71 ( ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.71 | M_3 = N_1 )
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_254_le__add2,axiom,
% 1.59/1.71 ! [N_1,M_3] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N_1),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1))) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_255_le__add1,axiom,
% 1.59/1.71 ! [N_1,M_3] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N_1),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N_1),M_3))) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_256_le__iff__add,axiom,
% 1.59/1.71 ! [M_2,Na] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.71 <=> ? [K_2] : Na = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),K_2) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_257_nat__add__left__cancel__le,axiom,
% 1.59/1.71 ! [K,M_2,Na] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),M_2)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),Na)))
% 1.59/1.71 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_258_trans__le__add1,axiom,
% 1.59/1.71 ! [M_3,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),M_3))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_259_trans__le__add2,axiom,
% 1.59/1.71 ! [M_3,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),J_2))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_260_add__le__mono1,axiom,
% 1.59/1.71 ! [K_1,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),J_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),K_1)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),K_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_261_add__le__mono,axiom,
% 1.59/1.71 ! [K_1,L_2,I,J_2] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I),J_2))
% 1.59/1.71 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),K_1),L_2))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),K_1)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),J_2),L_2))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_262_mono__nat__linear__lb,axiom,
% 1.59/1.71 ! [M_2,K,F] :
% 1.59/1.71 ( ! [M,N] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M),N))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,F,M)),hAPP(nat,nat,F,N))) )
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(nat,nat,F,M_2)),K)),hAPP(nat,nat,F,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),K)))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_263_less__mono__imp__le__mono,axiom,
% 1.59/1.71 ! [I_1,J_1,F] :
% 1.59/1.71 ( ! [I_2,J] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I_2),J))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,F,I_2)),hAPP(nat,nat,F,J))) )
% 1.59/1.71 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I_1),J_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,F,I_1)),hAPP(nat,nat,F,J_1))) ) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_264_termination__basic__simps_I3_J,axiom,
% 1.59/1.71 ! [Z_1,X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X),Y))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),Z_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_265_termination__basic__simps_I4_J,axiom,
% 1.59/1.71 ! [Y,X,Z_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X),Z_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),Z_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_266_termination__basic__simps_I2_J,axiom,
% 1.59/1.71 ! [Y,X,Z_1] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),Z_1))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),Z_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_267_termination__basic__simps_I1_J,axiom,
% 1.59/1.71 ! [Z_1,X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),Y))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),Y),Z_1))) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_268_termination__basic__simps_I5_J,axiom,
% 1.59/1.71 ! [X,Y] :
% 1.59/1.71 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X),Y))
% 1.59/1.71 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X),Y)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_269_in__rel__def,axiom,
% 1.59/1.71 ! [X_b,X_a,R_1,X_1,Y_2] :
% 1.59/1.71 ( hBOOL(hAPP(X_b,bool,hAPP(X_a,fun(X_b,bool),hAPP(fun(product_prod(X_a,X_b),bool),fun(X_a,fun(X_b,bool)),in_rel(X_a,X_b),R_1),X_1),Y_2))
% 1.59/1.71 <=> hBOOL(hAPP(fun(product_prod(X_a,X_b),bool),bool,hAPP(product_prod(X_a,X_b),fun(fun(product_prod(X_a,X_b),bool),bool),member(product_prod(X_a,X_b)),hAPP(X_b,product_prod(X_a,X_b),hAPP(X_a,fun(X_b,product_prod(X_a,X_b)),product_Pair(X_a,X_b),X_1),Y_2)),R_1)) ) ).
% 1.59/1.71
% 1.59/1.71 fof(fact_270_funcsetI,axiom,
% 1.59/1.71 ! [X_b,X_a,F,B,A_1] :
% 1.59/1.71 ( ! [X_2] :
% 1.59/1.71 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.71 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_2)),B)) )
% 1.59/1.72 => hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),B)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_271_linear__alt,axiom,
% 1.59/1.72 ? [L_1] : hBOOL(hAPP(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool,hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),fun(fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),bool),member(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),L_1),arrow_2064824852le_Lin)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_272_Pi__cong,axiom,
% 1.59/1.72 ! [X_b,X_a,B,F,G,A_1] :
% 1.59/1.72 ( ! [W] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),W),A_1))
% 1.59/1.72 => hAPP(X_a,X_b,F,W) = hAPP(X_a,X_b,G,W) )
% 1.59/1.72 => ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B)))
% 1.59/1.72 <=> hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),G),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_273_Pi__I_H,axiom,
% 1.59/1.72 ! [X_b,X_a,F,B,A_1] :
% 1.59/1.72 ( ! [X_2] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.72 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_2)),hAPP(X_a,fun(X_b,bool),B,X_2))) )
% 1.59/1.72 => hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),B))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_274_card__inj,axiom,
% 1.59/1.72 ! [X_a,X_b,F,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),B))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_b,bool),nat,finite_card(X_b),B))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_275_inj__onI,axiom,
% 1.59/1.72 ! [X_b,X_a,F,A_1] :
% 1.59/1.72 ( ! [X_2,Y_3] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Y_3),A_1))
% 1.59/1.72 => ( hAPP(X_a,X_b,F,X_2) = hAPP(X_a,X_b,F,Y_3)
% 1.59/1.72 => ti(X_a,X_2) = ti(X_a,Y_3) ) ) )
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_276_inj__on__cong,axiom,
% 1.59/1.72 ! [X_b,X_a,F,G,A_1] :
% 1.59/1.72 ( ! [A_3] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),A_3),A_1))
% 1.59/1.72 => hAPP(X_a,X_b,F,A_3) = hAPP(X_a,X_b,G,A_3) )
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.72 <=> hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),G),A_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_277_finite__indi,axiom,
% 1.59/1.72 hBOOL(hAPP(fun(arrow_660593299e_indi,bool),bool,finite_finite_1(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_278_card__bij,axiom,
% 1.59/1.72 ! [X_a,X_b,G,F,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),B))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(fun(X_b,X_a),bool),bool,hAPP(fun(X_b,X_a),fun(fun(fun(X_b,X_a),bool),bool),member(fun(X_b,X_a)),G),hAPP(fun(X_b,fun(X_a,bool)),fun(fun(X_b,X_a),bool),hAPP(fun(X_b,bool),fun(fun(X_b,fun(X_a,bool)),fun(fun(X_b,X_a),bool)),pi(X_b,X_a),B),hAPP(fun(X_a,bool),fun(X_b,fun(X_a,bool)),combk(fun(X_a,bool),X_b),A_1))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,X_a),fun(fun(X_b,bool),bool),inj_on(X_b,X_a),G),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B))
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = hAPP(fun(X_b,bool),nat,finite_card(X_b),B) ) ) ) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_279_finite__Collect__subsets,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => hBOOL(hAPP(fun(fun(X_a,bool),bool),bool,finite_finite_1(fun(X_a,bool)),hAPP(fun(fun(X_a,bool),bool),fun(fun(X_a,bool),bool),collect(fun(X_a,bool)),hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),hAPP(fun(fun(X_a,bool),fun(fun(X_a,bool),bool)),fun(fun(X_a,bool),fun(fun(X_a,bool),bool)),combc(fun(X_a,bool),fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool))),A_1)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_280_card__psubset,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_a,bool),nat,finite_card(X_a),B)))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_281_psubset__card__mono,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_a,bool),nat,finite_card(X_a),B))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_282_card__mono,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_a,bool),nat,finite_card(X_a),B))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_283_finite__Collect__conjI,axiom,
% 1.59/1.72 ! [X_a,Q_1,Pa] :
% 1.59/1.72 ( ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Pa)))
% 1.59/1.72 | hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Q_1))) )
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,fun(bool,bool)),fun(fun(X_a,bool),fun(X_a,bool)),combs(X_a,bool,bool),hAPP(fun(X_a,bool),fun(X_a,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(X_a,bool),fun(X_a,fun(bool,bool))),combb(bool,fun(bool,bool),X_a),fconj),Pa)),Q_1)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_284_finite__Collect__less__nat,axiom,
% 1.59/1.72 ! [K] : hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),K)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_285_finite__Collect__le__nat,axiom,
% 1.59/1.72 ! [K] : hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less_eq(nat)),K)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_286_finite,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( finite_finite(X_a)
% 1.59/1.72 => ! [A_1] : hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_287_finite__code,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( finite_finite(X_a)
% 1.59/1.72 => ! [A_1] : hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_288_card__UNIV__unit,axiom,
% 1.59/1.72 hAPP(fun(product_unit,bool),nat,finite_card(product_unit),top_top(fun(product_unit,bool))) = one_one(nat) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_289_finite__Collect__disjI,axiom,
% 1.59/1.72 ! [X_a,Pa,Q_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,fun(bool,bool)),fun(fun(X_a,bool),fun(X_a,bool)),combs(X_a,bool,bool),hAPP(fun(X_a,bool),fun(X_a,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(X_a,bool),fun(X_a,fun(bool,bool))),combb(bool,fun(bool,bool),X_a),fdisj),Pa)),Q_1))))
% 1.59/1.72 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Pa)))
% 1.59/1.72 & hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Q_1))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_290_card__Collect__less__nat,axiom,
% 1.59/1.72 ! [Na] : hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),Na))) = Na ).
% 1.59/1.72
% 1.59/1.72 fof(fact_291_finite__subset,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_292_rev__finite__subset,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_293_finite__UNIV,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( finite_finite(X_a)
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_294_finite__Prod__UNIV,axiom,
% 1.59/1.72 ! [X_b,X_a] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),top_top(fun(X_b,bool))))
% 1.59/1.72 => hBOOL(hAPP(fun(product_prod(X_a,X_b),bool),bool,finite_finite_1(product_prod(X_a,X_b)),top_top(fun(product_prod(X_a,X_b),bool)))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_295_finite__Plus__UNIV__iff,axiom,
% 1.59/1.72 ! [X_a,X_b] :
% 1.59/1.72 ( hBOOL(hAPP(fun(sum_sum(X_a,X_b),bool),bool,finite_finite_1(sum_sum(X_a,X_b)),top_top(fun(sum_sum(X_a,X_b),bool))))
% 1.59/1.72 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 & hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),top_top(fun(X_b,bool)))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_296_finite__option__UNIV,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( hBOOL(hAPP(fun(option(X_a),bool),bool,finite_finite_1(option(X_a)),top_top(fun(option(X_a),bool))))
% 1.59/1.72 <=> hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_297_finite__Collect__not,axiom,
% 1.59/1.72 ! [X_a,Pa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),Pa)))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),collect(X_a),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(bool,bool),fun(fun(X_a,bool),fun(X_a,bool)),combb(bool,bool,X_a),fNot),Pa))))
% 1.59/1.72 <=> hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool)))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_298_card__eq__UNIV__imp__eq__UNIV,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => ( hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = hAPP(fun(X_a,bool),nat,finite_card(X_a),top_top(fun(X_a,bool)))
% 1.59/1.72 => ti(fun(X_a,bool),A_1) = top_top(fun(X_a,bool)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_299_finite__fun__UNIVD2,axiom,
% 1.59/1.72 ! [X_a,X_b] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,finite_finite_1(fun(X_a,X_b)),top_top(fun(fun(X_a,X_b),bool))))
% 1.59/1.72 => hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),top_top(fun(X_b,bool)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_300_card__seteq,axiom,
% 1.59/1.72 ! [X_a,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),B))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),B)),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)))
% 1.59/1.72 => ti(fun(X_a,bool),A_1) = ti(fun(X_a,bool),B) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_301_ex__new__if__finite,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( ~ hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ? [A_3] : ~ hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),A_3),A_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_302_card__Plus,axiom,
% 1.59/1.72 ! [X_b,X_a,B,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B))
% 1.59/1.72 => hAPP(fun(sum_sum(X_a,X_b),bool),nat,finite_card(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_b,bool),nat,finite_card(X_b),B)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_303_folding__image__simple__idem_Osubset__idem,axiom,
% 1.59/1.72 ! [X_b,X_a,B,A_1,F,Z,G,Fa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_b,bool),X_a),bool,hAPP(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool),hAPP(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool)),hAPP(fun(X_a,fun(X_a,X_a)),fun(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool))),finite908156982e_idem(X_a,X_b),F),Z),G),Fa))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),B),A_1))
% 1.59/1.72 => hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),F,hAPP(fun(X_b,bool),X_a,Fa,B)),hAPP(fun(X_b,bool),X_a,Fa,A_1)) = hAPP(fun(X_b,bool),X_a,Fa,A_1) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_304_infinite__UNIV__nat,axiom,
% 1.59/1.72 ~ hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),top_top(fun(nat,bool)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_305_folding__image__simple__idem_Oidem,axiom,
% 1.59/1.72 ! [X_b,X_a,X_1,F,Z,G,Fa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_b,bool),X_a),bool,hAPP(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool),hAPP(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool)),hAPP(fun(X_a,fun(X_a,X_a)),fun(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool))),finite908156982e_idem(X_a,X_b),F),Z),G),Fa))
% 1.59/1.72 => hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),F,X_1),X_1) = ti(X_a,X_1) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_306_finite__Plus__iff,axiom,
% 1.59/1.72 ! [X_a,X_b,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(sum_sum(X_a,X_b),bool),bool,finite_finite_1(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)))
% 1.59/1.72 <=> ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 & hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_307_finite__Plus,axiom,
% 1.59/1.72 ! [X_b,X_a,B,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B))
% 1.59/1.72 => hBOOL(hAPP(fun(sum_sum(X_a,X_b),bool),bool,finite_finite_1(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_308_finite__PlusD_I1_J,axiom,
% 1.59/1.72 ! [X_a,X_b,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(sum_sum(X_a,X_b),bool),bool,finite_finite_1(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_309_finite__PlusD_I2_J,axiom,
% 1.59/1.72 ! [X_a,X_b,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(sum_sum(X_a,X_b),bool),bool,finite_finite_1(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)))
% 1.59/1.72 => hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_310_folding__image__simple__idem_Oin__idem,axiom,
% 1.59/1.72 ! [X_b,X_a,X_1,A_1,F,Z,G,Fa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_b,bool),X_a),bool,hAPP(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool),hAPP(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool)),hAPP(fun(X_a,fun(X_a,X_a)),fun(X_a,fun(fun(X_b,X_a),fun(fun(fun(X_b,bool),X_a),bool))),finite908156982e_idem(X_a,X_b),F),Z),G),Fa))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),X_1),A_1))
% 1.59/1.72 => hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),F,hAPP(X_b,X_a,G,X_1)),hAPP(fun(X_b,bool),X_a,Fa,A_1)) = hAPP(fun(X_b,bool),X_a,Fa,A_1) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_311_UNIV__Plus__UNIV,axiom,
% 1.59/1.72 ! [X_b,X_a] : hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),top_top(fun(X_a,bool))),top_top(fun(X_b,bool))) = top_top(fun(sum_sum(X_a,X_b),bool)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_312_finite__M__bounded__by__nat,axiom,
% 1.59/1.72 ! [Pa,I_1] : hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),Pa)),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),I_1))))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_313_finite__nat__set__iff__bounded__le,axiom,
% 1.59/1.72 ! [N_3] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),N_3))
% 1.59/1.72 <=> ? [M] :
% 1.59/1.72 ! [X_2] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),X_2),N_3))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),X_2),M)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_314_finite__nat__set__iff__bounded,axiom,
% 1.59/1.72 ! [N_3] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),N_3))
% 1.59/1.72 <=> ? [M] :
% 1.59/1.72 ! [X_2] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),X_2),N_3))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X_2),M)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_315_finite__less__ub,axiom,
% 1.59/1.72 ! [U,F] :
% 1.59/1.72 ( ! [N] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),N),hAPP(nat,nat,F,N)))
% 1.59/1.72 => hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),hAPP(fun(nat,nat),fun(nat,fun(nat,bool)),hAPP(fun(nat,fun(nat,bool)),fun(fun(nat,nat),fun(nat,fun(nat,bool))),combb(nat,fun(nat,bool),nat),ord_less_eq(nat)),F)),U)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_316_bounded__nat__set__is__finite,axiom,
% 1.59/1.72 ! [Na,N_3] :
% 1.59/1.72 ( ! [X_2] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),X_2),N_3))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),X_2),Na)) )
% 1.59/1.72 => hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),N_3)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_317_card__Plus__conv__if,axiom,
% 1.59/1.72 ! [X_b,X_a,B,A_1] :
% 1.59/1.72 ( ( ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 & hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B)) )
% 1.59/1.72 => hAPP(fun(sum_sum(X_a,X_b),bool),nat,finite_card(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)),hAPP(fun(X_b,bool),nat,finite_card(X_b),B)) )
% 1.59/1.72 & ( ~ ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 & hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),B)) )
% 1.59/1.72 => hAPP(fun(sum_sum(X_a,X_b),bool),nat,finite_card(sum_sum(X_a,X_b)),hAPP(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_b,bool),fun(sum_sum(X_a,X_b),bool)),sum_Plus(X_a,X_b),A_1),B)) = zero_zero(nat) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_318_less__zeroE,axiom,
% 1.59/1.72 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),zero_zero(nat))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_319_le0,axiom,
% 1.59/1.72 ! [N_1] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),zero_zero(nat)),N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_320_gr0I,axiom,
% 1.59/1.72 ! [N_1] :
% 1.59/1.72 ( N_1 != zero_zero(nat)
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_321_gr__implies__not0,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => N_1 != zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_322_less__nat__zero__code,axiom,
% 1.59/1.72 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),zero_zero(nat))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_323_neq0__conv,axiom,
% 1.59/1.72 ! [Na] :
% 1.59/1.72 ( Na != zero_zero(nat)
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),Na)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_324_not__less0,axiom,
% 1.59/1.72 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),zero_zero(nat))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_325_plus__nat_Oadd__0,axiom,
% 1.59/1.72 ! [N_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),zero_zero(nat)),N_1) = N_1 ).
% 1.59/1.72
% 1.59/1.72 fof(fact_326_Nat_Oadd__0__right,axiom,
% 1.59/1.72 ! [M_3] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),zero_zero(nat)) = M_3 ).
% 1.59/1.72
% 1.59/1.72 fof(fact_327_add__is__0,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),Na) = zero_zero(nat)
% 1.59/1.72 <=> ( M_2 = zero_zero(nat)
% 1.59/1.72 & Na = zero_zero(nat) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_328_add__eq__self__zero,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1) = M_3
% 1.59/1.72 => N_1 = zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_329_le__0__eq,axiom,
% 1.59/1.72 ! [Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),Na),zero_zero(nat)))
% 1.59/1.72 <=> Na = zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_330_less__eq__nat_Osimps_I1_J,axiom,
% 1.59/1.72 ! [N_1] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),zero_zero(nat)),N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_331_zero__reorient,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( zero(X_a)
% 1.59/1.72 => ! [X_1] :
% 1.59/1.72 ( zero_zero(X_a) = ti(X_a,X_1)
% 1.59/1.72 <=> ti(X_a,X_1) = zero_zero(X_a) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_332_zero__neq__one,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( zero_neq_one(X_a)
% 1.59/1.72 => zero_zero(X_a) != one_one(X_a) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_333_one__neq__zero,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( zero_neq_one(X_a)
% 1.59/1.72 => one_one(X_a) != zero_zero(X_a) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_334_add_Ocomm__neutral,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_monoid_add(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),zero_zero(X_a)) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_335_add__0__right,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( monoid_add(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),zero_zero(X_a)) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_336_double__zero__sym,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( zero_zero(X_a) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)
% 1.59/1.72 <=> ti(X_a,Aa) = zero_zero(X_a) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_337_add__0,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_monoid_add(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),zero_zero(X_a)),A_2) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_338_add__0__left,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( monoid_add(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),zero_zero(X_a)),A_2) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_339_add__nonpos__nonpos,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),zero_zero(X_a)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),zero_zero(X_a)))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),zero_zero(X_a))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_340_add__increasing2,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2,C] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),C))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),A_2))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_341_add__increasing,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,C,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),C))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_342_add__nonneg__eq__0__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [Y_2,X_1] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),X_1))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),Y_2))
% 1.59/1.72 => ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),X_1),Y_2) = zero_zero(X_a)
% 1.59/1.72 <=> ( ti(X_a,X_1) = zero_zero(X_a)
% 1.59/1.72 & ti(X_a,Y_2) = zero_zero(X_a) ) ) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_343_add__nonneg__nonneg,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),B_1))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_344_double__add__le__zero__iff__single__add__le__zero,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)),zero_zero(X_a)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Aa),zero_zero(X_a))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_345_zero__le__double__add__iff__zero__le__single__add,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),Aa)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_346_add__neg__neg,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),zero_zero(X_a)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),zero_zero(X_a)))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),zero_zero(X_a))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_347_pos__add__strict,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => ! [B_1,C,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),C))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_348_add__pos__pos,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),B_1))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_349_double__add__less__zero__iff__single__add__less__zero,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)),zero_zero(X_a)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),zero_zero(X_a))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_350_zero__less__double__add__iff__zero__less__single__add,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),Aa)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_351_zero__le__one,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),one_one(X_a))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_352_not__one__le__zero,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),one_one(X_a)),zero_zero(X_a))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_353_zero__less__one,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),one_one(X_a))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_354_not__one__less__zero,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),one_one(X_a)),zero_zero(X_a))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_355_add__gr__0,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),Na)))
% 1.59/1.72 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),M_2))
% 1.59/1.72 | hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),Na)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_356_card__infinite,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( ~ hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_357_add__nonpos__neg,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),A_2),zero_zero(X_a)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),zero_zero(X_a)))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),zero_zero(X_a))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_358_add__neg__nonpos,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),A_2),zero_zero(X_a)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),zero_zero(X_a)))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),zero_zero(X_a))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_359_add__strict__increasing2,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,C,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),C))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_360_add__strict__increasing,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,C,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),B_1),C))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),B_1),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_361_add__nonneg__pos,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),B_1))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_362_add__pos__nonneg,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( ordere216010020id_add(X_a)
% 1.59/1.72 => ! [B_1,A_2] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),A_2))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),zero_zero(X_a)),B_1))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_363_zero__less__two,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_semidom(X_a)
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),one_one(X_a)),one_one(X_a)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_364_card__ge__0__finite,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_365_finite__UNIV__card__ge__0,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),hAPP(fun(X_a,bool),nat,finite_card(X_a),top_top(fun(X_a,bool))))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_366_ex__least__nat__less,axiom,
% 1.59/1.72 ! [Na,Pa] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,Pa,zero_zero(nat)))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,Pa,Na))
% 1.59/1.72 => ? [K_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),K_2),Na))
% 1.59/1.72 & ! [I_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I_2),K_2))
% 1.59/1.72 => ~ hBOOL(hAPP(nat,bool,Pa,I_2)) )
% 1.59/1.72 & hBOOL(hAPP(nat,bool,Pa,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K_2),one_one(nat)))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_367_card_Oneutral,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( ( ? [X_2] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_2),A_1))
% 1.59/1.72 => one_one(nat) = zero_zero(nat) )
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = zero_zero(nat) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_368_ex__least__nat__le,axiom,
% 1.59/1.72 ! [Na,Pa] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,Pa,zero_zero(nat)))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,Pa,Na))
% 1.59/1.72 => ? [K_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),K_2),Na))
% 1.59/1.72 & ! [I_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I_2),K_2))
% 1.59/1.72 => ~ hBOOL(hAPP(nat,bool,Pa,I_2)) )
% 1.59/1.72 & hBOOL(hAPP(nat,bool,Pa,K_2)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_369_less__imp__add__positive,axiom,
% 1.59/1.72 ! [I,J_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.72 => ? [K_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),K_2))
% 1.59/1.72 & hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),K_2) = J_2 ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_370_even__less__0__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_idom(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa)),zero_zero(X_a)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),zero_zero(X_a))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_371_double__eq__0__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linord219039673up_add(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa) = zero_zero(X_a)
% 1.59/1.72 <=> ti(X_a,Aa) = zero_zero(X_a) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_372_finite__fun__UNIVD1,axiom,
% 1.59/1.72 ! [X_a,X_b] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,finite_finite_1(fun(X_a,X_b)),top_top(fun(fun(X_a,X_b),bool))))
% 1.59/1.72 => ( hAPP(fun(X_b,bool),nat,finite_card(X_b),top_top(fun(X_b,bool))) != hAPP(nat,nat,suc,zero_zero(nat))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool)))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_373_add__0__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( semiri456707255roduct(X_a)
% 1.59/1.72 => ! [Ba,Aa] :
% 1.59/1.72 ( ti(X_a,Ba) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Ba),Aa)
% 1.59/1.72 <=> ti(X_a,Aa) = zero_zero(X_a) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_374_lessI,axiom,
% 1.59/1.72 ! [N_1] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),hAPP(nat,nat,suc,N_1))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_375_Suc__mono,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,M_3)),hAPP(nat,nat,suc,N_1))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_376_zero__less__Suc,axiom,
% 1.59/1.72 ! [N_1] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),hAPP(nat,nat,suc,N_1))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_377_Suc__n__not__le__n,axiom,
% 1.59/1.72 ! [N_1] : ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,N_1)),N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_378_not__less__eq__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,Na)),M_2)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_379_le__Suc__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),hAPP(nat,nat,suc,Na)))
% 1.59/1.72 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.72 | M_2 = hAPP(nat,nat,suc,Na) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_380_Suc__le__mono,axiom,
% 1.59/1.72 ! [Na,M_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,Na)),hAPP(nat,nat,suc,M_2)))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),Na),M_2)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_381_le__SucI,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),hAPP(nat,nat,suc,N_1))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_382_le__SucE,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),hAPP(nat,nat,suc,N_1)))
% 1.59/1.72 => ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.72 => M_3 = hAPP(nat,nat,suc,N_1) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_383_Suc__leD,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,M_3)),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_384_Suc__inject,axiom,
% 1.59/1.72 ! [X,Y] :
% 1.59/1.72 ( hAPP(nat,nat,suc,X) = hAPP(nat,nat,suc,Y)
% 1.59/1.72 => X = Y ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_385_nat_Oinject,axiom,
% 1.59/1.72 ! [Nat_4,Nat_3] :
% 1.59/1.72 ( hAPP(nat,nat,suc,Nat_4) = hAPP(nat,nat,suc,Nat_3)
% 1.59/1.72 <=> Nat_4 = Nat_3 ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_386_Suc__n__not__n,axiom,
% 1.59/1.72 ! [N_1] : hAPP(nat,nat,suc,N_1) != N_1 ).
% 1.59/1.72
% 1.59/1.72 fof(fact_387_n__not__Suc__n,axiom,
% 1.59/1.72 ! [N_1] : N_1 != hAPP(nat,nat,suc,N_1) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_388_add__Suc__shift,axiom,
% 1.59/1.72 ! [M_3,N_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(nat,nat,suc,M_3)),N_1) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),hAPP(nat,nat,suc,N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_389_add__Suc,axiom,
% 1.59/1.72 ! [M_3,N_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),hAPP(nat,nat,suc,M_3)),N_1) = hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_390_add__Suc__right,axiom,
% 1.59/1.72 ! [M_3,N_1] : hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),hAPP(nat,nat,suc,N_1)) = hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),N_1)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_391_not__less__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),hAPP(nat,nat,suc,M_2))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_392_less__Suc__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),hAPP(nat,nat,suc,Na)))
% 1.59/1.72 <=> ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.72 | M_2 = Na ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_393_Suc__less__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,M_2)),hAPP(nat,nat,suc,Na)))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_394_not__less__less__Suc__eq,axiom,
% 1.59/1.72 ! [Na,M_2] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),M_2))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),hAPP(nat,nat,suc,M_2)))
% 1.59/1.72 <=> Na = M_2 ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_395_less__antisym,axiom,
% 1.59/1.72 ! [N_1,M_3] :
% 1.59/1.72 ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),M_3))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),N_1),hAPP(nat,nat,suc,M_3)))
% 1.59/1.72 => M_3 = N_1 ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_396_less__SucI,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),hAPP(nat,nat,suc,N_1))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_397_Suc__lessI,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => ( hAPP(nat,nat,suc,M_3) != N_1
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,M_3)),N_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_398_less__trans__Suc,axiom,
% 1.59/1.72 ! [K_1,I,J_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J_2))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),J_2),K_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,I)),K_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_399_less__SucE,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),hAPP(nat,nat,suc,N_1)))
% 1.59/1.72 => ( ~ hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => M_3 = N_1 ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_400_Suc__lessD,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,M_3)),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_401_Suc__less__SucD,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,M_3)),hAPP(nat,nat,suc,N_1)))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_402_One__nat__def,axiom,
% 1.59/1.72 one_one(nat) = hAPP(nat,nat,suc,zero_zero(nat)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_403_Suc__le__lessD,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,M_3)),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_404_le__less__Suc__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),hAPP(nat,nat,suc,M_2)))
% 1.59/1.72 <=> Na = M_2 ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_405_Suc__leI,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,M_3)),N_1)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_406_le__imp__less__Suc,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_3),N_1))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),hAPP(nat,nat,suc,N_1))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_407_Suc__le__eq,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,M_2)),Na))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_408_less__Suc__eq__le,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),hAPP(nat,nat,suc,Na)))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),M_2),Na)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_409_less__eq__Suc__le,axiom,
% 1.59/1.72 ! [Na,M_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),M_2))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,Na)),M_2)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_410_less__iff__Suc__add,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),Na))
% 1.59/1.72 <=> ? [K_2] : Na = hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),K_2)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_411_less__add__Suc2,axiom,
% 1.59/1.72 ! [I,M_3] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),I)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_412_less__add__Suc1,axiom,
% 1.59/1.72 ! [I,M_3] : hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),I),M_3)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_413_one__is__add,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hAPP(nat,nat,suc,zero_zero(nat)) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),Na)
% 1.59/1.72 <=> ( ( M_2 = hAPP(nat,nat,suc,zero_zero(nat))
% 1.59/1.72 & Na = zero_zero(nat) )
% 1.59/1.72 | ( M_2 = zero_zero(nat)
% 1.59/1.72 & Na = hAPP(nat,nat,suc,zero_zero(nat)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_414_add__is__1,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_2),Na) = hAPP(nat,nat,suc,zero_zero(nat))
% 1.59/1.72 <=> ( ( M_2 = hAPP(nat,nat,suc,zero_zero(nat))
% 1.59/1.72 & Na = zero_zero(nat) )
% 1.59/1.72 | ( M_2 = zero_zero(nat)
% 1.59/1.72 & Na = hAPP(nat,nat,suc,zero_zero(nat)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_415_gr0__conv__Suc,axiom,
% 1.59/1.72 ! [Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),Na))
% 1.59/1.72 <=> ? [M] : Na = hAPP(nat,nat,suc,M) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_416_less__Suc0,axiom,
% 1.59/1.72 ! [Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),hAPP(nat,nat,suc,zero_zero(nat))))
% 1.59/1.72 <=> Na = zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_417_less__Suc__eq__0__disj,axiom,
% 1.59/1.72 ! [M_2,Na] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_2),hAPP(nat,nat,suc,Na)))
% 1.59/1.72 <=> ( M_2 = zero_zero(nat)
% 1.59/1.72 | ? [J] :
% 1.59/1.72 ( M_2 = hAPP(nat,nat,suc,J)
% 1.59/1.72 & hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),J),Na)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_418_inj__Suc,axiom,
% 1.59/1.72 ! [N_3] : hBOOL(hAPP(fun(nat,bool),bool,hAPP(fun(nat,nat),fun(fun(nat,bool),bool),inj_on(nat,nat),suc),N_3)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_419_Suc__neq__Zero,axiom,
% 1.59/1.72 ! [M_3] : hAPP(nat,nat,suc,M_3) != zero_zero(nat) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_420_Zero__neq__Suc,axiom,
% 1.59/1.72 ! [M_3] : zero_zero(nat) != hAPP(nat,nat,suc,M_3) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_421_nat_Osimps_I3_J,axiom,
% 1.59/1.72 ! [Nat_2] : hAPP(nat,nat,suc,Nat_2) != zero_zero(nat) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_422_Suc__not__Zero,axiom,
% 1.59/1.72 ! [M_3] : hAPP(nat,nat,suc,M_3) != zero_zero(nat) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_423_nat_Osimps_I2_J,axiom,
% 1.59/1.72 ! [Nat_1] : zero_zero(nat) != hAPP(nat,nat,suc,Nat_1) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_424_Zero__not__Suc,axiom,
% 1.59/1.72 ! [M_3] : zero_zero(nat) != hAPP(nat,nat,suc,M_3) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_425_less__eq__Suc__le__raw,axiom,
% 1.59/1.72 ! [X_2] : hAPP(nat,fun(nat,bool),ord_less(nat),X_2) = hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,X_2)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_426_card__Collect__le__nat,axiom,
% 1.59/1.72 ! [Na] : hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less_eq(nat)),Na))) = hAPP(nat,nat,suc,Na) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_427_comm__semiring__1__class_Onormalizing__semiring__rules_I24_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,C] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_428_comm__semiring__1__class_Onormalizing__semiring__rules_I22_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,C,D] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),D)) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),D)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_429_comm__semiring__1__class_Onormalizing__semiring__rules_I25_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,C,D] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),D)) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),D) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_430_comm__semiring__1__class_Onormalizing__semiring__rules_I21_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,B_1,C] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),C) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),C)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_431_comm__semiring__1__class_Onormalizing__semiring__rules_I23_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,B_1,C] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),C) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),B_1) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_432_comm__semiring__1__class_Onormalizing__semiring__rules_I20_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2,B_1,C,D] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),B_1)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),C),D)) = hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),C)),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),B_1),D)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_433_card__less__Suc,axiom,
% 1.59/1.72 ! [I_1,M_4] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),zero_zero(nat)),M_4))
% 1.59/1.72 => hAPP(nat,nat,suc,hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,bool),fun(nat,bool)),combc(nat,fun(nat,bool),bool),hAPP(fun(nat,nat),fun(nat,fun(fun(nat,bool),bool)),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,nat),fun(nat,fun(fun(nat,bool),bool))),combb(nat,fun(fun(nat,bool),bool),nat),member(nat)),suc)),M_4))),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),I_1))))) = hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,bool),fun(nat,bool)),combc(nat,fun(nat,bool),bool),member(nat)),M_4))),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),hAPP(nat,nat,suc,I_1))))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_434_card__less,axiom,
% 1.59/1.72 ! [I_1,M_4] :
% 1.59/1.72 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),zero_zero(nat)),M_4))
% 1.59/1.72 => hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,bool),fun(nat,bool)),combc(nat,fun(nat,bool),bool),member(nat)),M_4))),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),hAPP(nat,nat,suc,I_1))))) != zero_zero(nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_435_card__less__Suc2,axiom,
% 1.59/1.72 ! [I_1,M_4] :
% 1.59/1.72 ( ~ hBOOL(hAPP(fun(nat,bool),bool,hAPP(nat,fun(fun(nat,bool),bool),member(nat),zero_zero(nat)),M_4))
% 1.59/1.72 => hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,bool),fun(nat,bool)),combc(nat,fun(nat,bool),bool),hAPP(fun(nat,nat),fun(nat,fun(fun(nat,bool),bool)),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,nat),fun(nat,fun(fun(nat,bool),bool))),combb(nat,fun(fun(nat,bool),bool),nat),member(nat)),suc)),M_4))),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),I_1)))) = hAPP(fun(nat,bool),nat,finite_card(nat),hAPP(fun(nat,bool),fun(nat,bool),collect(nat),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(bool,bool)),fun(fun(nat,bool),fun(nat,bool)),combs(nat,bool,bool),hAPP(fun(nat,bool),fun(nat,fun(bool,bool)),hAPP(fun(bool,fun(bool,bool)),fun(fun(nat,bool),fun(nat,fun(bool,bool))),combb(bool,fun(bool,bool),nat),fconj),hAPP(fun(nat,bool),fun(nat,bool),hAPP(fun(nat,fun(fun(nat,bool),bool)),fun(fun(nat,bool),fun(nat,bool)),combc(nat,fun(nat,bool),bool),member(nat)),M_4))),hAPP(nat,fun(nat,bool),hAPP(fun(nat,fun(nat,bool)),fun(nat,fun(nat,bool)),combc(nat,nat,bool),ord_less(nat)),hAPP(nat,nat,suc,I_1))))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_436_comm__semiring__1__class_Onormalizing__semiring__rules_I5_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),zero_zero(X_a)),A_2) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_437_comm__semiring__1__class_Onormalizing__semiring__rules_I6_J,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( comm_semiring_1(X_a)
% 1.59/1.72 => ! [A_2] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),A_2),zero_zero(X_a)) = ti(X_a,A_2) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_438_inc__induct,axiom,
% 1.59/1.72 ! [Pa,I_1,J_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),I_1),J_1))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,Pa,J_1))
% 1.59/1.72 => ( ! [I_2] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I_2),J_1))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,Pa,hAPP(nat,nat,suc,I_2)))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,I_2)) ) )
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,I_1)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_439_less__imp__Suc__add,axiom,
% 1.59/1.72 ! [M_3,N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),M_3),N_1))
% 1.59/1.72 => ? [K_2] : N_1 = hAPP(nat,nat,suc,hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),M_3),K_2)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_440_gr0__implies__Suc,axiom,
% 1.59/1.72 ! [N_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),zero_zero(nat)),N_1))
% 1.59/1.72 => ? [M] : N_1 = hAPP(nat,nat,suc,M) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_441_lift__Suc__mono__le,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( order(X_a)
% 1.59/1.72 => ! [Na,N_2,F] :
% 1.59/1.72 ( ! [N] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(nat,X_a,F,N)),hAPP(nat,X_a,F,hAPP(nat,nat,suc,N))))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),Na),N_2))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),hAPP(nat,X_a,F,Na)),hAPP(nat,X_a,F,N_2))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_442_lift__Suc__mono__less,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( order(X_a)
% 1.59/1.72 => ! [Na,N_2,F] :
% 1.59/1.72 ( ! [N] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(nat,X_a,F,N)),hAPP(nat,X_a,F,hAPP(nat,nat,suc,N))))
% 1.59/1.72 => ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),N_2))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(nat,X_a,F,Na)),hAPP(nat,X_a,F,N_2))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_443_lift__Suc__mono__less__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( order(X_a)
% 1.59/1.72 => ! [Na,M_2,F] :
% 1.59/1.72 ( ! [N] : hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(nat,X_a,F,N)),hAPP(nat,X_a,F,hAPP(nat,nat,suc,N))))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(nat,X_a,F,Na)),hAPP(nat,X_a,F,M_2)))
% 1.59/1.72 <=> hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),Na),M_2)) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_444_Suc__eq__plus1__left,axiom,
% 1.59/1.72 ! [N_1] : hAPP(nat,nat,suc,N_1) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),one_one(nat)),N_1) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_445_Suc__eq__plus1,axiom,
% 1.59/1.72 ! [N_1] : hAPP(nat,nat,suc,N_1) = hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),N_1),one_one(nat)) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_446_Suc__le__D,axiom,
% 1.59/1.72 ! [N_1,M_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(nat,nat,suc,N_1)),M_1))
% 1.59/1.72 => ? [M] : M_1 = hAPP(nat,nat,suc,M) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_447_lessE,axiom,
% 1.59/1.72 ! [I,K_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),K_1))
% 1.59/1.72 => ( K_1 != hAPP(nat,nat,suc,I)
% 1.59/1.72 => ~ ! [J] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J))
% 1.59/1.72 => K_1 != hAPP(nat,nat,suc,J) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_448_Suc__lessE,axiom,
% 1.59/1.72 ! [I,K_1] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(nat,nat,suc,I)),K_1))
% 1.59/1.72 => ~ ! [J] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),I),J))
% 1.59/1.72 => K_1 != hAPP(nat,nat,suc,J) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_449_not0__implies__Suc,axiom,
% 1.59/1.72 ! [N_1] :
% 1.59/1.72 ( N_1 != zero_zero(nat)
% 1.59/1.72 => ? [M] : N_1 = hAPP(nat,nat,suc,M) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_450_nat_Oexhaust,axiom,
% 1.59/1.72 ! [Y] :
% 1.59/1.72 ( Y != zero_zero(nat)
% 1.59/1.72 => ~ ! [Nat] : Y != hAPP(nat,nat,suc,Nat) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_451_zero__induct,axiom,
% 1.59/1.72 ! [Pa,K] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,Pa,K))
% 1.59/1.72 => ( ! [N] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,Pa,hAPP(nat,nat,suc,N)))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,N)) )
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,zero_zero(nat))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_452_nat__induct,axiom,
% 1.59/1.72 ! [Na,Pa] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,Pa,zero_zero(nat)))
% 1.59/1.72 => ( ! [N] :
% 1.59/1.72 ( hBOOL(hAPP(nat,bool,Pa,N))
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,hAPP(nat,nat,suc,N))) )
% 1.59/1.72 => hBOOL(hAPP(nat,bool,Pa,Na)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_453_field__le__epsilon,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_field(X_a)
% 1.59/1.72 => ! [X,Y] :
% 1.59/1.72 ( ! [E] :
% 1.59/1.72 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),zero_zero(X_a)),E))
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Y),E))) )
% 1.59/1.72 => hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),X),Y)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_454_card_Oeq__fold__g,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = hAPP(fun(X_a,bool),nat,hAPP(nat,fun(fun(X_a,bool),nat),hAPP(fun(X_a,nat),fun(nat,fun(fun(X_a,bool),nat)),hAPP(fun(nat,fun(nat,nat)),fun(fun(X_a,nat),fun(nat,fun(fun(X_a,bool),nat))),finite_fold_image(nat,X_a),plus_plus(nat)),hAPP(nat,fun(X_a,nat),combk(nat,X_a),one_one(nat))),zero_zero(nat)),A_1) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_455_card__def,axiom,
% 1.59/1.72 ! [X_a,A_1] :
% 1.59/1.72 ( ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = hAPP(fun(X_a,bool),nat,hAPP(nat,fun(fun(X_a,bool),nat),hAPP(fun(X_a,nat),fun(nat,fun(fun(X_a,bool),nat)),hAPP(fun(nat,fun(nat,nat)),fun(fun(X_a,nat),fun(nat,fun(fun(X_a,bool),nat))),finite_fold_image(nat,X_a),plus_plus(nat)),hAPP(nat,fun(X_a,nat),combk(nat,X_a),one_one(nat))),zero_zero(nat)),A_1) )
% 1.59/1.72 & ( ~ hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) = zero_zero(nat) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_456_surjh,axiom,
% 1.59/1.72 hAPP(fun(arrow_660593299e_indi,bool),fun(nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(fun(arrow_660593299e_indi,bool),fun(nat,bool)),image(arrow_660593299e_indi,nat),h),top_top(fun(arrow_660593299e_indi,bool))) = hAPP(nat,fun(nat,bool),hAPP(nat,fun(nat,fun(nat,bool)),ord_atLeastLessThan(nat),zero_zero(nat)),hAPP(fun(arrow_660593299e_indi,bool),nat,finite_card(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool)))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_457_Ints__odd__less__0,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linordered_idom(X_a)
% 1.59/1.72 => ! [Aa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Aa),ring_1_Ints(X_a)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),one_one(X_a)),Aa)),Aa)),zero_zero(X_a)))
% 1.59/1.72 <=> hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),zero_zero(X_a))) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_458_image__eqI,axiom,
% 1.59/1.72 ! [X_a,X_b,A_1,Ba,F,X_1] :
% 1.59/1.72 ( ti(X_a,Ba) = hAPP(X_b,X_a,F,X_1)
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),X_1),A_1))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ba),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_459_finite__imageI,axiom,
% 1.59/1.72 ! [X_b,X_a,Ha,Fa] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),Fa))
% 1.59/1.72 => hBOOL(hAPP(fun(X_b,bool),bool,finite_finite_1(X_b),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),Ha),Fa))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_460_finite__atLeastLessThan,axiom,
% 1.59/1.72 ! [L,U] : hBOOL(hAPP(fun(nat,bool),bool,finite_finite_1(nat),hAPP(nat,fun(nat,bool),hAPP(nat,fun(nat,fun(nat,bool)),ord_atLeastLessThan(nat),L),U))) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_461__096_B_Bthesis_O_A_I_B_Bh_O_A_091_124_Ainj_Ah_059_Arange_Ah_A_061_A_123,axiom,
% 1.59/1.72 ~ ! [H] :
% 1.59/1.72 ( hBOOL(hAPP(fun(arrow_660593299e_indi,bool),bool,hAPP(fun(arrow_660593299e_indi,nat),fun(fun(arrow_660593299e_indi,bool),bool),inj_on(arrow_660593299e_indi,nat),H),top_top(fun(arrow_660593299e_indi,bool))))
% 1.59/1.72 => hAPP(fun(arrow_660593299e_indi,bool),fun(nat,bool),hAPP(fun(arrow_660593299e_indi,nat),fun(fun(arrow_660593299e_indi,bool),fun(nat,bool)),image(arrow_660593299e_indi,nat),H),top_top(fun(arrow_660593299e_indi,bool))) != hAPP(nat,fun(nat,bool),hAPP(nat,fun(nat,fun(nat,bool)),ord_atLeastLessThan(nat),zero_zero(nat)),hAPP(fun(arrow_660593299e_indi,bool),nat,finite_card(arrow_660593299e_indi),top_top(fun(arrow_660593299e_indi,bool)))) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_462_atLeastLessThan__subset__iff,axiom,
% 1.59/1.72 ! [X_a] :
% 1.59/1.72 ( linorder(X_a)
% 1.59/1.72 => ! [Aa,Ba,Ca,Da] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Aa),Ba)),hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Ca),Da)))
% 1.59/1.72 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Ba),Aa))
% 1.59/1.72 | ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Ca),Aa))
% 1.59/1.72 & hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less_eq(X_a),Ba),Da)) ) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_463_funcset__image,axiom,
% 1.59/1.72 ! [X_a,X_b,F,A_1,B] :
% 1.59/1.72 ( hBOOL(hAPP(fun(fun(X_a,X_b),bool),bool,hAPP(fun(X_a,X_b),fun(fun(fun(X_a,X_b),bool),bool),member(fun(X_a,X_b)),F),hAPP(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool),hAPP(fun(X_a,bool),fun(fun(X_a,fun(X_b,bool)),fun(fun(X_a,X_b),bool)),pi(X_a,X_b),A_1),hAPP(fun(X_b,bool),fun(X_a,fun(X_b,bool)),combk(fun(X_b,bool),X_a),B))))
% 1.59/1.72 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)),B)) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_464_finite__surj__inj,axiom,
% 1.59/1.72 ! [X_a,F,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),F),A_1)))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_a),fun(fun(X_a,bool),bool),inj_on(X_a,X_a),F),A_1)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_465_endo__inj__surj,axiom,
% 1.59/1.72 ! [X_a,F,A_1] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),F),A_1)),A_1))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_a),fun(fun(X_a,bool),bool),inj_on(X_a,X_a),F),A_1))
% 1.59/1.72 => hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),F),A_1) = ti(fun(X_a,bool),A_1) ) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_466_finite__UNIV__inj__surj,axiom,
% 1.59/1.72 ! [X_a,F] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_a),fun(fun(X_a,bool),bool),inj_on(X_a,X_a),F),top_top(fun(X_a,bool))))
% 1.59/1.72 => hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),F),top_top(fun(X_a,bool))) = top_top(fun(X_a,bool)) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_467_finite__UNIV__surj__inj,axiom,
% 1.59/1.72 ! [X_a,F] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),top_top(fun(X_a,bool))))
% 1.59/1.72 => ( hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),F),top_top(fun(X_a,bool))) = top_top(fun(X_a,bool))
% 1.59/1.72 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_a),fun(fun(X_a,bool),bool),inj_on(X_a,X_a),F),top_top(fun(X_a,bool)))) ) ) ).
% 1.59/1.72
% 1.59/1.72 fof(fact_468_inj__image__subset__iff,axiom,
% 1.59/1.72 ! [X_a,X_b,A_1,B,F] :
% 1.59/1.72 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),top_top(fun(X_a,bool))))
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),B)))
% 1.59/1.73 <=> hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B)) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_469_card__image__le,axiom,
% 1.59/1.73 ! [X_b,X_a,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.73 => hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less_eq(nat),hAPP(fun(X_b,bool),nat,finite_card(X_b),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1))),hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_470_eq__card__imp__inj__on,axiom,
% 1.59/1.73 ! [X_b,X_a,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.73 => ( hAPP(fun(X_b,bool),nat,finite_card(X_b),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)) = hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1)
% 1.59/1.73 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1)) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_471_inj__on__iff__eq__card,axiom,
% 1.59/1.73 ! [X_b,X_a,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),A_1))
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),A_1))
% 1.59/1.73 <=> hAPP(fun(X_b,bool),nat,finite_card(X_b),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)) = hAPP(fun(X_a,bool),nat,finite_card(X_a),A_1) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_472_pigeonhole,axiom,
% 1.59/1.73 ! [X_a,X_b,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(nat,bool,hAPP(nat,fun(nat,bool),ord_less(nat),hAPP(fun(X_a,bool),nat,finite_card(X_a),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1))),hAPP(fun(X_b,bool),nat,finite_card(X_b),A_1)))
% 1.59/1.73 => ~ hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,X_a),fun(fun(X_b,bool),bool),inj_on(X_b,X_a),F),A_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_473_Ints__double__eq__0__iff,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( ring_char_0(X_a)
% 1.59/1.73 => ! [Aa] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Aa),ring_1_Ints(X_a)))
% 1.59/1.73 => ( hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Aa) = zero_zero(X_a)
% 1.59/1.73 <=> ti(X_a,Aa) = zero_zero(X_a) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_474_Ints__0,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( ring_1(X_a)
% 1.59/1.73 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),zero_zero(X_a)),ring_1_Ints(X_a))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_475_Ints__1,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( ring_1(X_a)
% 1.59/1.73 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),one_one(X_a)),ring_1_Ints(X_a))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_476_Ints__add,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( ring_1(X_a)
% 1.59/1.73 => ! [Ba,Aa] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Aa),ring_1_Ints(X_a)))
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ba),ring_1_Ints(X_a)))
% 1.59/1.73 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),plus_plus(X_a),Aa),Ba)),ring_1_Ints(X_a))) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_477_inv__into__injective,axiom,
% 1.59/1.73 ! [X_b,X_a,A_1,F,X_1,Y_2] :
% 1.59/1.73 ( hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),A_1),F),X_1) = hAPP(X_b,X_a,hAPP(fun(X_a,X_b),fun(X_b,X_a),hAPP(fun(X_a,bool),fun(fun(X_a,X_b),fun(X_b,X_a)),hilbert_inv_into(X_a,X_b),A_1),F),Y_2)
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),X_1),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)))
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),Y_2),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)))
% 1.59/1.73 => ti(X_b,X_1) = ti(X_b,Y_2) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_478_inv__into__into,axiom,
% 1.59/1.73 ! [X_a,X_b,X_1,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1)))
% 1.59/1.73 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,hAPP(fun(X_b,X_a),fun(X_a,X_b),hAPP(fun(X_b,bool),fun(fun(X_b,X_a),fun(X_a,X_b)),hilbert_inv_into(X_b,X_a),A_1),F),X_1)),A_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_479_f__inv__into__f,axiom,
% 1.59/1.73 ! [X_a,X_b,Y_2,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Y_2),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1)))
% 1.59/1.73 => hAPP(X_b,X_a,F,hAPP(X_a,X_b,hAPP(fun(X_b,X_a),fun(X_a,X_b),hAPP(fun(X_b,bool),fun(fun(X_b,X_a),fun(X_a,X_b)),hilbert_inv_into(X_b,X_a),A_1),F),Y_2)) = ti(X_a,Y_2) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_480_rev__image__eqI,axiom,
% 1.59/1.73 ! [X_b,X_a,Ba,F,X_1,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.73 => ( ti(X_b,Ba) = hAPP(X_a,X_b,F,X_1)
% 1.59/1.73 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),Ba),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1))) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_481_imageI,axiom,
% 1.59/1.73 ! [X_b,X_a,F,X_1,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),X_1),A_1))
% 1.59/1.73 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),hAPP(X_a,X_b,F,X_1)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_482_image__iff,axiom,
% 1.59/1.73 ! [X_a,X_b,Z,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Z),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1)))
% 1.59/1.73 <=> ? [X_2] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(X_b,fun(fun(X_b,bool),bool),member(X_b),X_2),A_1))
% 1.59/1.73 & ti(X_a,Z) = hAPP(X_b,X_a,F,X_2) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_483_image__image,axiom,
% 1.59/1.73 ! [X_b,X_a,X_c,F,G,A_1] : hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),hAPP(fun(X_c,bool),fun(X_b,bool),hAPP(fun(X_c,X_b),fun(fun(X_c,bool),fun(X_b,bool)),image(X_c,X_b),G),A_1)) = hAPP(fun(X_c,bool),fun(X_a,bool),hAPP(fun(X_c,X_a),fun(fun(X_c,bool),fun(X_a,bool)),image(X_c,X_a),hAPP(fun(X_c,X_b),fun(X_c,X_a),hAPP(fun(X_b,X_a),fun(fun(X_c,X_b),fun(X_c,X_a)),combb(X_b,X_a,X_c),F),G)),A_1) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_484_image__ident,axiom,
% 1.59/1.73 ! [X_a,Y_1] : hAPP(fun(X_a,bool),fun(X_a,bool),hAPP(fun(X_a,X_a),fun(fun(X_a,bool),fun(X_a,bool)),image(X_a,X_a),combi(X_a)),Y_1) = ti(fun(X_a,bool),Y_1) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_485_subset__image__iff,axiom,
% 1.59/1.73 ! [X_a,X_b,B,F,A_1] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),B),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),A_1)))
% 1.59/1.73 <=> ? [AA] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),AA),A_1))
% 1.59/1.73 & ti(fun(X_a,bool),B) = hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),AA) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_486_image__mono,axiom,
% 1.59/1.73 ! [X_b,X_a,F,A_1,B] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less_eq(fun(X_a,bool)),A_1),B))
% 1.59/1.73 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less_eq(fun(X_b,bool)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),B))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_487_atLeastLessThan__eq__iff,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( linorder(X_a)
% 1.59/1.73 => ! [Ca,Da,Aa,Ba] :
% 1.59/1.73 ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba))
% 1.59/1.73 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Ca),Da))
% 1.59/1.73 => ( hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Aa),Ba) = hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Ca),Da)
% 1.59/1.73 <=> ( ti(X_a,Aa) = ti(X_a,Ca)
% 1.59/1.73 & ti(X_a,Ba) = ti(X_a,Da) ) ) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_488_atLeastLessThan__inj_I1_J,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( linorder(X_a)
% 1.59/1.73 => ! [Aa,Ba,Ca,Da] :
% 1.59/1.73 ( hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Aa),Ba) = hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Ca),Da)
% 1.59/1.73 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba))
% 1.59/1.73 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Ca),Da))
% 1.59/1.73 => ti(X_a,Aa) = ti(X_a,Ca) ) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_489_atLeastLessThan__inj_I2_J,axiom,
% 1.59/1.73 ! [X_a] :
% 1.59/1.73 ( linorder(X_a)
% 1.59/1.73 => ! [Aa,Ba,Ca,Da] :
% 1.59/1.73 ( hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Aa),Ba) = hAPP(X_a,fun(X_a,bool),hAPP(X_a,fun(X_a,fun(X_a,bool)),ord_atLeastLessThan(X_a),Ca),Da)
% 1.59/1.73 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Aa),Ba))
% 1.59/1.73 => ( hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),ord_less(X_a),Ca),Da))
% 1.59/1.73 => ti(X_a,Ba) = ti(X_a,Da) ) ) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_490_range__composition,axiom,
% 1.59/1.73 ! [X_b,X_a,X_c,F,G] : hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),hAPP(fun(X_b,X_c),fun(X_b,X_a),hAPP(fun(X_c,X_a),fun(fun(X_b,X_c),fun(X_b,X_a)),combb(X_c,X_a,X_b),F),G)),top_top(fun(X_b,bool))) = hAPP(fun(X_c,bool),fun(X_a,bool),hAPP(fun(X_c,X_a),fun(fun(X_c,bool),fun(X_a,bool)),image(X_c,X_a),F),hAPP(fun(X_b,bool),fun(X_c,bool),hAPP(fun(X_b,X_c),fun(fun(X_b,bool),fun(X_c,bool)),image(X_b,X_c),G),top_top(fun(X_b,bool)))) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_491_range__eqI,axiom,
% 1.59/1.73 ! [X_a,X_b,Ba,F,X_1] :
% 1.59/1.73 ( ti(X_a,Ba) = hAPP(X_b,X_a,F,X_1)
% 1.59/1.73 => hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),Ba),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),top_top(fun(X_b,bool))))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_492_rangeI,axiom,
% 1.59/1.73 ! [X_a,X_b,F,X_1] : hBOOL(hAPP(fun(X_a,bool),bool,hAPP(X_a,fun(fun(X_a,bool),bool),member(X_a),hAPP(X_b,X_a,F,X_1)),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),top_top(fun(X_b,bool))))) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_493_finite__range__imageI,axiom,
% 1.59/1.73 ! [X_c,X_a,X_b,F,G] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,finite_finite_1(X_a),hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),G),top_top(fun(X_b,bool)))))
% 1.59/1.73 => hBOOL(hAPP(fun(X_c,bool),bool,finite_finite_1(X_c),hAPP(fun(X_b,bool),fun(X_c,bool),hAPP(fun(X_b,X_c),fun(fun(X_b,bool),fun(X_c,bool)),image(X_b,X_c),hAPP(fun(X_b,X_a),fun(X_b,X_c),hAPP(fun(X_a,X_c),fun(fun(X_b,X_a),fun(X_b,X_c)),combb(X_a,X_c,X_b),F),G)),top_top(fun(X_b,bool))))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_494_subset__card__intvl__is__intvl,axiom,
% 1.59/1.73 ! [A_1,K] :
% 1.59/1.73 ( hBOOL(hAPP(fun(nat,bool),bool,hAPP(fun(nat,bool),fun(fun(nat,bool),bool),ord_less_eq(fun(nat,bool)),A_1),hAPP(nat,fun(nat,bool),hAPP(nat,fun(nat,fun(nat,bool)),ord_atLeastLessThan(nat),K),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),hAPP(fun(nat,bool),nat,finite_card(nat),A_1)))))
% 1.59/1.73 => A_1 = hAPP(nat,fun(nat,bool),hAPP(nat,fun(nat,fun(nat,bool)),ord_atLeastLessThan(nat),K),hAPP(nat,nat,hAPP(nat,fun(nat,nat),plus_plus(nat),K),hAPP(fun(nat,bool),nat,finite_card(nat),A_1))) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_495_inj__on__strict__subset,axiom,
% 1.59/1.73 ! [X_a,X_b,A_1,F,B] :
% 1.59/1.73 ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,X_b),fun(fun(X_a,bool),bool),inj_on(X_a,X_b),F),B))
% 1.59/1.73 => ( hBOOL(hAPP(fun(X_a,bool),bool,hAPP(fun(X_a,bool),fun(fun(X_a,bool),bool),ord_less(fun(X_a,bool)),A_1),B))
% 1.59/1.73 => hBOOL(hAPP(fun(X_b,bool),bool,hAPP(fun(X_b,bool),fun(fun(X_b,bool),bool),ord_less(fun(X_b,bool)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),A_1)),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),F),B))) ) ) ).
% 1.59/1.73
% 1.59/1.73 fof(fact_496_image__surj__f__inv__f,axiom,
% 1.59/1.73 ! [X_b,X_a,A_1,F] :
% 1.59/1.73 ( hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),top_top(fun(X_b,bool))) = top_top(fun(X_a,bool))
% 1.59/1.73 => hAPP(fun(X_b,bool),fun(X_a,bool),hAPP(fun(X_b,X_a),fun(fun(X_b,bool),fun(X_a,bool)),image(X_b,X_a),F),hAPP(fun(X_a,bool),fun(X_b,bool),hAPP(fun(X_a,X_b),fun(fun(X_a,bool),fun(X_b,bool)),image(X_a,X_b),hAPP(fun(X_b,X_a),fun(X_a,X_b),hAPP(fun(X_b,bool),fun(fun(X_b,X_a),fun(X_a,X_b)),hilbert_inv_into(X_b,X_a),top_top(fun(X_b,bool))),F)),A_1)) = ti(fun(X_a,bool),A_1) ) ).
% 1.59/1.73
% 1.59/1.73 %----Arities (33)
% 1.59/1.73 fof(arity_fun___Orderings_Opreorder,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( preorder(T_1)
% 1.59/1.73 => preorder(fun(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_fun___Finite__Set_Ofinite,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( ( finite_finite(T_1)
% 1.59/1.73 & finite_finite(T_2) )
% 1.59/1.73 => finite_finite(fun(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_fun___Orderings_Oorder,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( order(T_1)
% 1.59/1.73 => order(fun(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_fun___Orderings_Otop,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( top(T_1)
% 1.59/1.73 => top(fun(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_fun___Orderings_Oord,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( ord(T_1)
% 1.59/1.73 => ord(fun(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Semiring__Normalization_Ocomm__semiring__1__cancel__crossproduc,axiom,
% 1.59/1.73 semiri456707255roduct(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oordered__cancel__ab__semigroup__add,axiom,
% 1.59/1.73 ordere223160158up_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oordered__ab__semigroup__add__imp__le,axiom,
% 1.59/1.73 ordere236663937imp_le(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oordered__ab__semigroup__add,axiom,
% 1.59/1.73 ordere779506340up_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oordered__comm__monoid__add,axiom,
% 1.59/1.73 ordere216010020id_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Ocancel__ab__semigroup__add,axiom,
% 1.59/1.73 cancel146912293up_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Ocancel__semigroup__add,axiom,
% 1.59/1.73 cancel_semigroup_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Rings_Olinordered__semidom,axiom,
% 1.59/1.73 linordered_semidom(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oab__semigroup__add,axiom,
% 1.59/1.73 ab_semigroup_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Ocomm__monoid__add,axiom,
% 1.59/1.73 comm_monoid_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Rings_Ocomm__semiring__1,axiom,
% 1.59/1.73 comm_semiring_1(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Rings_Ozero__neq__one,axiom,
% 1.59/1.73 zero_neq_one(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Orderings_Opreorder,axiom,
% 1.59/1.73 preorder(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Orderings_Olinorder,axiom,
% 1.59/1.73 linorder(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Omonoid__add,axiom,
% 1.59/1.73 monoid_add(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Orderings_Oorder,axiom,
% 1.59/1.73 order(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Orderings_Oord,axiom,
% 1.59/1.73 ord(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Ozero,axiom,
% 1.59/1.73 zero(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Nat_Onat___Groups_Oone,axiom,
% 1.59/1.73 one(nat) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_HOL_Obool___Orderings_Opreorder,axiom,
% 1.59/1.73 preorder(bool) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_HOL_Obool___Finite__Set_Ofinite,axiom,
% 1.59/1.73 finite_finite(bool) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_HOL_Obool___Orderings_Oorder,axiom,
% 1.59/1.73 order(bool) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_HOL_Obool___Orderings_Otop,axiom,
% 1.59/1.73 top(bool) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_HOL_Obool___Orderings_Oord,axiom,
% 1.59/1.73 ord(bool) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_sum___Finite__Set_Ofinite,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( ( finite_finite(T_1)
% 1.59/1.73 & finite_finite(T_2) )
% 1.59/1.73 => finite_finite(sum_sum(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Option_Ooption___Finite__Set_Ofinite,axiom,
% 1.59/1.73 ! [T_1] :
% 1.59/1.73 ( finite_finite(T_1)
% 1.59/1.73 => finite_finite(option(T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_prod___Finite__Set_Ofinite,axiom,
% 1.59/1.73 ! [T_2,T_1] :
% 1.59/1.73 ( ( finite_finite(T_1)
% 1.59/1.73 & finite_finite(T_2) )
% 1.59/1.73 => finite_finite(product_prod(T_2,T_1)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(arity_Product__Type_Ounit___Finite__Set_Ofinite,axiom,
% 1.59/1.73 finite_finite(product_unit) ).
% 1.59/1.73
% 1.59/1.73 %----Helper facts (21)
% 1.59/1.73 fof(help_ti_idem,axiom,
% 1.59/1.73 ! [T,A] : ti(T,ti(T,A)) = ti(T,A) ).
% 1.59/1.73
% 1.59/1.73 fof(help_If_1_1_T,axiom,
% 1.59/1.73 ! [X_a,X,Y] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),hAPP(bool,fun(X_a,fun(X_a,X_a)),if(X_a),fTrue),X),Y) = ti(X_a,X) ).
% 1.59/1.73
% 1.59/1.73 fof(help_If_2_1_T,axiom,
% 1.59/1.73 ! [X_a,X,Y] : hAPP(X_a,X_a,hAPP(X_a,fun(X_a,X_a),hAPP(bool,fun(X_a,fun(X_a,X_a)),if(X_a),fFalse),X),Y) = ti(X_a,Y) ).
% 1.59/1.73
% 1.59/1.73 fof(help_If_3_1_T,axiom,
% 1.59/1.73 ! [P] :
% 1.59/1.73 ( ti(bool,P) = fTrue
% 1.59/1.73 | ti(bool,P) = fFalse ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fNot_1_1_U,axiom,
% 1.59/1.73 ! [P] :
% 1.59/1.73 ( ~ hBOOL(hAPP(bool,bool,fNot,P))
% 1.59/1.73 | ~ hBOOL(P) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fNot_2_1_U,axiom,
% 1.59/1.73 ! [P] :
% 1.59/1.73 ( hBOOL(P)
% 1.59/1.73 | hBOOL(hAPP(bool,bool,fNot,P)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_COMBB_1_1_U,axiom,
% 1.59/1.73 ! [X_a,X_c,X_b,P,Q,R] : hAPP(X_a,X_c,hAPP(fun(X_a,X_b),fun(X_a,X_c),hAPP(fun(X_b,X_c),fun(fun(X_a,X_b),fun(X_a,X_c)),combb(X_b,X_c,X_a),P),Q),R) = hAPP(X_b,X_c,P,hAPP(X_a,X_b,Q,R)) ).
% 1.59/1.73
% 1.59/1.73 fof(help_COMBC_1_1_U,axiom,
% 1.59/1.73 ! [X_a,X_c,X_b,P,Q,R] : hAPP(X_a,X_c,hAPP(X_b,fun(X_a,X_c),hAPP(fun(X_a,fun(X_b,X_c)),fun(X_b,fun(X_a,X_c)),combc(X_a,X_b,X_c),P),Q),R) = hAPP(X_b,X_c,hAPP(X_a,fun(X_b,X_c),P,R),Q) ).
% 1.59/1.73
% 1.59/1.73 fof(help_COMBI_1_1_U,axiom,
% 1.59/1.73 ! [X_a,P] : hAPP(X_a,X_a,combi(X_a),P) = ti(X_a,P) ).
% 1.59/1.73
% 1.59/1.73 fof(help_COMBK_1_1_U,axiom,
% 1.59/1.73 ! [X_b,X_a,P,Q] : hAPP(X_b,X_a,hAPP(X_a,fun(X_b,X_a),combk(X_a,X_b),P),Q) = ti(X_a,P) ).
% 1.59/1.73
% 1.59/1.73 fof(help_COMBS_1_1_U,axiom,
% 1.59/1.73 ! [X_a,X_c,X_b,P,Q,R] : hAPP(X_a,X_c,hAPP(fun(X_a,X_b),fun(X_a,X_c),hAPP(fun(X_a,fun(X_b,X_c)),fun(fun(X_a,X_b),fun(X_a,X_c)),combs(X_a,X_b,X_c),P),Q),R) = hAPP(X_b,X_c,hAPP(X_a,fun(X_b,X_c),P,R),hAPP(X_a,X_b,Q,R)) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fTrue_1_1_U,axiom,
% 1.59/1.73 hBOOL(fTrue) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fTrue_1_1_T,axiom,
% 1.59/1.73 ! [P] :
% 1.59/1.73 ( ti(bool,P) = fTrue
% 1.59/1.73 | ti(bool,P) = fFalse ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fconj_1_1_U,axiom,
% 1.59/1.73 ! [Q,P] :
% 1.59/1.73 ( ~ hBOOL(P)
% 1.59/1.73 | ~ hBOOL(Q)
% 1.59/1.73 | hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fconj,P),Q)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fconj_2_1_U,axiom,
% 1.59/1.73 ! [P,Q] :
% 1.59/1.73 ( ~ hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fconj,P),Q))
% 1.59/1.73 | hBOOL(P) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fconj_3_1_U,axiom,
% 1.59/1.73 ! [P,Q] :
% 1.59/1.73 ( ~ hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fconj,P),Q))
% 1.59/1.73 | hBOOL(Q) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fdisj_1_1_U,axiom,
% 1.59/1.73 ! [Q,P] :
% 1.59/1.73 ( ~ hBOOL(P)
% 1.59/1.73 | hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fdisj,P),Q)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fdisj_2_1_U,axiom,
% 1.59/1.73 ! [P,Q] :
% 1.59/1.73 ( ~ hBOOL(Q)
% 1.59/1.73 | hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fdisj,P),Q)) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fdisj_3_1_U,axiom,
% 1.59/1.73 ! [P,Q] :
% 1.59/1.73 ( ~ hBOOL(hAPP(bool,bool,hAPP(bool,fun(bool,bool),fdisj,P),Q))
% 1.59/1.73 | hBOOL(P)
% 1.59/1.73 | hBOOL(Q) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fequal_1_1_T,axiom,
% 1.59/1.73 ! [X_a,X,Y] :
% 1.59/1.73 ( ~ hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),fequal(X_a),X),Y))
% 1.59/1.73 | ti(X_a,X) = ti(X_a,Y) ) ).
% 1.59/1.73
% 1.59/1.73 fof(help_fequal_2_1_T,axiom,
% 1.59/1.73 ! [X_a,X,Y] :
% 1.59/1.73 ( ti(X_a,X) != ti(X_a,Y)
% 1.59/1.73 | hBOOL(hAPP(X_a,bool,hAPP(X_a,fun(X_a,bool),fequal(X_a),X),Y)) ) ).
% 1.59/1.73
% 1.59/1.73 %----Conjectures (1)
% 1.59/1.73 fof(conj_0,conjecture,
% 1.59/1.73 hBOOL(hAPP(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool,hAPP(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),fun(fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),bool),member(product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),hAPP(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt),hAPP(arrow_490897120le_alt,fun(arrow_490897120le_alt,product_prod(arrow_490897120le_alt,arrow_490897120le_alt)),product_Pair(arrow_490897120le_alt,arrow_490897120le_alt),c),d)),hAPP(fun(arrow_660593299e_indi,fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool)),fun(product_prod(arrow_490897120le_alt,arrow_490897120le_alt),bool),f,p))) ).
% 1.59/1.73
% 1.59/1.73 %------------------------------------------------------------------------------
% 1.59/1.73 %-------------------------------------------
% 1.59/1.73 % Proof found
% 1.59/1.73 % SZS status Theorem for theBenchmark
% 1.59/1.73 % SZS output start Proof
% 1.59/1.74 %ClaNum:1338(EqnAxiom:424)
% 1.59/1.74 %VarNum:11151(SingletonVarNum:2010)
% 1.59/1.74 %MaxLitNum:10
% 1.59/1.74 %MaxfuncDepth:12
% 1.59/1.74 %SharedTerms:445
% 1.59/1.74 %goalClause: 607
% 1.59/1.74 %singleGoalClaCount:1
% 1.59/1.74 [425]P1(a1)
% 1.59/1.74 [426]P2(a1)
% 1.59/1.74 [427]P3(a1)
% 1.59/1.74 [428]P4(a1)
% 1.59/1.74 [429]P16(a1)
% 1.59/1.74 [430]P17(a2)
% 1.59/1.74 [431]P17(a1)
% 1.59/1.74 [432]P18(a2)
% 1.59/1.74 [433]P6(a1)
% 1.59/1.74 [434]P7(a16)
% 1.59/1.74 [435]P19(a2)
% 1.59/1.74 [436]P19(a1)
% 1.59/1.74 [437]P20(a2)
% 1.59/1.74 [438]P20(a1)
% 1.59/1.74 [439]P13(a1)
% 1.59/1.74 [440]P21(a1)
% 1.59/1.74 [441]P5(a1)
% 1.59/1.74 [442]P23(a1)
% 1.59/1.74 [443]P24(a1)
% 1.59/1.74 [444]P8(a2)
% 1.59/1.74 [445]P8(a150)
% 1.59/1.74 [446]P28(a1)
% 1.59/1.74 [447]P9(a1)
% 1.59/1.74 [448]P22(a1)
% 1.59/1.74 [449]P25(a1)
% 1.59/1.74 [450]P10(a1)
% 1.59/1.74 [586]~E(a13,a4)
% 1.59/1.74 [587]~E(a22,a18)
% 1.59/1.74 [451]E(f131(a3,a3,f17(a3),a4),a4)
% 1.59/1.74 [452]E(f131(a3,a3,f17(a3),a13),a13)
% 1.59/1.74 [453]E(f131(a3,a3,f17(a3),a18),a18)
% 1.59/1.74 [454]E(f131(a3,a3,f17(a3),a22),a22)
% 1.59/1.74 [455]E(f131(a3,a3,f17(a3),a25),a25)
% 1.59/1.74 [456]E(f131(a2,a2,f17(a2),a26),a26)
% 1.59/1.74 [457]E(f131(a2,a2,f17(a2),a16),a16)
% 1.59/1.74 [458]E(f131(a1,a1,f17(a1),a141),a141)
% 1.59/1.74 [459]E(f131(a1,a1,a162,f164(a1)),f151(a1))
% 1.59/1.74 [461]E(f131(f132(a150,a2),a1,f133(a150),f166(f132(a150,a2))),f151(a1))
% 1.59/1.74 [462]E(f131(f132(a14,a1),f132(a14,a1),f17(f132(a14,a1)),a140),a140)
% 1.59/1.74 [463]E(f131(f132(a2,a2),f132(a2,a2),f17(f132(a2,a2)),a130),a130)
% 1.59/1.74 [464]E(f131(f132(a1,a1),f132(a1,a1),f17(f132(a1,a1)),a162),a162)
% 1.59/1.74 [475]P7(f131(f132(a14,a2),a2,f138(a14),f166(f132(a14,a2))))
% 1.59/1.74 [513]P7(f131(f132(a14,a2),a2,f131(f132(a14,a1),f132(f132(a14,a2),a2),f145(a14,a1),a140),f166(f132(a14,a2))))
% 1.59/1.74 [514]P7(f131(f132(a14,a2),a2,f131(f132(a14,a1),f132(f132(a14,a2),a2),f145(a14,a1),a28),f166(f132(a14,a2))))
% 1.59/1.74 [596]~P7(f131(f132(a1,a2),a2,f138(a1),f166(f132(a1,a2))))
% 1.59/1.74 [466]E(f131(f132(a2,f132(a2,a2)),f132(a2,f132(a2,a2)),f17(f132(a2,f132(a2,a2))),a134),a134)
% 1.59/1.74 [467]E(f131(f132(a2,f132(a2,a2)),f132(a2,f132(a2,a2)),f17(f132(a2,f132(a2,a2))),a135),a135)
% 1.59/1.74 [468]E(f131(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2),f17(f132(f152(a3,a3),a2)),a142),a142)
% 1.59/1.74 [469]E(f131(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2),f17(f132(f152(a3,a3),a2)),a148),a148)
% 1.59/1.74 [495]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,a27))
% 1.59/1.74 [496]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a15,a27))
% 1.59/1.74 [528]E(f131(a1,f132(a1,a2),f131(a1,f132(a1,f132(a1,a2)),f157(a1),f164(a1)),f131(f132(a14,a2),a1,f133(a14),f166(f132(a14,a2)))),f131(f132(a14,a2),f132(a1,a2),f131(f132(a14,a1),f132(f132(a14,a2),f132(a1,a2)),f146(a14,a1),a140),f166(f132(a14,a2))))
% 1.59/1.74 [529]E(f131(a1,f132(a1,a2),f131(a1,f132(a1,f132(a1,a2)),f157(a1),f164(a1)),f131(f132(a14,a2),a1,f133(a14),f166(f132(a14,a2)))),f131(f132(a14,a2),f132(a1,a2),f131(f132(a14,a1),f132(f132(a14,a2),f132(a1,a2)),f146(a14,a1),a28),f166(f132(a14,a2))))
% 1.59/1.74 [530]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),a141),f131(f132(a14,a2),a1,f133(a14),f166(f132(a14,a2)))))
% 1.59/1.74 [531]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),a29),f131(f132(a14,a2),a1,f133(a14),f166(f132(a14,a2)))))
% 1.59/1.74 [532]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),a50),f131(f132(a14,a2),a1,f133(a14),f166(f132(a14,a2)))))
% 1.59/1.74 [551]E(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2)),f17(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2))),a12),a12)
% 1.59/1.74 [607]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,a154)))
% 1.59/1.74 [480]E(f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f17(f132(a14,f132(f152(a3,a3),a2))),a154),a154)
% 1.59/1.74 [481]E(f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(f152(a3,a3),a2),a2),f17(f132(f132(f152(a3,a3),a2),a2)),a5),a5)
% 1.59/1.74 [518]E(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f17(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),a27),a27)
% 1.59/1.74 [541]P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),a142),a5))
% 1.59/1.74 [542]P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),a148),a5))
% 1.59/1.74 [543]P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),a30),a5))
% 1.59/1.74 [544]P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),a41),a5))
% 1.59/1.74 [545]P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),a51),a5))
% 1.59/1.74 [566]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a142))
% 1.59/1.74 [567]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a30))
% 1.59/1.74 [568]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a148))
% 1.59/1.74 [569]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a41))
% 1.59/1.74 [605]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.74 [606]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a142))
% 1.59/1.74 [498]E(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(a14,f132(f152(a3,a3),a2)),a2),f17(f132(f132(a14,f132(f152(a3,a3),a2)),a2)),a7),a7)
% 1.59/1.74 [516]E(f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f17(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)))),a8),a8)
% 1.59/1.74 [517]E(f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f17(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)))),a9),a9)
% 1.59/1.74 [546]E(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f17(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),a6),a6)
% 1.59/1.74 [547]E(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f17(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),a15),a15)
% 1.59/1.74 [559]E(f131(f132(a14,f132(f132(f152(a3,a3),a2),a2)),f132(f132(a14,f132(f152(a3,a3),a2)),a2),f131(f132(a14,a2),f132(f132(a14,f132(f132(f152(a3,a3),a2),a2)),f132(f132(a14,f132(f152(a3,a3),a2)),a2)),f159(a14,f132(f152(a3,a3),a2)),f166(f132(a14,a2))),f131(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),a14),a5)),a7)
% 1.59/1.74 [560]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),a154),a7))
% 1.59/1.74 [536]E(f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f17(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))))),a10),a10)
% 1.59/1.74 [537]E(f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f17(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))))),a11),a11)
% 1.59/1.74 [575]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,f131(a1,a14,f131(f132(a14,a1),f132(a1,a14),f131(f132(a14,a2),f132(f132(a14,a1),f132(a1,a14)),f144(a14,a1),f166(f132(a14,a2))),a140),a141))))
% 1.59/1.74 [576]P7(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2),f149(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),a27),f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),f159(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a7),f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f152(a3,a3),a2))),a5))))
% 1.59/1.74 [579]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))),a142)),a148))))
% 1.59/1.74 [580]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a29),f151(a1))))),a142)),a148))))
% 1.59/1.74 [581]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a50),f151(a1))))),a142)),a148))))
% 1.59/1.74 [582]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25)))),a7))
% 1.59/1.74 [583]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25))))))
% 1.59/1.74 [584]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25))))))
% 1.59/1.74 [585]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a25),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25))))))
% 1.59/1.74 [589]~E(f131(a1,a1,a162,x5891),x5891)
% 1.59/1.74 [595]~E(f131(a1,a1,a162,x5951),f164(a1))
% 1.59/1.74 [460]E(f131(x4601,x4601,f17(x4601),f165(x4601)),f165(x4601))
% 1.59/1.74 [465]E(f131(f132(x4651,x4651),f132(x4651,x4651),f17(f132(x4651,x4651)),f17(x4651)),f17(x4651))
% 1.59/1.74 [470]E(f131(f132(f132(x4701,a2),a2),f132(f132(x4701,a2),a2),f17(f132(f132(x4701,a2),a2)),f138(x4701)),f138(x4701))
% 1.59/1.74 [471]E(f131(f132(f132(x4711,a2),a1),f132(f132(x4711,a2),a1),f17(f132(f132(x4711,a2),a1)),f133(x4711)),f133(x4711))
% 1.59/1.74 [472]E(f131(f132(x4721,f132(x4721,a2)),f132(x4721,f132(x4721,a2)),f17(f132(x4721,f132(x4721,a2))),f136(x4721)),f136(x4721))
% 1.59/1.74 [477]E(f131(f132(f132(x4771,a2),f132(x4771,a2)),f132(f132(x4771,a2),f132(x4771,a2)),f17(f132(f132(x4771,a2),f132(x4771,a2))),f19(x4771)),f19(x4771))
% 1.59/1.74 [478]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x4781),f164(a1)),x4781)
% 1.59/1.74 [483]E(f131(f132(x4831,f132(f132(x4831,a2),a2)),f132(x4831,f132(f132(x4831,a2),a2)),f17(f132(x4831,f132(f132(x4831,a2),a2))),f149(x4831)),f149(x4831))
% 1.59/1.74 [484]E(f131(f132(a2,f132(x4841,f132(x4841,x4841))),f132(a2,f132(x4841,f132(x4841,x4841))),f17(f132(a2,f132(x4841,f132(x4841,x4841)))),f143(x4841)),f143(x4841))
% 1.59/1.74 [489]E(f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x4891)),f131(a1,f132(a1,a2),f156(a1),x4891))
% 1.59/1.74 [490]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x4901),f151(a1)),f131(a1,a1,a162,x4901))
% 1.59/1.74 [525]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x5251),f131(a1,a1,a162,x5251)))
% 1.59/1.74 [526]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),f131(a1,a1,a162,x5261)))
% 1.59/1.74 [549]E(f131(f132(f132(a1,f132(a1,a1)),f132(f132(x5491,a1),f132(a1,f132(f132(x5491,a2),a1)))),f132(f132(a1,f132(a1,a1)),f132(f132(x5491,a1),f132(a1,f132(f132(x5491,a2),a1)))),f17(f132(f132(a1,f132(a1,a1)),f132(f132(x5491,a1),f132(a1,f132(f132(x5491,a2),a1))))),f139(a1,x5491)),f139(a1,x5491))
% 1.59/1.74 [601]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x6011),f164(a1)))
% 1.59/1.74 [479]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f164(a1)),x4791),x4791)
% 1.59/1.74 [482]E(f131(f132(x4821,a2),f132(x4821,a2),f19(x4821),f131(a2,f132(x4821,a2),f23(a2,x4821),a16)),f166(f132(x4821,a2)))
% 1.59/1.74 [491]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f151(a1)),x4911),f131(a1,a1,a162,x4911))
% 1.59/1.74 [501]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x5011),x5011))
% 1.59/1.74 [504]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f164(a1)),x5041))
% 1.59/1.74 [510]P7(f131(f132(a1,a2),a2,f131(f132(a1,a1),f132(f132(a1,a2),a2),f145(a1,a1),a162),x5101))
% 1.59/1.74 [598]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x5981),x5981))
% 1.59/1.74 [602]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x6021)),x6021))
% 1.59/1.74 [556]E(f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),x5561))),x5561)
% 1.59/1.74 [557]E(f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f155(a1)),x5571))),f131(a1,a1,a162,x5571))
% 1.59/1.74 [571]P7(f131(f132(a1,a2),a2,f138(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),x5711))))
% 1.59/1.74 [572]P7(f131(f132(a1,a2),a2,f138(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f155(a1)),x5721))))
% 1.59/1.74 [578]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),x5781))),a142)),a148)),a7))
% 1.59/1.74 [474]E(f131(f132(x4741,f132(x4742,x4741)),f132(x4741,f132(x4742,x4741)),f17(f132(x4741,f132(x4742,x4741))),f23(x4741,x4742)),f23(x4741,x4742))
% 1.59/1.74 [488]E(f131(f132(x4881,f132(x4882,f152(x4881,x4882))),f132(x4881,f132(x4882,f152(x4881,x4882))),f17(f132(x4881,f132(x4882,f152(x4881,x4882)))),f160(x4881,x4882)),f160(x4881,x4882))
% 1.59/1.74 [493]E(f131(f132(f132(x4931,x4932),f132(f132(x4931,a2),a2)),f132(f132(x4931,x4932),f132(f132(x4931,a2),a2)),f17(f132(f132(x4931,x4932),f132(f132(x4931,a2),a2))),f145(x4931,x4932)),f145(x4931,x4932))
% 1.59/1.74 [499]E(f131(f132(f132(x4991,x4992),f132(f132(x4991,a2),f132(x4992,a2))),f132(f132(x4991,x4992),f132(f132(x4991,a2),f132(x4992,a2))),f17(f132(f132(x4991,x4992),f132(f132(x4991,a2),f132(x4992,a2)))),f146(x4991,x4992)),f146(x4991,x4992))
% 1.59/1.74 [502]E(f131(f132(f132(f152(x5021,x5022),a2),f132(x5021,f132(x5022,a2))),f132(f132(f152(x5021,x5022),a2),f132(x5021,f132(x5022,a2))),f17(f132(f132(f152(x5021,x5022),a2),f132(x5021,f132(x5022,a2)))),f147(x5021,x5022)),f147(x5021,x5022))
% 1.59/1.74 [506]E(f131(f132(f132(x5061,a2),f132(f132(x5061,x5062),f132(x5062,x5061))),f132(f132(x5061,a2),f132(f132(x5061,x5062),f132(x5062,x5061))),f17(f132(f132(x5061,a2),f132(f132(x5061,x5062),f132(x5062,x5061)))),f144(x5061,x5062)),f144(x5061,x5062))
% 1.59/1.74 [522]E(f131(f132(f132(x5221,a2),f132(f132(x5222,a2),f132(f167(x5221,x5222),a2))),f132(f132(x5221,a2),f132(f132(x5222,a2),f132(f167(x5221,x5222),a2))),f17(f132(f132(x5221,a2),f132(f132(x5222,a2),f132(f167(x5221,x5222),a2)))),f168(x5221,x5222)),f168(x5221,x5222))
% 1.59/1.74 [535]E(f131(f132(f132(x5351,a2),f132(f132(x5351,f132(x5352,a2)),f132(f132(x5351,x5352),a2))),f132(f132(x5351,a2),f132(f132(x5351,f132(x5352,a2)),f132(f132(x5351,x5352),a2))),f17(f132(f132(x5351,a2),f132(f132(x5351,f132(x5352,a2)),f132(f132(x5351,x5352),a2)))),f159(x5351,x5352)),f159(x5351,x5352))
% 1.59/1.74 [561]E(f131(f132(f132(x5611,f132(x5611,x5611)),f132(x5611,f132(f132(x5612,x5611),f132(f132(f132(x5612,a2),x5611),a2)))),f132(f132(x5611,f132(x5611,x5611)),f132(x5611,f132(f132(x5612,x5611),f132(f132(f132(x5612,a2),x5611),a2)))),f17(f132(f132(x5611,f132(x5611,x5611)),f132(x5611,f132(f132(x5612,x5611),f132(f132(f132(x5612,a2),x5611),a2))))),f137(x5611,x5612)),f137(x5611,x5612))
% 1.59/1.74 [473]P7(f131(x4731,a2,f166(f132(x4731,a2)),x4732))
% 1.59/1.74 [476]E(f131(f132(x4761,a2),f132(x4761,a2),f17(f132(x4761,a2)),x4762),f131(f132(x4761,a2),f132(x4761,a2),f19(x4761),x4762))
% 1.59/1.74 [497]E(f131(f132(x4971,a2),f132(x4971,a2),f131(f132(x4971,x4971),f132(f132(x4971,a2),f132(x4971,a2)),f146(x4971,x4971),f17(x4971)),x4972),f131(f132(x4971,a2),f132(x4971,a2),f17(f132(x4971,a2)),x4972))
% 1.59/1.74 [500]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5001),x5002),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5002),x5001))
% 1.59/1.74 [505]E(f131(f132(x5051,a2),f132(f167(x5052,x5051),a2),f131(f132(x5052,a2),f132(f132(x5051,a2),f132(f167(x5052,x5051),a2)),f168(x5052,x5051),f166(f132(x5052,a2))),f166(f132(x5051,a2))),f166(f132(f167(x5052,x5051),a2)))
% 1.59/1.74 [512]P7(f131(f132(x5121,a2),a2,f131(x5121,f132(f132(x5121,a2),a2),f149(x5121),x5122),f166(f132(x5121,a2))))
% 1.59/1.74 [515]P7(f131(f132(x5151,a2),a2,f131(f132(x5151,x5151),f132(f132(x5151,a2),a2),f145(x5151,x5151),f17(x5151)),x5152))
% 1.59/1.74 [521]P7(f131(f132(x5211,a2),a2,f131(f132(x5211,a2),f132(f132(x5211,a2),a2),f155(f132(x5211,a2)),x5212),f166(f132(x5211,a2))))
% 1.59/1.74 [533]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(a1,a1,a162,x5331)),x5332),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5331),f131(a1,a1,a162,x5332)))
% 1.59/1.74 [519]P7(f131(f132(x5191,a2),a2,f131(f132(x5191,a2),f132(f132(x5191,a2),a2),f155(f132(x5191,a2)),x5192),x5192))
% 1.59/1.74 [534]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5341),f131(a1,a1,a162,x5342)),f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5341),x5342)))
% 1.59/1.74 [538]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(a1,a1,a162,x5381)),x5382),f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5381),x5382)))
% 1.59/1.74 [550]P7(f131(f132(a1,a2),a2,f138(a1),f131(a1,f132(a1,a2),f131(a1,f132(a1,f132(a1,a2)),f157(a1),x5501),x5502)))
% 1.59/1.74 [554]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x5541),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5542),x5541)))
% 1.59/1.74 [555]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x5551),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5551),x5552)))
% 1.59/1.74 [563]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x5631),f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5632),x5631))))
% 1.59/1.74 [564]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x5641),f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5641),x5642))))
% 1.59/1.74 [573]P7(f131(f132(a1,a2),a2,f131(f132(a1,a1),f132(f132(a1,a2),a2),f145(a1,a1),f131(a1,f132(a1,a1),f131(f132(a1,f132(a1,a1)),f132(a1,f132(a1,a1)),f21(a1,a1,a1),f153(a1)),x5731)),x5732))
% 1.59/1.74 [574]P7(f131(f132(f132(x5741,x5741),a2),a2,f131(f132(x5741,x5741),f132(f132(f132(x5741,x5741),a2),a2),f149(f132(x5741,x5741)),f17(x5741)),f131(f132(x5741,f132(x5741,a2)),f132(f132(x5741,x5741),a2),f131(f132(x5741,a2),f132(f132(x5741,f132(x5741,a2)),f132(f132(x5741,x5741),a2)),f159(x5741,x5741),x5742),f131(f132(x5741,a2),f132(x5741,f132(x5741,a2)),f23(f132(x5741,a2),x5741),x5742))))
% 1.59/1.74 [603]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6031),x6032)),x6032))
% 1.59/1.74 [604]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6041),x6042)),x6041))
% 1.59/1.74 [577]P7(f131(f132(a1,a2),a2,f138(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),x5771)),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),x5772)))))
% 1.59/1.74 [507]E(f131(f132(f132(x5071,x5072),f132(f132(x5073,x5071),f132(x5073,x5072))),f132(f132(x5071,x5072),f132(f132(x5073,x5071),f132(x5073,x5072))),f17(f132(f132(x5071,x5072),f132(f132(x5073,x5071),f132(x5073,x5072)))),f20(x5071,x5072,x5073)),f20(x5071,x5072,x5073))
% 1.59/1.74 [508]E(f131(f132(f132(x5081,f132(x5082,x5083)),f132(x5082,f132(x5081,x5083))),f132(f132(x5081,f132(x5082,x5083)),f132(x5082,f132(x5081,x5083))),f17(f132(f132(x5081,f132(x5082,x5083)),f132(x5082,f132(x5081,x5083)))),f21(x5081,x5082,x5083)),f21(x5081,x5082,x5083))
% 1.59/1.74 [509]E(f131(f132(f132(x5091,f132(x5092,x5093)),f132(f152(x5091,x5092),x5093)),f132(f132(x5091,f132(x5092,x5093)),f132(f152(x5091,x5092),x5093)),f17(f132(f132(x5091,f132(x5092,x5093)),f132(f152(x5091,x5092),x5093))),f161(x5091,x5092,x5093)),f161(x5091,x5092,x5093))
% 1.59/1.74 [520]E(f131(f132(f132(x5201,f132(x5202,x5203)),f132(f132(x5201,x5202),f132(x5201,x5203))),f132(f132(x5201,f132(x5202,x5203)),f132(f132(x5201,x5202),f132(x5201,x5203))),f17(f132(f132(x5201,f132(x5202,x5203)),f132(f132(x5201,x5202),f132(x5201,x5203)))),f24(x5201,x5202,x5203)),f24(x5201,x5202,x5203))
% 1.59/1.74 [523]E(f131(x5231,x5231,f131(x5231,f132(x5231,x5231),f131(a2,f132(x5231,f132(x5231,x5231)),f143(x5231),a26),x5232),x5233),f131(x5231,x5231,f17(x5231),x5233))
% 1.59/1.74 [524]E(f131(x5241,x5241,f131(x5241,f132(x5241,x5241),f131(a2,f132(x5241,f132(x5241,x5241)),f143(x5241),a16),x5242),x5243),f131(x5241,x5241,f17(x5241),x5242))
% 1.59/1.74 [527]E(f131(f132(x5271,f132(x5272,a2)),f132(f132(x5271,x5272),a2),f131(f132(x5271,a2),f132(f132(x5271,f132(x5272,a2)),f132(f132(x5271,x5272),a2)),f159(x5271,x5272),x5273),f131(f132(x5272,a2),f132(x5271,f132(x5272,a2)),f23(f132(x5272,a2),x5271),f166(f132(x5272,a2)))),f166(f132(f132(x5271,x5272),a2)))
% 1.59/1.74 [553]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5531),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5532),x5533)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5532),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5531),x5533)))
% 1.59/1.74 [558]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5581),x5582)),x5583),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5581),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x5582),x5583)))
% 1.59/1.74 [485]E(f131(x4851,x4851,f17(x4851),f131(x4852,x4851,x4853,x4854)),f131(x4852,x4851,x4853,x4854))
% 1.59/1.74 [486]E(f131(x4861,x4862,x4863,f131(x4861,x4861,f17(x4861),x4864)),f131(x4861,x4862,x4863,x4864))
% 1.59/1.74 [492]E(f131(x4921,x4922,f131(x4922,f132(x4921,x4922),f23(x4922,x4921),x4923),x4924),f131(x4922,x4922,f17(x4922),x4923))
% 1.59/1.74 [494]E(f131(x4941,x4942,f131(f132(x4941,x4942),f132(x4941,x4942),f17(f132(x4941,x4942)),x4943),x4944),f131(x4941,x4942,x4943,x4944))
% 1.59/1.74 [562]P7(f131(f132(x5621,a2),a2,f131(x5621,f132(f132(x5621,a2),a2),f149(x5621),f131(x5622,x5621,x5623,x5624)),f131(f132(x5622,a2),f132(x5621,a2),f131(f132(x5622,x5621),f132(f132(x5622,a2),f132(x5621,a2)),f146(x5622,x5621),x5623),f166(f132(x5622,a2)))))
% 1.59/1.74 [570]E(f131(f132(x5701,a2),f132(x5702,a2),f131(f132(x5701,x5702),f132(f132(x5701,a2),f132(x5702,a2)),f146(x5701,x5702),f131(f132(x5701,x5703),f132(x5701,x5702),f131(f132(x5703,x5702),f132(f132(x5701,x5703),f132(x5701,x5702)),f20(x5703,x5702,x5701),x5704),x5705)),f166(f132(x5701,a2))),f131(f132(x5703,a2),f132(x5702,a2),f131(f132(x5703,x5702),f132(f132(x5703,a2),f132(x5702,a2)),f146(x5703,x5702),x5704),f131(f132(x5701,a2),f132(x5703,a2),f131(f132(x5701,x5703),f132(f132(x5701,a2),f132(x5703,a2)),f146(x5701,x5703),x5705),f166(f132(x5701,a2)))))
% 1.59/1.74 [539]E(f131(x5391,x5392,f131(x5393,f132(x5391,x5392),f131(f132(x5391,f132(x5393,x5392)),f132(x5393,f132(x5391,x5392)),f21(x5391,x5393,x5392),x5394),x5395),x5396),f131(x5393,x5392,f131(x5391,f132(x5393,x5392),x5394,x5396),x5395))
% 1.59/1.74 [540]E(f131(x5401,x5402,f131(f132(x5401,x5403),f132(x5401,x5402),f131(f132(x5403,x5402),f132(f132(x5401,x5403),f132(x5401,x5402)),f20(x5403,x5402,x5401),x5404),x5405),x5406),f131(x5403,x5402,x5404,f131(x5401,x5403,x5405,x5406)))
% 1.59/1.74 [548]E(f131(f152(x5481,x5482),x5483,f131(f132(x5481,f132(x5482,x5483)),f132(f152(x5481,x5482),x5483),f161(x5481,x5482,x5483),x5484),f131(x5482,f152(x5481,x5482),f131(x5481,f132(x5482,f152(x5481,x5482)),f160(x5481,x5482),x5485),x5486)),f131(x5482,x5483,f131(x5481,f132(x5482,x5483),x5484,x5485),x5486))
% 1.59/1.74 [552]E(f131(x5521,x5522,f131(f132(x5521,x5523),f132(x5521,x5522),f131(f132(x5521,f132(x5523,x5522)),f132(f132(x5521,x5523),f132(x5521,x5522)),f24(x5521,x5523,x5522),x5524),x5525),x5526),f131(x5523,x5522,f131(x5521,f132(x5523,x5522),x5524,x5526),f131(x5521,x5523,x5525,x5526)))
% 1.59/1.74 [565]E(f131(f132(x5651,a2),f132(x5652,a2),f131(f132(x5651,x5652),f132(f132(x5651,a2),f132(x5652,a2)),f146(x5651,x5652),x5653),f131(f132(x5654,a2),f132(x5651,a2),f131(f132(x5654,x5651),f132(f132(x5654,a2),f132(x5651,a2)),f146(x5654,x5651),x5655),x5656)),f131(f132(x5654,a2),f132(x5652,a2),f131(f132(x5654,x5652),f132(f132(x5654,a2),f132(x5652,a2)),f146(x5654,x5652),f131(f132(x5654,x5651),f132(x5654,x5652),f131(f132(x5651,x5652),f132(f132(x5654,x5651),f132(x5654,x5652)),f20(x5651,x5652,x5654),x5653),x5655)),x5656))
% 1.59/1.74 [1336]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,a154)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25))))))
% 1.59/1.74 [1337]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a25),a22)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a9),a154)),a25))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f152(a3,a3),a2))),f24(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f24(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f136(a1)),a140)),a141))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(a3,f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f21(a14,a3,f132(a3,f132(f152(a3,a3),a2))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2)))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(a3,f132(f152(a3,a3),a2))))),f20(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a14),a10),a154)),a18)),a25))),f131(a3,f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(a3,f132(f152(a3,a3),a2))),f132(a3,f132(a14,f132(f152(a3,a3),a2))),f21(a14,a3,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2))),f131(f132(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2))),f132(f132(a14,f132(f152(a3,a3),a2)),f132(a14,f132(a3,f132(f152(a3,a3),a2)))),f20(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a14),a8),a154)),a25))))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),a141))),a142)),a148))))
% 1.59/1.74 [608]~P8(x6081)+P8(f158(x6081))
% 1.59/1.74 [610]~P28(x6101)+~E(f164(x6101),f151(x6101))
% 1.59/1.74 [625]P7(x6251)+P7(f131(a2,a2,a130,x6251))
% 1.59/1.74 [639]~P7(x6391)+~P7(f131(a2,a2,a130,x6391))
% 1.59/1.74 [618]E(x6181,f164(a1))+E(f131(a1,a1,a162,f93(x6181)),x6181)
% 1.59/1.74 [619]E(x6191,f164(a1))+E(f131(a1,a1,a162,f125(x6191)),x6191)
% 1.59/1.74 [620]~P1(x6201)+E(f131(x6201,x6201,f17(x6201),f151(x6201)),f151(x6201))
% 1.59/1.74 [621]~P16(x6211)+E(f131(x6211,x6211,f17(x6211),f164(x6211)),f164(x6211))
% 1.59/1.74 [622]~P18(x6221)+E(f131(x6221,x6221,f17(x6221),f166(x6221)),f166(x6221))
% 1.59/1.74 [624]~P26(x6241)+E(f131(f132(x6241,a2),f132(x6241,a2),f17(f132(x6241,a2)),f163(x6241)),f163(x6241))
% 1.59/1.74 [627]E(f131(a2,a2,f17(a2),x6271),a16)+E(f131(a2,a2,f17(a2),x6271),a26)
% 1.59/1.74 [628]~P7(x6281)+P7(f131(a2,a2,f17(a2),x6281))
% 1.59/1.74 [629]~P17(x6291)+E(f131(f132(x6291,f132(x6291,a2)),f132(x6291,f132(x6291,a2)),f17(f132(x6291,f132(x6291,a2))),f156(x6291)),f156(x6291))
% 1.59/1.74 [630]~P17(x6301)+E(f131(f132(x6301,f132(x6301,a2)),f132(x6301,f132(x6301,a2)),f17(f132(x6301,f132(x6301,a2))),f155(x6301)),f155(x6301))
% 1.59/1.74 [633]~P2(x6331)+E(f131(f132(x6331,f132(x6331,x6331)),f132(x6331,f132(x6331,x6331)),f17(f132(x6331,f132(x6331,x6331))),f153(x6331)),f153(x6331))
% 1.59/1.74 [634]~P3(x6341)+E(f131(f132(x6341,f132(x6341,x6341)),f132(x6341,f132(x6341,x6341)),f17(f132(x6341,f132(x6341,x6341))),f153(x6341)),f153(x6341))
% 1.59/1.74 [635]~P4(x6351)+E(f131(f132(x6351,f132(x6351,x6351)),f132(x6351,f132(x6351,x6351)),f17(f132(x6351,f132(x6351,x6351))),f153(x6351)),f153(x6351))
% 1.59/1.74 [640]P7(x6401)+~P7(f131(a2,a2,f17(a2),x6401))
% 1.59/1.74 [644]~P6(x6441)+E(f131(f132(x6441,f132(x6441,f132(x6441,a2))),f132(x6441,f132(x6441,f132(x6441,a2))),f17(f132(x6441,f132(x6441,f132(x6441,a2)))),f157(x6441)),f157(x6441))
% 1.59/1.74 [679]~P13(x6791)+P7(f131(x6791,a2,f131(x6791,f132(x6791,a2),f156(x6791),f164(x6791)),f151(x6791)))
% 1.59/1.74 [680]~P13(x6801)+P7(f131(x6801,a2,f131(x6801,f132(x6801,a2),f155(x6801),f164(x6801)),f151(x6801)))
% 1.59/1.74 [689]~P26(x6891)+P7(f131(f132(x6891,a2),a2,f131(x6891,f132(f132(x6891,a2),a2),f149(x6891),f151(x6891)),f163(x6891)))
% 1.59/1.74 [690]~P26(x6901)+P7(f131(f132(x6901,a2),a2,f131(x6901,f132(f132(x6901,a2),a2),f149(x6901),f164(x6901)),f163(x6901)))
% 1.59/1.74 [722]E(x7221,f164(a1))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x7221),f164(a1)))
% 1.59/1.74 [729]~P13(x7291)+~P7(f131(x7291,a2,f131(x7291,f132(x7291,a2),f156(x7291),f151(x7291)),f164(x7291)))
% 1.59/1.74 [730]~P13(x7301)+~P7(f131(x7301,a2,f131(x7301,f132(x7301,a2),f155(x7301),f151(x7301)),f164(x7301)))
% 1.59/1.74 [672]E(x6721,f164(a1))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x6721))
% 1.59/1.74 [732]E(f131(a1,a1,a162,f111(x7321)),x7321)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x7321))
% 1.59/1.74 [733]E(f131(a1,a1,a162,f114(x7331)),x7331)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x7331))
% 1.59/1.74 [807]E(x8071,f164(a1))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8071),f131(a1,a1,a162,f164(a1))))
% 1.59/1.74 [868]~P13(x8681)+P7(f131(x8681,a2,f131(x8681,f132(x8681,a2),f156(x8681),f164(x8681)),f131(x8681,x8681,f131(x8681,f132(x8681,x8681),f153(x8681),f151(x8681)),f151(x8681))))
% 1.59/1.74 [681]~P7(f131(f132(x6811,a2),a2,f138(x6811),f166(f132(x6811,a2))))+P7(f131(f132(f158(x6811),a2),a2,f138(f158(x6811)),f166(f132(f158(x6811),a2))))
% 1.59/1.74 [684]P7(f131(f132(x6841,a2),a2,f138(x6841),f166(f132(x6841,a2))))+~P7(f131(f132(f158(x6841),a2),a2,f138(f158(x6841)),f166(f132(f158(x6841),a2))))
% 1.59/1.74 [805]~P7(f131(f132(x8051,a2),a2,f138(x8051),f166(f132(x8051,a2))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),f131(f132(x8051,a2),a1,f133(x8051),f166(f132(x8051,a2)))))
% 1.59/1.74 [987]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f31(x9871)),a7))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x9871))
% 1.59/1.74 [988]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f34(x9881)),a7))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x9881))
% 1.59/1.74 [989]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f35(x9891)),a7))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a15,x9891))
% 1.59/1.74 [1123]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f39(x11231)),f40(x11231))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11231,f35(x11231))))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a15,x11231))
% 1.59/1.74 [1106]~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11061),a5))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f23(f132(f152(a3,a3),a2),a14),x11061)),a7))
% 1.59/1.74 [1330]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x13301),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),x13301))),a142)),a148))))
% 1.59/1.74 [1331]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x13311),a29))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),x13311))),a142)),a148))))
% 1.59/1.74 [1332]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x13321),a50))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,f131(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2)),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f152(a3,a3),a2))),f21(a14,f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(f152(a3,a3),a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f21(a14,f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),f131(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f131(f132(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2)))),f132(f132(a14,a2),f132(a14,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))))),f20(a2,f132(f132(f152(a3,a3),a2),f132(f132(f152(a3,a3),a2),f132(f152(a3,a3),a2))),a14),f143(f132(f152(a3,a3),a2))),f131(a1,f132(a14,a2),f131(f132(a14,f132(a1,a2)),f132(a1,f132(a14,a2)),f21(a14,a1,a2),f131(f132(a14,a1),f132(a14,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a14,a1),f132(a14,f132(a1,a2))),f20(a1,f132(a1,a2),a14),f156(a1)),a140)),x13321))),a142)),a148))))
% 1.59/1.74 [611]~P17(x6112)+P17(f132(x6111,x6112))
% 1.59/1.74 [612]~P18(x6122)+P18(f132(x6121,x6122))
% 1.59/1.74 [613]~P19(x6132)+P19(f132(x6131,x6132))
% 1.59/1.74 [614]~P20(x6142)+P20(f132(x6141,x6142))
% 1.59/1.74 [638]E(x6381,x6382)+~E(f131(a1,a1,a162,x6381),f131(a1,a1,a162,x6382))
% 1.59/1.74 [632]~P8(x6321)+P7(f131(f132(x6321,a2),a2,f138(x6321),x6322))
% 1.59/1.74 [643]E(f131(f132(x6431,a2),a1,f133(x6431),x6432),f164(a1))+P7(f131(f132(x6431,a2),a2,f138(x6431),x6432))
% 1.59/1.74 [645]~P2(x6451)+E(f131(x6451,x6451,f131(x6451,f132(x6451,x6451),f153(x6451),x6452),f164(x6451)),f131(x6451,x6451,f17(x6451),x6452))
% 1.59/1.74 [646]~P9(x6461)+E(f131(x6461,x6461,f131(x6461,f132(x6461,x6461),f153(x6461),x6462),f164(x6461)),f131(x6461,x6461,f17(x6461),x6462))
% 1.59/1.74 [647]~P10(x6471)+E(f131(x6471,x6471,f131(x6471,f132(x6471,x6471),f153(x6471),x6472),f164(x6471)),f131(x6471,x6471,f17(x6471),x6472))
% 1.59/1.74 [675]~P18(x6751)+P7(f131(x6751,a2,f131(x6751,f132(x6751,a2),f155(x6751),x6752),f166(x6751)))
% 1.59/1.74 [725]~E(x7251,x7252)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7251),f131(a1,a1,a162,x7252)))
% 1.59/1.74 [726]~E(x7261,f164(a1))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7261),f131(a1,a1,a162,x7262)))
% 1.59/1.74 [1044]E(f131(a3,a3,f17(a3),x10441),f131(a3,a3,f17(a3),x10442))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x10441),x10442)),f44(x10441,x10442)))
% 1.59/1.74 [648]~P2(x6481)+E(f131(x6481,x6481,f131(x6481,f132(x6481,x6481),f153(x6481),f164(x6481)),x6482),f131(x6481,x6481,f17(x6481),x6482))
% 1.59/1.74 [649]~P9(x6491)+E(f131(x6491,x6491,f131(x6491,f132(x6491,x6491),f153(x6491),f164(x6491)),x6492),f131(x6491,x6491,f17(x6491),x6492))
% 1.59/1.74 [650]~P10(x6501)+E(f131(x6501,x6501,f131(x6501,f132(x6501,x6501),f153(x6501),f164(x6501)),x6502),f131(x6501,x6501,f17(x6501),x6502))
% 1.59/1.74 [654]E(x6541,f164(a1))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6542),x6541),x6542)
% 1.59/1.74 [655]E(x6551,f164(a1))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6552),x6551),f164(a1))
% 1.59/1.74 [656]E(x6561,f164(a1))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6561),x6562),f164(a1))
% 1.59/1.74 [664]~P7(x6642)+P7(f131(a2,a2,f131(a2,f132(a2,a2),a135,x6641),x6642))
% 1.59/1.74 [665]~P7(x6651)+P7(f131(a2,a2,f131(a2,f132(a2,a2),a135,x6651),x6652))
% 1.59/1.74 [669]~E(x6691,x6692)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x6691),x6692))
% 1.59/1.74 [673]~P19(x6731)+P7(f131(x6731,a2,f131(x6731,f132(x6731,a2),f155(x6731),x6732),x6732))
% 1.59/1.74 [693]~E(x6931,f131(a1,a1,a162,x6932))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x6931))
% 1.59/1.74 [708]P7(f131(f132(a1,a2),a2,f138(a1),x7081))+P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f95(x7082,x7081)),x7081))
% 1.59/1.74 [709]P7(f131(f132(a1,a2),a2,f138(a1),x7091))+P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f96(x7091,x7092)),x7091))
% 1.59/1.74 [710]P7(f131(f132(a1,a2),a2,f138(a1),x7101))+P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f105(x7101,x7102)),x7101))
% 1.59/1.74 [711]P7(x7111)+~P7(f131(a2,a2,f131(a2,f132(a2,a2),a134,x7112),x7111))
% 1.59/1.74 [712]P7(x7121)+~P7(f131(a2,a2,f131(a2,f132(a2,a2),a134,x7121),x7122))
% 1.59/1.74 [720]~E(x7201,x7202)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7201),x7202))
% 1.59/1.74 [721]~E(x7211,f164(a1))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7212),x7211))
% 1.59/1.74 [724]~P19(x7241)+~P7(f131(x7241,a2,f131(x7241,f132(x7241,a2),f156(x7241),x7242),x7242))
% 1.59/1.74 [728]~P18(x7281)+~P7(f131(x7281,a2,f131(x7281,f132(x7281,a2),f156(x7281),f166(x7281)),x7282))
% 1.59/1.74 [753]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x7532),x7531))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x7531),x7532))
% 1.59/1.74 [758]P7(f131(f132(a1,a2),a2,f138(a1),x7581))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f95(x7582,x7581)),x7582))
% 1.59/1.74 [759]P7(f131(f132(a1,a2),a2,f138(a1),x7591))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f105(x7591,x7592)),x7592))
% 1.59/1.74 [760]P7(f131(f132(a1,a2),a2,f138(a1),x7601))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f96(x7601,x7602)),x7602))
% 1.59/1.74 [776]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7761),f61(x7761,x7762)),x7762)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x7761),x7762))
% 1.59/1.74 [777]E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7771),f112(x7771,x7772)),x7772)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7771),x7772))
% 1.59/1.74 [812]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8121),x8122))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8121),x8122))
% 1.59/1.74 [816]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),f112(x8161,x8162)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8161),x8162))
% 1.59/1.74 [817]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8172),f131(a1,a1,a162,x8171)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8171),x8172))
% 1.59/1.74 [825]E(f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x8251),f113(x8251,x8252))),x8252)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8251),x8252))
% 1.59/1.74 [826]E(f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x8261),f116(x8261,x8262))),x8262)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8261),x8262))
% 1.59/1.74 [833]E(f131(a3,a3,f17(a3),x8331),f131(a3,a3,f17(a3),x8332))+P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),f44(x8331,x8332)),a5))
% 1.59/1.74 [852]~E(f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x8521,f57(x8521,x8522)),f131(a14,f132(f152(a3,a3),a2),f57(x8521,x8522),x8522))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x8521),x8522))
% 1.59/1.74 [856]P7(f131(f132(x8561,a2),a2,f138(x8561),x8562))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),f131(f132(x8561,a2),a1,f133(x8561),x8562)))
% 1.59/1.74 [860]~P13(x8601)+P7(f131(x8601,a2,f131(x8601,f132(x8601,a2),f156(x8601),x8602),f131(x8601,x8601,f131(x8601,f132(x8601,x8601),f153(x8601),x8602),f151(x8601))))
% 1.59/1.74 [870]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8701),f131(a1,a1,a162,x8702)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8701),x8702))
% 1.59/1.75 [872]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8721),f131(a1,a1,a162,x8722)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8721),x8722))
% 1.59/1.75 [874]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8741),f131(a1,a1,a162,x8742)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8741),x8742))
% 1.59/1.75 [888]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8881),x8882))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x8882)),x8881))
% 1.59/1.75 [900]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9001),f131(a1,a1,a162,x9002)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9001),x9002))
% 1.59/1.75 [913]E(f131(a1,a1,a162,f119(x9131,x9132)),x9132)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9131)),x9132))
% 1.59/1.75 [914]E(f131(a1,a1,a162,f124(x9141,x9142)),x9142)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9141)),x9142))
% 1.59/1.75 [925]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9251),x9252))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9251)),x9252))
% 1.59/1.75 [929]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9292),f131(a1,a1,a162,x9291)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9291),x9292))
% 1.59/1.75 [952]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9521)),f131(a1,a1,a162,x9522)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9521),x9522))
% 1.59/1.75 [953]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9531)),f131(a1,a1,a162,x9532)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9531),x9532))
% 1.59/1.75 [954]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9541),x9542))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9541)),x9542))
% 1.59/1.75 [957]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9571),x9572))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9571)),x9572))
% 1.59/1.75 [958]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9581),x9582))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9581)),x9582))
% 1.59/1.75 [959]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9591),f124(x9591,x9592)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9591)),x9592))
% 1.59/1.75 [983]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9831),x9832))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x9832)),x9831))
% 1.59/1.75 [1006]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x10061)),f131(a1,a1,a162,x10062)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10061),x10062))
% 1.59/1.75 [1007]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,a162,x10071)),f131(a1,a1,a162,x10072)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10071),x10072))
% 1.59/1.75 [1037]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f57(x10371,x10372)),a7))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x10371),x10372))
% 1.59/1.75 [1056]E(f131(f132(x10561,a2),a1,f131(a1,f132(f132(x10561,a2),a1),f131(f132(x10561,a1),f132(a1,f132(f132(x10561,a2),a1)),f131(f132(a1,f132(a1,a1)),f132(f132(x10561,a1),f132(a1,f132(f132(x10561,a2),a1))),f139(a1,x10561),f153(a1)),f131(a1,f132(x10561,a1),f23(a1,x10561),f151(a1))),f164(a1)),x10562),f131(f132(x10561,a2),a1,f133(x10561),x10562))+~P7(f131(f132(x10561,a2),a2,f138(x10561),x10562))
% 1.59/1.75 [698]P7(f131(f132(x6981,a2),a2,f138(x6981),f166(f132(x6981,a2))))+~P7(f131(f132(f132(x6982,x6981),a2),a2,f138(f132(x6982,x6981)),f166(f132(f132(x6982,x6981),a2))))
% 1.59/1.75 [699]P7(f131(f132(x6991,a2),a2,f138(x6991),f166(f132(x6991,a2))))+~P7(f131(f132(f167(x6992,x6991),a2),a2,f138(f167(x6992,x6991)),f166(f132(f167(x6992,x6991),a2))))
% 1.59/1.75 [700]P7(f131(f132(x7001,a2),a2,f138(x7001),f166(f132(x7001,a2))))+~P7(f131(f132(f167(x7001,x7002),a2),a2,f138(f167(x7001,x7002)),f166(f132(f167(x7001,x7002),a2))))
% 1.59/1.75 [1059]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f39(x10591)),f40(x10591))),f131(a14,f132(f152(a3,a3),a2),f35(x10591),x10592)))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a15,x10591))
% 1.59/1.75 [1155]E(f131(a1,f132(a1,a2),f131(a1,f132(a1,f132(a1,a2)),f157(a1),x11551),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11551),f131(f132(a1,a2),a1,f133(a1),x11552))),x11552)+~P7(f131(f132(a1,a2),a2,f131(f132(a1,a2),f132(f132(a1,a2),a2),f155(f132(a1,a2)),x11552),f131(a1,f132(a1,a2),f131(a1,f132(a1,f132(a1,a2)),f157(a1),x11551),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11551),f131(f132(a1,a2),a1,f133(a1),x11552)))))
% 1.59/1.75 [1307]~E(f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a2),f132(a1,a2)),f21(a1,f132(a1,a2),a2),f149(a1)),x13071))),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),f131(a1,a1,a162,x13072))))),f164(a1))+~P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f164(a1)),x13071))
% 1.59/1.75 [1127]~P7(f131(f132(x11271,a2),a2,f138(x11271),x11272))+P7(f131(f132(f132(x11271,a2),a2),a2,f138(f132(x11271,a2)),f131(f132(f132(x11271,a2),a2),f132(f132(x11271,a2),a2),f19(f132(x11271,a2)),f131(f132(x11271,a2),f132(f132(x11271,a2),a2),f131(f132(f132(x11271,a2),f132(f132(x11271,a2),a2)),f132(f132(x11271,a2),f132(f132(x11271,a2),a2)),f21(f132(x11271,a2),f132(x11271,a2),a2),f155(f132(x11271,a2))),x11272))))
% 1.59/1.75 [1326]P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f164(a1)),x13261))+E(f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a2),f132(a1,a2)),f21(a1,f132(a1,a2),a2),f131(f132(a1,a1),f132(a1,f132(f132(a1,a2),a2)),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a1),f132(a1,f132(f132(a1,a2),a2))),f20(a1,f132(f132(a1,a2),a2),a1),f149(a1)),a162)),x13261))),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),x13262)))),f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a2),f132(a1,a2)),f21(a1,f132(a1,a2),a2),f149(a1)),x13261))),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),f131(a1,a1,a162,x13262))))))
% 1.59/1.75 [1121]~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11211),a5))+P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11211),x11212)),a5))
% 1.59/1.75 [1122]~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11221),a5))+P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11221),x11222)),a5))
% 1.59/1.75 [1247]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f107(x12472,x12471)),f131(a1,a1,x12471,f107(x12472,x12471))))+P7(f131(f132(a1,a2),a2,f138(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f131(f132(a1,a1),f132(a1,f132(a1,a2)),f131(f132(a1,f132(a1,a2)),f132(f132(a1,a1),f132(a1,f132(a1,a2))),f20(a1,f132(a1,a2),a1),f155(a1)),x12471)),x12472))))
% 1.59/1.75 [1327]~P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),f164(a1)),x13271))+E(f131(a1,a1,a162,f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a2),f132(a1,a2)),f21(a1,f132(a1,a2),a2),f131(f132(a1,a1),f132(a1,f132(f132(a1,a2),a2)),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a1),f132(a1,f132(f132(a1,a2),a2))),f20(a1,f132(f132(a1,a2),a2),a1),f149(a1)),a162)),x13271))),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),x13272))))),f131(f132(a1,a2),a1,f133(a1),f131(f132(a1,a2),f132(a1,a2),f19(a1),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(a2,a2)),f132(f132(a1,a2),f132(a1,a2)),f24(a1,a2,a2),f131(f132(a1,a2),f132(a1,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(a1,a2),f132(a1,f132(a2,a2))),f20(a2,f132(a2,a2),a1),a134),f131(f132(a1,a2),f132(a1,a2),f131(f132(a1,f132(f132(a1,a2),a2)),f132(f132(a1,a2),f132(a1,a2)),f21(a1,f132(a1,a2),a2),f149(a1)),x13271))),f131(a1,f132(a1,a2),f131(f132(a1,f132(a1,a2)),f132(a1,f132(a1,a2)),f21(a1,a1,a2),f156(a1)),f131(a1,a1,a162,x13272))))))
% 1.59/1.75 [623]~P18(x6232)+E(f131(x6231,x6232,f166(f132(x6231,x6232)),x6233),f166(x6232))
% 1.59/1.75 [676]~P10(x6761)+E(f131(x6761,x6761,f131(x6761,f132(x6761,x6761),f153(x6761),x6762),x6763),f131(x6761,x6761,f131(x6761,f132(x6761,x6761),f153(x6761),x6763),x6762))
% 1.59/1.75 [702]~E(f131(x7021,x7021,f17(x7021),x7022),f131(x7021,x7021,f17(x7021),x7023))+P7(f131(x7021,a2,f131(x7021,f132(x7021,a2),f136(x7021),x7022),x7023))
% 1.59/1.75 [714]E(x7141,x7142)+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7143),x7141),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7143),x7142))
% 1.59/1.75 [715]E(x7151,x7152)+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7151),x7153),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7152),x7153))
% 1.59/1.75 [731]~P7(f131(x7311,a2,x7313,x7312))+P7(f131(f132(x7311,a2),a2,f131(x7311,f132(f132(x7311,a2),a2),f149(x7311),x7312),x7313))
% 1.59/1.75 [735]~E(x7352,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x7351),x7353))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x7351),x7352))
% 1.59/1.75 [738]E(f131(x7381,x7382,x7383,f52(x7381,x7382,x7383)),f131(x7381,x7382,x7383,f60(x7381,x7382,x7383)))+P7(f131(f132(x7381,a2),a2,f131(f132(x7381,x7382),f132(f132(x7381,a2),a2),f145(x7381,x7382),x7383),f166(f132(x7381,a2))))
% 1.59/1.75 [745]E(f131(x7451,x7451,f17(x7451),x7452),f131(x7451,x7451,f17(x7451),x7453))+~P7(f131(x7451,a2,f131(x7451,f132(x7451,a2),f136(x7451),x7452),x7453))
% 1.59/1.75 [775]~E(f131(x7751,x7751,f17(x7751),f52(x7751,x7752,x7753)),f131(x7751,x7751,f17(x7751),f60(x7751,x7752,x7753)))+P7(f131(f132(x7751,a2),a2,f131(f132(x7751,x7752),f132(f132(x7751,a2),a2),f145(x7751,x7752),x7753),f166(f132(x7751,a2))))
% 1.59/1.75 [785]P7(f131(x7851,a2,x7852,x7853))+~P7(f131(f132(x7851,a2),a2,f131(x7851,f132(f132(x7851,a2),a2),f149(x7851),x7853),x7852))
% 1.59/1.75 [761]~E(f131(f132(x7611,a2),f132(x7611,a2),f17(f132(x7611,a2)),x7613),f131(f132(x7611,a2),f132(x7611,a2),f17(f132(x7611,a2)),x7612))+P7(f131(f132(x7611,a2),a2,f131(f132(x7611,a2),f132(f132(x7611,a2),a2),f155(f132(x7611,a2)),x7612),x7613))
% 1.59/1.75 [767]~E(f131(f132(x7671,a2),f132(x7671,a2),f17(f132(x7671,a2)),x7672),f131(f132(x7671,a2),f132(x7671,a2),f17(f132(x7671,a2)),x7673))+P7(f131(f132(x7671,a2),a2,f131(f132(x7671,a2),f132(f132(x7671,a2),a2),f155(f132(x7671,a2)),x7672),x7673))
% 1.59/1.75 [828]P7(f131(f132(x8281,a2),a2,f131(x8281,f132(f132(x8281,a2),a2),f149(x8281),f63(x8281,x8282,x8283)),x8283))+P7(f131(f132(x8281,a2),a2,f131(f132(x8281,a2),f132(f132(x8281,a2),a2),f155(f132(x8281,a2)),x8283),x8282))
% 1.59/1.75 [831]~E(f131(f132(x8311,a2),f132(x8311,a2),f17(f132(x8311,a2)),x8312),f131(f132(x8311,a2),f132(x8311,a2),f17(f132(x8311,a2)),x8313))+~P7(f131(f132(x8311,a2),a2,f131(f132(x8311,a2),f132(f132(x8311,a2),a2),f156(f132(x8311,a2)),x8312),x8313))
% 1.59/1.75 [832]~E(x8322,f131(a1,a1,a162,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x8321),x8323)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8321),x8322))
% 1.59/1.75 [895]~P7(f131(f132(x8951,a2),a2,f131(f132(x8951,a2),f132(f132(x8951,a2),a2),f156(f132(x8951,a2)),x8952),x8953))+P7(f131(f132(x8951,a2),a2,f131(f132(x8951,a2),f132(f132(x8951,a2),a2),f155(f132(x8951,a2)),x8952),x8953))
% 1.59/1.75 [909]~P7(f131(f132(x9091,a2),a2,f131(x9091,f132(f132(x9091,a2),a2),f149(x9091),f63(x9091,x9093,x9092)),x9093))+P7(f131(f132(x9091,a2),a2,f131(f132(x9091,a2),f132(f132(x9091,a2),a2),f155(f132(x9091,a2)),x9092),x9093))
% 1.59/1.75 [962]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9621),x9623))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9621),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9622),x9623)))
% 1.59/1.75 [964]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9641),x9642))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9641),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9642),x9643)))
% 1.59/1.75 [966]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9661),x9663))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9661),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9662),x9663)))
% 1.59/1.75 [968]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9681),x9682))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9681),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9682),x9683)))
% 1.59/1.75 [1066]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10662),x10663))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10661),x10662)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10661),x10663)))
% 1.59/1.75 [1067]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10671),x10673))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10671),x10672)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10673),x10672)))
% 1.59/1.75 [1068]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10682),x10683))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10681),x10682)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10681),x10683)))
% 1.59/1.75 [1069]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10691),x10693))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10691),x10692)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10693),x10692)))
% 1.59/1.75 [1110]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x11101),x11102))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11103),x11101)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11103),x11102)))
% 1.59/1.75 [1111]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x11111),x11112))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11113),x11111)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11113),x11112)))
% 1.59/1.75 [1147]~P7(f131(f132(x11471,a2),a2,f131(f132(x11471,a2),f132(f132(x11471,a2),a2),f155(f132(x11471,a2)),x11472),x11473))+P7(f131(f132(x11471,a2),a2,f131(f132(x11471,a2),f132(f132(x11471,a2),a2),f155(f132(x11471,a2)),f131(f132(x11471,a2),f132(x11471,a2),f131(f132(x11471,f132(f132(x11471,a2),a2)),f132(f132(x11471,a2),f132(x11471,a2)),f21(x11471,f132(x11471,a2),a2),f149(x11471)),x11472)),f131(f132(x11471,a2),f132(x11471,a2),f131(f132(x11471,f132(f132(x11471,a2),a2)),f132(f132(x11471,a2),f132(x11471,a2)),f21(x11471,f132(x11471,a2),a2),f149(x11471)),x11473)))
% 1.59/1.75 [1176]~P7(f131(f132(x11761,a2),a2,f131(f132(x11761,a2),f132(f132(x11761,a2),a2),f155(f132(x11761,a2)),f131(f132(x11761,a2),f132(x11761,a2),f131(f132(x11761,f132(f132(x11761,a2),a2)),f132(f132(x11761,a2),f132(x11761,a2)),f21(x11761,f132(x11761,a2),a2),f149(x11761)),x11762)),f131(f132(x11761,a2),f132(x11761,a2),f131(f132(x11761,f132(f132(x11761,a2),a2)),f132(f132(x11761,a2),f132(x11761,a2)),f21(x11761,f132(x11761,a2),a2),f149(x11761)),x11763)))+P7(f131(f132(x11761,a2),a2,f131(f132(x11761,a2),f132(f132(x11761,a2),a2),f155(f132(x11761,a2)),x11762),x11763))
% 1.59/1.75 [1080]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10801),x10802))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10801),x10803)),x10802))
% 1.59/1.75 [1083]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10831),x10832))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10833),x10831)),x10832))
% 1.59/1.75 [1084]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10841),x10842))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10841),x10843)),x10842))
% 1.59/1.75 [1145]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f89(x11451,x11452,x11453)),f90(x11451,x11452,x11453)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(a1,a1,x11453,x11451)),x11452)),f131(a1,a1,x11453,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11451),x11452))))
% 1.59/1.75 [1168]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,x11681,f89(x11682,x11683,x11681))),f131(a1,a1,x11681,f90(x11682,x11683,x11681))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(a1,a1,x11681,x11682)),x11683)),f131(a1,a1,x11681,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x11682),x11683))))
% 1.59/1.75 [1248]~P7(f131(f132(x12481,a2),a2,f138(x12481),f131(f132(x12481,a2),f132(x12481,a2),f19(x12481),x12483)))+P7(f131(f132(x12481,a2),a2,f138(x12481),f131(f132(x12481,a2),f132(x12481,a2),f19(x12481),f131(f132(x12481,a2),f132(x12481,a2),f131(f132(x12481,f132(a2,a2)),f132(f132(x12481,a2),f132(x12481,a2)),f24(x12481,a2,a2),f131(f132(x12481,a2),f132(x12481,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(x12481,a2),f132(x12481,f132(a2,a2))),f20(a2,f132(a2,a2),x12481),a134),x12482)),x12483))))
% 1.59/1.75 [1249]~P7(f131(f132(x12491,a2),a2,f138(x12491),f131(f132(x12491,a2),f132(x12491,a2),f19(x12491),x12492)))+P7(f131(f132(x12491,a2),a2,f138(x12491),f131(f132(x12491,a2),f132(x12491,a2),f19(x12491),f131(f132(x12491,a2),f132(x12491,a2),f131(f132(x12491,f132(a2,a2)),f132(f132(x12491,a2),f132(x12491,a2)),f24(x12491,a2,a2),f131(f132(x12491,a2),f132(x12491,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(x12491,a2),f132(x12491,f132(a2,a2))),f20(a2,f132(a2,a2),x12491),a134),x12492)),x12493))))
% 1.59/1.75 [1290]P7(f131(f132(x12901,a2),a2,f138(x12901),f131(f132(x12901,a2),f132(x12901,a2),f19(x12901),x12902)))+~P7(f131(f132(x12901,a2),a2,f138(x12901),f131(f132(x12901,a2),f132(x12901,a2),f19(x12901),f131(f132(x12901,a2),f132(x12901,a2),f131(f132(x12901,f132(a2,a2)),f132(f132(x12901,a2),f132(x12901,a2)),f24(x12901,a2,a2),f131(f132(x12901,a2),f132(x12901,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(x12901,a2),f132(x12901,f132(a2,a2))),f20(a2,f132(a2,a2),x12901),a135),x12903)),x12902))))
% 1.59/1.75 [1291]P7(f131(f132(x12911,a2),a2,f138(x12911),f131(f132(x12911,a2),f132(x12911,a2),f19(x12911),x12912)))+~P7(f131(f132(x12911,a2),a2,f138(x12911),f131(f132(x12911,a2),f132(x12911,a2),f19(x12911),f131(f132(x12911,a2),f132(x12911,a2),f131(f132(x12911,f132(a2,a2)),f132(f132(x12911,a2),f132(x12911,a2)),f24(x12911,a2,a2),f131(f132(x12911,a2),f132(x12911,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(x12911,a2),f132(x12911,f132(a2,a2))),f20(a2,f132(a2,a2),x12911),a135),x12912)),x12913))))
% 1.59/1.75 [746]~E(f131(x7461,x7462,x7463,f42(x7461,x7462,x7463,x7464)),f131(x7461,x7462,x7464,f42(x7461,x7462,x7463,x7464)))+E(f131(f132(x7461,x7462),f132(x7461,x7462),f17(f132(x7461,x7462)),x7463),f131(f132(x7461,x7462),f132(x7461,x7462),f17(f132(x7461,x7462)),x7464))
% 1.59/1.75 [787]E(f131(x7871,x7872,x7873,f53(x7871,x7872,x7873,x7874)),f131(x7871,x7872,x7873,f56(x7871,x7872,x7873,x7874)))+P7(f131(f132(x7871,a2),a2,f131(f132(x7871,x7872),f132(f132(x7871,a2),a2),f145(x7871,x7872),x7873),x7874))
% 1.59/1.75 [788]E(f131(x7881,x7882,x7883,f97(x7882,x7881,x7883,x7884)),f131(x7881,x7882,x7883,f100(x7882,x7881,x7883,x7884)))+P7(f131(f132(x7881,a2),a2,f131(f132(x7881,x7882),f132(f132(x7881,a2),a2),f145(x7881,x7882),x7883),x7884))
% 1.59/1.75 [829]~E(f131(x8291,x8291,f17(x8291),f53(x8291,x8292,x8293,x8294)),f131(x8291,x8291,f17(x8291),f56(x8291,x8292,x8293,x8294)))+P7(f131(f132(x8291,a2),a2,f131(f132(x8291,x8292),f132(f132(x8291,a2),a2),f145(x8291,x8292),x8293),x8294))
% 1.59/1.75 [830]~E(f131(x8301,x8301,f17(x8301),f97(x8302,x8301,x8303,x8304)),f131(x8301,x8301,f17(x8301),f100(x8302,x8301,x8303,x8304)))+P7(f131(f132(x8301,a2),a2,f131(f132(x8301,x8302),f132(f132(x8301,a2),a2),f145(x8301,x8302),x8303),x8304))
% 1.59/1.75 [917]P7(f131(f132(x9171,a2),a2,f131(x9171,f132(f132(x9171,a2),a2),f149(x9171),f53(x9171,x9172,x9173,x9174)),x9174))+P7(f131(f132(x9171,a2),a2,f131(f132(x9171,x9172),f132(f132(x9171,a2),a2),f145(x9171,x9172),x9173),x9174))
% 1.59/1.75 [918]P7(f131(f132(x9181,a2),a2,f131(x9181,f132(f132(x9181,a2),a2),f149(x9181),f56(x9181,x9182,x9183,x9184)),x9184))+P7(f131(f132(x9181,a2),a2,f131(f132(x9181,x9182),f132(f132(x9181,a2),a2),f145(x9181,x9182),x9183),x9184))
% 1.59/1.75 [919]P7(f131(f132(x9191,a2),a2,f131(x9191,f132(f132(x9191,a2),a2),f149(x9191),f97(x9192,x9191,x9193,x9194)),x9194))+P7(f131(f132(x9191,a2),a2,f131(f132(x9191,x9192),f132(f132(x9191,a2),a2),f145(x9191,x9192),x9193),x9194))
% 1.59/1.75 [920]P7(f131(f132(x9201,a2),a2,f131(x9201,f132(f132(x9201,a2),a2),f149(x9201),f100(x9202,x9201,x9203,x9204)),x9204))+P7(f131(f132(x9201,a2),a2,f131(f132(x9201,x9202),f132(f132(x9201,a2),a2),f145(x9201,x9202),x9203),x9204))
% 1.59/1.75 [948]E(f131(x9481,x9482,f131(f132(x9482,x9481),f132(x9481,x9482),f131(f132(x9482,a2),f132(f132(x9482,x9481),f132(x9481,x9482)),f144(x9482,x9481),f166(f132(x9482,a2))),x9483),f131(x9482,x9481,x9483,x9484)),f131(x9482,x9482,f17(x9482),x9484))+~P7(f131(f132(x9482,a2),a2,f131(f132(x9482,x9481),f132(f132(x9482,a2),a2),f145(x9482,x9481),x9483),f166(f132(x9482,a2))))
% 1.59/1.75 [1021]P7(f131(f152(x10211,x10212),a2,x10213,x10214))+~P7(f131(f152(x10211,x10212),a2,x10213,f131(x10212,f152(x10211,x10212),f131(x10211,f132(x10212,f152(x10211,x10212)),f160(x10211,x10212),f110(x10211,x10212,x10213)),f120(x10211,x10212,x10213))))
% 1.59/1.75 [1124]~P7(f131(f132(x11241,a2),a2,f131(f132(x11241,x11243),f132(f132(x11241,a2),a2),f145(x11241,x11243),x11244),f166(f132(x11241,a2))))+P7(f131(f132(x11241,a2),a2,f131(f132(x11241,f132(x11242,x11243)),f132(f132(x11241,a2),a2),f145(x11241,f132(x11242,x11243)),f131(f132(x11241,x11243),f132(x11241,f132(x11242,x11243)),f131(f132(x11243,f132(x11242,x11243)),f132(f132(x11241,x11243),f132(x11241,f132(x11242,x11243))),f20(x11243,f132(x11242,x11243),x11241),f23(x11243,x11242)),x11244)),f166(f132(x11241,a2))))
% 1.59/1.75 [1137]~P7(f131(f132(x11372,a2),a2,f138(x11372),x11374))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(f132(x11371,a2),a1,f133(x11371),f131(f132(x11372,a2),f132(x11371,a2),f131(f132(x11372,x11371),f132(f132(x11372,a2),f132(x11371,a2)),f146(x11372,x11371),x11373),x11374))),f131(f132(x11372,a2),a1,f133(x11372),x11374)))
% 1.59/1.75 [1181]~P7(f131(f132(x11811,a2),a2,f131(f132(x11811,x11812),f132(f132(x11811,a2),a2),f145(x11811,x11812),x11813),x11814))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(f132(x11812,a2),a1,f133(x11812),f131(f132(x11811,a2),f132(x11812,a2),f131(f132(x11811,x11812),f132(f132(x11811,a2),f132(x11812,a2)),f146(x11811,x11812),x11813),x11814))),f131(f132(x11811,a2),a1,f133(x11811),x11814)))
% 1.59/1.75 [795]P7(f131(f132(x7952,a2),a2,f138(x7952),x7954))+E(f131(f132(f167(x7951,x7952),a2),a1,f133(f167(x7951,x7952)),f131(f132(x7952,a2),f132(f167(x7951,x7952),a2),f131(f132(x7951,a2),f132(f132(x7952,a2),f132(f167(x7951,x7952),a2)),f168(x7951,x7952),x7953),x7954)),f164(a1))
% 1.59/1.75 [796]P7(f131(f132(x7961,a2),a2,f138(x7961),x7963))+E(f131(f132(f167(x7961,x7962),a2),a1,f133(f167(x7961,x7962)),f131(f132(x7962,a2),f132(f167(x7961,x7962),a2),f131(f132(x7961,a2),f132(f132(x7962,a2),f132(f167(x7961,x7962),a2)),f168(x7961,x7962),x7963),x7964)),f164(a1))
% 1.59/1.75 [859]~P10(x8591)+E(f131(x8591,x8591,f131(x8591,f132(x8591,x8591),f153(x8591),x8592),f131(x8591,x8591,f131(x8591,f132(x8591,x8591),f153(x8591),x8593),x8594)),f131(x8591,x8591,f131(x8591,f132(x8591,x8591),f153(x8591),x8593),f131(x8591,x8591,f131(x8591,f132(x8591,x8591),f153(x8591),x8592),x8594)))
% 1.59/1.75 [922]~P7(f131(f132(x9222,a2),a2,f138(x9222),x9224))+P7(f131(f132(x9221,a2),a2,f138(x9221),f131(f132(x9222,a2),f132(x9221,a2),f131(f132(x9222,x9221),f132(f132(x9222,a2),f132(x9221,a2)),f146(x9222,x9221),x9223),x9224)))
% 1.59/1.75 [1047]P7(f131(f132(x10471,a2),a2,f138(x10471),x10472))+~P7(f131(f132(f167(x10473,x10471),a2),a2,f138(f167(x10473,x10471)),f131(f132(x10471,a2),f132(f167(x10473,x10471),a2),f131(f132(x10473,a2),f132(f132(x10471,a2),f132(f167(x10473,x10471),a2)),f168(x10473,x10471),x10474),x10472)))
% 1.59/1.75 [1048]P7(f131(f132(x10481,a2),a2,f138(x10481),x10482))+~P7(f131(f132(f167(x10481,x10483),a2),a2,f138(f167(x10481,x10483)),f131(f132(x10483,a2),f132(f167(x10481,x10483),a2),f131(f132(x10481,a2),f132(f132(x10483,a2),f132(f167(x10481,x10483),a2)),f168(x10481,x10483),x10482),x10484)))
% 1.59/1.75 [932]~P3(x9321)+E(f131(x9321,x9321,f131(x9321,f132(x9321,x9321),f153(x9321),f131(x9321,x9321,f131(x9321,f132(x9321,x9321),f153(x9321),x9322),x9323)),x9324),f131(x9321,x9321,f131(x9321,f132(x9321,x9321),f153(x9321),x9322),f131(x9321,x9321,f131(x9321,f132(x9321,x9321),f153(x9321),x9323),x9324)))
% 1.59/1.75 [933]~P10(x9331)+E(f131(x9331,x9331,f131(x9331,f132(x9331,x9331),f153(x9331),f131(x9331,x9331,f131(x9331,f132(x9331,x9331),f153(x9331),x9332),x9333)),x9334),f131(x9331,x9331,f131(x9331,f132(x9331,x9331),f153(x9331),x9332),f131(x9331,x9331,f131(x9331,f132(x9331,x9331),f153(x9331),x9333),x9334)))
% 1.59/1.75 [981]P7(f131(x9811,a2,f131(x9812,f132(x9811,a2),x9813,f65(x9811,x9812,x9814,x9813)),f79(x9811,x9812,x9814,x9813)))+P7(f131(f132(x9812,f132(x9811,a2)),a2,f131(f132(x9812,f132(x9811,a2)),f132(f132(x9812,f132(x9811,a2)),a2),f155(f132(x9812,f132(x9811,a2))),x9813),x9814))
% 1.59/1.75 [997]~P10(x9971)+E(f131(x9971,x9971,f131(x9971,f132(x9971,x9971),f153(x9971),f131(x9971,x9971,f131(x9971,f132(x9971,x9971),f153(x9971),x9972),x9973)),x9974),f131(x9971,x9971,f131(x9971,f132(x9971,x9971),f153(x9971),f131(x9971,x9971,f131(x9971,f132(x9971,x9971),f153(x9971),x9972),x9974)),x9973))
% 1.59/1.75 [1043]~P7(f131(x10432,a2,f131(x10431,f132(x10432,a2),x10434,f65(x10432,x10431,x10434,x10433)),f79(x10432,x10431,x10434,x10433)))+P7(f131(f132(x10431,f132(x10432,a2)),a2,f131(f132(x10431,f132(x10432,a2)),f132(f132(x10431,f132(x10432,a2)),a2),f155(f132(x10431,f132(x10432,a2))),x10433),x10434))
% 1.59/1.75 [1140]~E(f131(a3,a3,f17(a3),x11401),f131(a3,a3,f17(a3),x11402))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11403),x11401)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11404),x11402)))
% 1.59/1.75 [1141]~E(f131(a3,a3,f17(a3),x11411),f131(a3,a3,f17(a3),x11412))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11411),x11413)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11414),x11412)))
% 1.59/1.75 [1328]~P7(f131(f132(f152(x13281,x13282),a2),a2,f131(f132(f152(x13281,x13282),a2),f132(f132(f152(x13281,x13282),a2),a2),f155(f132(f152(x13281,x13282),a2)),x13283),x13284))+P7(f131(f132(x13281,f132(x13282,a2)),a2,f131(f132(x13281,f132(x13282,a2)),f132(f132(x13281,f132(x13282,a2)),a2),f155(f132(x13281,f132(x13282,a2))),f131(f132(f152(x13281,x13282),a2),f132(x13281,f132(x13282,a2)),f131(f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f132(f132(f152(x13281,x13282),a2),f132(x13281,f132(x13282,a2))),f21(x13281,f132(f152(x13281,x13282),a2),f132(x13282,a2)),f131(f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f131(f132(f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f132(f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2)))),f20(f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(f152(x13281,x13282),a2),f132(x13282,a2)),x13281),f21(x13282,f132(f152(x13281,x13282),a2),a2)),f131(f132(x13281,f132(x13282,f152(x13281,x13282))),f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f131(f132(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(f132(x13281,f132(x13282,f152(x13281,x13282))),f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)))),f20(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),x13281),f131(f132(f152(x13281,x13282),f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f20(f152(x13281,x13282),f132(f132(f152(x13281,x13282),a2),a2),x13282),f149(f152(x13281,x13282)))),f160(x13281,x13282)))),x13283)),f131(f132(f152(x13281,x13282),a2),f132(x13281,f132(x13282,a2)),f131(f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f132(f132(f152(x13281,x13282),a2),f132(x13281,f132(x13282,a2))),f21(x13281,f132(f152(x13281,x13282),a2),f132(x13282,a2)),f131(f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f131(f132(f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(f152(x13281,x13282),a2),f132(x13282,a2))),f132(f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(x13281,f132(f132(f152(x13281,x13282),a2),f132(x13282,a2)))),f20(f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(f152(x13281,x13282),a2),f132(x13282,a2)),x13281),f21(x13282,f132(f152(x13281,x13282),a2),a2)),f131(f132(x13281,f132(x13282,f152(x13281,x13282))),f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f131(f132(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f132(f132(x13281,f132(x13282,f152(x13281,x13282))),f132(x13281,f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)))),f20(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2)),x13281),f131(f132(f152(x13281,x13282),f132(f132(f152(x13281,x13282),a2),a2)),f132(f132(x13282,f152(x13281,x13282)),f132(x13282,f132(f132(f152(x13281,x13282),a2),a2))),f20(f152(x13281,x13282),f132(f132(f152(x13281,x13282),a2),a2),x13282),f149(f152(x13281,x13282)))),f160(x13281,x13282)))),x13284)))
% 1.59/1.75 [1329]P7(f131(f132(f152(x13291,x13292),a2),a2,f131(f132(f152(x13291,x13292),a2),f132(f132(f152(x13291,x13292),a2),a2),f155(f132(f152(x13291,x13292),a2)),x13293),x13294))+~P7(f131(f132(x13291,f132(x13292,a2)),a2,f131(f132(x13291,f132(x13292,a2)),f132(f132(x13291,f132(x13292,a2)),a2),f155(f132(x13291,f132(x13292,a2))),f131(f132(f152(x13291,x13292),a2),f132(x13291,f132(x13292,a2)),f131(f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f132(f132(f152(x13291,x13292),a2),f132(x13291,f132(x13292,a2))),f21(x13291,f132(f152(x13291,x13292),a2),f132(x13292,a2)),f131(f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f131(f132(f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f132(f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2)))),f20(f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(f152(x13291,x13292),a2),f132(x13292,a2)),x13291),f21(x13292,f132(f152(x13291,x13292),a2),a2)),f131(f132(x13291,f132(x13292,f152(x13291,x13292))),f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f131(f132(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(f132(x13291,f132(x13292,f152(x13291,x13292))),f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)))),f20(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),x13291),f131(f132(f152(x13291,x13292),f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f20(f152(x13291,x13292),f132(f132(f152(x13291,x13292),a2),a2),x13292),f149(f152(x13291,x13292)))),f160(x13291,x13292)))),x13293)),f131(f132(f152(x13291,x13292),a2),f132(x13291,f132(x13292,a2)),f131(f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f132(f132(f152(x13291,x13292),a2),f132(x13291,f132(x13292,a2))),f21(x13291,f132(f152(x13291,x13292),a2),f132(x13292,a2)),f131(f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f131(f132(f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(f152(x13291,x13292),a2),f132(x13292,a2))),f132(f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(x13291,f132(f132(f152(x13291,x13292),a2),f132(x13292,a2)))),f20(f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(f152(x13291,x13292),a2),f132(x13292,a2)),x13291),f21(x13292,f132(f152(x13291,x13292),a2),a2)),f131(f132(x13291,f132(x13292,f152(x13291,x13292))),f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f131(f132(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f132(f132(x13291,f132(x13292,f152(x13291,x13292))),f132(x13291,f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)))),f20(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2)),x13291),f131(f132(f152(x13291,x13292),f132(f132(f152(x13291,x13292),a2),a2)),f132(f132(x13292,f152(x13291,x13292)),f132(x13292,f132(f132(f152(x13291,x13292),a2),a2))),f20(f152(x13291,x13292),f132(f132(f152(x13291,x13292),a2),a2),x13292),f149(f152(x13291,x13292)))),f160(x13291,x13292)))),x13294)))
% 1.59/1.75 [1093]~E(f131(f132(x10931,a2),f132(x10932,a2),f131(f132(x10931,x10932),f132(f132(x10931,a2),f132(x10932,a2)),f146(x10931,x10932),x10933),f166(f132(x10931,a2))),f166(f132(x10932,a2)))+E(f131(f132(x10931,a2),f132(x10932,a2),f131(f132(x10931,x10932),f132(f132(x10931,a2),f132(x10932,a2)),f146(x10931,x10932),x10933),f131(f132(x10932,a2),f132(x10931,a2),f131(f132(x10932,x10931),f132(f132(x10932,a2),f132(x10931,a2)),f146(x10932,x10931),f131(f132(x10931,x10932),f132(x10932,x10931),f131(f132(x10931,a2),f132(f132(x10931,x10932),f132(x10932,x10931)),f144(x10931,x10932),f166(f132(x10931,a2))),x10933)),x10934)),f131(f132(x10932,a2),f132(x10932,a2),f17(f132(x10932,a2)),x10934))
% 1.59/1.75 [908]~P7(f131(f152(x9081,x9082),a2,x9083,f101(x9081,x9082,x9083)))+P7(f131(f152(x9081,x9082),a2,x9083,f131(x9082,f152(x9081,x9082),f131(x9081,f132(x9082,f152(x9081,x9082)),f160(x9081,x9082),x9084),x9085)))
% 1.59/1.75 [977]~E(f131(x9771,x9771,f17(x9771),x9772),f131(x9773,x9771,x9774,x9775))+P7(f131(f132(x9771,a2),a2,f131(x9771,f132(f132(x9771,a2),a2),f149(x9771),x9772),f131(f132(x9773,a2),f132(x9771,a2),f131(f132(x9773,x9771),f132(f132(x9773,a2),f132(x9771,a2)),f146(x9773,x9771),x9774),f166(f132(x9773,a2)))))
% 1.59/1.75 [1053]~P7(f131(f132(x10532,a2),a2,f131(x10532,f132(f132(x10532,a2),a2),f149(x10532),x10534),x10535))+P7(f131(f132(x10531,a2),a2,f131(x10531,f132(f132(x10531,a2),a2),f149(x10531),f131(x10532,x10531,x10533,x10534)),f131(f132(x10532,a2),f132(x10531,a2),f131(f132(x10532,x10531),f132(f132(x10532,a2),f132(x10531,a2)),f146(x10532,x10531),x10533),x10535)))
% 1.59/1.75 [1054]~P10(x10541)+E(f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),x10542),x10543)),f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),x10544),x10545)),f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),x10542),x10544)),f131(x10541,x10541,f131(x10541,f132(x10541,x10541),f153(x10541),x10543),x10545)))
% 1.59/1.75 [1060]E(f131(x10601,x10601,f17(x10601),x10602),f131(x10603,x10601,x10604,f32(x10601,x10603,x10602,x10604,x10605)))+~P7(f131(f132(x10601,a2),a2,f131(x10601,f132(f132(x10601,a2),a2),f149(x10601),x10602),f131(f132(x10603,a2),f132(x10601,a2),f131(f132(x10603,x10601),f132(f132(x10603,a2),f132(x10601,a2)),f146(x10603,x10601),x10604),x10605)))
% 1.59/1.75 [1087]E(f131(f132(x10871,a2),f132(x10872,a2),f131(f132(x10871,x10872),f132(f132(x10871,a2),f132(x10872,a2)),f146(x10871,x10872),x10873),f33(x10872,x10871,x10874,x10873,x10875)),f131(f132(x10872,a2),f132(x10872,a2),f17(f132(x10872,a2)),x10874))+~P7(f131(f132(x10872,a2),a2,f131(f132(x10872,a2),f132(f132(x10872,a2),a2),f155(f132(x10872,a2)),x10874),f131(f132(x10871,a2),f132(x10872,a2),f131(f132(x10871,x10872),f132(f132(x10871,a2),f132(x10872,a2)),f146(x10871,x10872),x10873),x10875)))
% 1.59/1.75 [1112]~P7(f131(f132(x11122,a2),a2,f131(f132(x11122,a2),f132(f132(x11122,a2),a2),f155(f132(x11122,a2)),x11124),x11125))+P7(f131(f132(x11121,a2),a2,f131(f132(x11121,a2),f132(f132(x11121,a2),a2),f155(f132(x11121,a2)),f131(f132(x11122,a2),f132(x11121,a2),f131(f132(x11122,x11121),f132(f132(x11122,a2),f132(x11121,a2)),f146(x11122,x11121),x11123),x11124)),f131(f132(x11122,a2),f132(x11121,a2),f131(f132(x11122,x11121),f132(f132(x11122,a2),f132(x11121,a2)),f146(x11122,x11121),x11123),x11125)))
% 1.59/1.75 [1125]P7(f131(f132(x11251,a2),a2,f131(x11251,f132(f132(x11251,a2),a2),f149(x11251),f59(x11252,x11251,x11253,x11254,x11255)),x11255))+P7(f131(f132(f132(x11251,x11252),a2),a2,f131(f132(x11251,x11252),f132(f132(f132(x11251,x11252),a2),a2),f149(f132(x11251,x11252)),x11253),f131(f132(x11251,f132(x11252,a2)),f132(f132(x11251,x11252),a2),f131(f132(x11251,a2),f132(f132(x11251,f132(x11252,a2)),f132(f132(x11251,x11252),a2)),f159(x11251,x11252),x11255),x11254)))
% 1.59/1.75 [1126]P7(f131(f132(x11261,a2),a2,f131(x11261,f132(f132(x11261,a2),a2),f149(x11261),f98(x11262,x11261,x11263,x11264,x11265)),x11265))+P7(f131(f132(f132(x11261,x11262),a2),a2,f131(f132(x11261,x11262),f132(f132(f132(x11261,x11262),a2),a2),f149(f132(x11261,x11262)),x11263),f131(f132(x11261,f132(x11262,a2)),f132(f132(x11261,x11262),a2),f131(f132(x11261,a2),f132(f132(x11261,f132(x11262,a2)),f132(f132(x11261,x11262),a2)),f159(x11261,x11262),x11265),x11264)))
% 1.59/1.75 [1129]P7(f131(f132(x11291,a2),a2,f131(x11291,f132(f132(x11291,a2),a2),f149(x11291),f32(x11292,x11291,x11293,x11294,x11295)),x11295))+~P7(f131(f132(x11292,a2),a2,f131(x11292,f132(f132(x11292,a2),a2),f149(x11292),x11293),f131(f132(x11291,a2),f132(x11292,a2),f131(f132(x11291,x11292),f132(f132(x11291,a2),f132(x11292,a2)),f146(x11291,x11292),x11294),x11295)))
% 1.59/1.75 [1132]P7(f131(f132(x11321,a2),a2,f131(f132(x11321,a2),f132(f132(x11321,a2),a2),f155(f132(x11321,a2)),f33(x11322,x11321,x11323,x11324,x11325)),x11325))+~P7(f131(f132(x11322,a2),a2,f131(f132(x11322,a2),f132(f132(x11322,a2),a2),f155(f132(x11322,a2)),x11323),f131(f132(x11321,a2),f132(x11322,a2),f131(f132(x11321,x11322),f132(f132(x11321,a2),f132(x11322,a2)),f146(x11321,x11322),x11324),x11325)))
% 1.59/1.75 [1148]~P7(f131(f132(x11481,a2),a2,f131(f132(x11481,a2),f132(f132(x11481,a2),a2),f155(f132(x11481,a2)),x11485),x11483))+P7(f131(f132(f132(x11481,x11482),a2),a2,f131(f132(f132(x11481,x11482),a2),f132(f132(f132(x11481,x11482),a2),a2),f155(f132(f132(x11481,x11482),a2)),f131(f132(x11481,f132(x11482,a2)),f132(f132(x11481,x11482),a2),f131(f132(x11481,a2),f132(f132(x11481,f132(x11482,a2)),f132(f132(x11481,x11482),a2)),f159(x11481,x11482),x11483),x11484)),f131(f132(x11481,f132(x11482,a2)),f132(f132(x11481,x11482),a2),f131(f132(x11481,a2),f132(f132(x11481,f132(x11482,a2)),f132(f132(x11481,x11482),a2)),f159(x11481,x11482),x11485),x11484)))
% 1.59/1.75 [1174]P7(f131(f132(x11741,a2),a2,f131(x11741,f132(f132(x11741,a2),a2),f149(x11741),f80(x11742,x11741,x11743,x11744,x11745)),x11745))+P7(f131(f132(f132(x11741,x11742),a2),a2,f131(f132(f132(x11741,x11742),a2),f132(f132(f132(x11741,x11742),a2),a2),f155(f132(f132(x11741,x11742),a2)),f131(f132(x11741,f132(x11742,a2)),f132(f132(x11741,x11742),a2),f131(f132(x11741,a2),f132(f132(x11741,f132(x11742,a2)),f132(f132(x11741,x11742),a2)),f159(x11741,x11742),x11745),x11743)),f131(f132(x11741,f132(x11742,a2)),f132(f132(x11741,x11742),a2),f131(f132(x11741,a2),f132(f132(x11741,f132(x11742,a2)),f132(f132(x11741,x11742),a2)),f159(x11741,x11742),x11745),x11744)))
% 1.59/1.75 [1175]~P7(f131(f132(x11753,a2),a2,f138(x11753),f131(f132(x11752,a2),f132(x11753,a2),f131(f132(x11752,x11753),f132(f132(x11752,a2),f132(x11753,a2)),f146(x11752,x11753),x11755),f166(f132(x11752,a2)))))+P7(f131(f132(x11751,a2),a2,f138(x11751),f131(f132(x11752,a2),f132(x11751,a2),f131(f132(x11752,x11751),f132(f132(x11752,a2),f132(x11751,a2)),f146(x11752,x11751),f131(f132(x11752,x11753),f132(x11752,x11751),f131(f132(x11753,x11751),f132(f132(x11752,x11753),f132(x11752,x11751)),f20(x11753,x11751,x11752),x11754),x11755)),f166(f132(x11752,a2)))))
% 1.59/1.75 [1235]~P7(f131(f132(x12352,a2),a2,f131(x12352,f132(f132(x12352,a2),a2),f149(x12352),f131(x12351,x12352,x12353,f59(x12352,x12351,x12353,x12355,x12354))),f131(x12351,f132(x12352,a2),x12355,f59(x12352,x12351,x12353,x12355,x12354))))+P7(f131(f132(f132(x12351,x12352),a2),a2,f131(f132(x12351,x12352),f132(f132(f132(x12351,x12352),a2),a2),f149(f132(x12351,x12352)),x12353),f131(f132(x12351,f132(x12352,a2)),f132(f132(x12351,x12352),a2),f131(f132(x12351,a2),f132(f132(x12351,f132(x12352,a2)),f132(f132(x12351,x12352),a2)),f159(x12351,x12352),x12354),x12355)))
% 1.59/1.75 [1236]~P7(f131(f132(x12362,a2),a2,f131(x12362,f132(f132(x12362,a2),a2),f149(x12362),f131(x12361,x12362,x12363,f98(x12362,x12361,x12363,x12365,x12364))),f131(x12361,f132(x12362,a2),x12365,f98(x12362,x12361,x12363,x12365,x12364))))+P7(f131(f132(f132(x12361,x12362),a2),a2,f131(f132(x12361,x12362),f132(f132(f132(x12361,x12362),a2),a2),f149(f132(x12361,x12362)),x12363),f131(f132(x12361,f132(x12362,a2)),f132(f132(x12361,x12362),a2),f131(f132(x12361,a2),f132(f132(x12361,f132(x12362,a2)),f132(f132(x12361,x12362),a2)),f159(x12361,x12362),x12364),x12365)))
% 1.59/1.75 [1260]~P7(f131(f132(x12602,a2),a2,f131(f132(x12602,a2),f132(f132(x12602,a2),a2),f155(f132(x12602,a2)),f131(x12601,f132(x12602,a2),x12604,f80(x12602,x12601,x12604,x12605,x12603))),f131(x12601,f132(x12602,a2),x12605,f80(x12602,x12601,x12604,x12605,x12603))))+P7(f131(f132(f132(x12601,x12602),a2),a2,f131(f132(f132(x12601,x12602),a2),f132(f132(f132(x12601,x12602),a2),a2),f155(f132(f132(x12601,x12602),a2)),f131(f132(x12601,f132(x12602,a2)),f132(f132(x12601,x12602),a2),f131(f132(x12601,a2),f132(f132(x12601,f132(x12602,a2)),f132(f132(x12601,x12602),a2)),f159(x12601,x12602),x12603),x12604)),f131(f132(x12601,f132(x12602,a2)),f132(f132(x12601,x12602),a2),f131(f132(x12601,a2),f132(f132(x12601,f132(x12602,a2)),f132(f132(x12601,x12602),a2)),f159(x12601,x12602),x12603),x12605)))
% 1.59/1.75 [1091]E(f131(x10911,x10912,x10913,f131(x10912,x10911,f131(f132(x10911,x10912),f132(x10912,x10911),f131(f132(x10911,a2),f132(f132(x10911,x10912),f132(x10912,x10911)),f144(x10911,x10912),x10914),x10913),x10915)),f131(x10912,x10912,f17(x10912),x10915))+~P7(f131(f132(x10912,a2),a2,f131(x10912,f132(f132(x10912,a2),a2),f149(x10912),x10915),f131(f132(x10911,a2),f132(x10912,a2),f131(f132(x10911,x10912),f132(f132(x10911,a2),f132(x10912,a2)),f146(x10911,x10912),x10913),x10914)))
% 1.59/1.75 [1107]~P7(f131(x11072,a2,f131(x11071,f132(x11072,a2),f131(f132(f152(x11071,x11072),a2),f132(x11071,f132(x11072,a2)),f147(x11071,x11072),x11075),x11073),x11074))+P7(f131(f132(f152(x11071,x11072),a2),a2,f131(f152(x11071,x11072),f132(f132(f152(x11071,x11072),a2),a2),f149(f152(x11071,x11072)),f131(x11072,f152(x11071,x11072),f131(x11071,f132(x11072,f152(x11071,x11072)),f160(x11071,x11072),x11073),x11074)),x11075))
% 1.59/1.75 [1128]P7(f131(x11281,a2,f131(x11282,f132(x11281,a2),f131(f132(f152(x11282,x11281),a2),f132(x11282,f132(x11281,a2)),f147(x11282,x11281),x11283),x11284),x11285))+~P7(f131(f132(f152(x11282,x11281),a2),a2,f131(f152(x11282,x11281),f132(f132(f152(x11282,x11281),a2),a2),f149(f152(x11282,x11281)),f131(x11281,f152(x11282,x11281),f131(x11282,f132(x11281,f152(x11282,x11281)),f160(x11282,x11281),x11284),x11285)),x11283))
% 1.59/1.75 [1142]P7(f131(f132(x11421,a2),a2,f131(x11421,f132(f132(x11421,a2),a2),f149(x11421),f92(x11422,x11421,x11423,x11424,x11425)),x11425))+P7(f131(f132(f132(x11421,x11422),a2),a2,f131(f132(x11421,x11422),f132(f132(f132(x11421,x11422),a2),a2),f149(f132(x11421,x11422)),x11423),f131(f132(x11421,f132(x11422,a2)),f132(f132(x11421,x11422),a2),f131(f132(x11421,a2),f132(f132(x11421,f132(x11422,a2)),f132(f132(x11421,x11422),a2)),f159(x11421,x11422),x11425),f131(f132(x11422,a2),f132(x11421,f132(x11422,a2)),f23(f132(x11422,a2),x11421),x11424))))
% 1.59/1.75 [1162]~P7(f131(f132(f132(x11622,x11621),a2),a2,f131(f132(x11622,x11621),f132(f132(f132(x11622,x11621),a2),a2),f149(f132(x11622,x11621)),x11623),f131(f132(x11622,f132(x11621,a2)),f132(f132(x11622,x11621),a2),f131(f132(x11622,a2),f132(f132(x11622,f132(x11621,a2)),f132(f132(x11622,x11621),a2)),f159(x11622,x11621),x11624),f131(f132(x11621,a2),f132(x11622,f132(x11621,a2)),f23(f132(x11621,a2),x11622),x11625))))+P7(f131(f132(x11621,a2),a2,f131(f132(x11621,a2),f132(f132(x11621,a2),a2),f155(f132(x11621,a2)),f131(f132(x11622,a2),f132(x11621,a2),f131(f132(x11622,x11621),f132(f132(x11622,a2),f132(x11621,a2)),f146(x11622,x11621),x11623),x11624)),x11625))
% 1.59/1.75 [1211]~P7(f131(f132(x12112,a2),a2,f131(x12112,f132(f132(x12112,a2),a2),f149(x12112),f131(x12111,x12112,x12113,f92(x12112,x12111,x12113,x12115,x12114))),x12115))+P7(f131(f132(f132(x12111,x12112),a2),a2,f131(f132(x12111,x12112),f132(f132(f132(x12111,x12112),a2),a2),f149(f132(x12111,x12112)),x12113),f131(f132(x12111,f132(x12112,a2)),f132(f132(x12111,x12112),a2),f131(f132(x12111,a2),f132(f132(x12111,f132(x12112,a2)),f132(f132(x12111,x12112),a2)),f159(x12111,x12112),x12114),f131(f132(x12112,a2),f132(x12111,f132(x12112,a2)),f23(f132(x12112,a2),x12111),x12115))))
% 1.59/1.75 [1169]~P7(f131(f132(x11692,a2),a2,f131(x11692,f132(f132(x11692,a2),a2),f149(x11692),x11695),f131(f132(x11691,a2),f132(x11692,a2),f131(f132(x11691,x11692),f132(f132(x11691,a2),f132(x11692,a2)),f146(x11691,x11692),x11694),x11693)))+P7(f131(f132(x11691,a2),a2,f131(x11691,f132(f132(x11691,a2),a2),f149(x11691),f131(x11692,x11691,f131(f132(x11691,x11692),f132(x11692,x11691),f131(f132(x11691,a2),f132(f132(x11691,x11692),f132(x11692,x11691)),f144(x11691,x11692),x11693),x11694),x11695)),x11693))
% 1.59/1.75 [791]E(f131(x7911,x7911,f17(x7911),x7912),f131(x7911,x7911,f17(x7911),x7913))+~E(f131(x7914,f152(x7911,x7914),f131(x7911,f132(x7914,f152(x7911,x7914)),f160(x7911,x7914),x7912),x7915),f131(x7914,f152(x7911,x7914),f131(x7911,f132(x7914,f152(x7911,x7914)),f160(x7911,x7914),x7913),x7916))
% 1.59/1.75 [793]E(f131(x7931,x7931,f17(x7931),x7932),f131(x7931,x7931,f17(x7931),x7933))+~E(f131(x7931,f152(x7934,x7931),f131(x7934,f132(x7931,f152(x7934,x7931)),f160(x7934,x7931),x7935),x7932),f131(x7931,f152(x7934,x7931),f131(x7934,f132(x7931,f152(x7934,x7931)),f160(x7934,x7931),x7936),x7933))
% 1.59/1.75 [1188]E(f131(x11881,x11881,f131(x11881,f132(x11881,x11881),x11882,x11883),x11883),f131(x11881,x11881,f17(x11881),x11883))+~P7(f131(f132(f132(x11884,a2),x11881),a2,f131(f132(x11884,x11881),f132(f132(f132(x11884,a2),x11881),a2),f131(x11881,f132(f132(x11884,x11881),f132(f132(f132(x11884,a2),x11881),a2)),f131(f132(x11881,f132(x11881,x11881)),f132(x11881,f132(f132(x11884,x11881),f132(f132(f132(x11884,a2),x11881),a2))),f137(x11881,x11884),x11882),x11885),x11886),x11887))
% 1.59/1.75 [1146]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11461)),f37(x11461))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11461,f34(x11461))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11461)),f37(x11461))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11461,f31(x11461))))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x11461))
% 1.59/1.75 [1179]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11791)),f37(x11791))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11791,f34(x11791))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11791)),f37(x11791))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11791,f31(x11791))))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x11791))
% 1.59/1.75 [1187]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11871)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x11871)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x11871)),a25)))
% 1.59/1.75 [1196]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11961)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a142))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a25),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x11961)),a25)))
% 1.59/1.75 [1198]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11981)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x11981)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x11981)),a25)))
% 1.59/1.75 [615]~P8(x6151)+~P8(x6152)+P8(f152(x6151,x6152))
% 1.59/1.75 [616]~P8(x6161)+~P8(x6162)+P8(f132(x6161,x6162))
% 1.59/1.75 [617]~P8(x6171)+~P8(x6172)+P8(f167(x6171,x6172))
% 1.59/1.75 [651]~E(f164(a1),f151(a1))+E(f131(f132(x6511,a2),a1,f133(x6511),x6512),f164(a1))+~P7(f131(f132(x6511,a2),a2,f138(x6511),x6512))
% 1.59/1.75 [682]~P7(f131(a1,a2,x6821,x6822))+P7(f131(a1,a2,x6821,f94(x6822,x6821)))+P7(f131(a1,a2,x6821,f164(a1)))
% 1.59/1.75 [683]P7(f131(a1,a2,x6831,x6832))+P7(f131(a1,a2,x6831,f126(x6832,x6831)))+~P7(f131(a1,a2,x6831,f164(a1)))
% 1.59/1.75 [691]~P18(x6911)+E(f131(x6911,x6911,f17(x6911),x6912),f166(x6911))+P7(f131(x6911,a2,f131(x6911,f132(x6911,a2),f156(x6911),x6912),f166(x6911)))
% 1.59/1.75 [695]~P7(f131(a1,a2,x6951,x6952))+~P7(f131(a1,a2,x6951,f127(x6951)))+P7(f131(a1,a2,x6951,f164(a1)))
% 1.59/1.75 [743]~P18(x7431)+~E(f131(x7431,x7431,f17(x7431),x7432),f166(x7431))+~P7(f131(x7431,a2,f131(x7431,f132(x7431,a2),f156(x7431),x7432),f166(x7431)))
% 1.59/1.75 [824]E(x8241,f164(a1))+E(f131(a1,a1,a162,f115(x8241,x8242)),x8241)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8241),f131(a1,a1,a162,x8242)))
% 1.59/1.75 [1050]~P15(x10501)+~P7(f131(x10501,a2,f131(x10501,f132(x10501,a2),f156(x10501),x10502),f164(x10501)))+P7(f131(x10501,a2,f131(x10501,f132(x10501,a2),f156(x10501),f131(x10501,x10501,f131(x10501,f132(x10501,x10501),f153(x10501),x10502),x10502)),f164(x10501)))
% 1.59/1.75 [1051]~P12(x10511)+~P7(f131(x10511,a2,f131(x10511,f132(x10511,a2),f156(x10511),x10512),f164(x10511)))+P7(f131(x10511,a2,f131(x10511,f132(x10511,a2),f156(x10511),f131(x10511,x10511,f131(x10511,f132(x10511,x10511),f153(x10511),x10512),x10512)),f164(x10511)))
% 1.59/1.75 [1052]~P12(x10521)+~P7(f131(x10521,a2,f131(x10521,f132(x10521,a2),f155(x10521),x10522),f164(x10521)))+P7(f131(x10521,a2,f131(x10521,f132(x10521,a2),f155(x10521),f131(x10521,x10521,f131(x10521,f132(x10521,x10521),f153(x10521),x10522),x10522)),f164(x10521)))
% 1.59/1.75 [1088]~P15(x10881)+~P7(f131(x10881,a2,f131(x10881,f132(x10881,a2),f156(x10881),f131(x10881,x10881,f131(x10881,f132(x10881,x10881),f153(x10881),x10882),x10882)),f164(x10881)))+P7(f131(x10881,a2,f131(x10881,f132(x10881,a2),f156(x10881),x10882),f164(x10881)))
% 1.59/1.75 [1089]~P12(x10891)+~P7(f131(x10891,a2,f131(x10891,f132(x10891,a2),f156(x10891),f131(x10891,x10891,f131(x10891,f132(x10891,x10891),f153(x10891),x10892),x10892)),f164(x10891)))+P7(f131(x10891,a2,f131(x10891,f132(x10891,a2),f156(x10891),x10892),f164(x10891)))
% 1.59/1.75 [1090]~P12(x10901)+~P7(f131(x10901,a2,f131(x10901,f132(x10901,a2),f155(x10901),f131(x10901,x10901,f131(x10901,f132(x10901,x10901),f153(x10901),x10902),x10902)),f164(x10901)))+P7(f131(x10901,a2,f131(x10901,f132(x10901,a2),f155(x10901),x10902),f164(x10901)))
% 1.59/1.75 [641]~E(x6412,f164(a1))+~E(x6411,f164(a1))+E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6411),x6412),f164(a1))
% 1.59/1.75 [653]~P12(x6531)+~E(f131(x6531,x6531,f17(x6531),x6532),f164(x6531))+E(f131(x6531,x6531,f131(x6531,f132(x6531,x6531),f153(x6531),x6532),x6532),f164(x6531))
% 1.59/1.75 [659]~E(x6592,f164(a1))+~E(x6591,f131(a1,a1,a162,f164(a1)))+E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6591),x6592),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [660]~E(x6601,f164(a1))+~E(x6602,f131(a1,a1,a162,f164(a1)))+E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6601),x6602),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [663]~P12(x6631)+E(f131(x6631,x6631,f17(x6631),x6632),f164(x6631))+~E(f131(x6631,x6631,f131(x6631,f132(x6631,x6631),f153(x6631),x6632),x6632),f164(x6631))
% 1.59/1.75 [666]~P7(x6662)+~P7(x6661)+P7(f131(a2,a2,f131(a2,f132(a2,a2),a134,x6661),x6662))
% 1.59/1.75 [678]E(x6781,f164(a1))+E(x6782,f164(a1))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6782),x6781),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [687]E(x6871,f164(a1))+E(x6871,f131(a1,a1,a162,f164(a1)))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6872),x6871),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [688]E(x6881,f164(a1))+E(x6881,f131(a1,a1,a162,f164(a1)))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6881),x6882),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [694]~P18(x6941)+~E(f131(x6941,x6941,f17(x6941),x6942),f166(x6941))+P7(f131(x6941,a2,f131(x6941,f132(x6941,a2),f155(x6941),f166(x6941)),x6942))
% 1.59/1.75 [697]E(x6971,f131(a1,a1,a162,f164(a1)))+E(x6972,f131(a1,a1,a162,f164(a1)))+~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x6971),x6972),f131(a1,a1,a162,f164(a1)))
% 1.59/1.75 [701]E(f131(f132(x7011,a2),f132(x7011,a2),f17(f132(x7011,a2)),x7012),f166(f132(x7011,a2)))+~E(f131(f132(x7011,a2),a1,f133(x7011),x7012),f131(f132(x7011,a2),a1,f133(x7011),f166(f132(x7011,a2))))+~P7(f131(f132(x7011,a2),a2,f138(x7011),f166(f132(x7011,a2))))
% 1.59/1.75 [713]P7(x7131)+P7(x7132)+~P7(f131(a2,a2,f131(a2,f132(a2,a2),a135,x7132),x7131))
% 1.59/1.75 [734]~P7(f131(a1,a2,x7341,x7342))+P7(f131(a1,a2,x7341,f164(a1)))+P7(f131(a1,a2,x7341,f131(a1,a1,a162,f127(x7341))))
% 1.59/1.75 [737]~P18(x7371)+E(f131(x7371,x7371,f17(x7371),x7372),f166(x7371))+~P7(f131(x7371,a2,f131(x7371,f132(x7371,a2),f155(x7371),f166(x7371)),x7372))
% 1.59/1.75 [741]~P7(f131(a1,a2,x7411,x7412))+P7(f131(a1,a2,x7411,f164(a1)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f108(x7412,x7411)),x7412))
% 1.59/1.75 [742]~P7(f131(a1,a2,x7421,x7422))+P7(f131(a1,a2,x7421,f164(a1)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f94(x7422,x7421)),x7422))
% 1.59/1.75 [744]E(x7441,f131(a1,a1,a162,x7442))+E(f131(a1,a1,a162,f118(x7442,x7441)),x7441)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7442),x7441))
% 1.59/1.75 [752]E(f131(f132(x7521,a2),a1,f133(x7521),x7522),f164(a1))+~P7(f131(f132(x7521,a2),a2,f138(x7521),x7522))+P7(f131(f132(x7521,a2),a2,f131(x7521,f132(f132(x7521,a2),a2),f149(x7521),f109(x7521,x7522)),x7522))
% 1.59/1.75 [755]E(x7551,x7552)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7552),x7551))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x7551),x7552))
% 1.59/1.75 [804]P7(f131(a1,a2,x8041,x8042))+~P7(f131(a1,a2,x8041,f164(a1)))+~P7(f131(a1,a2,x8041,f131(a1,a1,a162,f126(x8042,x8041))))
% 1.59/1.75 [815]E(x8151,x8152)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8151),x8152))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8151),x8152))
% 1.59/1.75 [827]E(x8271,f131(a1,a1,a162,x8272))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8272),f118(x8272,x8271)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8272),x8271))
% 1.59/1.75 [835]~P7(f131(f132(x8351,a2),a2,f138(x8351),x8352))+~P7(f131(f132(x8351,a2),a2,f131(x8351,f132(f132(x8351,a2),a2),f149(x8351),f102(x8351,x8352)),x8352))+P7(f131(f132(x8351,a2),a2,f138(x8351),f166(f132(x8351,a2))))
% 1.59/1.75 [867]E(x8671,x8672)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8672),x8671))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8671),x8672))
% 1.59/1.75 [887]~E(f131(f132(x8871,a2),f132(x8871,a2),f131(f132(x8871,x8871),f132(f132(x8871,a2),f132(x8871,a2)),f146(x8871,x8871),x8872),f166(f132(x8871,a2))),f166(f132(x8871,a2)))+~P7(f131(f132(x8871,a2),a2,f138(x8871),f166(f132(x8871,a2))))+P7(f131(f132(x8871,a2),a2,f131(f132(x8871,x8871),f132(f132(x8871,a2),a2),f145(x8871,x8871),x8872),f166(f132(x8871,a2))))
% 1.59/1.75 [889]~P7(f131(a1,a2,x8891,x8892))+P7(f131(a1,a2,x8891,f164(a1)))+P7(f131(a1,a2,x8891,f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f108(x8892,x8891)),f151(a1))))
% 1.59/1.75 [890]~P7(f131(f132(a1,a2),a2,f138(a1),x8902))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8901),f106(x8902)))+~P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),x8901),x8902))
% 1.59/1.75 [891]~P7(f131(f132(a1,a2),a2,f138(a1),x8912))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8911),f104(x8912)))+~P7(f131(f132(a1,a2),a2,f131(a1,f132(f132(a1,a2),a2),f149(a1),x8911),x8912))
% 1.59/1.75 [904]E(x9041,x9042)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9041),f131(a1,a1,a162,x9042)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9041),x9042))
% 1.59/1.75 [905]E(f131(f132(x9051,a2),f132(x9051,a2),f131(f132(x9051,x9051),f132(f132(x9051,a2),f132(x9051,a2)),f146(x9051,x9051),x9052),f166(f132(x9051,a2))),f166(f132(x9051,a2)))+~P7(f131(f132(x9051,a2),a2,f138(x9051),f166(f132(x9051,a2))))+~P7(f131(f132(x9051,a2),a2,f131(f132(x9051,x9051),f132(f132(x9051,a2),a2),f145(x9051,x9051),x9052),f166(f132(x9051,a2))))
% 1.59/1.75 [910]E(x9101,f164(a1))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9101),f131(a1,a1,a162,x9102)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f115(x9101,x9102)),x9102))
% 1.59/1.75 [916]E(x9161,f131(a1,a1,a162,x9162))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9161),f131(a1,a1,a162,x9162)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9161),x9162))
% 1.59/1.75 [928]E(f131(a1,a1,a162,x9281),x9282)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9281),x9282))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9281)),x9282))
% 1.59/1.75 [930]E(x9301,x9302)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9301),f131(a1,a1,a162,x9302)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9302),x9301))
% 1.59/1.75 [739]E(f131(f132(x7391,a2),a1,f133(x7391),f166(f132(x7391,a2))),f131(a1,a1,a162,f164(a1)))+P7(f131(f132(x7392,a2),a2,f138(x7392),f166(f132(x7392,a2))))+~P7(f131(f132(f132(x7392,x7391),a2),a2,f138(f132(x7392,x7391)),f166(f132(f132(x7392,x7391),a2))))
% 1.59/1.75 [756]~P7(f131(f132(x7562,a2),a2,f138(x7562),f166(f132(x7562,a2))))+~P7(f131(f132(x7561,a2),a2,f138(x7561),f166(f132(x7561,a2))))+P7(f131(f132(f152(x7561,x7562),a2),a2,f138(f152(x7561,x7562)),f166(f132(f152(x7561,x7562),a2))))
% 1.59/1.75 [757]~P7(f131(f132(x7572,a2),a2,f138(x7572),f166(f132(x7572,a2))))+~P7(f131(f132(x7571,a2),a2,f138(x7571),f166(f132(x7571,a2))))+P7(f131(f132(f167(x7571,x7572),a2),a2,f138(f167(x7571,x7572)),f166(f132(f167(x7571,x7572),a2))))
% 1.59/1.75 [978]~P12(x9781)+~P7(f131(x9781,a2,f131(x9781,f132(x9781,a2),f156(x9781),f164(x9781)),x9782))+P7(f131(x9781,a2,f131(x9781,f132(x9781,a2),f156(x9781),f164(x9781)),f131(x9781,x9781,f131(x9781,f132(x9781,x9781),f153(x9781),x9782),x9782)))
% 1.59/1.75 [979]~P12(x9791)+~P7(f131(x9791,a2,f131(x9791,f132(x9791,a2),f155(x9791),f164(x9791)),x9792))+P7(f131(x9791,a2,f131(x9791,f132(x9791,a2),f155(x9791),f164(x9791)),f131(x9791,x9791,f131(x9791,f132(x9791,x9791),f153(x9791),x9792),x9792)))
% 1.59/1.75 [1018]~P12(x10181)+P7(f131(x10181,a2,f131(x10181,f132(x10181,a2),f156(x10181),f164(x10181)),x10182))+~P7(f131(x10181,a2,f131(x10181,f132(x10181,a2),f156(x10181),f164(x10181)),f131(x10181,x10181,f131(x10181,f132(x10181,x10181),f153(x10181),x10182),x10182)))
% 1.59/1.75 [1019]~P12(x10191)+P7(f131(x10191,a2,f131(x10191,f132(x10191,a2),f155(x10191),f164(x10191)),x10192))+~P7(f131(x10191,a2,f131(x10191,f132(x10191,a2),f155(x10191),f164(x10191)),f131(x10191,x10191,f131(x10191,f132(x10191,x10191),f153(x10191),x10192),x10192)))
% 1.59/1.75 [1049]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x10491))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),x10492))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f164(a1)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10492),x10491)))
% 1.59/1.75 [1160]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11601)),f37(x11601))),f131(a14,f132(f152(a3,a3),a2),f34(x11601),x11602)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11601)),f37(x11601))),f131(a14,f132(f152(a3,a3),a2),f31(x11601),x11602)))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x11601))
% 1.59/1.75 [1161]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11611)),f37(x11611))),f131(a14,f132(f152(a3,a3),a2),f31(x11611),x11612)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f36(x11611)),f37(x11611))),f131(a14,f132(f152(a3,a3),a2),f34(x11611),x11612)))+P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x11611))
% 1.59/1.75 [1092]~P7(f131(f132(x10921,a2),a2,f138(x10921),f131(f132(x10921,a2),f132(x10921,a2),f19(x10921),x10922)))+~P7(f131(f132(x10921,a2),a2,f138(x10921),f166(f132(x10921,a2))))+P7(f131(f132(x10921,a2),a2,f138(x10921),f131(f132(x10921,a2),f132(x10921,a2),f19(x10921),f131(f132(x10921,a2),f132(x10921,a2),f131(f132(a2,a2),f132(f132(x10921,a2),f132(x10921,a2)),f20(a2,a2,x10921),a130),x10922))))
% 1.59/1.75 [1130]~P7(f131(f132(x11301,a2),a2,f138(x11301),f131(f132(x11301,a2),f132(x11301,a2),f19(x11301),x11302)))+P7(f131(f132(x11301,a2),a2,f138(x11301),f166(f132(x11301,a2))))+~P7(f131(f132(x11301,a2),a2,f138(x11301),f131(f132(x11301,a2),f132(x11301,a2),f19(x11301),f131(f132(x11301,a2),f132(x11301,a2),f131(f132(a2,a2),f132(f132(x11301,a2),f132(x11301,a2)),f20(a2,a2,x11301),a130),x11302))))
% 1.59/1.75 [1294]~E(f131(a3,a3,f17(a3),f47(x12942,x12941)),f131(a3,a3,f17(a3),f48(x12942,x12941)))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x12941),x12942))+~P7(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2),f149(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),x12941),f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),f159(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a7),f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f152(a3,a3),a2))),a5))))
% 1.59/1.75 [1299]P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),f49(x12992,x12991)),a7))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x12991),x12992))+~P7(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2),f149(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),x12991),f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),f159(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a7),f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f152(a3,a3),a2))),a5))))
% 1.59/1.75 [1300]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f48(x13002,x13001)),f47(x13002,x13001))),f131(a14,f132(f152(a3,a3),a2),f49(x13002,x13001),x13002)))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x13001),x13002))+~P7(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2),f149(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),x13001),f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),f159(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a7),f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f152(a3,a3),a2))),a5))))
% 1.59/1.75 [1305]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),f48(x13052,x13051)),f47(x13052,x13051))),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x13051,f49(x13052,x13051))))+P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x13051),x13052))+~P7(f131(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),a2),f149(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2))),x13051),f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2),f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2)),f159(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a7),f131(f132(f132(f152(a3,a3),a2),a2),f132(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f152(a3,a3),a2),a2)),f23(f132(f132(f152(a3,a3),a2),a2),f132(a14,f132(f152(a3,a3),a2))),a5))))
% 1.59/1.75 [661]~P25(x6611)+~E(f131(x6611,x6611,f17(x6611),x6613),f164(x6611))+E(f131(x6611,x6611,f131(x6611,f132(x6611,x6611),f153(x6611),x6612),x6613),f131(x6611,x6611,f17(x6611),x6612))
% 1.59/1.75 [674]~E(x6742,x6743)+~P19(x6741)+P7(f131(x6741,a2,f131(x6741,f132(x6741,a2),f155(x6741),x6742),x6743))
% 1.59/1.75 [692]~P25(x6921)+E(f131(x6921,x6921,f17(x6921),x6922),f164(x6921))+~E(f131(x6921,x6921,f131(x6921,f132(x6921,x6921),f153(x6921),x6923),x6922),f131(x6921,x6921,f17(x6921),x6923))
% 1.59/1.75 [705]~P20(x7051)+~E(f131(x7051,x7051,f17(x7051),x7052),f131(x7051,x7051,f17(x7051),x7053))+P7(f131(x7051,a2,f131(x7051,f132(x7051,a2),f155(x7051),x7052),x7053))
% 1.59/1.75 [772]~P6(x7721)+P7(f131(x7721,a2,f131(x7721,f132(x7721,a2),f155(x7721),x7723),x7722))+P7(f131(x7721,a2,f131(x7721,f132(x7721,a2),f156(x7721),x7722),x7723))
% 1.59/1.75 [774]~P6(x7741)+P7(f131(x7741,a2,f131(x7741,f132(x7741,a2),f155(x7741),x7743),x7742))+P7(f131(x7741,a2,f131(x7741,f132(x7741,a2),f155(x7741),x7742),x7743))
% 1.59/1.75 [780]~P6(x7801)+~E(f131(x7801,x7801,f17(x7801),x7802),f131(x7801,x7801,f17(x7801),x7803))+~P7(f131(x7801,a2,f131(x7801,f132(x7801,a2),f156(x7801),x7802),x7803))
% 1.59/1.75 [784]~P20(x7841)+~E(f131(x7841,x7841,f17(x7841),x7842),f131(x7841,x7841,f17(x7841),x7843))+~P7(f131(x7841,a2,f131(x7841,f132(x7841,a2),f156(x7841),x7842),x7843))
% 1.59/1.75 [786]~P14(x7861)+P7(f131(x7861,a2,f131(x7861,f132(x7861,a2),f156(x7861),f164(x7861)),f128(x7861,x7862,x7863)))+P7(f131(x7861,a2,f131(x7861,f132(x7861,a2),f155(x7861),x7862),x7863))
% 1.59/1.75 [794]~P11(x7941)+P7(f131(x7941,a2,f131(x7941,f132(x7941,a2),f156(x7941),f62(x7941,x7943,x7942)),x7942))+P7(f131(x7941,a2,f131(x7941,f132(x7941,a2),f155(x7941),x7942),x7943))
% 1.59/1.75 [821]~P19(x8211)+~P7(f131(x8211,a2,f131(x8211,f132(x8211,a2),f156(x8211),x8212),x8213))+P7(f131(x8211,a2,f131(x8211,f132(x8211,a2),f155(x8211),x8212),x8213))
% 1.59/1.75 [823]~P20(x8231)+~P7(f131(x8231,a2,f131(x8231,f132(x8231,a2),f156(x8231),x8232),x8233))+P7(f131(x8231,a2,f131(x8231,f132(x8231,a2),f155(x8231),x8232),x8233))
% 1.59/1.75 [857]~P11(x8571)+~P7(f131(x8571,a2,f131(x8571,f132(x8571,a2),f155(x8571),f62(x8571,x8573,x8572)),x8573))+P7(f131(x8571,a2,f131(x8571,f132(x8571,a2),f155(x8571),x8572),x8573))
% 1.59/1.75 [876]~P6(x8761)+~P7(f131(x8761,a2,f131(x8761,f132(x8761,a2),f156(x8761),x8763),x8762))+~P7(f131(x8761,a2,f131(x8761,f132(x8761,a2),f156(x8761),x8762),x8763))
% 1.59/1.75 [879]~P6(x8791)+~P7(f131(x8791,a2,f131(x8791,f132(x8791,a2),f155(x8791),x8793),x8792))+~P7(f131(x8791,a2,f131(x8791,f132(x8791,a2),f156(x8791),x8792),x8793))
% 1.59/1.75 [883]~P19(x8831)+~P7(f131(x8831,a2,f131(x8831,f132(x8831,a2),f156(x8831),x8833),x8832))+~P7(f131(x8831,a2,f131(x8831,f132(x8831,a2),f156(x8831),x8832),x8833))
% 1.59/1.75 [884]~P19(x8841)+~P7(f131(x8841,a2,f131(x8841,f132(x8841,a2),f155(x8841),x8843),x8842))+~P7(f131(x8841,a2,f131(x8841,f132(x8841,a2),f156(x8841),x8842),x8843))
% 1.59/1.75 [885]~P20(x8851)+~P7(f131(x8851,a2,f131(x8851,f132(x8851,a2),f156(x8851),x8853),x8852))+~P7(f131(x8851,a2,f131(x8851,f132(x8851,a2),f156(x8851),x8852),x8853))
% 1.59/1.75 [892]~E(x8921,f131(a1,a1,a162,x8923))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8921),f131(a1,a1,a162,x8922)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8923),x8922))
% 1.59/1.75 [935]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9351),x9353))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9351),x9352))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9353),x9352))
% 1.59/1.75 [998]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9981),x9983))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9983),x9982))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,a162,x9981)),x9982))
% 1.59/1.75 [1017]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f88(x10171,x10172,x10173)),f91(x10171,x10172,x10173)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,x10173,x10171)),f131(a1,a1,x10173,x10172)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10171),x10172))
% 1.59/1.75 [1024]~P14(x10241)+~P7(f131(x10241,a2,f131(x10241,f132(x10241,a2),f155(x10241),x10242),f131(x10241,x10241,f131(x10241,f132(x10241,x10241),f153(x10241),x10243),f128(x10241,x10242,x10243))))+P7(f131(x10241,a2,f131(x10241,f132(x10241,a2),f155(x10241),x10242),x10243))
% 1.59/1.75 [1096]P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,x10961,x10962)),f131(a1,a1,x10961,x10963)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10962),x10963))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,x10961,f88(x10962,x10963,x10961))),f131(a1,a1,x10961,f91(x10962,x10963,x10961))))
% 1.59/1.75 [855]~P7(f131(f132(x8551,a2),a2,f138(x8551),x8553))+P7(f131(f132(x8551,a2),a2,f138(x8551),x8552))+~P7(f131(f132(x8551,a2),a2,f131(f132(x8551,a2),f132(f132(x8551,a2),a2),f155(f132(x8551,a2)),x8552),x8553))
% 1.59/1.75 [927]E(f131(f132(x9271,a2),f132(x9271,a2),f17(f132(x9271,a2)),x9272),f131(f132(x9271,a2),f132(x9271,a2),f17(f132(x9271,a2)),x9273))+~P7(f131(f132(x9271,a2),a2,f131(f132(x9271,a2),f132(f132(x9271,a2),a2),f155(f132(x9271,a2)),x9272),x9273))+P7(f131(f132(x9271,a2),a2,f131(f132(x9271,a2),f132(f132(x9271,a2),a2),f156(f132(x9271,a2)),x9272),x9273))
% 1.59/1.75 [974]E(f131(f132(x9741,a2),f132(x9741,a2),f17(f132(x9741,a2)),x9742),f131(f132(x9741,a2),f132(x9741,a2),f17(f132(x9741,a2)),x9743))+~P7(f131(f132(x9741,a2),a2,f131(f132(x9741,a2),f132(f132(x9741,a2),a2),f155(f132(x9741,a2)),x9742),x9743))+~P7(f131(f132(x9741,a2),a2,f131(f132(x9741,a2),f132(f132(x9741,a2),a2),f155(f132(x9741,a2)),x9743),x9742))
% 1.59/1.75 [1013]~P7(f131(f132(x10131,a2),a2,f138(x10131),x10133))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(f132(x10131,a2),a1,f133(x10131),x10132)),f131(f132(x10131,a2),a1,f133(x10131),x10133)))+~P7(f131(f132(x10131,a2),a2,f131(f132(x10131,a2),f132(f132(x10131,a2),a2),f156(f132(x10131,a2)),x10132),x10133))
% 1.59/1.75 [1014]~P7(f131(f132(x10141,a2),a2,f138(x10141),x10143))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(f132(x10141,a2),a1,f133(x10141),x10142)),f131(f132(x10141,a2),a1,f133(x10141),x10143)))+~P7(f131(f132(x10141,a2),a2,f131(f132(x10141,a2),f132(f132(x10141,a2),a2),f155(f132(x10141,a2)),x10142),x10143))
% 1.59/1.75 [1065]~P7(f131(f132(x10651,a2),a2,f138(x10651),x10653))+P7(f131(f132(x10651,a2),a2,f131(f132(x10651,x10651),f132(f132(x10651,a2),a2),f145(x10651,x10651),x10652),x10653))+~P7(f131(f132(x10651,a2),a2,f131(f132(x10651,a2),f132(f132(x10651,a2),a2),f155(f132(x10651,a2)),x10653),f131(f132(x10651,a2),f132(x10651,a2),f131(f132(x10651,x10651),f132(f132(x10651,a2),f132(x10651,a2)),f146(x10651,x10651),x10652),x10653)))
% 1.59/1.75 [1177]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11773),x11772)),x11771))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11772),x11773)),x11771))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11771),a5))
% 1.59/1.75 [1101]E(f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11011,x11012),f131(a14,f132(f152(a3,a3),a2),x11012,x11013))+~P7(f131(a14,a2,f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),f132(a14,a2),a12,x11011),x11013))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x11012),a7))
% 1.59/1.75 [1253]~P7(f131(f132(x12531,a2),a2,f138(x12531),f131(f132(x12531,a2),f132(x12531,a2),f19(x12531),x12532)))+~P7(f131(f132(x12531,a2),a2,f138(x12531),f131(f132(x12531,a2),f132(x12531,a2),f19(x12531),x12533)))+P7(f131(f132(x12531,a2),a2,f138(x12531),f131(f132(x12531,a2),f132(x12531,a2),f19(x12531),f131(f132(x12531,a2),f132(x12531,a2),f131(f132(x12531,f132(a2,a2)),f132(f132(x12531,a2),f132(x12531,a2)),f24(x12531,a2,a2),f131(f132(x12531,a2),f132(x12531,f132(a2,a2)),f131(f132(a2,f132(a2,a2)),f132(f132(x12531,a2),f132(x12531,f132(a2,a2))),f20(a2,f132(a2,a2),x12531),a135),x12532)),x12533))))
% 1.59/1.75 [1182]E(f131(a3,a3,f17(a3),x11821),f131(a3,a3,f17(a3),x11822))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11823),a5))+P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x11823),x11821),x11822)),a5))
% 1.59/1.75 [1183]E(f131(a3,a3,f17(a3),x11831),f131(a3,a3,f17(a3),x11832))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11833),a5))+P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x11833),x11831),x11832)),a5))
% 1.59/1.75 [706]~P4(x7061)+~E(f131(x7061,x7061,f17(x7061),x7063),f131(x7061,x7061,f17(x7061),x7064))+E(f131(x7061,x7061,f131(x7061,f132(x7061,x7061),f153(x7061),x7062),x7063),f131(x7061,x7061,f131(x7061,f132(x7061,x7061),f153(x7061),x7062),x7064))
% 1.59/1.75 [707]~P4(x7071)+~E(f131(x7071,x7071,f17(x7071),x7072),f131(x7071,x7071,f17(x7071),x7074))+E(f131(x7071,x7071,f131(x7071,f132(x7071,x7071),f153(x7071),x7072),x7073),f131(x7071,x7071,f131(x7071,f132(x7071,x7071),f153(x7071),x7074),x7073))
% 1.59/1.75 [748]~P4(x7481)+E(f131(x7481,x7481,f17(x7481),x7482),f131(x7481,x7481,f17(x7481),x7483))+~E(f131(x7481,x7481,f131(x7481,f132(x7481,x7481),f153(x7481),x7484),x7482),f131(x7481,x7481,f131(x7481,f132(x7481,x7481),f153(x7481),x7484),x7483))
% 1.59/1.75 [749]~P5(x7491)+E(f131(x7491,x7491,f17(x7491),x7492),f131(x7491,x7491,f17(x7491),x7493))+~E(f131(x7491,x7491,f131(x7491,f132(x7491,x7491),f153(x7491),x7494),x7492),f131(x7491,x7491,f131(x7491,f132(x7491,x7491),f153(x7491),x7494),x7493))
% 1.59/1.75 [751]~P4(x7511)+E(f131(x7511,x7511,f17(x7511),x7512),f131(x7511,x7511,f17(x7511),x7513))+~E(f131(x7511,x7511,f131(x7511,f132(x7511,x7511),f153(x7511),x7512),x7514),f131(x7511,x7511,f131(x7511,f132(x7511,x7511),f153(x7511),x7513),x7514))
% 1.59/1.75 [934]~E(f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9343),x9342),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x9341),x9344))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9343),x9344))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x9341),x9342))
% 1.59/1.75 [837]P7(f131(x8371,a2,x8372,x8373))+~P7(f131(x8371,a2,x8374,x8373))+~P7(f131(f132(x8371,a2),a2,f131(f132(x8371,a2),f132(f132(x8371,a2),a2),f155(f132(x8371,a2)),x8374),x8372))
% 1.59/1.75 [906]~P17(x9062)+~P7(f131(f132(x9061,x9062),a2,f131(f132(x9061,x9062),f132(f132(x9061,x9062),a2),f156(f132(x9061,x9062)),x9063),x9064))+P7(f131(f132(x9061,x9062),a2,f131(f132(x9061,x9062),f132(f132(x9061,x9062),a2),f155(f132(x9061,x9062)),x9063),x9064))
% 1.59/1.75 [949]~P17(x9491)+~P7(f131(f132(x9492,x9491),a2,f131(f132(x9492,x9491),f132(f132(x9492,x9491),a2),f155(f132(x9492,x9491)),x9494),x9493))+~P7(f131(f132(x9492,x9491),a2,f131(f132(x9492,x9491),f132(f132(x9492,x9491),a2),f156(f132(x9492,x9491)),x9493),x9494))
% 1.59/1.75 [950]~P7(f131(f132(x9502,a2),a2,f138(x9502),x9504))+E(f131(f132(x9501,a2),a1,f133(x9501),f131(f132(x9502,a2),f132(x9501,a2),f131(f132(x9502,x9501),f132(f132(x9502,a2),f132(x9501,a2)),f146(x9502,x9501),x9503),x9504)),f131(f132(x9502,a2),a1,f133(x9502),x9504))+~P7(f131(f132(x9502,a2),a2,f131(f132(x9502,x9501),f132(f132(x9502,a2),a2),f145(x9502,x9501),x9503),x9504))
% 1.59/1.75 [972]~P7(f131(f132(x9721,a2),a2,f138(x9721),x9724))+~E(f131(f132(x9722,a2),a1,f133(x9722),f131(f132(x9721,a2),f132(x9722,a2),f131(f132(x9721,x9722),f132(f132(x9721,a2),f132(x9722,a2)),f146(x9721,x9722),x9723),x9724)),f131(f132(x9721,a2),a1,f133(x9721),x9724))+P7(f131(f132(x9721,a2),a2,f131(f132(x9721,x9722),f132(f132(x9721,a2),a2),f145(x9721,x9722),x9723),x9724))
% 1.59/1.75 [976]~P7(f131(f132(x9762,a2),a2,f138(x9762),x9764))+~P7(f131(f132(x9761,a2),a2,f138(x9761),x9763))+E(f131(f132(f167(x9761,x9762),a2),a1,f133(f167(x9761,x9762)),f131(f132(x9762,a2),f132(f167(x9761,x9762),a2),f131(f132(x9761,a2),f132(f132(x9762,a2),f132(f167(x9761,x9762),a2)),f168(x9761,x9762),x9763),x9764)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),f131(f132(x9761,a2),a1,f133(x9761),x9763)),f131(f132(x9762,a2),a1,f133(x9762),x9764)))
% 1.59/1.75 [990]~P7(f131(f132(x9901,a2),a2,f131(x9901,f132(f132(x9901,a2),a2),f149(x9901),x9902),x9904))+P7(f131(f132(x9901,a2),a2,f131(x9901,f132(f132(x9901,a2),a2),f149(x9901),x9902),x9903))+~P7(f131(f132(x9901,a2),a2,f131(f132(x9901,a2),f132(f132(x9901,a2),a2),f156(f132(x9901,a2)),x9904),x9903))
% 1.59/1.75 [994]~P7(f131(f132(x9941,a2),a2,f131(x9941,f132(f132(x9941,a2),a2),f149(x9941),x9942),x9944))+P7(f131(f132(x9941,a2),a2,f131(x9941,f132(f132(x9941,a2),a2),f149(x9941),x9942),x9943))+~P7(f131(f132(x9941,a2),a2,f131(f132(x9941,a2),f132(f132(x9941,a2),a2),f155(f132(x9941,a2)),x9944),x9943))
% 1.59/1.75 [996]~P7(f131(f132(x9962,a2),a2,f138(x9962),x9964))+~P7(f131(f132(x9961,a2),a2,f138(x9961),x9963))+P7(f131(f132(f167(x9961,x9962),a2),a2,f138(f167(x9961,x9962)),f131(f132(x9962,a2),f132(f167(x9961,x9962),a2),f131(f132(x9961,a2),f132(f132(x9962,a2),f132(f167(x9961,x9962),a2)),f168(x9961,x9962),x9963),x9964)))
% 1.59/1.75 [1008]~P7(f131(f132(x10081,a2),a2,f131(f132(x10081,a2),f132(f132(x10081,a2),a2),f156(f132(x10081,a2)),x10082),x10084))+~P7(f131(f132(x10081,a2),a2,f131(f132(x10081,a2),f132(f132(x10081,a2),a2),f156(f132(x10081,a2)),x10084),x10083))+P7(f131(f132(x10081,a2),a2,f131(f132(x10081,a2),f132(f132(x10081,a2),a2),f156(f132(x10081,a2)),x10082),x10083))
% 1.59/1.75 [1009]~P7(f131(f132(x10091,a2),a2,f131(f132(x10091,a2),f132(f132(x10091,a2),a2),f155(f132(x10091,a2)),x10092),x10094))+~P7(f131(f132(x10091,a2),a2,f131(f132(x10091,a2),f132(f132(x10091,a2),a2),f156(f132(x10091,a2)),x10094),x10093))+P7(f131(f132(x10091,a2),a2,f131(f132(x10091,a2),f132(f132(x10091,a2),a2),f156(f132(x10091,a2)),x10092),x10093))
% 1.59/1.75 [1010]~P7(f131(f132(x10101,a2),a2,f131(f132(x10101,a2),f132(f132(x10101,a2),a2),f155(f132(x10101,a2)),x10104),x10103))+~P7(f131(f132(x10101,a2),a2,f131(f132(x10101,a2),f132(f132(x10101,a2),a2),f156(f132(x10101,a2)),x10102),x10104))+P7(f131(f132(x10101,a2),a2,f131(f132(x10101,a2),f132(f132(x10101,a2),a2),f156(f132(x10101,a2)),x10102),x10103))
% 1.59/1.75 [1011]~P7(f131(f132(x10111,a2),a2,f131(f132(x10111,a2),f132(f132(x10111,a2),a2),f155(f132(x10111,a2)),x10112),x10114))+~P7(f131(f132(x10111,a2),a2,f131(f132(x10111,a2),f132(f132(x10111,a2),a2),f155(f132(x10111,a2)),x10114),x10113))+P7(f131(f132(x10111,a2),a2,f131(f132(x10111,a2),f132(f132(x10111,a2),a2),f155(f132(x10111,a2)),x10112),x10113))
% 1.59/1.75 [1012]~E(f131(x10121,x10122,x10123,f131(x10122,x10121,x10124,f58(x10121,x10122,x10124,x10123))),f131(x10122,x10122,f17(x10122),f58(x10121,x10122,x10124,x10123)))+E(f131(f132(x10121,x10122),f132(x10122,x10121),f131(f132(x10121,a2),f132(f132(x10121,x10122),f132(x10122,x10121)),f144(x10121,x10122),f166(f132(x10121,a2))),x10123),f131(f132(x10122,x10121),f132(x10122,x10121),f17(f132(x10122,x10121)),x10124))+~P7(f131(f132(x10121,a2),a2,f131(f132(x10121,x10122),f132(f132(x10121,a2),a2),f145(x10121,x10122),x10123),f166(f132(x10121,a2))))
% 1.59/1.75 [1072]~P21(x10721)+~P7(f131(x10721,a2,f131(x10721,f132(x10721,a2),f156(x10721),x10723),x10724))+P7(f131(x10721,a2,f131(x10721,f132(x10721,a2),f156(x10721),f131(x10721,x10721,f131(x10721,f132(x10721,x10721),f153(x10721),x10722),x10723)),f131(x10721,x10721,f131(x10721,f132(x10721,x10721),f153(x10721),x10722),x10724)))
% 1.59/1.75 [1073]~P23(x10731)+~P7(f131(x10731,a2,f131(x10731,f132(x10731,a2),f156(x10731),x10733),x10734))+P7(f131(x10731,a2,f131(x10731,f132(x10731,a2),f156(x10731),f131(x10731,x10731,f131(x10731,f132(x10731,x10731),f153(x10731),x10732),x10733)),f131(x10731,x10731,f131(x10731,f132(x10731,x10731),f153(x10731),x10732),x10734)))
% 1.59/1.75 [1074]~P21(x10741)+~P7(f131(x10741,a2,f131(x10741,f132(x10741,a2),f156(x10741),x10742),x10744))+P7(f131(x10741,a2,f131(x10741,f132(x10741,a2),f156(x10741),f131(x10741,x10741,f131(x10741,f132(x10741,x10741),f153(x10741),x10742),x10743)),f131(x10741,x10741,f131(x10741,f132(x10741,x10741),f153(x10741),x10744),x10743)))
% 1.59/1.75 [1075]~P23(x10751)+~P7(f131(x10751,a2,f131(x10751,f132(x10751,a2),f156(x10751),x10752),x10754))+P7(f131(x10751,a2,f131(x10751,f132(x10751,a2),f156(x10751),f131(x10751,x10751,f131(x10751,f132(x10751,x10751),f153(x10751),x10752),x10753)),f131(x10751,x10751,f131(x10751,f132(x10751,x10751),f153(x10751),x10754),x10753)))
% 1.59/1.75 [1076]~P23(x10761)+~P7(f131(x10761,a2,f131(x10761,f132(x10761,a2),f155(x10761),x10763),x10764))+P7(f131(x10761,a2,f131(x10761,f132(x10761,a2),f155(x10761),f131(x10761,x10761,f131(x10761,f132(x10761,x10761),f153(x10761),x10762),x10763)),f131(x10761,x10761,f131(x10761,f132(x10761,x10761),f153(x10761),x10762),x10764)))
% 1.59/1.75 [1077]~P24(x10771)+~P7(f131(x10771,a2,f131(x10771,f132(x10771,a2),f155(x10771),x10773),x10774))+P7(f131(x10771,a2,f131(x10771,f132(x10771,a2),f155(x10771),f131(x10771,x10771,f131(x10771,f132(x10771,x10771),f153(x10771),x10772),x10773)),f131(x10771,x10771,f131(x10771,f132(x10771,x10771),f153(x10771),x10772),x10774)))
% 1.59/1.75 [1078]~P23(x10781)+~P7(f131(x10781,a2,f131(x10781,f132(x10781,a2),f155(x10781),x10782),x10784))+P7(f131(x10781,a2,f131(x10781,f132(x10781,a2),f155(x10781),f131(x10781,x10781,f131(x10781,f132(x10781,x10781),f153(x10781),x10782),x10783)),f131(x10781,x10781,f131(x10781,f132(x10781,x10781),f153(x10781),x10784),x10783)))
% 1.59/1.75 [1079]~P24(x10791)+~P7(f131(x10791,a2,f131(x10791,f132(x10791,a2),f155(x10791),x10792),x10794))+P7(f131(x10791,a2,f131(x10791,f132(x10791,a2),f155(x10791),f131(x10791,x10791,f131(x10791,f132(x10791,x10791),f153(x10791),x10792),x10793)),f131(x10791,x10791,f131(x10791,f132(x10791,x10791),f153(x10791),x10794),x10793)))
% 1.59/1.75 [1094]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10942),x10944))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x10941),x10943))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10941),x10942)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10943),x10944)))
% 1.59/1.75 [1095]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10952),x10954))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x10951),x10953))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10951),x10952)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),x10953),x10954)))
% 1.59/1.75 [1108]~P17(x11082)+~P7(f131(x11082,a2,f131(x11082,f132(x11082,a2),f155(x11082),f131(x11081,x11082,x11083,f54(x11081,x11082,x11083,x11084))),f131(x11081,x11082,x11084,f54(x11081,x11082,x11083,x11084))))+P7(f131(f132(x11081,x11082),a2,f131(f132(x11081,x11082),f132(f132(x11081,x11082),a2),f155(f132(x11081,x11082)),x11083),x11084))
% 1.59/1.75 [1109]~P17(x11092)+~P7(f131(x11092,a2,f131(x11092,f132(x11092,a2),f155(x11092),f131(x11091,x11092,x11093,f66(x11091,x11092,x11093,x11094))),f131(x11091,x11092,x11094,f66(x11091,x11092,x11093,x11094))))+P7(f131(f132(x11091,x11092),a2,f131(f132(x11091,x11092),f132(f132(x11091,x11092),a2),f155(f132(x11091,x11092)),x11093),x11094))
% 1.59/1.75 [1114]~P23(x11141)+P7(f131(x11141,a2,f131(x11141,f132(x11141,a2),f156(x11141),x11142),x11143))+~P7(f131(x11141,a2,f131(x11141,f132(x11141,a2),f156(x11141),f131(x11141,x11141,f131(x11141,f132(x11141,x11141),f153(x11141),x11144),x11142)),f131(x11141,x11141,f131(x11141,f132(x11141,x11141),f153(x11141),x11144),x11143)))
% 1.59/1.75 [1116]~P23(x11161)+P7(f131(x11161,a2,f131(x11161,f132(x11161,a2),f156(x11161),x11162),x11163))+~P7(f131(x11161,a2,f131(x11161,f132(x11161,a2),f156(x11161),f131(x11161,x11161,f131(x11161,f132(x11161,x11161),f153(x11161),x11162),x11164)),f131(x11161,x11161,f131(x11161,f132(x11161,x11161),f153(x11161),x11163),x11164)))
% 1.59/1.75 [1118]~P23(x11181)+P7(f131(x11181,a2,f131(x11181,f132(x11181,a2),f155(x11181),x11182),x11183))+~P7(f131(x11181,a2,f131(x11181,f132(x11181,a2),f155(x11181),f131(x11181,x11181,f131(x11181,f132(x11181,x11181),f153(x11181),x11184),x11182)),f131(x11181,x11181,f131(x11181,f132(x11181,x11181),f153(x11181),x11184),x11183)))
% 1.59/1.75 [1120]~P23(x11201)+P7(f131(x11201,a2,f131(x11201,f132(x11201,a2),f155(x11201),x11202),x11203))+~P7(f131(x11201,a2,f131(x11201,f132(x11201,a2),f155(x11201),f131(x11201,x11201,f131(x11201,f132(x11201,x11201),f153(x11201),x11202),x11204)),f131(x11201,x11201,f131(x11201,f132(x11201,x11201),f153(x11201),x11203),x11204)))
% 1.59/1.75 [1195]E(f131(f132(f152(x11951,x11952),a2),f132(f152(x11951,x11952),a2),f17(f132(f152(x11951,x11952),a2)),x11953),f131(f132(f152(x11951,x11952),a2),f132(f152(x11951,x11952),a2),f17(f132(f152(x11951,x11952),a2)),x11954))+P7(f131(f132(f152(x11951,x11952),a2),a2,f131(f152(x11951,x11952),f132(f132(f152(x11951,x11952),a2),a2),f149(f152(x11951,x11952)),f131(x11952,f152(x11951,x11952),f131(x11951,f132(x11952,f152(x11951,x11952)),f160(x11951,x11952),f45(x11951,x11952,x11953,x11954)),f46(x11951,x11952,x11953,x11954))),x11953))+P7(f131(f132(f152(x11951,x11952),a2),a2,f131(f152(x11951,x11952),f132(f132(f152(x11951,x11952),a2),a2),f149(f152(x11951,x11952)),f131(x11952,f152(x11951,x11952),f131(x11951,f132(x11952,f152(x11951,x11952)),f160(x11951,x11952),f45(x11951,x11952,x11953,x11954)),f46(x11951,x11952,x11953,x11954))),x11954))
% 1.59/1.75 [1254]E(f131(f132(f152(x12541,x12542),a2),f132(f152(x12541,x12542),a2),f17(f132(f152(x12541,x12542),a2)),x12543),f131(f132(f152(x12541,x12542),a2),f132(f152(x12541,x12542),a2),f17(f132(f152(x12541,x12542),a2)),x12544))+~P7(f131(f132(f152(x12541,x12542),a2),a2,f131(f152(x12541,x12542),f132(f132(f152(x12541,x12542),a2),a2),f149(f152(x12541,x12542)),f131(x12542,f152(x12541,x12542),f131(x12541,f132(x12542,f152(x12541,x12542)),f160(x12541,x12542),f45(x12541,x12542,x12543,x12544)),f46(x12541,x12542,x12543,x12544))),x12543))+~P7(f131(f132(f152(x12541,x12542),a2),a2,f131(f152(x12541,x12542),f132(f132(f152(x12541,x12542),a2),a2),f149(f152(x12541,x12542)),f131(x12542,f152(x12541,x12542),f131(x12541,f132(x12542,f152(x12541,x12542)),f160(x12541,x12542),f45(x12541,x12542,x12543,x12544)),f46(x12541,x12542,x12543,x12544))),x12544))
% 1.59/1.75 [1143]~E(f131(a3,a3,f17(a3),x11431),f131(a3,a3,f17(a3),x11433))+~E(f131(a3,a3,f17(a3),x11431),f131(a3,a3,f17(a3),x11432))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11432),x11431)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11434),x11433)))
% 1.59/1.75 [1144]~E(f131(a3,a3,f17(a3),x11441),f131(a3,a3,f17(a3),x11443))+~E(f131(a3,a3,f17(a3),x11441),f131(a3,a3,f17(a3),x11442))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11441),x11442)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11444),x11443)))
% 1.59/1.75 [1172]E(f131(a3,a3,f17(a3),x11721),f131(a3,a3,f17(a3),x11722))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11723),x11721)),x11724))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11723),x11721)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11724),x11722)))
% 1.59/1.75 [1173]E(f131(a3,a3,f17(a3),x11731),f131(a3,a3,f17(a3),x11732))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11731),x11733)),x11734))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11731),x11733)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11734),x11732)))
% 1.59/1.75 [841]~E(f131(x8411,x8414,x8415,x8412),f131(x8411,x8414,x8415,x8413))+E(f131(x8411,x8411,f17(x8411),x8412),f131(x8411,x8411,f17(x8411),x8413))+~P7(f131(f132(x8411,a2),a2,f131(f132(x8411,x8414),f132(f132(x8411,a2),a2),f145(x8411,x8414),x8415),f166(f132(x8411,a2))))
% 1.59/1.75 [842]E(f131(x8421,x8422,x8423,x8424),f131(x8421,x8422,x8423,x8425))+~E(f131(x8421,x8421,f17(x8421),x8424),f131(x8421,x8421,f17(x8421),x8425))+~P7(f131(f132(x8421,a2),a2,f131(f132(x8421,x8422),f132(f132(x8421,a2),a2),f145(x8421,x8422),x8423),f166(f132(x8421,a2))))
% 1.59/1.75 [1020]E(f131(x10201,x10202,f131(f132(x10202,x10201),f132(x10201,x10202),f131(f132(x10202,a2),f132(f132(x10202,x10201),f132(x10201,x10202)),f144(x10202,x10201),x10203),x10204),f131(x10202,x10201,x10204,x10205)),f131(x10202,x10202,f17(x10202),x10205))+~P7(f131(f132(x10202,a2),a2,f131(f132(x10202,x10201),f132(f132(x10202,a2),a2),f145(x10202,x10201),x10204),x10203))+~P7(f131(f132(x10202,a2),a2,f131(x10202,f132(f132(x10202,a2),a2),f149(x10202),x10205),x10203))
% 1.59/1.75 [1070]~E(f131(x10701,x10702,x10705,f103(x10702,x10701,x10703,x10705,x10704)),f131(x10701,x10702,x10703,f103(x10702,x10701,x10703,x10705,x10704)))+~P7(f131(f132(x10701,a2),a2,f131(f132(x10701,x10702),f132(f132(x10701,a2),a2),f145(x10701,x10702),x10705),x10704))+P7(f131(f132(x10701,a2),a2,f131(f132(x10701,x10702),f132(f132(x10701,a2),a2),f145(x10701,x10702),x10703),x10704))
% 1.59/1.75 [1071]~E(f131(x10711,x10712,x10715,f103(x10712,x10711,x10715,x10713,x10714)),f131(x10711,x10712,x10713,f103(x10712,x10711,x10715,x10713,x10714)))+~P7(f131(f132(x10711,a2),a2,f131(f132(x10711,x10712),f132(f132(x10711,a2),a2),f145(x10711,x10712),x10715),x10714))+P7(f131(f132(x10711,a2),a2,f131(f132(x10711,x10712),f132(f132(x10711,a2),a2),f145(x10711,x10712),x10713),x10714))
% 1.59/1.75 [1104]~P7(f131(f132(x11041,a2),a2,f131(f132(x11041,x11042),f132(f132(x11041,a2),a2),f145(x11041,x11042),x11045),x11044))+P7(f131(f132(x11041,a2),a2,f131(x11041,f132(f132(x11041,a2),a2),f149(x11041),f103(x11042,x11041,x11043,x11045,x11044)),x11044))+P7(f131(f132(x11041,a2),a2,f131(f132(x11041,x11042),f132(f132(x11041,a2),a2),f145(x11041,x11042),x11043),x11044))
% 1.59/1.75 [1105]~P7(f131(f132(x11051,a2),a2,f131(f132(x11051,x11052),f132(f132(x11051,a2),a2),f145(x11051,x11052),x11055),x11054))+P7(f131(f132(x11051,a2),a2,f131(x11051,f132(f132(x11051,a2),a2),f149(x11051),f103(x11052,x11051,x11055,x11053,x11054)),x11054))+P7(f131(f132(x11051,a2),a2,f131(f132(x11051,x11052),f132(f132(x11051,a2),a2),f145(x11051,x11052),x11053),x11054))
% 1.59/1.75 [986]~P17(x9861)+P7(f131(x9861,a2,f131(x9861,f132(x9861,a2),f155(x9861),f131(x9862,x9861,x9863,x9864)),f131(x9862,x9861,x9865,x9864)))+~P7(f131(f132(x9862,x9861),a2,f131(f132(x9862,x9861),f132(f132(x9862,x9861),a2),f155(f132(x9862,x9861)),x9863),x9865))
% 1.59/1.75 [1004]~P7(f131(f132(x10041,a2),a2,f131(f132(x10041,x10042),f132(f132(x10041,a2),a2),f145(x10041,x10042),x10043),x10045))+P7(f131(f132(x10041,a2),a2,f131(f132(x10041,x10042),f132(f132(x10041,a2),a2),f145(x10041,x10042),x10043),x10044))+~P7(f131(f132(x10041,a2),a2,f131(f132(x10041,a2),f132(f132(x10041,a2),a2),f155(f132(x10041,a2)),x10044),x10045))
% 1.59/1.75 [1131]~P7(f131(f132(x11312,a2),a2,f131(f132(x11312,x11311),f132(f132(x11312,a2),a2),f145(x11312,x11311),x11313),x11315))+~P7(f131(f132(x11312,a2),a2,f131(f132(x11312,a2),f132(f132(x11312,a2),a2),f156(f132(x11312,a2)),x11314),x11315))+P7(f131(f132(x11311,a2),a2,f131(f132(x11311,a2),f132(f132(x11311,a2),a2),f156(f132(x11311,a2)),f131(f132(x11312,a2),f132(x11311,a2),f131(f132(x11312,x11311),f132(f132(x11312,a2),f132(x11311,a2)),f146(x11312,x11311),x11313),x11314)),f131(f132(x11312,a2),f132(x11311,a2),f131(f132(x11312,x11311),f132(f132(x11312,a2),f132(x11311,a2)),f146(x11312,x11311),x11313),x11315)))
% 1.59/1.75 [1135]~P7(f131(f132(x11352,a2),a2,f131(f132(x11352,x11351),f132(f132(x11352,a2),a2),f145(x11352,x11351),x11353),f166(f132(x11352,a2))))+~P7(f131(f132(x11352,a2),a2,f131(f132(x11352,a2),f132(f132(x11352,a2),a2),f155(f132(x11352,a2)),x11354),x11355))+P7(f131(f132(x11351,a2),a2,f131(f132(x11351,a2),f132(f132(x11351,a2),a2),f155(f132(x11351,a2)),f131(f132(x11352,a2),f132(x11351,a2),f131(f132(x11352,x11351),f132(f132(x11352,a2),f132(x11351,a2)),f146(x11352,x11351),x11353),x11354)),f131(f132(x11352,a2),f132(x11351,a2),f131(f132(x11352,x11351),f132(f132(x11352,a2),f132(x11351,a2)),f146(x11352,x11351),x11353),x11355)))
% 1.59/1.75 [1159]~P7(f131(f132(x11591,a2),a2,f131(f132(x11591,x11594),f132(f132(x11591,a2),a2),f145(x11591,x11594),x11595),f166(f132(x11591,a2))))+P7(f131(f132(x11591,a2),a2,f131(f132(x11591,a2),f132(f132(x11591,a2),a2),f155(f132(x11591,a2)),x11592),x11593))+~P7(f131(f132(x11594,a2),a2,f131(f132(x11594,a2),f132(f132(x11594,a2),a2),f155(f132(x11594,a2)),f131(f132(x11591,a2),f132(x11594,a2),f131(f132(x11591,x11594),f132(f132(x11591,a2),f132(x11594,a2)),f146(x11591,x11594),x11595),x11592)),f131(f132(x11591,a2),f132(x11594,a2),f131(f132(x11591,x11594),f132(f132(x11591,a2),f132(x11594,a2)),f146(x11591,x11594),x11595),x11593)))
% 1.59/1.75 [960]~E(f131(x9602,x9601,x9603,x9605),f131(x9601,x9601,f17(x9601),x9604))+E(f131(x9601,x9602,f131(f132(x9602,x9601),f132(x9601,x9602),f131(f132(x9602,a2),f132(f132(x9602,x9601),f132(x9601,x9602)),f144(x9602,x9601),f166(f132(x9602,a2))),x9603),x9604),f131(x9602,x9602,f17(x9602),x9605))+~P7(f131(f132(x9602,a2),a2,f131(f132(x9602,x9601),f132(f132(x9602,a2),a2),f145(x9602,x9601),x9603),f166(f132(x9602,a2))))
% 1.59/1.75 [789]~E(f131(x7891,x7891,f17(x7891),x7894),f131(x7891,x7891,f17(x7891),x7896))+~E(f131(x7892,x7892,f17(x7892),x7893),f131(x7892,x7892,f17(x7892),x7895))+E(f131(x7891,f152(x7892,x7891),f131(x7892,f132(x7891,f152(x7892,x7891)),f160(x7892,x7891),x7893),x7894),f131(x7891,f152(x7892,x7891),f131(x7892,f132(x7891,f152(x7892,x7891)),f160(x7892,x7891),x7895),x7896))
% 1.59/1.75 [1036]~E(f131(x10361,x10361,f17(x10361),x10362),f131(x10363,x10361,x10364,x10366))+~P7(f131(f132(x10363,a2),a2,f131(x10363,f132(f132(x10363,a2),a2),f149(x10363),x10366),x10365))+P7(f131(f132(x10361,a2),a2,f131(x10361,f132(f132(x10361,a2),a2),f149(x10361),x10362),f131(f132(x10363,a2),f132(x10361,a2),f131(f132(x10363,x10361),f132(f132(x10363,a2),f132(x10361,a2)),f146(x10363,x10361),x10364),x10365)))
% 1.59/1.75 [1057]~E(f131(f132(x10571,a2),f132(x10571,a2),f17(f132(x10571,a2)),x10572),f131(f132(x10573,a2),f132(x10571,a2),f131(f132(x10573,x10571),f132(f132(x10573,a2),f132(x10571,a2)),f146(x10573,x10571),x10574),x10576))+~P7(f131(f132(x10573,a2),a2,f131(f132(x10573,a2),f132(f132(x10573,a2),a2),f155(f132(x10573,a2)),x10576),x10575))+P7(f131(f132(x10571,a2),a2,f131(f132(x10571,a2),f132(f132(x10571,a2),a2),f155(f132(x10571,a2)),x10572),f131(f132(x10573,a2),f132(x10571,a2),f131(f132(x10573,x10571),f132(f132(x10573,a2),f132(x10571,a2)),f146(x10573,x10571),x10574),x10575)))
% 1.59/1.75 [1133]~P7(f131(f132(x11332,a2),a2,f131(x11332,f132(f132(x11332,a2),a2),f149(x11332),x11334),x11336))+P7(f131(f132(x11331,a2),a2,f131(x11331,f132(f132(x11331,a2),a2),f149(x11331),f131(x11332,x11331,x11333,x11334)),f131(x11332,f132(x11331,a2),x11335,x11334)))+~P7(f131(f132(f132(x11332,x11331),a2),a2,f131(f132(x11332,x11331),f132(f132(f132(x11332,x11331),a2),a2),f149(f132(x11332,x11331)),x11333),f131(f132(x11332,f132(x11331,a2)),f132(f132(x11332,x11331),a2),f131(f132(x11332,a2),f132(f132(x11332,f132(x11331,a2)),f132(f132(x11332,x11331),a2)),f159(x11332,x11331),x11336),x11335)))
% 1.59/1.75 [1134]~P7(f131(f132(x11342,a2),a2,f131(x11342,f132(f132(x11342,a2),a2),f149(x11342),x11344),x11346))+P7(f131(f132(x11341,a2),a2,f131(x11341,f132(f132(x11341,a2),a2),f149(x11341),f131(x11342,x11341,x11343,x11344)),f131(x11342,f132(x11341,a2),x11345,x11344)))+~P7(f131(f132(f132(x11342,x11341),a2),a2,f131(f132(x11342,x11341),f132(f132(f132(x11342,x11341),a2),a2),f149(f132(x11342,x11341)),x11343),f131(f132(x11342,f132(x11341,a2)),f132(f132(x11342,x11341),a2),f131(f132(x11342,a2),f132(f132(x11342,f132(x11341,a2)),f132(f132(x11342,x11341),a2)),f159(x11342,x11341),x11346),x11345)))
% 1.59/1.75 [1233]~E(f131(x12331,x12332,x12336,f99(x12332,x12331,x12335,x12333,x12336,x12334)),f131(x12331,x12332,x12333,f99(x12332,x12331,x12335,x12333,x12336,x12334)))+~P7(f131(f132(f132(x12331,x12332),a2),a2,f131(f132(x12331,x12332),f132(f132(f132(x12331,x12332),a2),a2),f149(f132(x12331,x12332)),x12336),f131(f132(x12331,f132(x12332,a2)),f132(f132(x12331,x12332),a2),f131(f132(x12331,a2),f132(f132(x12331,f132(x12332,a2)),f132(f132(x12331,x12332),a2)),f159(x12331,x12332),x12334),x12335)))+P7(f131(f132(f132(x12331,x12332),a2),a2,f131(f132(x12331,x12332),f132(f132(f132(x12331,x12332),a2),a2),f149(f132(x12331,x12332)),x12333),f131(f132(x12331,f132(x12332,a2)),f132(f132(x12331,x12332),a2),f131(f132(x12331,a2),f132(f132(x12331,f132(x12332,a2)),f132(f132(x12331,x12332),a2)),f159(x12331,x12332),x12334),x12335)))
% 1.59/1.75 [1234]~E(f131(x12341,x12342,x12346,f99(x12342,x12341,x12345,x12346,x12343,x12344)),f131(x12341,x12342,x12343,f99(x12342,x12341,x12345,x12346,x12343,x12344)))+~P7(f131(f132(f132(x12341,x12342),a2),a2,f131(f132(x12341,x12342),f132(f132(f132(x12341,x12342),a2),a2),f149(f132(x12341,x12342)),x12346),f131(f132(x12341,f132(x12342,a2)),f132(f132(x12341,x12342),a2),f131(f132(x12341,a2),f132(f132(x12341,f132(x12342,a2)),f132(f132(x12341,x12342),a2)),f159(x12341,x12342),x12344),x12345)))+P7(f131(f132(f132(x12341,x12342),a2),a2,f131(f132(x12341,x12342),f132(f132(f132(x12341,x12342),a2),a2),f149(f132(x12341,x12342)),x12343),f131(f132(x12341,f132(x12342,a2)),f132(f132(x12341,x12342),a2),f131(f132(x12341,a2),f132(f132(x12341,f132(x12342,a2)),f132(f132(x12341,x12342),a2)),f159(x12341,x12342),x12344),x12345)))
% 1.59/1.75 [1256]P7(f131(f132(x12561,a2),a2,f131(x12561,f132(f132(x12561,a2),a2),f149(x12561),f99(x12562,x12561,x12563,x12564,x12565,x12566)),x12566))+~P7(f131(f132(f132(x12561,x12562),a2),a2,f131(f132(x12561,x12562),f132(f132(f132(x12561,x12562),a2),a2),f149(f132(x12561,x12562)),x12565),f131(f132(x12561,f132(x12562,a2)),f132(f132(x12561,x12562),a2),f131(f132(x12561,a2),f132(f132(x12561,f132(x12562,a2)),f132(f132(x12561,x12562),a2)),f159(x12561,x12562),x12566),x12563)))+P7(f131(f132(f132(x12561,x12562),a2),a2,f131(f132(x12561,x12562),f132(f132(f132(x12561,x12562),a2),a2),f149(f132(x12561,x12562)),x12564),f131(f132(x12561,f132(x12562,a2)),f132(f132(x12561,x12562),a2),f131(f132(x12561,a2),f132(f132(x12561,f132(x12562,a2)),f132(f132(x12561,x12562),a2)),f159(x12561,x12562),x12566),x12563)))
% 1.59/1.75 [1257]P7(f131(f132(x12571,a2),a2,f131(x12571,f132(f132(x12571,a2),a2),f149(x12571),f99(x12572,x12571,x12573,x12574,x12575,x12576)),x12576))+~P7(f131(f132(f132(x12571,x12572),a2),a2,f131(f132(x12571,x12572),f132(f132(f132(x12571,x12572),a2),a2),f149(f132(x12571,x12572)),x12574),f131(f132(x12571,f132(x12572,a2)),f132(f132(x12571,x12572),a2),f131(f132(x12571,a2),f132(f132(x12571,f132(x12572,a2)),f132(f132(x12571,x12572),a2)),f159(x12571,x12572),x12576),x12573)))+P7(f131(f132(f132(x12571,x12572),a2),a2,f131(f132(x12571,x12572),f132(f132(f132(x12571,x12572),a2),a2),f149(f132(x12571,x12572)),x12575),f131(f132(x12571,f132(x12572,a2)),f132(f132(x12571,x12572),a2),f131(f132(x12571,a2),f132(f132(x12571,f132(x12572,a2)),f132(f132(x12571,x12572),a2)),f159(x12571,x12572),x12576),x12573)))
% 1.59/1.75 [1016]~P7(f131(x10161,a2,f131(x10162,f132(x10161,a2),x10166,x10164),x10165))+P7(f131(x10161,a2,f131(x10162,f132(x10161,a2),x10163,x10164),x10165))+~P7(f131(f132(x10162,f132(x10161,a2)),a2,f131(f132(x10162,f132(x10161,a2)),f132(f132(x10162,f132(x10161,a2)),a2),f155(f132(x10162,f132(x10161,a2))),x10166),x10163))
% 1.59/1.75 [1150]P7(f131(f132(x11501,a2),a2,f131(x11501,f132(f132(x11501,a2),a2),f149(x11501),f131(x11502,x11501,x11503,x11504)),x11505))+~P7(f131(f132(x11502,a2),a2,f131(x11502,f132(f132(x11502,a2),a2),f149(x11502),x11504),x11506))+~P7(f131(f132(f132(x11502,x11501),a2),a2,f131(f132(x11502,x11501),f132(f132(f132(x11502,x11501),a2),a2),f149(f132(x11502,x11501)),x11503),f131(f132(x11502,f132(x11501,a2)),f132(f132(x11502,x11501),a2),f131(f132(x11502,a2),f132(f132(x11502,f132(x11501,a2)),f132(f132(x11502,x11501),a2)),f159(x11502,x11501),x11506),f131(f132(x11501,a2),f132(x11502,f132(x11501,a2)),f23(f132(x11501,a2),x11502),x11505))))
% 1.59/1.75 [1153]~E(f131(f132(f152(x11531,x11532),a2),f132(f152(x11531,x11532),a2),f17(f132(f152(x11531,x11532),a2)),x11536),f131(f132(f152(x11531,x11532),a2),f132(f152(x11531,x11532),a2),f17(f132(f152(x11531,x11532),a2)),x11535))+~P7(f131(f132(f152(x11531,x11532),a2),a2,f131(f152(x11531,x11532),f132(f132(f152(x11531,x11532),a2),a2),f149(f152(x11531,x11532)),f131(x11532,f152(x11531,x11532),f131(x11531,f132(x11532,f152(x11531,x11532)),f160(x11531,x11532),x11533),x11534)),x11536))+P7(f131(f132(f152(x11531,x11532),a2),a2,f131(f152(x11531,x11532),f132(f132(f152(x11531,x11532),a2),a2),f149(f152(x11531,x11532)),f131(x11532,f152(x11531,x11532),f131(x11531,f132(x11532,f152(x11531,x11532)),f160(x11531,x11532),x11533),x11534)),x11535))
% 1.59/1.75 [1154]~E(f131(f132(f152(x11541,x11542),a2),f132(f152(x11541,x11542),a2),f17(f132(f152(x11541,x11542),a2)),x11546),f131(f132(f152(x11541,x11542),a2),f132(f152(x11541,x11542),a2),f17(f132(f152(x11541,x11542),a2)),x11545))+~P7(f131(f132(f152(x11541,x11542),a2),a2,f131(f152(x11541,x11542),f132(f132(f152(x11541,x11542),a2),a2),f149(f152(x11541,x11542)),f131(x11542,f152(x11541,x11542),f131(x11541,f132(x11542,f152(x11541,x11542)),f160(x11541,x11542),x11543),x11544)),x11546))+P7(f131(f132(f152(x11541,x11542),a2),a2,f131(f152(x11541,x11542),f132(f132(f152(x11541,x11542),a2),a2),f149(f152(x11541,x11542)),f131(x11542,f152(x11541,x11542),f131(x11541,f132(x11542,f152(x11541,x11542)),f160(x11541,x11542),x11543),x11544)),x11545))
% 1.59/1.75 [1180]E(f131(a14,a1,a140,x11801),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11801)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a148))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a25),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x11801)),a25)))
% 1.59/1.75 [1186]E(f131(a14,a1,a140,x11861),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11861)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x11861)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x11861)),a25)))
% 1.59/1.75 [1194]E(f131(a14,a1,a140,x11941),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x11941)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x11941)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x11941)),a25)))
% 1.59/1.75 [1214]~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12141)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12141)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x12141)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a142))
% 1.59/1.75 [1255]E(f131(a14,a1,a140,x12551),a141)+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x12551)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x12551)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12551)),a25)))
% 1.59/1.75 [1217]~E(f131(a14,a1,a140,x12171),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12171)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a25),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12171)),a18),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a13),a4)),a148))
% 1.59/1.75 [1221]~E(f131(a14,a1,a140,x12211),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12211)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x12211)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12211)),a18),a25)))
% 1.59/1.75 [1250]~E(f131(a14,a1,a140,x12501),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12501)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x12501)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12501)),a18),a25)))
% 1.59/1.75 [1283]~E(f131(a14,a1,a140,x12831),a141)+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x12831)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x12831)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12831)),a18),a25)))
% 1.59/1.75 [1286]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12861)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x12861)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12861)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12861)),a18),a25)))
% 1.59/1.75 [1301]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a14,f132(f152(a3,a3),a2),a154,x13011)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x13011)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x13011)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a22)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x13011)),a18),a25)))
% 1.59/1.75 [1184]~P15(x11841)+~P7(f131(x11841,a2,f131(x11841,f132(x11841,a2),f156(x11841),x11842),f164(x11841)))+P7(f131(x11841,a2,f131(x11841,f132(x11841,a2),f156(x11841),f131(x11841,x11841,f131(x11841,f132(x11841,x11841),f153(x11841),f131(x11841,x11841,f131(x11841,f132(x11841,x11841),f153(x11841),f151(x11841)),x11842)),x11842)),f164(x11841)))+~P7(f131(f132(x11841,a2),a2,f131(x11841,f132(f132(x11841,a2),a2),f149(x11841),x11842),f163(x11841)))
% 1.59/1.75 [1231]~P15(x12311)+~P7(f131(x12311,a2,f131(x12311,f132(x12311,a2),f156(x12311),f131(x12311,x12311,f131(x12311,f132(x12311,x12311),f153(x12311),f131(x12311,x12311,f131(x12311,f132(x12311,x12311),f153(x12311),f151(x12311)),x12312)),x12312)),f164(x12311)))+P7(f131(x12311,a2,f131(x12311,f132(x12311,a2),f156(x12311),x12312),f164(x12311)))+~P7(f131(f132(x12311,a2),a2,f131(x12311,f132(f132(x12311,a2),a2),f149(x12311),x12312),f163(x12311)))
% 1.59/1.75 [819]~P27(x8191)+~E(f131(x8191,x8191,f17(x8191),x8192),f164(x8191))+E(f131(x8191,x8191,f131(x8191,f132(x8191,x8191),f153(x8191),x8192),x8192),f164(x8191))+~P7(f131(f132(x8191,a2),a2,f131(x8191,f132(f132(x8191,a2),a2),f149(x8191),x8192),f163(x8191)))
% 1.59/1.75 [834]~P27(x8341)+E(f131(x8341,x8341,f17(x8341),x8342),f164(x8341))+~E(f131(x8341,x8341,f131(x8341,f132(x8341,x8341),f153(x8341),x8342),x8342),f164(x8341))+~P7(f131(f132(x8341,a2),a2,f131(x8341,f132(f132(x8341,a2),a2),f149(x8341),x8342),f163(x8341)))
% 1.59/1.75 [838]~P7(f131(a1,a2,x8381,x8382))+~P7(f131(a1,a2,x8381,x8383))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x8383),f94(x8382,x8381)))+P7(f131(a1,a2,x8381,f164(a1)))
% 1.59/1.75 [839]~P7(f131(a1,a2,x8391,x8392))+~P7(f131(a1,a2,x8391,x8393))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8393),f108(x8392,x8391)))+P7(f131(a1,a2,x8391,f164(a1)))
% 1.59/1.75 [1061]~P22(x10611)+~P7(f131(x10611,a2,f131(x10611,f132(x10611,a2),f156(x10611),x10612),f164(x10611)))+~P7(f131(x10611,a2,f131(x10611,f132(x10611,a2),f156(x10611),x10613),f164(x10611)))+P7(f131(x10611,a2,f131(x10611,f132(x10611,a2),f156(x10611),f131(x10611,x10611,f131(x10611,f132(x10611,x10611),f153(x10611),x10612),x10613)),f164(x10611)))
% 1.59/1.75 [1062]~P22(x10621)+~P7(f131(x10621,a2,f131(x10621,f132(x10621,a2),f155(x10621),x10622),f164(x10621)))+~P7(f131(x10621,a2,f131(x10621,f132(x10621,a2),f156(x10621),x10623),f164(x10621)))+P7(f131(x10621,a2,f131(x10621,f132(x10621,a2),f156(x10621),f131(x10621,x10621,f131(x10621,f132(x10621,x10621),f153(x10621),x10622),x10623)),f164(x10621)))
% 1.59/1.75 [1063]~P22(x10631)+~P7(f131(x10631,a2,f131(x10631,f132(x10631,a2),f155(x10631),x10633),f164(x10631)))+~P7(f131(x10631,a2,f131(x10631,f132(x10631,a2),f156(x10631),x10632),f164(x10631)))+P7(f131(x10631,a2,f131(x10631,f132(x10631,a2),f156(x10631),f131(x10631,x10631,f131(x10631,f132(x10631,x10631),f153(x10631),x10632),x10633)),f164(x10631)))
% 1.59/1.75 [1064]~P22(x10641)+~P7(f131(x10641,a2,f131(x10641,f132(x10641,a2),f155(x10641),x10642),f164(x10641)))+~P7(f131(x10641,a2,f131(x10641,f132(x10641,a2),f155(x10641),x10643),f164(x10641)))+P7(f131(x10641,a2,f131(x10641,f132(x10641,a2),f155(x10641),f131(x10641,x10641,f131(x10641,f132(x10641,x10641),f153(x10641),x10642),x10643)),f164(x10641)))
% 1.59/1.75 [1086]~P26(x10861)+~P7(f131(f132(x10861,a2),a2,f131(x10861,f132(f132(x10861,a2),a2),f149(x10861),x10862),f163(x10861)))+~P7(f131(f132(x10861,a2),a2,f131(x10861,f132(f132(x10861,a2),a2),f149(x10861),x10863),f163(x10861)))+P7(f131(f132(x10861,a2),a2,f131(x10861,f132(f132(x10861,a2),a2),f149(x10861),f131(x10861,x10861,f131(x10861,f132(x10861,x10861),f153(x10861),x10862),x10863)),f163(x10861)))
% 1.59/1.75 [802]~P6(x8021)+E(f131(x8021,x8021,f17(x8021),x8022),f131(x8021,x8021,f17(x8021),x8023))+P7(f131(x8021,a2,f131(x8021,f132(x8021,a2),f156(x8021),x8022),x8023))+P7(f131(x8021,a2,f131(x8021,f132(x8021,a2),f156(x8021),x8023),x8022))
% 1.59/1.75 [803]~P15(x8031)+E(f131(x8031,x8031,f17(x8031),x8032),f131(x8031,x8031,f17(x8031),x8033))+P7(f131(x8031,a2,f131(x8031,f132(x8031,a2),f156(x8031),x8032),x8033))+P7(f131(x8031,a2,f131(x8031,f132(x8031,a2),f156(x8031),x8033),x8032))
% 1.59/1.75 [806]~P6(x8061)+~E(f131(x8061,x8061,f17(x8061),x8062),f131(x8061,x8061,f17(x8061),x8063))+P7(f131(x8061,a2,f131(x8061,f132(x8061,a2),f155(x8061),x8062),x8063))+P7(f131(x8061,a2,f131(x8061,f132(x8061,a2),f156(x8061),x8062),x8063))
% 1.59/1.75 [843]~P20(x8431)+E(f131(x8431,x8431,f17(x8431),x8432),f131(x8431,x8431,f17(x8431),x8433))+~P7(f131(x8431,a2,f131(x8431,f132(x8431,a2),f155(x8431),x8433),x8432))+P7(f131(x8431,a2,f131(x8431,f132(x8431,a2),f156(x8431),x8433),x8432))
% 1.59/1.75 [845]~P6(x8451)+E(f131(x8451,x8451,f17(x8451),x8452),f131(x8451,x8451,f17(x8451),x8453))+~P7(f131(x8451,a2,f131(x8451,f132(x8451,a2),f155(x8451),x8452),x8453))+P7(f131(x8451,a2,f131(x8451,f132(x8451,a2),f156(x8451),x8452),x8453))
% 1.59/1.75 [851]~P20(x8511)+E(f131(x8511,x8511,f17(x8511),x8512),f131(x8511,x8511,f17(x8511),x8513))+~P7(f131(x8511,a2,f131(x8511,f132(x8511,a2),f155(x8511),x8512),x8513))+P7(f131(x8511,a2,f131(x8511,f132(x8511,a2),f156(x8511),x8512),x8513))
% 1.59/1.75 [858]P7(f131(a1,a2,x8581,x8582))+~P7(f131(a1,a2,x8581,x8583))+~P7(f131(a1,a2,x8581,f117(x8581,x8582,x8583)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x8582),x8583))
% 1.59/1.75 [899]~P20(x8991)+E(f131(x8991,x8991,f17(x8991),x8992),f131(x8991,x8991,f17(x8991),x8993))+~P7(f131(x8991,a2,f131(x8991,f132(x8991,a2),f155(x8991),x8992),x8993))+~P7(f131(x8991,a2,f131(x8991,f132(x8991,a2),f155(x8991),x8993),x8992))
% 1.59/1.75 [907]~P7(f131(a1,a2,x9071,x9073))+P7(f131(a1,a2,x9071,x9072))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9072),x9073))+P7(f131(a1,a2,x9071,f131(a1,a1,a162,f117(x9071,x9072,x9073))))
% 1.59/1.75 [911]~P19(x9111)+~P7(f131(x9111,a2,f131(x9111,f132(x9111,a2),f155(x9111),x9112),x9113))+P7(f131(x9111,a2,f131(x9111,f132(x9111,a2),f155(x9111),x9113),x9112))+P7(f131(x9111,a2,f131(x9111,f132(x9111,a2),f156(x9111),x9112),x9113))
% 1.59/1.75 [912]~P7(f131(a1,a2,x9121,x9123))+P7(f131(a1,a2,x9121,x9122))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x9122),x9123))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f117(x9121,x9122,x9123)),x9123))
% 1.59/1.75 [1030]~P22(x10301)+~P7(f131(x10301,a2,f131(x10301,f132(x10301,a2),f156(x10301),f164(x10301)),x10302))+~P7(f131(x10301,a2,f131(x10301,f132(x10301,a2),f156(x10301),f164(x10301)),x10303))+P7(f131(x10301,a2,f131(x10301,f132(x10301,a2),f156(x10301),f164(x10301)),f131(x10301,x10301,f131(x10301,f132(x10301,x10301),f153(x10301),x10302),x10303)))
% 1.59/1.75 [1058]E(f131(f132(x10581,a2),f132(x10581,a2),f17(f132(x10581,a2)),x10582),f131(f132(x10581,a2),f132(x10581,a2),f17(f132(x10581,a2)),x10583))+~P7(f131(f132(x10581,a2),a2,f138(x10581),x10582))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(f132(x10581,a2),a1,f133(x10581),x10582)),f131(f132(x10581,a2),a1,f133(x10581),x10583)))+~P7(f131(f132(x10581,a2),a2,f131(f132(x10581,a2),f132(f132(x10581,a2),a2),f155(f132(x10581,a2)),x10583),x10582))
% 1.59/1.75 [1085]~P7(f131(f132(x10851,a2),a2,f138(x10851),x10853))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(f132(x10851,a2),a1,f133(x10851),x10852)),f131(f132(x10851,a2),a1,f133(x10851),x10853)))+~P7(f131(f132(x10851,a2),a2,f131(f132(x10851,a2),f132(f132(x10851,a2),a2),f155(f132(x10851,a2)),x10852),x10853))+P7(f131(f132(x10851,a2),a2,f131(f132(x10851,a2),f132(f132(x10851,a2),a2),f156(f132(x10851,a2)),x10852),x10853))
% 1.59/1.75 [1136]E(f131(f132(x11361,a2),f132(x11361,a2),f131(f132(x11361,x11361),f132(f132(x11361,a2),f132(x11361,a2)),f146(x11361,x11361),x11362),x11363),f131(f132(x11361,a2),f132(x11361,a2),f17(f132(x11361,a2)),x11363))+~P7(f131(f132(x11361,a2),a2,f138(x11361),x11363))+~P7(f131(f132(x11361,a2),a2,f131(f132(x11361,x11361),f132(f132(x11361,a2),a2),f145(x11361,x11361),x11362),x11363))+~P7(f131(f132(x11361,a2),a2,f131(f132(x11361,a2),f132(f132(x11361,a2),a2),f155(f132(x11361,a2)),f131(f132(x11361,a2),f132(x11361,a2),f131(f132(x11361,x11361),f132(f132(x11361,a2),f132(x11361,a2)),f146(x11361,x11361),x11362),x11363)),x11363))
% 1.59/1.75 [1149]E(f131(a3,a3,f17(a3),x11491),f131(a3,a3,f17(a3),x11492))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11491),x11492)),x11493))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11492),x11491)),x11493))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11493),a5))
% 1.59/1.75 [861]~P20(x8611)+~E(f131(x8611,x8611,f17(x8611),x8614),f131(x8611,x8611,f17(x8611),x8612))+~P7(f131(x8611,a2,f131(x8611,f132(x8611,a2),f156(x8611),x8614),x8613))+P7(f131(x8611,a2,f131(x8611,f132(x8611,a2),f156(x8611),x8612),x8613))
% 1.59/1.75 [862]~P20(x8621)+~E(f131(x8621,x8621,f17(x8621),x8623),f131(x8621,x8621,f17(x8621),x8624))+~P7(f131(x8621,a2,f131(x8621,f132(x8621,a2),f156(x8621),x8622),x8624))+P7(f131(x8621,a2,f131(x8621,f132(x8621,a2),f156(x8621),x8622),x8623))
% 1.59/1.75 [864]~P20(x8641)+~E(f131(x8641,x8641,f17(x8641),x8644),f131(x8641,x8641,f17(x8641),x8642))+~P7(f131(x8641,a2,f131(x8641,f132(x8641,a2),f155(x8641),x8644),x8643))+P7(f131(x8641,a2,f131(x8641,f132(x8641,a2),f155(x8641),x8642),x8643))
% 1.59/1.75 [865]~P20(x8651)+~E(f131(x8651,x8651,f17(x8651),x8653),f131(x8651,x8651,f17(x8651),x8654))+~P7(f131(x8651,a2,f131(x8651,f132(x8651,a2),f155(x8651),x8652),x8654))+P7(f131(x8651,a2,f131(x8651,f132(x8651,a2),f155(x8651),x8652),x8653))
% 1.59/1.75 [936]~P20(x9361)+~P7(f131(x9361,a2,f131(x9361,f132(x9361,a2),f156(x9361),x9364),x9363))+~P7(f131(x9361,a2,f131(x9361,f132(x9361,a2),f156(x9361),x9362),x9364))+P7(f131(x9361,a2,f131(x9361,f132(x9361,a2),f156(x9361),x9362),x9363))
% 1.59/1.75 [937]~P20(x9371)+~P7(f131(x9371,a2,f131(x9371,f132(x9371,a2),f155(x9371),x9374),x9373))+~P7(f131(x9371,a2,f131(x9371,f132(x9371,a2),f156(x9371),x9372),x9374))+P7(f131(x9371,a2,f131(x9371,f132(x9371,a2),f156(x9371),x9372),x9373))
% 1.59/1.75 [938]~P20(x9381)+~P7(f131(x9381,a2,f131(x9381,f132(x9381,a2),f155(x9381),x9382),x9384))+~P7(f131(x9381,a2,f131(x9381,f132(x9381,a2),f156(x9381),x9384),x9383))+P7(f131(x9381,a2,f131(x9381,f132(x9381,a2),f156(x9381),x9382),x9383))
% 1.59/1.75 [939]~P19(x9391)+~P7(f131(x9391,a2,f131(x9391,f132(x9391,a2),f156(x9391),x9392),x9394))+~P7(f131(x9391,a2,f131(x9391,f132(x9391,a2),f156(x9391),x9394),x9393))+P7(f131(x9391,a2,f131(x9391,f132(x9391,a2),f156(x9391),x9392),x9393))
% 1.59/1.75 [940]~P19(x9401)+~P7(f131(x9401,a2,f131(x9401,f132(x9401,a2),f155(x9401),x9402),x9404))+~P7(f131(x9401,a2,f131(x9401,f132(x9401,a2),f156(x9401),x9404),x9403))+P7(f131(x9401,a2,f131(x9401,f132(x9401,a2),f156(x9401),x9402),x9403))
% 1.59/1.75 [941]~P19(x9411)+~P7(f131(x9411,a2,f131(x9411,f132(x9411,a2),f155(x9411),x9414),x9413))+~P7(f131(x9411,a2,f131(x9411,f132(x9411,a2),f156(x9411),x9412),x9414))+P7(f131(x9411,a2,f131(x9411,f132(x9411,a2),f156(x9411),x9412),x9413))
% 1.59/1.75 [942]~P20(x9421)+~P7(f131(x9421,a2,f131(x9421,f132(x9421,a2),f155(x9421),x9424),x9423))+~P7(f131(x9421,a2,f131(x9421,f132(x9421,a2),f155(x9421),x9422),x9424))+P7(f131(x9421,a2,f131(x9421,f132(x9421,a2),f155(x9421),x9422),x9423))
% 1.59/1.75 [943]~P19(x9431)+~P7(f131(x9431,a2,f131(x9431,f132(x9431,a2),f155(x9431),x9432),x9434))+~P7(f131(x9431,a2,f131(x9431,f132(x9431,a2),f155(x9431),x9434),x9433))+P7(f131(x9431,a2,f131(x9431,f132(x9431,a2),f155(x9431),x9432),x9433))
% 1.59/1.75 [946]~P11(x9461)+P7(f131(x9461,a2,f131(x9461,f132(x9461,a2),f156(x9461),x9464),f64(x9461,x9463,x9464,x9462)))+~P7(f131(x9461,a2,f131(x9461,f132(x9461,a2),f156(x9461),x9464),x9462))+P7(f131(x9461,a2,f131(x9461,f132(x9461,a2),f155(x9461),x9462),x9463))
% 1.59/1.75 [980]~P11(x9801)+~P7(f131(x9801,a2,f131(x9801,f132(x9801,a2),f156(x9801),x9804),x9802))+P7(f131(x9801,a2,f131(x9801,f132(x9801,a2),f156(x9801),f64(x9801,x9803,x9804,x9802)),x9802))+P7(f131(x9801,a2,f131(x9801,f132(x9801,a2),f155(x9801),x9802),x9803))
% 1.59/1.75 [1023]~P11(x10231)+~P7(f131(x10231,a2,f131(x10231,f132(x10231,a2),f155(x10231),f64(x10231,x10233,x10234,x10232)),x10233))+~P7(f131(x10231,a2,f131(x10231,f132(x10231,a2),f156(x10231),x10234),x10232))+P7(f131(x10231,a2,f131(x10231,f132(x10231,a2),f155(x10231),x10232),x10233))
% 1.59/1.75 [982]~P17(x9822)+~P7(f131(f132(x9821,x9822),a2,f131(f132(x9821,x9822),f132(f132(x9821,x9822),a2),f155(f132(x9821,x9822)),x9823),x9824))+P7(f131(f132(x9821,x9822),a2,f131(f132(x9821,x9822),f132(f132(x9821,x9822),a2),f155(f132(x9821,x9822)),x9824),x9823))+P7(f131(f132(x9821,x9822),a2,f131(f132(x9821,x9822),f132(f132(x9821,x9822),a2),f156(f132(x9821,x9822)),x9823),x9824))
% 1.59/1.75 [1025]~P13(x10251)+~P7(f131(x10251,a2,f131(x10251,f132(x10251,a2),f156(x10251),f164(x10251)),x10253))+~P7(f131(x10251,a2,f131(x10251,f132(x10251,a2),f156(x10251),x10252),x10254))+P7(f131(x10251,a2,f131(x10251,f132(x10251,a2),f156(x10251),x10252),f131(x10251,x10251,f131(x10251,f132(x10251,x10251),f153(x10251),x10253),x10254)))
% 1.59/1.75 [1026]~P22(x10261)+~P7(f131(x10261,a2,f131(x10261,f132(x10261,a2),f155(x10261),f164(x10261)),x10263))+~P7(f131(x10261,a2,f131(x10261,f132(x10261,a2),f156(x10261),x10262),x10264))+P7(f131(x10261,a2,f131(x10261,f132(x10261,a2),f156(x10261),x10262),f131(x10261,x10261,f131(x10261,f132(x10261,x10261),f153(x10261),x10263),x10264)))
% 1.59/1.75 [1027]~P22(x10271)+~P7(f131(x10271,a2,f131(x10271,f132(x10271,a2),f156(x10271),f164(x10271)),x10273))+~P7(f131(x10271,a2,f131(x10271,f132(x10271,a2),f155(x10271),x10272),x10274))+P7(f131(x10271,a2,f131(x10271,f132(x10271,a2),f156(x10271),x10272),f131(x10271,x10271,f131(x10271,f132(x10271,x10271),f153(x10271),x10273),x10274)))
% 1.59/1.75 [1028]~P22(x10281)+~P7(f131(x10281,a2,f131(x10281,f132(x10281,a2),f155(x10281),f164(x10281)),x10284))+~P7(f131(x10281,a2,f131(x10281,f132(x10281,a2),f155(x10281),x10282),x10283))+P7(f131(x10281,a2,f131(x10281,f132(x10281,a2),f155(x10281),x10282),f131(x10281,x10281,f131(x10281,f132(x10281,x10281),f153(x10281),x10283),x10284)))
% 1.59/1.75 [1029]~P22(x10291)+~P7(f131(x10291,a2,f131(x10291,f132(x10291,a2),f155(x10291),f164(x10291)),x10293))+~P7(f131(x10291,a2,f131(x10291,f132(x10291,a2),f155(x10291),x10292),x10294))+P7(f131(x10291,a2,f131(x10291,f132(x10291,a2),f155(x10291),x10292),f131(x10291,x10291,f131(x10291,f132(x10291,x10291),f153(x10291),x10293),x10294)))
% 1.59/1.75 [1156]~P20(x11561)+P7(f131(x11561,a2,f131(x11561,f132(x11561,a2),f156(x11561),f131(a1,x11561,x11562,x11563)),f131(a1,x11561,x11562,x11564)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x11563),x11564))+~P7(f131(x11561,a2,f131(x11561,f132(x11561,a2),f156(x11561),f131(a1,x11561,x11562,f122(x11561,x11563,x11564,x11562))),f131(a1,x11561,x11562,f131(a1,a1,a162,f122(x11561,x11563,x11564,x11562)))))
% 1.59/1.75 [1157]~P20(x11571)+P7(f131(x11571,a2,f131(x11571,f132(x11571,a2),f156(x11571),f131(a1,x11571,x11572,x11573)),f131(a1,x11571,x11572,x11574)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x11573),x11574))+~P7(f131(x11571,a2,f131(x11571,f132(x11571,a2),f156(x11571),f131(a1,x11571,x11572,f123(x11571,x11573,x11574,x11572))),f131(a1,x11571,x11572,f131(a1,a1,a162,f123(x11571,x11573,x11574,x11572)))))
% 1.59/1.75 [1158]~P20(x11581)+P7(f131(x11581,a2,f131(x11581,f132(x11581,a2),f155(x11581),f131(a1,x11581,x11582,x11583)),f131(a1,x11581,x11582,x11584)))+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),x11583),x11584))+~P7(f131(x11581,a2,f131(x11581,f132(x11581,a2),f155(x11581),f131(a1,x11581,x11582,f121(x11581,x11583,x11584,x11582))),f131(a1,x11581,x11582,f131(a1,a1,a162,f121(x11581,x11583,x11584,x11582)))))
% 1.59/1.75 [1167]~P20(x11673)+~P7(f131(x11673,a2,f131(x11673,f132(x11673,a2),f156(x11673),f131(a1,x11673,x11674,x11671)),f131(a1,x11673,x11674,x11672)))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),x11671),x11672))+~P7(f131(x11673,a2,f131(x11673,f132(x11673,a2),f156(x11673),f131(a1,x11673,x11674,f122(x11673,x11671,x11672,x11674))),f131(a1,x11673,x11674,f131(a1,a1,a162,f122(x11673,x11671,x11672,x11674)))))
% 1.59/1.75 [1102]~E(f131(a3,a3,f17(a3),x11023),f131(a3,a3,f17(a3),x11021))+E(f131(a3,a3,f17(a3),x11023),f131(a3,a3,f17(a3),x11022))+E(f131(a3,a3,f17(a3),x11021),f131(a3,a3,f17(a3),x11022))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11022),x11023)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11024),x11021)))
% 1.59/1.75 [1103]~E(f131(a3,a3,f17(a3),x11033),f131(a3,a3,f17(a3),x11031))+E(f131(a3,a3,f17(a3),x11033),f131(a3,a3,f17(a3),x11032))+E(f131(a3,a3,f17(a3),x11031),f131(a3,a3,f17(a3),x11032))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11033),x11032)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11034),x11031)))
% 1.59/1.75 [1163]E(f131(a3,a3,f17(a3),x11633),f131(a3,a3,f17(a3),x11632))+E(f131(a3,a3,f17(a3),x11631),f131(a3,a3,f17(a3),x11632))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11633),x11631)),x11634))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11633),x11631)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11634),x11632)))
% 1.59/1.75 [1164]E(f131(a3,a3,f17(a3),x11643),f131(a3,a3,f17(a3),x11642))+E(f131(a3,a3,f17(a3),x11641),f131(a3,a3,f17(a3),x11642))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11643),x11641)),x11644))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11643),x11641)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11644),x11642)))
% 1.59/1.75 [1165]E(f131(a3,a3,f17(a3),x11653),f131(a3,a3,f17(a3),x11651))+E(f131(a3,a3,f17(a3),x11651),f131(a3,a3,f17(a3),x11652))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11653),x11651)),x11654))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11653),x11651)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,x11654),x11652)))
% 1.59/1.75 [1166]E(f131(a3,a3,f17(a3),x11661),f131(a3,a3,f17(a3),x11663))+E(f131(a3,a3,f17(a3),x11661),f131(a3,a3,f17(a3),x11662))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11661),x11663)),x11664))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11661),x11663)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,x11664),x11662)))
% 1.59/1.75 [1190]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11901),x11902)),f131(a14,f132(f152(a3,a3),a2),x11904,f38(x11903,x11904,x11901,x11902))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11901),x11902)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x11903,x11904)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a15,x11903))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x11904),a7))
% 1.59/1.75 [1097]~P21(x10971)+~P7(f131(x10971,a2,f131(x10971,f132(x10971,a2),f156(x10971),x10972),x10974))+~P7(f131(x10971,a2,f131(x10971,f132(x10971,a2),f156(x10971),x10973),x10975))+P7(f131(x10971,a2,f131(x10971,f132(x10971,a2),f156(x10971),f131(x10971,x10971,f131(x10971,f132(x10971,x10971),f153(x10971),x10972),x10973)),f131(x10971,x10971,f131(x10971,f132(x10971,x10971),f153(x10971),x10974),x10975)))
% 1.59/1.75 [1098]~P21(x10981)+~P7(f131(x10981,a2,f131(x10981,f132(x10981,a2),f155(x10981),x10982),x10984))+~P7(f131(x10981,a2,f131(x10981,f132(x10981,a2),f156(x10981),x10983),x10985))+P7(f131(x10981,a2,f131(x10981,f132(x10981,a2),f156(x10981),f131(x10981,x10981,f131(x10981,f132(x10981,x10981),f153(x10981),x10982),x10983)),f131(x10981,x10981,f131(x10981,f132(x10981,x10981),f153(x10981),x10984),x10985)))
% 1.59/1.75 [1099]~P21(x10991)+~P7(f131(x10991,a2,f131(x10991,f132(x10991,a2),f155(x10991),x10993),x10995))+~P7(f131(x10991,a2,f131(x10991,f132(x10991,a2),f156(x10991),x10992),x10994))+P7(f131(x10991,a2,f131(x10991,f132(x10991,a2),f156(x10991),f131(x10991,x10991,f131(x10991,f132(x10991,x10991),f153(x10991),x10992),x10993)),f131(x10991,x10991,f131(x10991,f132(x10991,x10991),f153(x10991),x10994),x10995)))
% 1.59/1.75 [1100]~P24(x11001)+~P7(f131(x11001,a2,f131(x11001,f132(x11001,a2),f155(x11001),x11002),x11004))+~P7(f131(x11001,a2,f131(x11001,f132(x11001,a2),f155(x11001),x11003),x11005))+P7(f131(x11001,a2,f131(x11001,f132(x11001,a2),f155(x11001),f131(x11001,x11001,f131(x11001,f132(x11001,x11001),f153(x11001),x11002),x11003)),f131(x11001,x11001,f131(x11001,f132(x11001,x11001),f153(x11001),x11004),x11005)))
% 1.59/1.75 [1138]~P6(x11381)+P7(f131(x11381,a2,f131(x11381,f132(x11381,a2),f155(x11381),x11384),x11383))+P7(f131(x11381,a2,f131(x11381,f132(x11381,a2),f155(x11381),x11382),x11383))+~P7(f131(f132(x11381,a2),a2,f131(f132(x11381,a2),f132(f132(x11381,a2),a2),f155(f132(x11381,a2)),f131(x11381,f132(x11381,a2),f131(x11381,f132(x11381,f132(x11381,a2)),f157(x11381),x11383),x11382)),f131(x11381,f132(x11381,a2),f131(x11381,f132(x11381,f132(x11381,a2)),f157(x11381),x11384),x11385)))
% 1.59/1.75 [1139]~P6(x11391)+P7(f131(x11391,a2,f131(x11391,f132(x11391,a2),f155(x11391),x11392),x11394))+P7(f131(x11391,a2,f131(x11391,f132(x11391,a2),f155(x11391),x11392),x11393))+~P7(f131(f132(x11391,a2),a2,f131(f132(x11391,a2),f132(f132(x11391,a2),a2),f155(f132(x11391,a2)),f131(x11391,f132(x11391,a2),f131(x11391,f132(x11391,f132(x11391,a2)),f157(x11391),x11393),x11392)),f131(x11391,f132(x11391,a2),f131(x11391,f132(x11391,f132(x11391,a2)),f157(x11391),x11395),x11394)))
% 1.59/1.75 [1152]~P7(f131(f132(x11523,a2),a2,f138(x11523),x11524))+~P7(f131(f132(x11521,a2),a2,f131(f132(x11521,x11523),f132(f132(x11521,a2),a2),f145(x11521,x11523),x11525),x11522))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f155(a1),f131(f132(x11521,a2),a1,f133(x11521),x11522)),f131(f132(x11523,a2),a1,f133(x11523),x11524)))+~P7(f131(f132(f132(x11521,x11523),a2),a2,f131(f132(x11521,x11523),f132(f132(f132(x11521,x11523),a2),a2),f149(f132(x11521,x11523)),x11525),f131(f132(x11521,f132(x11523,a2)),f132(f132(x11521,x11523),a2),f131(f132(x11521,a2),f132(f132(x11521,f132(x11523,a2)),f132(f132(x11521,x11523),a2)),f159(x11521,x11523),x11522),f131(f132(x11523,a2),f132(x11521,f132(x11523,a2)),f23(f132(x11523,a2),x11521),x11524))))
% 1.59/1.75 [1192]E(f131(a3,a3,f17(a3),x11921),f131(a3,a3,f17(a3),x11922))+~E(f131(a3,a3,f17(a3),x11923),f131(a3,a3,f17(a3),x11924))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11925),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11923),x11924)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x11925),x11921),x11922)))
% 1.59/1.75 [1193]E(f131(a3,a3,f17(a3),x11931),f131(a3,a3,f17(a3),x11932))+~E(f131(a3,a3,f17(a3),x11933),f131(a3,a3,f17(a3),x11934))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11935),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11933),x11934)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x11935),x11931),x11932)))
% 1.59/1.75 [1022]~E(f131(x10222,x10221,x10224,x10226),f131(x10221,x10221,f17(x10221),x10225))+E(f131(x10221,x10222,f131(f132(x10222,x10221),f132(x10221,x10222),f131(f132(x10222,a2),f132(f132(x10222,x10221),f132(x10221,x10222)),f144(x10222,x10221),x10223),x10224),x10225),f131(x10222,x10222,f17(x10222),x10226))+~P7(f131(f132(x10222,a2),a2,f131(f132(x10222,x10221),f132(f132(x10222,a2),a2),f145(x10222,x10221),x10224),x10223))+~P7(f131(f132(x10222,a2),a2,f131(x10222,f132(f132(x10222,a2),a2),f149(x10222),x10226),x10223))
% 1.59/1.75 [1151]E(f131(x11511,x11511,f17(x11511),x11512),f131(x11511,x11511,f17(x11511),x11513))+~E(f131(x11511,x11514,f131(f132(x11514,x11511),f132(x11511,x11514),f131(f132(x11514,a2),f132(f132(x11514,x11511),f132(x11511,x11514)),f144(x11514,x11511),x11515),x11516),x11512),f131(x11511,x11514,f131(f132(x11514,x11511),f132(x11511,x11514),f131(f132(x11514,a2),f132(f132(x11514,x11511),f132(x11511,x11514)),f144(x11514,x11511),x11515),x11516),x11513))+~P7(f131(f132(x11511,a2),a2,f131(x11511,f132(f132(x11511,a2),a2),f149(x11511),x11512),f131(f132(x11514,a2),f132(x11511,a2),f131(f132(x11514,x11511),f132(f132(x11514,a2),f132(x11511,a2)),f146(x11514,x11511),x11516),x11515)))+~P7(f131(f132(x11511,a2),a2,f131(x11511,f132(f132(x11511,a2),a2),f149(x11511),x11513),f131(f132(x11514,a2),f132(x11511,a2),f131(f132(x11514,x11511),f132(f132(x11514,a2),f132(x11511,a2)),f146(x11514,x11511),x11516),x11515)))
% 1.59/1.75 [1210]E(f131(x12101,x12101,f131(x12101,f132(x12101,x12101),x12102,f131(x12103,x12101,x12104,x12105)),f131(f132(x12103,a2),x12101,x12106,x12107)),f131(f132(x12103,a2),x12101,x12106,x12107))+~P7(f131(f132(x12103,a2),a2,f138(x12103),x12107))+~P7(f131(f132(x12103,a2),a2,f131(x12103,f132(f132(x12103,a2),a2),f149(x12103),x12105),x12107))+~P7(f131(f132(f132(x12103,a2),x12101),a2,f131(f132(x12103,x12101),f132(f132(f132(x12103,a2),x12101),a2),f131(x12101,f132(f132(x12103,x12101),f132(f132(f132(x12103,a2),x12101),a2)),f131(f132(x12101,f132(x12101,x12101)),f132(x12101,f132(f132(x12103,x12101),f132(f132(f132(x12103,a2),x12101),a2))),f137(x12101,x12103),x12102),x12108),x12104),x12106))
% 1.59/1.75 [1212]E(f131(x12121,x12121,f131(x12121,f132(x12121,x12121),x12122,f131(f132(x12123,a2),x12121,x12124,x12125)),f131(f132(x12123,a2),x12121,x12124,x12126)),f131(f132(x12123,a2),x12121,x12124,x12126))+~P7(f131(f132(x12123,a2),a2,f138(x12123),x12126))+~P7(f131(f132(x12123,a2),a2,f131(f132(x12123,a2),f132(f132(x12123,a2),a2),f155(f132(x12123,a2)),x12125),x12126))+~P7(f131(f132(f132(x12123,a2),x12121),a2,f131(f132(x12123,x12121),f132(f132(f132(x12123,a2),x12121),a2),f131(x12121,f132(f132(x12123,x12121),f132(f132(f132(x12123,a2),x12121),a2)),f131(f132(x12121,f132(x12121,x12121)),f132(x12121,f132(f132(x12123,x12121),f132(f132(f132(x12123,a2),x12121),a2))),f137(x12121,x12123),x12122),x12127),x12128),x12124))
% 1.59/1.75 [1213]E(f131(a14,a1,a140,x12131),a141)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12131)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12131)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a142))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12131)),a25)))
% 1.59/1.75 [1215]E(f131(a14,a1,a140,x12151),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12151)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12151)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12151)),a25)))
% 1.59/1.75 [1267]E(f131(a14,a1,a140,x12671),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12671)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x12671)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12671)),a25)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.75 [1245]~E(f131(a14,a1,a140,x12451),a141)+~P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12451)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12451)),a141))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12451)),a18),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a142))
% 1.59/1.75 [1258]~E(f131(a14,a1,a140,x12581),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12581)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12581)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12581)),a18),a25)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.75 [1288]~E(f131(a14,a1,a140,x12881),a141)+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12881)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x12881)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12881)),a18),a25)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.75 [1289]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12891)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x12891)),a141))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x12891)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x12891)),a18),a25)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.75 [1304]P7(f131(a1,a2,f131(a1,f132(a1,a2),f156(a1),f131(a14,a1,a140,x13041)),f131(a1,a1,f131(a1,f132(a1,a1),f153(a1),a141),f151(a1))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a9,f131(a14,f132(f152(a3,a3),a2),a154,x13041)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(f132(f152(a3,a3),a2),f132(a3,f132(f152(a3,a3),a2)),a8,f131(a14,f132(f152(a3,a3),a2),a154,x13041)),a25)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a18),a25)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,f131(a14,f132(f152(a3,a3),a2),a154,x13041)),a18),a25)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),a4),a13)),a148))
% 1.59/1.75 [944]~P22(x9441)+E(f131(x9441,x9441,f17(x9441),x9442),f164(x9441))+~E(f131(x9441,x9441,f131(x9441,f132(x9441,x9441),f153(x9441),x9443),x9442),f164(x9441))+~P7(f131(x9441,a2,f131(x9441,f132(x9441,a2),f155(x9441),f164(x9441)),x9442))+~P7(f131(x9441,a2,f131(x9441,f132(x9441,a2),f155(x9441),f164(x9441)),x9443))
% 1.59/1.75 [945]~P22(x9451)+E(f131(x9451,x9451,f17(x9451),x9452),f164(x9451))+~E(f131(x9451,x9451,f131(x9451,f132(x9451,x9451),f153(x9451),x9452),x9453),f164(x9451))+~P7(f131(x9451,a2,f131(x9451,f132(x9451,a2),f155(x9451),f164(x9451)),x9452))+~P7(f131(x9451,a2,f131(x9451,f132(x9451,a2),f155(x9451),f164(x9451)),x9453))
% 1.59/1.75 [999]~P6(x9991)+E(f131(x9991,x9991,f17(x9991),x9992),f131(x9991,x9991,f17(x9991),x9993))+~E(f131(x9991,f132(x9991,a2),f131(x9991,f132(x9991,f132(x9991,a2)),f157(x9991),x9994),x9992),f131(x9991,f132(x9991,a2),f131(x9991,f132(x9991,f132(x9991,a2)),f157(x9991),x9995),x9993))+~P7(f131(x9991,a2,f131(x9991,f132(x9991,a2),f156(x9991),x9994),x9992))+~P7(f131(x9991,a2,f131(x9991,f132(x9991,a2),f156(x9991),x9995),x9993))
% 1.59/1.75 [1000]~P6(x10001)+E(f131(x10001,x10001,f17(x10001),x10002),f131(x10001,x10001,f17(x10001),x10003))+~E(f131(x10001,f132(x10001,a2),f131(x10001,f132(x10001,f132(x10001,a2)),f157(x10001),x10002),x10004),f131(x10001,f132(x10001,a2),f131(x10001,f132(x10001,f132(x10001,a2)),f157(x10001),x10003),x10005))+~P7(f131(x10001,a2,f131(x10001,f132(x10001,a2),f156(x10001),x10002),x10004))+~P7(f131(x10001,a2,f131(x10001,f132(x10001,a2),f156(x10001),x10003),x10005))
% 1.59/1.75 [1001]~P6(x10011)+E(f131(x10011,x10011,f17(x10011),x10012),f131(x10011,x10011,f17(x10011),x10013))+~E(f131(x10011,f132(x10011,a2),f131(x10011,f132(x10011,f132(x10011,a2)),f157(x10011),x10014),x10012),f131(x10011,f132(x10011,a2),f131(x10011,f132(x10011,f132(x10011,a2)),f157(x10011),x10015),x10013))+~P7(f131(x10011,a2,f131(x10011,f132(x10011,a2),f156(x10011),x10014),x10012))+~P7(f131(x10011,a2,f131(x10011,f132(x10011,a2),f156(x10011),x10015),x10013))
% 1.59/1.75 [1002]~P6(x10021)+E(f131(x10021,x10021,f17(x10021),x10022),f131(x10021,x10021,f17(x10021),x10023))+~E(f131(x10021,f132(x10021,a2),f131(x10021,f132(x10021,f132(x10021,a2)),f157(x10021),x10022),x10024),f131(x10021,f132(x10021,a2),f131(x10021,f132(x10021,f132(x10021,a2)),f157(x10021),x10023),x10025))+~P7(f131(x10021,a2,f131(x10021,f132(x10021,a2),f156(x10021),x10022),x10024))+~P7(f131(x10021,a2,f131(x10021,f132(x10021,a2),f156(x10021),x10023),x10025))
% 1.59/1.75 [1222]~E(f131(a3,a3,f17(a3),x12225),f131(a3,a3,f17(a3),x12221))+E(f131(a3,a3,f17(a3),x12221),f131(a3,a3,f17(a3),x12222))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12223),x12222)),x12224))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12224),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12223),x12225)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12224),x12221),x12222)))
% 1.59/1.75 [1223]~E(f131(a3,a3,f17(a3),x12235),f131(a3,a3,f17(a3),x12231))+E(f131(a3,a3,f17(a3),x12231),f131(a3,a3,f17(a3),x12232))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12232),x12233)),x12234))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12234),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12235),x12233)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12234),x12232),x12231)))
% 1.59/1.75 [1041]~E(f131(x10411,x10414,x10415,x10412),f131(x10411,x10414,x10415,x10413))+E(f131(x10411,x10411,f17(x10411),x10412),f131(x10411,x10411,f17(x10411),x10413))+~P7(f131(f132(x10411,a2),a2,f131(f132(x10411,x10414),f132(f132(x10411,a2),a2),f145(x10411,x10414),x10415),x10416))+~P7(f131(f132(x10411,a2),a2,f131(x10411,f132(f132(x10411,a2),a2),f149(x10411),x10412),x10416))+~P7(f131(f132(x10411,a2),a2,f131(x10411,f132(f132(x10411,a2),a2),f149(x10411),x10413),x10416))
% 1.59/1.75 [1042]E(f131(x10421,x10422,x10423,x10424),f131(x10421,x10422,x10423,x10425))+~E(f131(x10421,x10421,f17(x10421),x10424),f131(x10421,x10421,f17(x10421),x10425))+~P7(f131(f132(x10421,a2),a2,f131(f132(x10421,x10422),f132(f132(x10421,a2),a2),f145(x10421,x10422),x10423),x10426))+~P7(f131(f132(x10421,a2),a2,f131(x10421,f132(f132(x10421,a2),a2),f149(x10421),x10424),x10426))+~P7(f131(f132(x10421,a2),a2,f131(x10421,f132(f132(x10421,a2),a2),f149(x10421),x10425),x10426))
% 1.59/1.75 [947]~P22(x9471)+~E(f131(x9471,x9471,f17(x9471),x9473),f164(x9471))+~E(f131(x9471,x9471,f17(x9471),x9472),f164(x9471))+E(f131(x9471,x9471,f131(x9471,f132(x9471,x9471),f153(x9471),x9472),x9473),f164(x9471))+~P7(f131(x9471,a2,f131(x9471,f132(x9471,a2),f155(x9471),f164(x9471)),x9472))+~P7(f131(x9471,a2,f131(x9471,f132(x9471,a2),f155(x9471),f164(x9471)),x9473))
% 1.59/1.75 [1003]~P6(x10031)+~E(f131(x10031,x10031,f17(x10031),x10033),f131(x10031,x10031,f17(x10031),x10035))+~E(f131(x10031,x10031,f17(x10031),x10032),f131(x10031,x10031,f17(x10031),x10034))+E(f131(x10031,f132(x10031,a2),f131(x10031,f132(x10031,f132(x10031,a2)),f157(x10031),x10032),x10033),f131(x10031,f132(x10031,a2),f131(x10031,f132(x10031,f132(x10031,a2)),f157(x10031),x10034),x10035))+~P7(f131(x10031,a2,f131(x10031,f132(x10031,a2),f156(x10031),x10032),x10033))+~P7(f131(x10031,a2,f131(x10031,f132(x10031,a2),f156(x10031),x10034),x10035))
% 1.59/1.75 [1199]~E(f131(a3,a3,f17(a3),x11993),f131(a3,a3,f17(a3),x11991))+E(f131(a3,a3,f17(a3),x11991),f131(a3,a3,f17(a3),x11992))+E(f131(a3,a3,f17(a3),x11993),f131(a3,a3,f17(a3),x11994))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11994),x11992)),x11995))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11995),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11994),x11993)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x11995),x11991),x11992)))
% 1.59/1.75 [1200]~E(f131(a3,a3,f17(a3),x12003),f131(a3,a3,f17(a3),x12001))+E(f131(a3,a3,f17(a3),x12001),f131(a3,a3,f17(a3),x12002))+E(f131(a3,a3,f17(a3),x12003),f131(a3,a3,f17(a3),x12004))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12002),x12004)),x12005))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12005),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12003),x12004)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12005),x12002),x12001)))
% 1.59/1.75 [1224]E(f131(a3,a3,f17(a3),x12244),f131(a3,a3,f17(a3),x12241))+E(f131(a3,a3,f17(a3),x12241),f131(a3,a3,f17(a3),x12243))+E(f131(a3,a3,f17(a3),x12241),f131(a3,a3,f17(a3),x12242))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12243),x12244)),x12245))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12245),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12243),x12244)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12245),x12242),x12241)))
% 1.59/1.75 [1225]E(f131(a3,a3,f17(a3),x12254),f131(a3,a3,f17(a3),x12251))+E(f131(a3,a3,f17(a3),x12251),f131(a3,a3,f17(a3),x12253))+E(f131(a3,a3,f17(a3),x12251),f131(a3,a3,f17(a3),x12252))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12254),x12253)),x12255))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12255),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12254),x12253)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12255),x12251),x12252)))
% 1.59/1.75 [1269]~P20(x12691)+~P20(x12693)+~P7(f131(x12691,a2,f131(x12691,f132(x12691,a2),f155(x12691),x12692),f131(x12693,x12691,x12694,x12696)))+P7(f131(x12693,a2,f131(x12693,f132(x12693,a2),f156(x12693),f67(x12691,x12693,x12695,x12692,x12694,x12696)),f73(x12691,x12693,x12695,x12692,x12694,x12696)))+P7(f131(x12691,a2,f131(x12691,f132(x12691,a2),f156(x12691),x12692),f131(x12693,x12691,x12694,x12695)))+~P7(f131(x12693,a2,f131(x12693,f132(x12693,a2),f156(x12693),x12696),x12695))
% 1.59/1.75 [1270]~P20(x12701)+~P20(x12703)+~P7(f131(x12701,a2,f131(x12701,f132(x12701,a2),f156(x12701),x12702),f131(x12703,x12701,x12704,x12706)))+P7(f131(x12703,a2,f131(x12703,f132(x12703,a2),f155(x12703),f74(x12701,x12703,x12705,x12702,x12704,x12706)),f75(x12701,x12703,x12705,x12702,x12704,x12706)))+P7(f131(x12701,a2,f131(x12701,f132(x12701,a2),f156(x12701),x12702),f131(x12703,x12701,x12704,x12705)))+~P7(f131(x12703,a2,f131(x12703,f132(x12703,a2),f155(x12703),x12706),x12705))
% 1.59/1.75 [1271]~P20(x12711)+~P20(x12713)+~P7(f131(x12711,a2,f131(x12711,f132(x12711,a2),f155(x12711),x12712),f131(x12713,x12711,x12714,x12716)))+P7(f131(x12713,a2,f131(x12713,f132(x12713,a2),f156(x12713),f82(x12711,x12713,x12712,x12714,x12716,x12715)),f83(x12711,x12713,x12712,x12714,x12716,x12715)))+P7(f131(x12711,a2,f131(x12711,f132(x12711,a2),f156(x12711),x12712),f131(x12713,x12711,x12714,x12715)))+~P7(f131(x12713,a2,f131(x12713,f132(x12713,a2),f156(x12713),x12716),x12715))
% 1.59/1.75 [1272]~P20(x12721)+~P20(x12723)+~P7(f131(x12721,a2,f131(x12721,f132(x12721,a2),f156(x12721),x12722),f131(x12723,x12721,x12724,x12726)))+P7(f131(x12723,a2,f131(x12723,f132(x12723,a2),f155(x12723),f84(x12721,x12723,x12722,x12724,x12726,x12725)),f85(x12721,x12723,x12722,x12724,x12726,x12725)))+P7(f131(x12721,a2,f131(x12721,f132(x12721,a2),f156(x12721),x12722),f131(x12723,x12721,x12724,x12725)))+~P7(f131(x12723,a2,f131(x12723,f132(x12723,a2),f155(x12723),x12726),x12725))
% 1.59/1.75 [1273]~P17(x12732)+~P20(x12731)+P7(f131(x12732,a2,f131(x12732,f132(x12732,a2),f156(x12732),f68(x12732,x12731,x12734,x12733,x12736,x12735)),f69(x12732,x12731,x12734,x12733,x12736,x12735)))+~P7(f131(x12732,a2,f131(x12732,f132(x12732,a2),f156(x12732),x12734),x12736))+~P7(f131(x12731,a2,f131(x12731,f132(x12731,a2),f155(x12731),f131(x12732,x12731,x12733,x12736)),x12735))+P7(f131(x12731,a2,f131(x12731,f132(x12731,a2),f156(x12731),f131(x12732,x12731,x12733,x12734)),x12735))
% 1.59/1.75 [1274]~P20(x12741)+~P20(x12742)+P7(f131(x12742,a2,f131(x12742,f132(x12742,a2),f155(x12742),f71(x12742,x12741,x12744,x12743,x12746,x12745)),f72(x12742,x12741,x12744,x12743,x12746,x12745)))+~P7(f131(x12742,a2,f131(x12742,f132(x12742,a2),f155(x12742),x12744),x12746))+~P7(f131(x12741,a2,f131(x12741,f132(x12741,a2),f156(x12741),f131(x12742,x12741,x12743,x12746)),x12745))+P7(f131(x12741,a2,f131(x12741,f132(x12741,a2),f156(x12741),f131(x12742,x12741,x12743,x12744)),x12745))
% 1.59/1.75 [1275]~P20(x12751)+~P20(x12752)+P7(f131(x12752,a2,f131(x12752,f132(x12752,a2),f156(x12752),f86(x12752,x12751,x12753,x12755,x12754,x12756)),f87(x12752,x12751,x12753,x12755,x12754,x12756)))+~P7(f131(x12752,a2,f131(x12752,f132(x12752,a2),f156(x12752),x12754),x12756))+~P7(f131(x12751,a2,f131(x12751,f132(x12751,a2),f155(x12751),f131(x12752,x12751,x12753,x12756)),x12755))+P7(f131(x12751,a2,f131(x12751,f132(x12751,a2),f156(x12751),f131(x12752,x12751,x12753,x12754)),x12755))
% 1.59/1.75 [1276]~P20(x12761)+~P20(x12762)+P7(f131(x12762,a2,f131(x12762,f132(x12762,a2),f155(x12762),f76(x12762,x12761,x12763,x12765,x12764,x12766)),f77(x12762,x12761,x12763,x12765,x12764,x12766)))+~P7(f131(x12762,a2,f131(x12762,f132(x12762,a2),f155(x12762),x12764),x12766))+~P7(f131(x12761,a2,f131(x12761,f132(x12761,a2),f156(x12761),f131(x12762,x12761,x12763,x12766)),x12765))+P7(f131(x12761,a2,f131(x12761,f132(x12761,a2),f156(x12761),f131(x12762,x12761,x12763,x12764)),x12765))
% 1.59/1.75 [1318]~P20(x13183)+~P20(x13181)+~P7(f131(x13181,a2,f131(x13181,f132(x13181,a2),f155(x13181),x13182),f131(x13183,x13181,x13184,x13186)))+P7(f131(x13181,a2,f131(x13181,f132(x13181,a2),f156(x13181),x13182),f131(x13183,x13181,x13184,x13185)))+~P7(f131(x13181,a2,f131(x13181,f132(x13181,a2),f156(x13181),f131(x13183,x13181,x13184,f67(x13181,x13183,x13185,x13182,x13184,x13186))),f131(x13183,x13181,x13184,f73(x13181,x13183,x13185,x13182,x13184,x13186))))+~P7(f131(x13183,a2,f131(x13183,f132(x13183,a2),f156(x13183),x13186),x13185))
% 1.59/1.75 [1319]~P20(x13193)+~P20(x13191)+~P7(f131(x13191,a2,f131(x13191,f132(x13191,a2),f156(x13191),x13192),f131(x13193,x13191,x13194,x13196)))+P7(f131(x13191,a2,f131(x13191,f132(x13191,a2),f156(x13191),x13192),f131(x13193,x13191,x13194,x13195)))+~P7(f131(x13191,a2,f131(x13191,f132(x13191,a2),f155(x13191),f131(x13193,x13191,x13194,f74(x13191,x13193,x13195,x13192,x13194,x13196))),f131(x13193,x13191,x13194,f75(x13191,x13193,x13195,x13192,x13194,x13196))))+~P7(f131(x13193,a2,f131(x13193,f132(x13193,a2),f155(x13193),x13196),x13195))
% 1.59/1.75 [1320]~P20(x13203)+~P20(x13201)+~P7(f131(x13201,a2,f131(x13201,f132(x13201,a2),f155(x13201),x13202),f131(x13203,x13201,x13204,x13206)))+P7(f131(x13201,a2,f131(x13201,f132(x13201,a2),f156(x13201),x13202),f131(x13203,x13201,x13204,x13205)))+~P7(f131(x13201,a2,f131(x13201,f132(x13201,a2),f156(x13201),f131(x13203,x13201,x13204,f82(x13201,x13203,x13202,x13204,x13206,x13205))),f131(x13203,x13201,x13204,f83(x13201,x13203,x13202,x13204,x13206,x13205))))+~P7(f131(x13203,a2,f131(x13203,f132(x13203,a2),f156(x13203),x13206),x13205))
% 1.59/1.75 [1321]~P20(x13213)+~P20(x13211)+~P7(f131(x13211,a2,f131(x13211,f132(x13211,a2),f156(x13211),x13212),f131(x13213,x13211,x13214,x13216)))+P7(f131(x13211,a2,f131(x13211,f132(x13211,a2),f156(x13211),x13212),f131(x13213,x13211,x13214,x13215)))+~P7(f131(x13211,a2,f131(x13211,f132(x13211,a2),f155(x13211),f131(x13213,x13211,x13214,f84(x13211,x13213,x13212,x13214,x13216,x13215))),f131(x13213,x13211,x13214,f85(x13211,x13213,x13212,x13214,x13216,x13215))))+~P7(f131(x13213,a2,f131(x13213,f132(x13213,a2),f155(x13213),x13216),x13215))
% 1.59/1.75 [1322]~P20(x13222)+~P20(x13221)+~P7(f131(x13221,a2,f131(x13221,f132(x13221,a2),f156(x13221),f131(x13222,x13221,x13223,f86(x13222,x13221,x13223,x13225,x13224,x13226))),f131(x13222,x13221,x13223,f87(x13222,x13221,x13223,x13225,x13224,x13226))))+~P7(f131(x13221,a2,f131(x13221,f132(x13221,a2),f155(x13221),f131(x13222,x13221,x13223,x13226)),x13225))+P7(f131(x13221,a2,f131(x13221,f132(x13221,a2),f156(x13221),f131(x13222,x13221,x13223,x13224)),x13225))+~P7(f131(x13222,a2,f131(x13222,f132(x13222,a2),f156(x13222),x13224),x13226))
% 1.59/1.75 [1323]~P20(x13232)+~P20(x13231)+~P7(f131(x13231,a2,f131(x13231,f132(x13231,a2),f155(x13231),f131(x13232,x13231,x13233,f76(x13232,x13231,x13233,x13235,x13234,x13236))),f131(x13232,x13231,x13233,f77(x13232,x13231,x13233,x13235,x13234,x13236))))+~P7(f131(x13231,a2,f131(x13231,f132(x13231,a2),f156(x13231),f131(x13232,x13231,x13233,x13236)),x13235))+P7(f131(x13231,a2,f131(x13231,f132(x13231,a2),f156(x13231),f131(x13232,x13231,x13233,x13234)),x13235))+~P7(f131(x13232,a2,f131(x13232,f132(x13232,a2),f155(x13232),x13234),x13236))
% 1.59/1.75 [1324]~P17(x13242)+~P20(x13241)+~P7(f131(x13241,a2,f131(x13241,f132(x13241,a2),f156(x13241),f131(x13242,x13241,x13243,f68(x13242,x13241,x13244,x13243,x13246,x13245))),f131(x13242,x13241,x13243,f69(x13242,x13241,x13244,x13243,x13246,x13245))))+~P7(f131(x13241,a2,f131(x13241,f132(x13241,a2),f155(x13241),f131(x13242,x13241,x13243,x13246)),x13245))+P7(f131(x13241,a2,f131(x13241,f132(x13241,a2),f156(x13241),f131(x13242,x13241,x13243,x13244)),x13245))+~P7(f131(x13242,a2,f131(x13242,f132(x13242,a2),f156(x13242),x13244),x13246))
% 1.59/1.75 [1325]~P20(x13252)+~P20(x13251)+~P7(f131(x13251,a2,f131(x13251,f132(x13251,a2),f155(x13251),f131(x13252,x13251,x13253,f71(x13252,x13251,x13254,x13253,x13256,x13255))),f131(x13252,x13251,x13253,f72(x13252,x13251,x13254,x13253,x13256,x13255))))+~P7(f131(x13251,a2,f131(x13251,f132(x13251,a2),f156(x13251),f131(x13252,x13251,x13253,x13256)),x13255))+P7(f131(x13251,a2,f131(x13251,f132(x13251,a2),f156(x13251),f131(x13252,x13251,x13253,x13254)),x13255))+~P7(f131(x13252,a2,f131(x13252,f132(x13252,a2),f155(x13252),x13254),x13256))
% 1.59/1.75 [1262]E(f131(a3,a3,f17(a3),x12621),f131(a3,a3,f17(a3),x12622))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12622),x12621)),f131(a14,f132(f152(a3,a3),a2),x12623,f81(x12623,x12624,x12621,x12622))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12621),x12622)),f131(a14,f132(f152(a3,a3),a2),x12624,f81(x12623,x12624,x12621,x12622))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12622),x12621)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12623)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12621),x12622)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12624)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12624),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12623),a7))
% 1.59/1.75 [1263]E(f131(a3,a3,f17(a3),x12631),f131(a3,a3,f17(a3),x12632))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12632),x12631)),f131(a14,f132(f152(a3,a3),a2),x12633,f81(x12634,x12633,x12632,x12631))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12631),x12632)),f131(a14,f132(f152(a3,a3),a2),x12634,f81(x12634,x12633,x12632,x12631))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12632),x12631)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12633)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12631),x12632)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12634)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12634),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12633),a7))
% 1.59/1.75 [1277]E(f131(a3,a3,f17(a3),x12771),f131(a3,a3,f17(a3),x12772))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12772),x12771)),f131(a14,f132(f152(a3,a3),a2),x12773,f81(x12773,x12774,x12771,x12772))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12771),x12772)),f131(a14,f132(f152(a3,a3),a2),x12774,f81(x12773,x12774,x12771,x12772))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12771),x12772)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12774)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12772),x12771)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12773)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12773),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12774),a7))
% 1.59/1.75 [1278]E(f131(a3,a3,f17(a3),x12781),f131(a3,a3,f17(a3),x12782))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12782),x12781)),f131(a14,f132(f152(a3,a3),a2),x12783,f81(x12784,x12783,x12782,x12781))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12781),x12782)),f131(a14,f132(f152(a3,a3),a2),x12784,f81(x12784,x12783,x12782,x12781))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12781),x12782)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12784)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12782),x12781)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12783)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12783),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12784),a7))
% 1.59/1.75 [1281]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12811),x12812)),f131(a14,f132(f152(a3,a3),a2),x12815,f129(x12814,x12813,x12815,x12811,x12812))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12811),x12812)),f131(a14,f132(f152(a3,a3),a2),x12813,f129(x12814,x12813,x12815,x12811,x12812))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12811),x12812)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12814,x12815)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12811),x12812)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12814,x12813)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x12814))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12813),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12815),a7))
% 1.59/1.75 [1282]P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12821),x12822)),f131(a14,f132(f152(a3,a3),a2),x12825,f129(x12824,x12825,x12823,x12821,x12822))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12821),x12822)),f131(a14,f132(f152(a3,a3),a2),x12823,f129(x12824,x12825,x12823,x12821,x12822))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12821),x12822)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12824,x12825)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12821),x12822)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12824,x12823)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x12824))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12823),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12825),a7))
% 1.59/1.75 [1297]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12971),x12972)),f131(a14,f132(f152(a3,a3),a2),x12975,f129(x12973,x12974,x12975,x12971,x12972))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12971),x12972)),f131(a14,f132(f152(a3,a3),a2),x12974,f129(x12973,x12974,x12975,x12971,x12972))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12971),x12972)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12973,x12975)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12971),x12972)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12973,x12974)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x12973))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12974),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12975),a7))
% 1.59/1.75 [1298]~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12981),x12982)),f131(a14,f132(f152(a3,a3),a2),x12985,f129(x12983,x12985,x12984,x12981,x12982))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12981),x12982)),f131(a14,f132(f152(a3,a3),a2),x12984,f129(x12983,x12985,x12984,x12981,x12982))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12981),x12982)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12983,x12985)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12981),x12982)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),x12983,x12984)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2)),a2,a6,x12983))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12984),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12985),a7))
% 1.59/1.75 [1170]~E(f131(a3,a3,f17(a3),x11703),f131(a3,a3,f17(a3),x11702))+~E(f131(a3,a3,f17(a3),x11704),f131(a3,a3,f17(a3),x11701))+E(f131(a3,a3,f17(a3),x11701),f131(a3,a3,f17(a3),x11703))+E(f131(a3,a3,f17(a3),x11704),f131(a3,a3,f17(a3),x11703))+E(f131(a3,a3,f17(a3),x11701),f131(a3,a3,f17(a3),x11702))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11705),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11703),x11704)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x11705),x11702),x11701)))
% 1.59/1.75 [1171]~E(f131(a3,a3,f17(a3),x11713),f131(a3,a3,f17(a3),x11712))+~E(f131(a3,a3,f17(a3),x11714),f131(a3,a3,f17(a3),x11711))+E(f131(a3,a3,f17(a3),x11711),f131(a3,a3,f17(a3),x11713))+E(f131(a3,a3,f17(a3),x11714),f131(a3,a3,f17(a3),x11713))+E(f131(a3,a3,f17(a3),x11711),f131(a3,a3,f17(a3),x11712))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x11715),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x11714),x11713)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x11715),x11711),x11712)))
% 1.59/1.75 [1201]E(f131(a3,a3,f17(a3),x12014),f131(a3,a3,f17(a3),x12013))+E(f131(a3,a3,f17(a3),x12014),f131(a3,a3,f17(a3),x12011))+E(f131(a3,a3,f17(a3),x12013),f131(a3,a3,f17(a3),x12011))+E(f131(a3,a3,f17(a3),x12011),f131(a3,a3,f17(a3),x12012))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12014),x12013)),x12015))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12015),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12014),x12013)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12015),x12012),x12011)))
% 1.59/1.75 [1202]E(f131(a3,a3,f17(a3),x12024),f131(a3,a3,f17(a3),x12023))+E(f131(a3,a3,f17(a3),x12024),f131(a3,a3,f17(a3),x12021))+E(f131(a3,a3,f17(a3),x12023),f131(a3,a3,f17(a3),x12021))+E(f131(a3,a3,f17(a3),x12021),f131(a3,a3,f17(a3),x12022))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12024),x12023)),x12025))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12025),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12024),x12023)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12025),x12021),x12022)))
% 1.59/1.75 [1204]~E(f131(a3,a3,f17(a3),x12043),f131(a3,a3,f17(a3),x12041))+E(f131(a3,a3,f17(a3),x12043),f131(a3,a3,f17(a3),x12042))+E(f131(a3,a3,f17(a3),x12044),f131(a3,a3,f17(a3),x12043))+E(f131(a3,a3,f17(a3),x12041),f131(a3,a3,f17(a3),x12042))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12044),x12043)),x12045))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12045),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12044),x12043)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12045),x12042),x12041)))
% 1.59/1.75 [1205]~E(f131(a3,a3,f17(a3),x12053),f131(a3,a3,f17(a3),x12051))+E(f131(a3,a3,f17(a3),x12053),f131(a3,a3,f17(a3),x12052))+E(f131(a3,a3,f17(a3),x12053),f131(a3,a3,f17(a3),x12054))+E(f131(a3,a3,f17(a3),x12051),f131(a3,a3,f17(a3),x12052))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12053),x12054)),x12055))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12055),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12053),x12054)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12055),x12051),x12052)))
% 1.59/1.75 [1206]~E(f131(a3,a3,f17(a3),x12064),f131(a3,a3,f17(a3),x12061))+E(f131(a3,a3,f17(a3),x12061),f131(a3,a3,f17(a3),x12063))+E(f131(a3,a3,f17(a3),x12064),f131(a3,a3,f17(a3),x12062))+E(f131(a3,a3,f17(a3),x12061),f131(a3,a3,f17(a3),x12062))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12063),x12062)),x12065))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12065),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12064),x12062)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12065),x12061),x12063)))
% 1.59/1.75 [1207]~E(f131(a3,a3,f17(a3),x12074),f131(a3,a3,f17(a3),x12071))+E(f131(a3,a3,f17(a3),x12071),f131(a3,a3,f17(a3),x12073))+E(f131(a3,a3,f17(a3),x12074),f131(a3,a3,f17(a3),x12073))+E(f131(a3,a3,f17(a3),x12071),f131(a3,a3,f17(a3),x12072))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12073),x12072)),x12075))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12075),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12073),x12074)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12075),x12072),x12071)))
% 1.59/1.75 [1208]~E(f131(a3,a3,f17(a3),x12083),f131(a3,a3,f17(a3),x12081))+~E(f131(a3,a3,f17(a3),x12084),f131(a3,a3,f17(a3),x12082))+E(f131(a3,a3,f17(a3),x12081),f131(a3,a3,f17(a3),x12082))+E(f131(a3,a3,f17(a3),x12083),f131(a3,a3,f17(a3),x12084))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12082),x12083)),x12085))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12085),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12084),x12083)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12085),x12082),x12081)))
% 1.59/1.75 [1209]~E(f131(a3,a3,f17(a3),x12093),f131(a3,a3,f17(a3),x12091))+~E(f131(a3,a3,f17(a3),x12094),f131(a3,a3,f17(a3),x12092))+E(f131(a3,a3,f17(a3),x12091),f131(a3,a3,f17(a3),x12092))+E(f131(a3,a3,f17(a3),x12093),f131(a3,a3,f17(a3),x12094))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12093),x12092)),x12095))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12095),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12093),x12094)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12095),x12091),x12092)))
% 1.59/1.75 [1228]E(f131(a3,a3,f17(a3),x12283),f131(a3,a3,f17(a3),x12281))+~E(f131(a3,a3,f17(a3),x12285),f131(a3,a3,f17(a3),x12283))+E(f131(a3,a3,f17(a3),x12283),f131(a3,a3,f17(a3),x12282))+E(f131(a3,a3,f17(a3),x12281),f131(a3,a3,f17(a3),x12282))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12282),x12281)),x12284))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12284),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12285),x12281)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12284),x12283),x12282)))
% 1.59/1.75 [1229]E(f131(a3,a3,f17(a3),x12293),f131(a3,a3,f17(a3),x12291))+~E(f131(a3,a3,f17(a3),x12295),f131(a3,a3,f17(a3),x12293))+E(f131(a3,a3,f17(a3),x12293),f131(a3,a3,f17(a3),x12292))+E(f131(a3,a3,f17(a3),x12291),f131(a3,a3,f17(a3),x12292))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12291),x12292)),x12294))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12294),a5))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12291),x12295)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12294),x12292),x12293)))
% 1.59/1.75 [1237]E(f131(a3,a3,f17(a3),x12373),f131(a3,a3,f17(a3),x12372))+E(f131(a3,a3,f17(a3),x12374),f131(a3,a3,f17(a3),x12373))+E(f131(a3,a3,f17(a3),x12371),f131(a3,a3,f17(a3),x12372))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12374),x12373)),x12375))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12371),x12373)),x12375))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12375),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12374),x12373)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12375),x12372),x12371)))
% 1.59/1.75 [1238]E(f131(a3,a3,f17(a3),x12383),f131(a3,a3,f17(a3),x12381))+E(f131(a3,a3,f17(a3),x12384),f131(a3,a3,f17(a3),x12383))+E(f131(a3,a3,f17(a3),x12381),f131(a3,a3,f17(a3),x12382))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12384),x12383)),x12385))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12382),x12383)),x12385))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12385),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12384),x12383)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12385),x12382),x12381)))
% 1.59/1.75 [1239]E(f131(a3,a3,f17(a3),x12393),f131(a3,a3,f17(a3),x12392))+E(f131(a3,a3,f17(a3),x12393),f131(a3,a3,f17(a3),x12394))+E(f131(a3,a3,f17(a3),x12391),f131(a3,a3,f17(a3),x12392))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12393),x12394)),x12395))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12393),x12391)),x12395))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12395),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12393),x12394)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12395),x12391),x12392)))
% 1.59/1.75 [1240]E(f131(a3,a3,f17(a3),x12403),f131(a3,a3,f17(a3),x12401))+E(f131(a3,a3,f17(a3),x12403),f131(a3,a3,f17(a3),x12404))+E(f131(a3,a3,f17(a3),x12401),f131(a3,a3,f17(a3),x12402))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12403),x12404)),x12405))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12403),x12402)),x12405))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12405),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12403),x12404)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12405),x12401),x12402)))
% 1.59/1.75 [1241]~E(f131(a3,a3,f17(a3),x12413),f131(a3,a3,f17(a3),x12411))+E(f131(a3,a3,f17(a3),x12411),f131(a3,a3,f17(a3),x12412))+E(f131(a3,a3,f17(a3),x12413),f131(a3,a3,f17(a3),x12414))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12413),x12414)),x12415))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12411),x12414)),x12415))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12415),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12413),x12414)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12415),x12411),x12412)))
% 1.59/1.75 [1242]~E(f131(a3,a3,f17(a3),x12424),f131(a3,a3,f17(a3),x12421))+E(f131(a3,a3,f17(a3),x12421),f131(a3,a3,f17(a3),x12422))+E(f131(a3,a3,f17(a3),x12423),f131(a3,a3,f17(a3),x12424))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12423),x12424)),x12425))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12423),x12421)),x12425))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12425),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12423),x12424)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12425),x12422),x12421)))
% 1.59/1.75 [1243]~E(f131(a3,a3,f17(a3),x12433),f131(a3,a3,f17(a3),x12431))+E(f131(a3,a3,f17(a3),x12431),f131(a3,a3,f17(a3),x12432))+E(f131(a3,a3,f17(a3),x12433),f131(a3,a3,f17(a3),x12434))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12434),x12432)),x12435))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12432),x12433)),x12435))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12435),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12434),x12433)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12435),x12432),x12431)))
% 1.59/1.75 [1244]~E(f131(a3,a3,f17(a3),x12443),f131(a3,a3,f17(a3),x12441))+E(f131(a3,a3,f17(a3),x12441),f131(a3,a3,f17(a3),x12442))+E(f131(a3,a3,f17(a3),x12443),f131(a3,a3,f17(a3),x12444))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12443),x12442)),x12445))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12442),x12444)),x12445))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12445),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12443),x12444)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12445),x12441),x12442)))
% 1.59/1.75 [1265]E(f131(a3,a3,f17(a3),x12651),f131(a3,a3,f17(a3),x12652))+E(f131(a3,a3,f17(a3),x12653),f131(a3,a3,f17(a3),x12654))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12653),x12654)),x12655))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12653),x12651)),x12655))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12651),x12654)),x12655))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12655),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12653),x12654)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a10,x12655),x12651),x12652)))
% 1.59/1.75 [1266]E(f131(a3,a3,f17(a3),x12661),f131(a3,a3,f17(a3),x12662))+E(f131(a3,a3,f17(a3),x12663),f131(a3,a3,f17(a3),x12664))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12663),x12664)),x12665))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12663),x12661)),x12665))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12661),x12664)),x12665))+~P7(f131(f132(f132(f152(a3,a3),a2),a2),a2,f131(f132(f152(a3,a3),a2),f132(f132(f132(f152(a3,a3),a2),a2),a2),f149(f132(f152(a3,a3),a2)),x12665),a5))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12663),x12664)),f131(a3,f132(f152(a3,a3),a2),f131(a3,f132(a3,f132(f152(a3,a3),a2)),f131(f132(f152(a3,a3),a2),f132(a3,f132(a3,f132(f152(a3,a3),a2))),a11,x12665),x12662),x12661)))
% 1.59/1.75 [1203]E(f131(f132(x12031,a2),a1,f133(x12031),x12032),f131(f132(x12033,a2),a1,f133(x12033),x12034))+~P7(f131(f132(x12031,a2),a2,f138(x12031),x12032))+~P7(f131(f132(x12033,a2),a2,f138(x12033),x12034))+~P7(f131(f132(x12033,a2),a2,f131(f132(x12033,x12031),f132(f132(x12033,a2),a2),f145(x12033,x12031),x12035),x12034))+~P7(f131(f132(x12031,a2),a2,f131(f132(x12031,x12033),f132(f132(x12031,a2),a2),f145(x12031,x12033),x12036),x12032))+~P7(f131(f132(f132(x12031,x12033),a2),a2,f131(f132(x12031,x12033),f132(f132(f132(x12031,x12033),a2),a2),f149(f132(x12031,x12033)),x12036),f131(f132(x12031,f132(x12033,a2)),f132(f132(x12031,x12033),a2),f131(f132(x12031,a2),f132(f132(x12031,f132(x12033,a2)),f132(f132(x12031,x12033),a2)),f159(x12031,x12033),x12032),f131(f132(x12033,a2),f132(x12031,f132(x12033,a2)),f23(f132(x12033,a2),x12031),x12034))))+~P7(f131(f132(f132(x12033,x12031),a2),a2,f131(f132(x12033,x12031),f132(f132(f132(x12033,x12031),a2),a2),f149(f132(x12033,x12031)),x12035),f131(f132(x12033,f132(x12031,a2)),f132(f132(x12033,x12031),a2),f131(f132(x12033,a2),f132(f132(x12033,f132(x12031,a2)),f132(f132(x12033,x12031),a2)),f159(x12033,x12031),x12034),f131(f132(x12031,a2),f132(x12033,f132(x12031,a2)),f23(f132(x12031,a2),x12033),x12032))))
% 1.59/1.75 [1308]E(f131(a3,a3,f17(a3),x13081),f131(a3,a3,f17(a3),x13082))+E(f131(a3,a3,f17(a3),x13083),f131(a3,a3,f17(a3),x13084))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13081),x13082)),f131(a14,f132(f152(a3,a3),a2),x13085,f78(x13085,x13086,x13081,x13082,x13083,x13084))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13083),x13084)),f131(a14,f132(f152(a3,a3),a2),x13086,f78(x13085,x13086,x13081,x13082,x13083,x13084))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13081),x13082)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13085)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13083),x13084)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13086)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13085),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13086),a7))
% 1.59/1.75 [1309]E(f131(a3,a3,f17(a3),x13091),f131(a3,a3,f17(a3),x13092))+E(f131(a3,a3,f17(a3),x13093),f131(a3,a3,f17(a3),x13094))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13091),x13092)),f131(a14,f132(f152(a3,a3),a2),x13095,f78(x13096,x13095,x13093,x13094,x13091,x13092))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13093),x13094)),f131(a14,f132(f152(a3,a3),a2),x13096,f78(x13096,x13095,x13093,x13094,x13091,x13092))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13091),x13092)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13095)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13093),x13094)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13096)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13095),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13096),a7))
% 1.59/1.75 [1313]E(f131(a3,a3,f17(a3),x13131),f131(a3,a3,f17(a3),x13132))+E(f131(a3,a3,f17(a3),x13133),f131(a3,a3,f17(a3),x13134))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13131),x13132)),f131(a14,f132(f152(a3,a3),a2),x13135,f78(x13135,x13136,x13131,x13132,x13133,x13134))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13133),x13134)),f131(a14,f132(f152(a3,a3),a2),x13136,f78(x13135,x13136,x13131,x13132,x13133,x13134))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13133),x13134)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13136)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13131),x13132)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13135)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13135),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13136),a7))
% 1.59/1.75 [1314]E(f131(a3,a3,f17(a3),x13141),f131(a3,a3,f17(a3),x13142))+E(f131(a3,a3,f17(a3),x13143),f131(a3,a3,f17(a3),x13144))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13141),x13142)),f131(a14,f132(f152(a3,a3),a2),x13145,f78(x13146,x13145,x13143,x13144,x13141,x13142))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13143),x13144)),f131(a14,f132(f152(a3,a3),a2),x13146,f78(x13146,x13145,x13143,x13144,x13141,x13142))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13143),x13144)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13146)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13141),x13142)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13145)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13145),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13146),a7))
% 1.59/1.75 [1279]E(f131(a3,a3,f17(a3),x12793),f131(a3,a3,f17(a3),x12791))+E(f131(a3,a3,f17(a3),x12793),f131(a3,a3,f17(a3),x12792))+E(f131(a3,a3,f17(a3),x12791),f131(a3,a3,f17(a3),x12792))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12792),x12793)),f131(a14,f132(f152(a3,a3),a2),x12794,f70(x12795,x12794,x12791,x12792,x12793))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12793),x12791)),f131(a14,f132(f152(a3,a3),a2),x12795,f70(x12795,x12794,x12791,x12792,x12793))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12792),x12793)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12794)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12793),x12791)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12795)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12794),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12795),a7))
% 1.59/1.75 [1280]E(f131(a3,a3,f17(a3),x12803),f131(a3,a3,f17(a3),x12801))+E(f131(a3,a3,f17(a3),x12803),f131(a3,a3,f17(a3),x12802))+E(f131(a3,a3,f17(a3),x12801),f131(a3,a3,f17(a3),x12802))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12801),x12802)),f131(a14,f132(f152(a3,a3),a2),x12804,f70(x12804,x12805,x12802,x12803,x12801))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12803),x12801)),f131(a14,f132(f152(a3,a3),a2),x12805,f70(x12804,x12805,x12802,x12803,x12801))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12801),x12802)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12804)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12803),x12801)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12805)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12804),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12805),a7))
% 1.59/1.75 [1295]E(f131(a3,a3,f17(a3),x12953),f131(a3,a3,f17(a3),x12951))+E(f131(a3,a3,f17(a3),x12953),f131(a3,a3,f17(a3),x12952))+E(f131(a3,a3,f17(a3),x12951),f131(a3,a3,f17(a3),x12952))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12952),x12953)),f131(a14,f132(f152(a3,a3),a2),x12954,f70(x12955,x12954,x12951,x12952,x12953))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12953),x12951)),f131(a14,f132(f152(a3,a3),a2),x12955,f70(x12955,x12954,x12951,x12952,x12953))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12953),x12951)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12955)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12952),x12953)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12954)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12954),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12955),a7))
% 1.59/1.75 [1296]E(f131(a3,a3,f17(a3),x12963),f131(a3,a3,f17(a3),x12961))+E(f131(a3,a3,f17(a3),x12963),f131(a3,a3,f17(a3),x12962))+E(f131(a3,a3,f17(a3),x12961),f131(a3,a3,f17(a3),x12962))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12961),x12962)),f131(a14,f132(f152(a3,a3),a2),x12964,f70(x12964,x12965,x12962,x12963,x12961))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12963),x12961)),f131(a14,f132(f152(a3,a3),a2),x12965,f70(x12964,x12965,x12962,x12963,x12961))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12963),x12961)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12965)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x12961),x12962)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x12964)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12964),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x12965),a7))
% 1.59/1.75 [1310]E(f131(a3,a3,f17(a3),x13104),f131(a3,a3,f17(a3),x13103))+E(f131(a3,a3,f17(a3),x13103),f131(a3,a3,f17(a3),x13101))+E(f131(a3,a3,f17(a3),x13104),f131(a3,a3,f17(a3),x13102))+E(f131(a3,a3,f17(a3),x13101),f131(a3,a3,f17(a3),x13102))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13101),x13102)),f131(a14,f132(f152(a3,a3),a2),x13105,f55(x13105,x13106,x13101,x13102,x13104,x13103))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13104),x13103)),f131(a14,f132(f152(a3,a3),a2),x13106,f55(x13105,x13106,x13101,x13102,x13104,x13103))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13101),x13102)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13105)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13104),x13103)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13106)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13105),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13106),a7))
% 1.59/1.75 [1311]E(f131(a3,a3,f17(a3),x13114),f131(a3,a3,f17(a3),x13113))+E(f131(a3,a3,f17(a3),x13113),f131(a3,a3,f17(a3),x13111))+E(f131(a3,a3,f17(a3),x13114),f131(a3,a3,f17(a3),x13112))+E(f131(a3,a3,f17(a3),x13111),f131(a3,a3,f17(a3),x13112))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13111),x13112)),f131(a14,f132(f152(a3,a3),a2),x13115,f43(x13115,x13116,x13111,x13112,x13114,x13113))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13114),x13113)),f131(a14,f132(f152(a3,a3),a2),x13116,f43(x13115,x13116,x13111,x13112,x13114,x13113))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13111),x13112)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13115)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13114),x13113)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13116)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13115),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13116),a7))
% 1.59/1.75 [1312]E(f131(a3,a3,f17(a3),x13124),f131(a3,a3,f17(a3),x13123))+E(f131(a3,a3,f17(a3),x13123),f131(a3,a3,f17(a3),x13121))+E(f131(a3,a3,f17(a3),x13124),f131(a3,a3,f17(a3),x13122))+E(f131(a3,a3,f17(a3),x13121),f131(a3,a3,f17(a3),x13122))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13121),x13122)),f131(a14,f132(f152(a3,a3),a2),x13125,f43(x13126,x13125,x13124,x13123,x13121,x13122))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13124),x13123)),f131(a14,f132(f152(a3,a3),a2),x13126,f43(x13126,x13125,x13124,x13123,x13121,x13122))))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13121),x13122)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13125)))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13124),x13123)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13126)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13125),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13126),a7))
% 1.59/1.75 [1315]E(f131(a3,a3,f17(a3),x13154),f131(a3,a3,f17(a3),x13153))+E(f131(a3,a3,f17(a3),x13153),f131(a3,a3,f17(a3),x13151))+E(f131(a3,a3,f17(a3),x13154),f131(a3,a3,f17(a3),x13152))+E(f131(a3,a3,f17(a3),x13151),f131(a3,a3,f17(a3),x13152))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13151),x13152)),f131(a14,f132(f152(a3,a3),a2),x13155,f55(x13155,x13156,x13151,x13152,x13154,x13153))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13154),x13153)),f131(a14,f132(f152(a3,a3),a2),x13156,f55(x13155,x13156,x13151,x13152,x13154,x13153))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13154),x13153)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13156)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13151),x13152)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13155)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13155),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13156),a7))
% 1.59/1.75 [1316]E(f131(a3,a3,f17(a3),x13164),f131(a3,a3,f17(a3),x13163))+E(f131(a3,a3,f17(a3),x13163),f131(a3,a3,f17(a3),x13161))+E(f131(a3,a3,f17(a3),x13164),f131(a3,a3,f17(a3),x13162))+E(f131(a3,a3,f17(a3),x13161),f131(a3,a3,f17(a3),x13162))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13161),x13162)),f131(a14,f132(f152(a3,a3),a2),x13165,f43(x13165,x13166,x13161,x13162,x13164,x13163))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13164),x13163)),f131(a14,f132(f152(a3,a3),a2),x13166,f43(x13165,x13166,x13161,x13162,x13164,x13163))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13164),x13163)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13166)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13161),x13162)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13165)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13165),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13166),a7))
% 1.59/1.75 [1317]E(f131(a3,a3,f17(a3),x13174),f131(a3,a3,f17(a3),x13173))+E(f131(a3,a3,f17(a3),x13173),f131(a3,a3,f17(a3),x13171))+E(f131(a3,a3,f17(a3),x13174),f131(a3,a3,f17(a3),x13172))+E(f131(a3,a3,f17(a3),x13171),f131(a3,a3,f17(a3),x13172))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13171),x13172)),f131(a14,f132(f152(a3,a3),a2),x13175,f43(x13176,x13175,x13174,x13173,x13171,x13172))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13174),x13173)),f131(a14,f132(f152(a3,a3),a2),x13176,f43(x13176,x13175,x13174,x13173,x13171,x13172))))+~P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13174),x13173)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13176)))+P7(f131(f132(f152(a3,a3),a2),a2,f131(f152(a3,a3),f132(f132(f152(a3,a3),a2),a2),f149(f152(a3,a3)),f131(a3,f152(a3,a3),f131(a3,f132(a3,f152(a3,a3)),f160(a3,a3),x13171),x13172)),f131(f132(a14,f132(f152(a3,a3),a2)),f132(f152(a3,a3),a2),a27,x13175)))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13175),a7))+~P7(f131(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2,f131(f132(a14,f132(f152(a3,a3),a2)),f132(f132(f132(a14,f132(f152(a3,a3),a2)),a2),a2),f149(f132(a14,f132(f152(a3,a3),a2))),x13176),a7))
% 1.59/1.75 %EqnAxiom
% 1.59/1.75 [1]E(x11,x11)
% 1.59/1.75 [2]E(x22,x21)+~E(x21,x22)
% 1.59/1.75 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 1.59/1.75 [4]~E(x41,x42)+E(f17(x41),f17(x42))
% 1.59/1.75 [5]~E(x51,x52)+E(f131(x51,x53,x54,x55),f131(x52,x53,x54,x55))
% 1.59/1.75 [6]~E(x61,x62)+E(f131(x63,x61,x64,x65),f131(x63,x62,x64,x65))
% 1.59/1.75 [7]~E(x71,x72)+E(f131(x73,x74,x71,x75),f131(x73,x74,x72,x75))
% 1.59/1.75 [8]~E(x81,x82)+E(f131(x83,x84,x85,x81),f131(x83,x84,x85,x82))
% 1.59/1.75 [9]~E(x91,x92)+E(f132(x91,x93),f132(x92,x93))
% 1.59/1.75 [10]~E(x101,x102)+E(f132(x103,x101),f132(x103,x102))
% 1.59/1.75 [11]~E(x111,x112)+E(f152(x111,x113),f152(x112,x113))
% 1.59/1.75 [12]~E(x121,x122)+E(f152(x123,x121),f152(x123,x122))
% 1.59/1.75 [13]~E(x131,x132)+E(f24(x131,x133,x134),f24(x132,x133,x134))
% 1.59/1.75 [14]~E(x141,x142)+E(f24(x143,x141,x144),f24(x143,x142,x144))
% 1.59/1.75 [15]~E(x151,x152)+E(f24(x153,x154,x151),f24(x153,x154,x152))
% 1.59/1.75 [16]~E(x161,x162)+E(f155(x161),f155(x162))
% 1.59/1.75 [17]~E(x171,x172)+E(f136(x171),f136(x172))
% 1.59/1.75 [18]~E(x181,x182)+E(f20(x181,x183,x184),f20(x182,x183,x184))
% 1.59/1.75 [19]~E(x191,x192)+E(f20(x193,x191,x194),f20(x193,x192,x194))
% 1.59/1.75 [20]~E(x201,x202)+E(f20(x203,x204,x201),f20(x203,x204,x202))
% 1.59/1.75 [21]~E(x211,x212)+E(f156(x211),f156(x212))
% 1.59/1.75 [22]~E(x221,x222)+E(f23(x221,x223),f23(x222,x223))
% 1.59/1.75 [23]~E(x231,x232)+E(f23(x233,x231),f23(x233,x232))
% 1.59/1.75 [24]~E(x241,x242)+E(f88(x241,x243,x244),f88(x242,x243,x244))
% 1.59/1.75 [25]~E(x251,x252)+E(f88(x253,x251,x254),f88(x253,x252,x254))
% 1.59/1.75 [26]~E(x261,x262)+E(f88(x263,x264,x261),f88(x263,x264,x262))
% 1.59/1.75 [27]~E(x271,x272)+E(f91(x271,x273,x274),f91(x272,x273,x274))
% 1.59/1.75 [28]~E(x281,x282)+E(f91(x283,x281,x284),f91(x283,x282,x284))
% 1.59/1.75 [29]~E(x291,x292)+E(f91(x293,x294,x291),f91(x293,x294,x292))
% 1.59/1.75 [30]~E(x301,x302)+E(f138(x301),f138(x302))
% 1.59/1.75 [31]~E(x311,x312)+E(f164(x311),f164(x312))
% 1.59/1.75 [32]~E(x321,x322)+E(f133(x321),f133(x322))
% 1.59/1.75 [33]~E(x331,x332)+E(f149(x331),f149(x332))
% 1.59/1.75 [34]~E(x341,x342)+E(f160(x341,x343),f160(x342,x343))
% 1.59/1.75 [35]~E(x351,x352)+E(f160(x353,x351),f160(x353,x352))
% 1.59/1.75 [36]~E(x361,x362)+E(f145(x361,x363),f145(x362,x363))
% 1.59/1.75 [37]~E(x371,x372)+E(f145(x373,x371),f145(x373,x372))
% 1.59/1.75 [38]~E(x381,x382)+E(f151(x381),f151(x382))
% 1.59/1.75 [39]~E(x391,x392)+E(f159(x391,x393),f159(x392,x393))
% 1.59/1.75 [40]~E(x401,x402)+E(f159(x403,x401),f159(x403,x402))
% 1.59/1.75 [41]~E(x411,x412)+E(f165(x411),f165(x412))
% 1.59/1.75 [42]~E(x421,x422)+E(f70(x421,x423,x424,x425,x426),f70(x422,x423,x424,x425,x426))
% 1.59/1.75 [43]~E(x431,x432)+E(f70(x433,x431,x434,x435,x436),f70(x433,x432,x434,x435,x436))
% 1.59/1.75 [44]~E(x441,x442)+E(f70(x443,x444,x441,x445,x446),f70(x443,x444,x442,x445,x446))
% 1.59/1.75 [45]~E(x451,x452)+E(f70(x453,x454,x455,x451,x456),f70(x453,x454,x455,x452,x456))
% 1.59/1.75 [46]~E(x461,x462)+E(f70(x463,x464,x465,x466,x461),f70(x463,x464,x465,x466,x462))
% 1.59/1.75 [47]~E(x471,x472)+E(f153(x471),f153(x472))
% 1.59/1.75 [48]~E(x481,x482)+E(f21(x481,x483,x484),f21(x482,x483,x484))
% 1.59/1.75 [49]~E(x491,x492)+E(f21(x493,x491,x494),f21(x493,x492,x494))
% 1.59/1.75 [50]~E(x501,x502)+E(f21(x503,x504,x501),f21(x503,x504,x502))
% 1.59/1.75 [51]~E(x511,x512)+E(f54(x511,x513,x514,x515),f54(x512,x513,x514,x515))
% 1.59/1.75 [52]~E(x521,x522)+E(f54(x523,x521,x524,x525),f54(x523,x522,x524,x525))
% 1.59/1.75 [53]~E(x531,x532)+E(f54(x533,x534,x531,x535),f54(x533,x534,x532,x535))
% 1.59/1.75 [54]~E(x541,x542)+E(f54(x543,x544,x545,x541),f54(x543,x544,x545,x542))
% 1.59/1.75 [55]~E(x551,x552)+E(f43(x551,x553,x554,x555,x556,x557),f43(x552,x553,x554,x555,x556,x557))
% 1.59/1.75 [56]~E(x561,x562)+E(f43(x563,x561,x564,x565,x566,x567),f43(x563,x562,x564,x565,x566,x567))
% 1.59/1.75 [57]~E(x571,x572)+E(f43(x573,x574,x571,x575,x576,x577),f43(x573,x574,x572,x575,x576,x577))
% 1.59/1.75 [58]~E(x581,x582)+E(f43(x583,x584,x585,x581,x586,x587),f43(x583,x584,x585,x582,x586,x587))
% 1.59/1.75 [59]~E(x591,x592)+E(f43(x593,x594,x595,x596,x591,x597),f43(x593,x594,x595,x596,x592,x597))
% 1.59/1.75 [60]~E(x601,x602)+E(f43(x603,x604,x605,x606,x607,x601),f43(x603,x604,x605,x606,x607,x602))
% 1.59/1.75 [61]~E(x611,x612)+E(f166(x611),f166(x612))
% 1.59/1.75 [62]~E(x621,x622)+E(f103(x621,x623,x624,x625,x626),f103(x622,x623,x624,x625,x626))
% 1.59/1.75 [63]~E(x631,x632)+E(f103(x633,x631,x634,x635,x636),f103(x633,x632,x634,x635,x636))
% 1.59/1.75 [64]~E(x641,x642)+E(f103(x643,x644,x641,x645,x646),f103(x643,x644,x642,x645,x646))
% 1.59/1.75 [65]~E(x651,x652)+E(f103(x653,x654,x655,x651,x656),f103(x653,x654,x655,x652,x656))
% 1.59/1.75 [66]~E(x661,x662)+E(f103(x663,x664,x665,x666,x661),f103(x663,x664,x665,x666,x662))
% 1.59/1.75 [67]~E(x671,x672)+E(f19(x671),f19(x672))
% 1.59/1.75 [68]~E(x681,x682)+E(f143(x681),f143(x682))
% 1.59/1.75 [69]~E(x691,x692)+E(f144(x691,x693),f144(x692,x693))
% 1.59/1.75 [70]~E(x701,x702)+E(f144(x703,x701),f144(x703,x702))
% 1.59/1.75 [71]~E(x711,x712)+E(f163(x711),f163(x712))
% 1.59/1.75 [72]~E(x721,x722)+E(f126(x721,x723),f126(x722,x723))
% 1.59/1.75 [73]~E(x731,x732)+E(f126(x733,x731),f126(x733,x732))
% 1.59/1.75 [74]~E(x741,x742)+E(f97(x741,x743,x744,x745),f97(x742,x743,x744,x745))
% 1.59/1.75 [75]~E(x751,x752)+E(f97(x753,x751,x754,x755),f97(x753,x752,x754,x755))
% 1.59/1.75 [76]~E(x761,x762)+E(f97(x763,x764,x761,x765),f97(x763,x764,x762,x765))
% 1.59/1.75 [77]~E(x771,x772)+E(f97(x773,x774,x775,x771),f97(x773,x774,x775,x772))
% 1.59/1.75 [78]~E(x781,x782)+E(f81(x781,x783,x784,x785),f81(x782,x783,x784,x785))
% 1.59/1.75 [79]~E(x791,x792)+E(f81(x793,x791,x794,x795),f81(x793,x792,x794,x795))
% 1.59/1.75 [80]~E(x801,x802)+E(f81(x803,x804,x801,x805),f81(x803,x804,x802,x805))
% 1.59/1.75 [81]~E(x811,x812)+E(f81(x813,x814,x815,x811),f81(x813,x814,x815,x812))
% 1.59/1.75 [82]~E(x821,x822)+E(f146(x821,x823),f146(x822,x823))
% 1.59/1.75 [83]~E(x831,x832)+E(f146(x833,x831),f146(x833,x832))
% 1.59/1.75 [84]~E(x841,x842)+E(f118(x841,x843),f118(x842,x843))
% 1.59/1.75 [85]~E(x851,x852)+E(f118(x853,x851),f118(x853,x852))
% 1.59/1.75 [86]~E(x861,x862)+E(f122(x861,x863,x864,x865),f122(x862,x863,x864,x865))
% 1.59/1.75 [87]~E(x871,x872)+E(f122(x873,x871,x874,x875),f122(x873,x872,x874,x875))
% 1.59/1.75 [88]~E(x881,x882)+E(f122(x883,x884,x881,x885),f122(x883,x884,x882,x885))
% 1.59/1.75 [89]~E(x891,x892)+E(f122(x893,x894,x895,x891),f122(x893,x894,x895,x892))
% 1.59/1.75 [90]~E(x901,x902)+E(f56(x901,x903,x904,x905),f56(x902,x903,x904,x905))
% 1.59/1.75 [91]~E(x911,x912)+E(f56(x913,x911,x914,x915),f56(x913,x912,x914,x915))
% 1.59/1.75 [92]~E(x921,x922)+E(f56(x923,x924,x921,x925),f56(x923,x924,x922,x925))
% 1.59/1.75 [93]~E(x931,x932)+E(f56(x933,x934,x935,x931),f56(x933,x934,x935,x932))
% 1.59/1.75 [94]~E(x941,x942)+E(f42(x941,x943,x944,x945),f42(x942,x943,x944,x945))
% 1.59/1.75 [95]~E(x951,x952)+E(f42(x953,x951,x954,x955),f42(x953,x952,x954,x955))
% 1.59/1.75 [96]~E(x961,x962)+E(f42(x963,x964,x961,x965),f42(x963,x964,x962,x965))
% 1.59/1.75 [97]~E(x971,x972)+E(f42(x973,x974,x975,x971),f42(x973,x974,x975,x972))
% 1.59/1.75 [98]~E(x981,x982)+E(f66(x981,x983,x984,x985),f66(x982,x983,x984,x985))
% 1.59/1.75 [99]~E(x991,x992)+E(f66(x993,x991,x994,x995),f66(x993,x992,x994,x995))
% 1.59/1.75 [100]~E(x1001,x1002)+E(f66(x1003,x1004,x1001,x1005),f66(x1003,x1004,x1002,x1005))
% 1.59/1.75 [101]~E(x1011,x1012)+E(f66(x1013,x1014,x1015,x1011),f66(x1013,x1014,x1015,x1012))
% 1.59/1.75 [102]~E(x1021,x1022)+E(f167(x1021,x1023),f167(x1022,x1023))
% 1.59/1.75 [103]~E(x1031,x1032)+E(f167(x1033,x1031),f167(x1033,x1032))
% 1.59/1.75 [104]~E(x1041,x1042)+E(f64(x1041,x1043,x1044,x1045),f64(x1042,x1043,x1044,x1045))
% 1.59/1.75 [105]~E(x1051,x1052)+E(f64(x1053,x1051,x1054,x1055),f64(x1053,x1052,x1054,x1055))
% 1.59/1.75 [106]~E(x1061,x1062)+E(f64(x1063,x1064,x1061,x1065),f64(x1063,x1064,x1062,x1065))
% 1.59/1.75 [107]~E(x1071,x1072)+E(f64(x1073,x1074,x1075,x1071),f64(x1073,x1074,x1075,x1072))
% 1.59/1.75 [108]~E(x1081,x1082)+E(f100(x1081,x1083,x1084,x1085),f100(x1082,x1083,x1084,x1085))
% 1.59/1.75 [109]~E(x1091,x1092)+E(f100(x1093,x1091,x1094,x1095),f100(x1093,x1092,x1094,x1095))
% 1.59/1.75 [110]~E(x1101,x1102)+E(f100(x1103,x1104,x1101,x1105),f100(x1103,x1104,x1102,x1105))
% 1.59/1.75 [111]~E(x1111,x1112)+E(f100(x1113,x1114,x1115,x1111),f100(x1113,x1114,x1115,x1112))
% 1.59/1.75 [112]~E(x1121,x1122)+E(f78(x1121,x1123,x1124,x1125,x1126,x1127),f78(x1122,x1123,x1124,x1125,x1126,x1127))
% 1.59/1.75 [113]~E(x1131,x1132)+E(f78(x1133,x1131,x1134,x1135,x1136,x1137),f78(x1133,x1132,x1134,x1135,x1136,x1137))
% 1.59/1.75 [114]~E(x1141,x1142)+E(f78(x1143,x1144,x1141,x1145,x1146,x1147),f78(x1143,x1144,x1142,x1145,x1146,x1147))
% 1.59/1.75 [115]~E(x1151,x1152)+E(f78(x1153,x1154,x1155,x1151,x1156,x1157),f78(x1153,x1154,x1155,x1152,x1156,x1157))
% 1.59/1.75 [116]~E(x1161,x1162)+E(f78(x1163,x1164,x1165,x1166,x1161,x1167),f78(x1163,x1164,x1165,x1166,x1162,x1167))
% 1.59/1.75 [117]~E(x1171,x1172)+E(f78(x1173,x1174,x1175,x1176,x1177,x1171),f78(x1173,x1174,x1175,x1176,x1177,x1172))
% 1.59/1.75 [118]~E(x1181,x1182)+E(f44(x1181,x1183),f44(x1182,x1183))
% 1.59/1.75 [119]~E(x1191,x1192)+E(f44(x1193,x1191),f44(x1193,x1192))
% 1.59/1.75 [120]~E(x1201,x1202)+E(f74(x1201,x1203,x1204,x1205,x1206,x1207),f74(x1202,x1203,x1204,x1205,x1206,x1207))
% 1.59/1.75 [121]~E(x1211,x1212)+E(f74(x1213,x1211,x1214,x1215,x1216,x1217),f74(x1213,x1212,x1214,x1215,x1216,x1217))
% 1.59/1.75 [122]~E(x1221,x1222)+E(f74(x1223,x1224,x1221,x1225,x1226,x1227),f74(x1223,x1224,x1222,x1225,x1226,x1227))
% 1.59/1.75 [123]~E(x1231,x1232)+E(f74(x1233,x1234,x1235,x1231,x1236,x1237),f74(x1233,x1234,x1235,x1232,x1236,x1237))
% 1.59/1.75 [124]~E(x1241,x1242)+E(f74(x1243,x1244,x1245,x1246,x1241,x1247),f74(x1243,x1244,x1245,x1246,x1242,x1247))
% 1.59/1.75 [125]~E(x1251,x1252)+E(f74(x1253,x1254,x1255,x1256,x1257,x1251),f74(x1253,x1254,x1255,x1256,x1257,x1252))
% 1.59/1.75 [126]~E(x1261,x1262)+E(f111(x1261),f111(x1262))
% 1.59/1.75 [127]~E(x1271,x1272)+E(f68(x1271,x1273,x1274,x1275,x1276,x1277),f68(x1272,x1273,x1274,x1275,x1276,x1277))
% 1.59/1.75 [128]~E(x1281,x1282)+E(f68(x1283,x1281,x1284,x1285,x1286,x1287),f68(x1283,x1282,x1284,x1285,x1286,x1287))
% 1.59/1.75 [129]~E(x1291,x1292)+E(f68(x1293,x1294,x1291,x1295,x1296,x1297),f68(x1293,x1294,x1292,x1295,x1296,x1297))
% 1.59/1.75 [130]~E(x1301,x1302)+E(f68(x1303,x1304,x1305,x1301,x1306,x1307),f68(x1303,x1304,x1305,x1302,x1306,x1307))
% 1.59/1.75 [131]~E(x1311,x1312)+E(f68(x1313,x1314,x1315,x1316,x1311,x1317),f68(x1313,x1314,x1315,x1316,x1312,x1317))
% 1.59/1.75 [132]~E(x1321,x1322)+E(f68(x1323,x1324,x1325,x1326,x1327,x1321),f68(x1323,x1324,x1325,x1326,x1327,x1322))
% 1.59/1.75 [133]~E(x1331,x1332)+E(f39(x1331),f39(x1332))
% 1.59/1.75 [134]~E(x1341,x1342)+E(f58(x1341,x1343,x1344,x1345),f58(x1342,x1343,x1344,x1345))
% 1.59/1.75 [135]~E(x1351,x1352)+E(f58(x1353,x1351,x1354,x1355),f58(x1353,x1352,x1354,x1355))
% 1.59/1.75 [136]~E(x1361,x1362)+E(f58(x1363,x1364,x1361,x1365),f58(x1363,x1364,x1362,x1365))
% 1.59/1.75 [137]~E(x1371,x1372)+E(f58(x1373,x1374,x1375,x1371),f58(x1373,x1374,x1375,x1372))
% 1.59/1.75 [138]~E(x1381,x1382)+E(f48(x1381,x1383),f48(x1382,x1383))
% 1.59/1.75 [139]~E(x1391,x1392)+E(f48(x1393,x1391),f48(x1393,x1392))
% 1.59/1.75 [140]~E(x1401,x1402)+E(f168(x1401,x1403),f168(x1402,x1403))
% 1.59/1.75 [141]~E(x1411,x1412)+E(f168(x1413,x1411),f168(x1413,x1412))
% 1.59/1.75 [142]~E(x1421,x1422)+E(f99(x1421,x1423,x1424,x1425,x1426,x1427),f99(x1422,x1423,x1424,x1425,x1426,x1427))
% 1.59/1.75 [143]~E(x1431,x1432)+E(f99(x1433,x1431,x1434,x1435,x1436,x1437),f99(x1433,x1432,x1434,x1435,x1436,x1437))
% 1.59/1.75 [144]~E(x1441,x1442)+E(f99(x1443,x1444,x1441,x1445,x1446,x1447),f99(x1443,x1444,x1442,x1445,x1446,x1447))
% 1.59/1.75 [145]~E(x1451,x1452)+E(f99(x1453,x1454,x1455,x1451,x1456,x1457),f99(x1453,x1454,x1455,x1452,x1456,x1457))
% 1.59/1.75 [146]~E(x1461,x1462)+E(f99(x1463,x1464,x1465,x1466,x1461,x1467),f99(x1463,x1464,x1465,x1466,x1462,x1467))
% 1.59/1.75 [147]~E(x1471,x1472)+E(f99(x1473,x1474,x1475,x1476,x1477,x1471),f99(x1473,x1474,x1475,x1476,x1477,x1472))
% 1.59/1.75 [148]~E(x1481,x1482)+E(f47(x1481,x1483),f47(x1482,x1483))
% 1.59/1.75 [149]~E(x1491,x1492)+E(f47(x1493,x1491),f47(x1493,x1492))
% 1.59/1.75 [150]~E(x1501,x1502)+E(f93(x1501),f93(x1502))
% 1.59/1.75 [151]~E(x1511,x1512)+E(f110(x1511,x1513,x1514),f110(x1512,x1513,x1514))
% 1.59/1.75 [152]~E(x1521,x1522)+E(f110(x1523,x1521,x1524),f110(x1523,x1522,x1524))
% 1.59/1.75 [153]~E(x1531,x1532)+E(f110(x1533,x1534,x1531),f110(x1533,x1534,x1532))
% 1.59/1.75 [154]~E(x1541,x1542)+E(f67(x1541,x1543,x1544,x1545,x1546,x1547),f67(x1542,x1543,x1544,x1545,x1546,x1547))
% 1.59/1.75 [155]~E(x1551,x1552)+E(f67(x1553,x1551,x1554,x1555,x1556,x1557),f67(x1553,x1552,x1554,x1555,x1556,x1557))
% 1.59/1.75 [156]~E(x1561,x1562)+E(f67(x1563,x1564,x1561,x1565,x1566,x1567),f67(x1563,x1564,x1562,x1565,x1566,x1567))
% 1.59/1.75 [157]~E(x1571,x1572)+E(f67(x1573,x1574,x1575,x1571,x1576,x1577),f67(x1573,x1574,x1575,x1572,x1576,x1577))
% 1.59/1.75 [158]~E(x1581,x1582)+E(f67(x1583,x1584,x1585,x1586,x1581,x1587),f67(x1583,x1584,x1585,x1586,x1582,x1587))
% 1.59/1.75 [159]~E(x1591,x1592)+E(f67(x1593,x1594,x1595,x1596,x1597,x1591),f67(x1593,x1594,x1595,x1596,x1597,x1592))
% 1.59/1.75 [160]~E(x1601,x1602)+E(f120(x1601,x1603,x1604),f120(x1602,x1603,x1604))
% 1.59/1.75 [161]~E(x1611,x1612)+E(f120(x1613,x1611,x1614),f120(x1613,x1612,x1614))
% 1.59/1.75 [162]~E(x1621,x1622)+E(f120(x1623,x1624,x1621),f120(x1623,x1624,x1622))
% 1.59/1.75 [163]~E(x1631,x1632)+E(f89(x1631,x1633,x1634),f89(x1632,x1633,x1634))
% 1.59/1.75 [164]~E(x1641,x1642)+E(f89(x1643,x1641,x1644),f89(x1643,x1642,x1644))
% 1.59/1.75 [165]~E(x1651,x1652)+E(f89(x1653,x1654,x1651),f89(x1653,x1654,x1652))
% 1.59/1.75 [166]~E(x1661,x1662)+E(f98(x1661,x1663,x1664,x1665,x1666),f98(x1662,x1663,x1664,x1665,x1666))
% 1.59/1.75 [167]~E(x1671,x1672)+E(f98(x1673,x1671,x1674,x1675,x1676),f98(x1673,x1672,x1674,x1675,x1676))
% 1.59/1.75 [168]~E(x1681,x1682)+E(f98(x1683,x1684,x1681,x1685,x1686),f98(x1683,x1684,x1682,x1685,x1686))
% 1.59/1.75 [169]~E(x1691,x1692)+E(f98(x1693,x1694,x1695,x1691,x1696),f98(x1693,x1694,x1695,x1692,x1696))
% 1.59/1.75 [170]~E(x1701,x1702)+E(f98(x1703,x1704,x1705,x1706,x1701),f98(x1703,x1704,x1705,x1706,x1702))
% 1.59/1.75 [171]~E(x1711,x1712)+E(f157(x1711),f157(x1712))
% 1.59/1.75 [172]~E(x1721,x1722)+E(f80(x1721,x1723,x1724,x1725,x1726),f80(x1722,x1723,x1724,x1725,x1726))
% 1.59/1.75 [173]~E(x1731,x1732)+E(f80(x1733,x1731,x1734,x1735,x1736),f80(x1733,x1732,x1734,x1735,x1736))
% 1.59/1.75 [174]~E(x1741,x1742)+E(f80(x1743,x1744,x1741,x1745,x1746),f80(x1743,x1744,x1742,x1745,x1746))
% 1.59/1.75 [175]~E(x1751,x1752)+E(f80(x1753,x1754,x1755,x1751,x1756),f80(x1753,x1754,x1755,x1752,x1756))
% 1.59/1.75 [176]~E(x1761,x1762)+E(f80(x1763,x1764,x1765,x1766,x1761),f80(x1763,x1764,x1765,x1766,x1762))
% 1.59/1.75 [177]~E(x1771,x1772)+E(f113(x1771,x1773),f113(x1772,x1773))
% 1.59/1.75 [178]~E(x1781,x1782)+E(f113(x1783,x1781),f113(x1783,x1782))
% 1.59/1.75 [179]~E(x1791,x1792)+E(f112(x1791,x1793),f112(x1792,x1793))
% 1.59/1.75 [180]~E(x1801,x1802)+E(f112(x1803,x1801),f112(x1803,x1802))
% 1.59/1.75 [181]~E(x1811,x1812)+E(f161(x1811,x1813,x1814),f161(x1812,x1813,x1814))
% 1.59/1.75 [182]~E(x1821,x1822)+E(f161(x1823,x1821,x1824),f161(x1823,x1822,x1824))
% 1.59/1.75 [183]~E(x1831,x1832)+E(f161(x1833,x1834,x1831),f161(x1833,x1834,x1832))
% 1.59/1.75 [184]~E(x1841,x1842)+E(f37(x1841),f37(x1842))
% 1.59/1.75 [185]~E(x1851,x1852)+E(f85(x1851,x1853,x1854,x1855,x1856,x1857),f85(x1852,x1853,x1854,x1855,x1856,x1857))
% 1.59/1.75 [186]~E(x1861,x1862)+E(f85(x1863,x1861,x1864,x1865,x1866,x1867),f85(x1863,x1862,x1864,x1865,x1866,x1867))
% 1.59/1.75 [187]~E(x1871,x1872)+E(f85(x1873,x1874,x1871,x1875,x1876,x1877),f85(x1873,x1874,x1872,x1875,x1876,x1877))
% 1.59/1.75 [188]~E(x1881,x1882)+E(f85(x1883,x1884,x1885,x1881,x1886,x1887),f85(x1883,x1884,x1885,x1882,x1886,x1887))
% 1.59/1.75 [189]~E(x1891,x1892)+E(f85(x1893,x1894,x1895,x1896,x1891,x1897),f85(x1893,x1894,x1895,x1896,x1892,x1897))
% 1.59/1.75 [190]~E(x1901,x1902)+E(f85(x1903,x1904,x1905,x1906,x1907,x1901),f85(x1903,x1904,x1905,x1906,x1907,x1902))
% 1.59/1.75 [191]~E(x1911,x1912)+E(f36(x1911),f36(x1912))
% 1.59/1.75 [192]~E(x1921,x1922)+E(f49(x1921,x1923),f49(x1922,x1923))
% 1.59/1.75 [193]~E(x1931,x1932)+E(f49(x1933,x1931),f49(x1933,x1932))
% 1.59/1.75 [194]~E(x1941,x1942)+E(f90(x1941,x1943,x1944),f90(x1942,x1943,x1944))
% 1.59/1.75 [195]~E(x1951,x1952)+E(f90(x1953,x1951,x1954),f90(x1953,x1952,x1954))
% 1.59/1.75 [196]~E(x1961,x1962)+E(f90(x1963,x1964,x1961),f90(x1963,x1964,x1962))
% 1.59/1.75 [197]~E(x1971,x1972)+E(f115(x1971,x1973),f115(x1972,x1973))
% 1.59/1.75 [198]~E(x1981,x1982)+E(f115(x1983,x1981),f115(x1983,x1982))
% 1.59/1.75 [199]~E(x1991,x1992)+E(f109(x1991,x1993),f109(x1992,x1993))
% 1.59/1.75 [200]~E(x2001,x2002)+E(f109(x2003,x2001),f109(x2003,x2002))
% 1.59/1.75 [201]~E(x2011,x2012)+E(f65(x2011,x2013,x2014,x2015),f65(x2012,x2013,x2014,x2015))
% 1.59/1.75 [202]~E(x2021,x2022)+E(f65(x2023,x2021,x2024,x2025),f65(x2023,x2022,x2024,x2025))
% 1.59/1.75 [203]~E(x2031,x2032)+E(f65(x2033,x2034,x2031,x2035),f65(x2033,x2034,x2032,x2035))
% 1.59/1.75 [204]~E(x2041,x2042)+E(f65(x2043,x2044,x2045,x2041),f65(x2043,x2044,x2045,x2042))
% 1.59/1.75 [205]~E(x2051,x2052)+E(f101(x2051,x2053,x2054),f101(x2052,x2053,x2054))
% 1.59/1.75 [206]~E(x2061,x2062)+E(f101(x2063,x2061,x2064),f101(x2063,x2062,x2064))
% 1.59/1.75 [207]~E(x2071,x2072)+E(f101(x2073,x2074,x2071),f101(x2073,x2074,x2072))
% 1.59/1.75 [208]~E(x2081,x2082)+E(f158(x2081),f158(x2082))
% 1.59/1.75 [209]~E(x2091,x2092)+E(f38(x2091,x2093,x2094,x2095),f38(x2092,x2093,x2094,x2095))
% 1.59/1.75 [210]~E(x2101,x2102)+E(f38(x2103,x2101,x2104,x2105),f38(x2103,x2102,x2104,x2105))
% 1.59/1.75 [211]~E(x2111,x2112)+E(f38(x2113,x2114,x2111,x2115),f38(x2113,x2114,x2112,x2115))
% 1.59/1.75 [212]~E(x2121,x2122)+E(f38(x2123,x2124,x2125,x2121),f38(x2123,x2124,x2125,x2122))
% 1.59/1.75 [213]~E(x2131,x2132)+E(f62(x2131,x2133,x2134),f62(x2132,x2133,x2134))
% 1.59/1.75 [214]~E(x2141,x2142)+E(f62(x2143,x2141,x2144),f62(x2143,x2142,x2144))
% 1.59/1.75 [215]~E(x2151,x2152)+E(f62(x2153,x2154,x2151),f62(x2153,x2154,x2152))
% 1.59/1.75 [216]~E(x2161,x2162)+E(f82(x2161,x2163,x2164,x2165,x2166,x2167),f82(x2162,x2163,x2164,x2165,x2166,x2167))
% 1.59/1.75 [217]~E(x2171,x2172)+E(f82(x2173,x2171,x2174,x2175,x2176,x2177),f82(x2173,x2172,x2174,x2175,x2176,x2177))
% 1.59/1.75 [218]~E(x2181,x2182)+E(f82(x2183,x2184,x2181,x2185,x2186,x2187),f82(x2183,x2184,x2182,x2185,x2186,x2187))
% 1.59/1.75 [219]~E(x2191,x2192)+E(f82(x2193,x2194,x2195,x2191,x2196,x2197),f82(x2193,x2194,x2195,x2192,x2196,x2197))
% 1.59/1.75 [220]~E(x2201,x2202)+E(f82(x2203,x2204,x2205,x2206,x2201,x2207),f82(x2203,x2204,x2205,x2206,x2202,x2207))
% 1.59/1.75 [221]~E(x2211,x2212)+E(f82(x2213,x2214,x2215,x2216,x2217,x2211),f82(x2213,x2214,x2215,x2216,x2217,x2212))
% 1.59/1.75 [222]~E(x2221,x2222)+E(f53(x2221,x2223,x2224,x2225),f53(x2222,x2223,x2224,x2225))
% 1.59/1.75 [223]~E(x2231,x2232)+E(f53(x2233,x2231,x2234,x2235),f53(x2233,x2232,x2234,x2235))
% 1.59/1.75 [224]~E(x2241,x2242)+E(f53(x2243,x2244,x2241,x2245),f53(x2243,x2244,x2242,x2245))
% 1.59/1.75 [225]~E(x2251,x2252)+E(f53(x2253,x2254,x2255,x2251),f53(x2253,x2254,x2255,x2252))
% 1.59/1.75 [226]~E(x2261,x2262)+E(f128(x2261,x2263,x2264),f128(x2262,x2263,x2264))
% 1.59/1.75 [227]~E(x2271,x2272)+E(f128(x2273,x2271,x2274),f128(x2273,x2272,x2274))
% 1.59/1.75 [228]~E(x2281,x2282)+E(f128(x2283,x2284,x2281),f128(x2283,x2284,x2282))
% 1.59/1.75 [229]~E(x2291,x2292)+E(f129(x2291,x2293,x2294,x2295,x2296),f129(x2292,x2293,x2294,x2295,x2296))
% 1.59/1.75 [230]~E(x2301,x2302)+E(f129(x2303,x2301,x2304,x2305,x2306),f129(x2303,x2302,x2304,x2305,x2306))
% 1.59/1.75 [231]~E(x2311,x2312)+E(f129(x2313,x2314,x2311,x2315,x2316),f129(x2313,x2314,x2312,x2315,x2316))
% 1.59/1.75 [232]~E(x2321,x2322)+E(f129(x2323,x2324,x2325,x2321,x2326),f129(x2323,x2324,x2325,x2322,x2326))
% 1.59/1.75 [233]~E(x2331,x2332)+E(f129(x2333,x2334,x2335,x2336,x2331),f129(x2333,x2334,x2335,x2336,x2332))
% 1.59/1.75 [234]~E(x2341,x2342)+E(f119(x2341,x2343),f119(x2342,x2343))
% 1.59/1.75 [235]~E(x2351,x2352)+E(f119(x2353,x2351),f119(x2353,x2352))
% 1.59/1.75 [236]~E(x2361,x2362)+E(f123(x2361,x2363,x2364,x2365),f123(x2362,x2363,x2364,x2365))
% 1.59/1.75 [237]~E(x2371,x2372)+E(f123(x2373,x2371,x2374,x2375),f123(x2373,x2372,x2374,x2375))
% 1.59/1.75 [238]~E(x2381,x2382)+E(f123(x2383,x2384,x2381,x2385),f123(x2383,x2384,x2382,x2385))
% 1.59/1.75 [239]~E(x2391,x2392)+E(f123(x2393,x2394,x2395,x2391),f123(x2393,x2394,x2395,x2392))
% 1.59/1.75 [240]~E(x2401,x2402)+E(f108(x2401,x2403),f108(x2402,x2403))
% 1.59/1.75 [241]~E(x2411,x2412)+E(f108(x2413,x2411),f108(x2413,x2412))
% 1.59/1.75 [242]~E(x2421,x2422)+E(f84(x2421,x2423,x2424,x2425,x2426,x2427),f84(x2422,x2423,x2424,x2425,x2426,x2427))
% 1.59/1.75 [243]~E(x2431,x2432)+E(f84(x2433,x2431,x2434,x2435,x2436,x2437),f84(x2433,x2432,x2434,x2435,x2436,x2437))
% 1.59/1.75 [244]~E(x2441,x2442)+E(f84(x2443,x2444,x2441,x2445,x2446,x2447),f84(x2443,x2444,x2442,x2445,x2446,x2447))
% 1.59/1.75 [245]~E(x2451,x2452)+E(f84(x2453,x2454,x2455,x2451,x2456,x2457),f84(x2453,x2454,x2455,x2452,x2456,x2457))
% 1.59/1.75 [246]~E(x2461,x2462)+E(f84(x2463,x2464,x2465,x2466,x2461,x2467),f84(x2463,x2464,x2465,x2466,x2462,x2467))
% 1.59/1.75 [247]~E(x2471,x2472)+E(f84(x2473,x2474,x2475,x2476,x2477,x2471),f84(x2473,x2474,x2475,x2476,x2477,x2472))
% 1.59/1.75 [248]~E(x2481,x2482)+E(f79(x2481,x2483,x2484,x2485),f79(x2482,x2483,x2484,x2485))
% 1.59/1.75 [249]~E(x2491,x2492)+E(f79(x2493,x2491,x2494,x2495),f79(x2493,x2492,x2494,x2495))
% 1.59/1.75 [250]~E(x2501,x2502)+E(f79(x2503,x2504,x2501,x2505),f79(x2503,x2504,x2502,x2505))
% 1.59/1.75 [251]~E(x2511,x2512)+E(f79(x2513,x2514,x2515,x2511),f79(x2513,x2514,x2515,x2512))
% 1.59/1.75 [252]~E(x2521,x2522)+E(f55(x2521,x2523,x2524,x2525,x2526,x2527),f55(x2522,x2523,x2524,x2525,x2526,x2527))
% 1.59/1.75 [253]~E(x2531,x2532)+E(f55(x2533,x2531,x2534,x2535,x2536,x2537),f55(x2533,x2532,x2534,x2535,x2536,x2537))
% 1.59/1.75 [254]~E(x2541,x2542)+E(f55(x2543,x2544,x2541,x2545,x2546,x2547),f55(x2543,x2544,x2542,x2545,x2546,x2547))
% 1.59/1.75 [255]~E(x2551,x2552)+E(f55(x2553,x2554,x2555,x2551,x2556,x2557),f55(x2553,x2554,x2555,x2552,x2556,x2557))
% 1.59/1.75 [256]~E(x2561,x2562)+E(f55(x2563,x2564,x2565,x2566,x2561,x2567),f55(x2563,x2564,x2565,x2566,x2562,x2567))
% 1.59/1.75 [257]~E(x2571,x2572)+E(f55(x2573,x2574,x2575,x2576,x2577,x2571),f55(x2573,x2574,x2575,x2576,x2577,x2572))
% 1.59/1.75 [258]~E(x2581,x2582)+E(f87(x2581,x2583,x2584,x2585,x2586,x2587),f87(x2582,x2583,x2584,x2585,x2586,x2587))
% 1.59/1.75 [259]~E(x2591,x2592)+E(f87(x2593,x2591,x2594,x2595,x2596,x2597),f87(x2593,x2592,x2594,x2595,x2596,x2597))
% 1.59/1.75 [260]~E(x2601,x2602)+E(f87(x2603,x2604,x2601,x2605,x2606,x2607),f87(x2603,x2604,x2602,x2605,x2606,x2607))
% 1.59/1.75 [261]~E(x2611,x2612)+E(f87(x2613,x2614,x2615,x2611,x2616,x2617),f87(x2613,x2614,x2615,x2612,x2616,x2617))
% 1.59/1.75 [262]~E(x2621,x2622)+E(f87(x2623,x2624,x2625,x2626,x2621,x2627),f87(x2623,x2624,x2625,x2626,x2622,x2627))
% 1.59/1.75 [263]~E(x2631,x2632)+E(f87(x2633,x2634,x2635,x2636,x2637,x2631),f87(x2633,x2634,x2635,x2636,x2637,x2632))
% 1.59/1.75 [264]~E(x2641,x2642)+E(f94(x2641,x2643),f94(x2642,x2643))
% 1.59/1.75 [265]~E(x2651,x2652)+E(f94(x2653,x2651),f94(x2653,x2652))
% 1.59/1.75 [266]~E(x2661,x2662)+E(f77(x2661,x2663,x2664,x2665,x2666,x2667),f77(x2662,x2663,x2664,x2665,x2666,x2667))
% 1.59/1.75 [267]~E(x2671,x2672)+E(f77(x2673,x2671,x2674,x2675,x2676,x2677),f77(x2673,x2672,x2674,x2675,x2676,x2677))
% 1.59/1.75 [268]~E(x2681,x2682)+E(f77(x2683,x2684,x2681,x2685,x2686,x2687),f77(x2683,x2684,x2682,x2685,x2686,x2687))
% 1.59/1.75 [269]~E(x2691,x2692)+E(f77(x2693,x2694,x2695,x2691,x2696,x2697),f77(x2693,x2694,x2695,x2692,x2696,x2697))
% 1.59/1.75 [270]~E(x2701,x2702)+E(f77(x2703,x2704,x2705,x2706,x2701,x2707),f77(x2703,x2704,x2705,x2706,x2702,x2707))
% 1.59/1.75 [271]~E(x2711,x2712)+E(f77(x2713,x2714,x2715,x2716,x2717,x2711),f77(x2713,x2714,x2715,x2716,x2717,x2712))
% 1.59/1.75 [272]~E(x2721,x2722)+E(f59(x2721,x2723,x2724,x2725,x2726),f59(x2722,x2723,x2724,x2725,x2726))
% 1.59/1.75 [273]~E(x2731,x2732)+E(f59(x2733,x2731,x2734,x2735,x2736),f59(x2733,x2732,x2734,x2735,x2736))
% 1.59/1.75 [274]~E(x2741,x2742)+E(f59(x2743,x2744,x2741,x2745,x2746),f59(x2743,x2744,x2742,x2745,x2746))
% 1.59/1.75 [275]~E(x2751,x2752)+E(f59(x2753,x2754,x2755,x2751,x2756),f59(x2753,x2754,x2755,x2752,x2756))
% 1.59/1.75 [276]~E(x2761,x2762)+E(f59(x2763,x2764,x2765,x2766,x2761),f59(x2763,x2764,x2765,x2766,x2762))
% 1.59/1.75 [277]~E(x2771,x2772)+E(f60(x2771,x2773,x2774),f60(x2772,x2773,x2774))
% 1.59/1.75 [278]~E(x2781,x2782)+E(f60(x2783,x2781,x2784),f60(x2783,x2782,x2784))
% 1.59/1.75 [279]~E(x2791,x2792)+E(f60(x2793,x2794,x2791),f60(x2793,x2794,x2792))
% 1.59/1.75 [280]~E(x2801,x2802)+E(f107(x2801,x2803),f107(x2802,x2803))
% 1.59/1.75 [281]~E(x2811,x2812)+E(f107(x2813,x2811),f107(x2813,x2812))
% 1.59/1.75 [282]~E(x2821,x2822)+E(f95(x2821,x2823),f95(x2822,x2823))
% 1.59/1.75 [283]~E(x2831,x2832)+E(f95(x2833,x2831),f95(x2833,x2832))
% 1.59/1.75 [284]~E(x2841,x2842)+E(f117(x2841,x2843,x2844),f117(x2842,x2843,x2844))
% 1.59/1.75 [285]~E(x2851,x2852)+E(f117(x2853,x2851,x2854),f117(x2853,x2852,x2854))
% 1.59/1.75 [286]~E(x2861,x2862)+E(f117(x2863,x2864,x2861),f117(x2863,x2864,x2862))
% 1.59/1.75 [287]~E(x2871,x2872)+E(f125(x2871),f125(x2872))
% 1.59/1.75 [288]~E(x2881,x2882)+E(f61(x2881,x2883),f61(x2882,x2883))
% 1.59/1.75 [289]~E(x2891,x2892)+E(f61(x2893,x2891),f61(x2893,x2892))
% 1.59/1.75 [290]~E(x2901,x2902)+E(f139(x2901,x2903),f139(x2902,x2903))
% 1.59/1.75 [291]~E(x2911,x2912)+E(f139(x2913,x2911),f139(x2913,x2912))
% 1.59/1.75 [292]~E(x2921,x2922)+E(f63(x2921,x2923,x2924),f63(x2922,x2923,x2924))
% 1.59/1.75 [293]~E(x2931,x2932)+E(f63(x2933,x2931,x2934),f63(x2933,x2932,x2934))
% 1.59/1.75 [294]~E(x2941,x2942)+E(f63(x2943,x2944,x2941),f63(x2943,x2944,x2942))
% 1.59/1.75 [295]~E(x2951,x2952)+E(f45(x2951,x2953,x2954,x2955),f45(x2952,x2953,x2954,x2955))
% 1.59/1.75 [296]~E(x2961,x2962)+E(f45(x2963,x2961,x2964,x2965),f45(x2963,x2962,x2964,x2965))
% 1.59/1.75 [297]~E(x2971,x2972)+E(f45(x2973,x2974,x2971,x2975),f45(x2973,x2974,x2972,x2975))
% 1.59/1.75 [298]~E(x2981,x2982)+E(f45(x2983,x2984,x2985,x2981),f45(x2983,x2984,x2985,x2982))
% 1.59/1.75 [299]~E(x2991,x2992)+E(f34(x2991),f34(x2992))
% 1.59/1.75 [300]~E(x3001,x3002)+E(f46(x3001,x3003,x3004,x3005),f46(x3002,x3003,x3004,x3005))
% 1.59/1.75 [301]~E(x3011,x3012)+E(f46(x3013,x3011,x3014,x3015),f46(x3013,x3012,x3014,x3015))
% 1.59/1.75 [302]~E(x3021,x3022)+E(f46(x3023,x3024,x3021,x3025),f46(x3023,x3024,x3022,x3025))
% 1.59/1.75 [303]~E(x3031,x3032)+E(f46(x3033,x3034,x3035,x3031),f46(x3033,x3034,x3035,x3032))
% 1.59/1.75 [304]~E(x3041,x3042)+E(f147(x3041,x3043),f147(x3042,x3043))
% 1.59/1.75 [305]~E(x3051,x3052)+E(f147(x3053,x3051),f147(x3053,x3052))
% 1.59/1.75 [306]~E(x3061,x3062)+E(f71(x3061,x3063,x3064,x3065,x3066,x3067),f71(x3062,x3063,x3064,x3065,x3066,x3067))
% 1.59/1.75 [307]~E(x3071,x3072)+E(f71(x3073,x3071,x3074,x3075,x3076,x3077),f71(x3073,x3072,x3074,x3075,x3076,x3077))
% 1.59/1.75 [308]~E(x3081,x3082)+E(f71(x3083,x3084,x3081,x3085,x3086,x3087),f71(x3083,x3084,x3082,x3085,x3086,x3087))
% 1.59/1.75 [309]~E(x3091,x3092)+E(f71(x3093,x3094,x3095,x3091,x3096,x3097),f71(x3093,x3094,x3095,x3092,x3096,x3097))
% 1.59/1.75 [310]~E(x3101,x3102)+E(f71(x3103,x3104,x3105,x3106,x3101,x3107),f71(x3103,x3104,x3105,x3106,x3102,x3107))
% 1.59/1.75 [311]~E(x3111,x3112)+E(f71(x3113,x3114,x3115,x3116,x3117,x3111),f71(x3113,x3114,x3115,x3116,x3117,x3112))
% 1.59/1.75 [312]~E(x3121,x3122)+E(f35(x3121),f35(x3122))
% 1.59/1.75 [313]~E(x3131,x3132)+E(f92(x3131,x3133,x3134,x3135,x3136),f92(x3132,x3133,x3134,x3135,x3136))
% 1.59/1.75 [314]~E(x3141,x3142)+E(f92(x3143,x3141,x3144,x3145,x3146),f92(x3143,x3142,x3144,x3145,x3146))
% 1.59/1.75 [315]~E(x3151,x3152)+E(f92(x3153,x3154,x3151,x3155,x3156),f92(x3153,x3154,x3152,x3155,x3156))
% 1.59/1.75 [316]~E(x3161,x3162)+E(f92(x3163,x3164,x3165,x3161,x3166),f92(x3163,x3164,x3165,x3162,x3166))
% 1.59/1.75 [317]~E(x3171,x3172)+E(f92(x3173,x3174,x3175,x3176,x3171),f92(x3173,x3174,x3175,x3176,x3172))
% 1.59/1.75 [318]~E(x3181,x3182)+E(f105(x3181,x3183),f105(x3182,x3183))
% 1.59/1.75 [319]~E(x3191,x3192)+E(f105(x3193,x3191),f105(x3193,x3192))
% 1.59/1.75 [320]~E(x3201,x3202)+E(f116(x3201,x3203),f116(x3202,x3203))
% 1.59/1.75 [321]~E(x3211,x3212)+E(f116(x3213,x3211),f116(x3213,x3212))
% 1.59/1.75 [322]~E(x3221,x3222)+E(f57(x3221,x3223),f57(x3222,x3223))
% 1.59/1.75 [323]~E(x3231,x3232)+E(f57(x3233,x3231),f57(x3233,x3232))
% 1.59/1.75 [324]~E(x3241,x3242)+E(f124(x3241,x3243),f124(x3242,x3243))
% 1.59/1.75 [325]~E(x3251,x3252)+E(f124(x3253,x3251),f124(x3253,x3252))
% 1.59/1.75 [326]~E(x3261,x3262)+E(f31(x3261),f31(x3262))
% 1.59/1.75 [327]~E(x3271,x3272)+E(f86(x3271,x3273,x3274,x3275,x3276,x3277),f86(x3272,x3273,x3274,x3275,x3276,x3277))
% 1.59/1.75 [328]~E(x3281,x3282)+E(f86(x3283,x3281,x3284,x3285,x3286,x3287),f86(x3283,x3282,x3284,x3285,x3286,x3287))
% 1.59/1.75 [329]~E(x3291,x3292)+E(f86(x3293,x3294,x3291,x3295,x3296,x3297),f86(x3293,x3294,x3292,x3295,x3296,x3297))
% 1.59/1.75 [330]~E(x3301,x3302)+E(f86(x3303,x3304,x3305,x3301,x3306,x3307),f86(x3303,x3304,x3305,x3302,x3306,x3307))
% 1.59/1.75 [331]~E(x3311,x3312)+E(f86(x3313,x3314,x3315,x3316,x3311,x3317),f86(x3313,x3314,x3315,x3316,x3312,x3317))
% 1.59/1.75 [332]~E(x3321,x3322)+E(f86(x3323,x3324,x3325,x3326,x3327,x3321),f86(x3323,x3324,x3325,x3326,x3327,x3322))
% 1.59/1.75 [333]~E(x3331,x3332)+E(f72(x3331,x3333,x3334,x3335,x3336,x3337),f72(x3332,x3333,x3334,x3335,x3336,x3337))
% 1.59/1.75 [334]~E(x3341,x3342)+E(f72(x3343,x3341,x3344,x3345,x3346,x3347),f72(x3343,x3342,x3344,x3345,x3346,x3347))
% 1.59/1.75 [335]~E(x3351,x3352)+E(f72(x3353,x3354,x3351,x3355,x3356,x3357),f72(x3353,x3354,x3352,x3355,x3356,x3357))
% 1.59/1.75 [336]~E(x3361,x3362)+E(f72(x3363,x3364,x3365,x3361,x3366,x3367),f72(x3363,x3364,x3365,x3362,x3366,x3367))
% 1.59/1.75 [337]~E(x3371,x3372)+E(f72(x3373,x3374,x3375,x3376,x3371,x3377),f72(x3373,x3374,x3375,x3376,x3372,x3377))
% 1.59/1.75 [338]~E(x3381,x3382)+E(f72(x3383,x3384,x3385,x3386,x3387,x3381),f72(x3383,x3384,x3385,x3386,x3387,x3382))
% 1.59/1.75 [339]~E(x3391,x3392)+E(f32(x3391,x3393,x3394,x3395,x3396),f32(x3392,x3393,x3394,x3395,x3396))
% 1.59/1.75 [340]~E(x3401,x3402)+E(f32(x3403,x3401,x3404,x3405,x3406),f32(x3403,x3402,x3404,x3405,x3406))
% 1.59/1.75 [341]~E(x3411,x3412)+E(f32(x3413,x3414,x3411,x3415,x3416),f32(x3413,x3414,x3412,x3415,x3416))
% 1.59/1.75 [342]~E(x3421,x3422)+E(f32(x3423,x3424,x3425,x3421,x3426),f32(x3423,x3424,x3425,x3422,x3426))
% 1.59/1.75 [343]~E(x3431,x3432)+E(f32(x3433,x3434,x3435,x3436,x3431),f32(x3433,x3434,x3435,x3436,x3432))
% 1.59/1.75 [344]~E(x3441,x3442)+E(f40(x3441),f40(x3442))
% 1.59/1.75 [345]~E(x3451,x3452)+E(f69(x3451,x3453,x3454,x3455,x3456,x3457),f69(x3452,x3453,x3454,x3455,x3456,x3457))
% 1.59/1.75 [346]~E(x3461,x3462)+E(f69(x3463,x3461,x3464,x3465,x3466,x3467),f69(x3463,x3462,x3464,x3465,x3466,x3467))
% 1.59/1.75 [347]~E(x3471,x3472)+E(f69(x3473,x3474,x3471,x3475,x3476,x3477),f69(x3473,x3474,x3472,x3475,x3476,x3477))
% 1.59/1.75 [348]~E(x3481,x3482)+E(f69(x3483,x3484,x3485,x3481,x3486,x3487),f69(x3483,x3484,x3485,x3482,x3486,x3487))
% 1.59/1.75 [349]~E(x3491,x3492)+E(f69(x3493,x3494,x3495,x3496,x3491,x3497),f69(x3493,x3494,x3495,x3496,x3492,x3497))
% 1.59/1.75 [350]~E(x3501,x3502)+E(f69(x3503,x3504,x3505,x3506,x3507,x3501),f69(x3503,x3504,x3505,x3506,x3507,x3502))
% 1.59/1.75 [351]~E(x3511,x3512)+E(f83(x3511,x3513,x3514,x3515,x3516,x3517),f83(x3512,x3513,x3514,x3515,x3516,x3517))
% 1.59/1.75 [352]~E(x3521,x3522)+E(f83(x3523,x3521,x3524,x3525,x3526,x3527),f83(x3523,x3522,x3524,x3525,x3526,x3527))
% 1.59/1.75 [353]~E(x3531,x3532)+E(f83(x3533,x3534,x3531,x3535,x3536,x3537),f83(x3533,x3534,x3532,x3535,x3536,x3537))
% 1.59/1.75 [354]~E(x3541,x3542)+E(f83(x3543,x3544,x3545,x3541,x3546,x3547),f83(x3543,x3544,x3545,x3542,x3546,x3547))
% 1.59/1.75 [355]~E(x3551,x3552)+E(f83(x3553,x3554,x3555,x3556,x3551,x3557),f83(x3553,x3554,x3555,x3556,x3552,x3557))
% 1.59/1.75 [356]~E(x3561,x3562)+E(f83(x3563,x3564,x3565,x3566,x3567,x3561),f83(x3563,x3564,x3565,x3566,x3567,x3562))
% 1.59/1.75 [357]~E(x3571,x3572)+E(f75(x3571,x3573,x3574,x3575,x3576,x3577),f75(x3572,x3573,x3574,x3575,x3576,x3577))
% 1.59/1.75 [358]~E(x3581,x3582)+E(f75(x3583,x3581,x3584,x3585,x3586,x3587),f75(x3583,x3582,x3584,x3585,x3586,x3587))
% 1.59/1.75 [359]~E(x3591,x3592)+E(f75(x3593,x3594,x3591,x3595,x3596,x3597),f75(x3593,x3594,x3592,x3595,x3596,x3597))
% 1.59/1.75 [360]~E(x3601,x3602)+E(f75(x3603,x3604,x3605,x3601,x3606,x3607),f75(x3603,x3604,x3605,x3602,x3606,x3607))
% 1.59/1.75 [361]~E(x3611,x3612)+E(f75(x3613,x3614,x3615,x3616,x3611,x3617),f75(x3613,x3614,x3615,x3616,x3612,x3617))
% 1.59/1.75 [362]~E(x3621,x3622)+E(f75(x3623,x3624,x3625,x3626,x3627,x3621),f75(x3623,x3624,x3625,x3626,x3627,x3622))
% 1.59/1.75 [363]~E(x3631,x3632)+E(f121(x3631,x3633,x3634,x3635),f121(x3632,x3633,x3634,x3635))
% 1.59/1.75 [364]~E(x3641,x3642)+E(f121(x3643,x3641,x3644,x3645),f121(x3643,x3642,x3644,x3645))
% 1.59/1.75 [365]~E(x3651,x3652)+E(f121(x3653,x3654,x3651,x3655),f121(x3653,x3654,x3652,x3655))
% 1.59/1.75 [366]~E(x3661,x3662)+E(f121(x3663,x3664,x3665,x3661),f121(x3663,x3664,x3665,x3662))
% 1.59/1.75 [367]~E(x3671,x3672)+E(f33(x3671,x3673,x3674,x3675,x3676),f33(x3672,x3673,x3674,x3675,x3676))
% 1.59/1.75 [368]~E(x3681,x3682)+E(f33(x3683,x3681,x3684,x3685,x3686),f33(x3683,x3682,x3684,x3685,x3686))
% 1.59/1.75 [369]~E(x3691,x3692)+E(f33(x3693,x3694,x3691,x3695,x3696),f33(x3693,x3694,x3692,x3695,x3696))
% 1.59/1.75 [370]~E(x3701,x3702)+E(f33(x3703,x3704,x3705,x3701,x3706),f33(x3703,x3704,x3705,x3702,x3706))
% 1.59/1.75 [371]~E(x3711,x3712)+E(f33(x3713,x3714,x3715,x3716,x3711),f33(x3713,x3714,x3715,x3716,x3712))
% 1.59/1.75 [372]~E(x3721,x3722)+E(f96(x3721,x3723),f96(x3722,x3723))
% 1.59/1.75 [373]~E(x3731,x3732)+E(f96(x3733,x3731),f96(x3733,x3732))
% 1.59/1.75 [374]~E(x3741,x3742)+E(f52(x3741,x3743,x3744),f52(x3742,x3743,x3744))
% 1.59/1.75 [375]~E(x3751,x3752)+E(f52(x3753,x3751,x3754),f52(x3753,x3752,x3754))
% 1.59/1.75 [376]~E(x3761,x3762)+E(f52(x3763,x3764,x3761),f52(x3763,x3764,x3762))
% 1.59/1.75 [377]~E(x3771,x3772)+E(f137(x3771,x3773),f137(x3772,x3773))
% 1.59/1.75 [378]~E(x3781,x3782)+E(f137(x3783,x3781),f137(x3783,x3782))
% 1.59/1.75 [379]~E(x3791,x3792)+E(f104(x3791),f104(x3792))
% 1.59/1.75 [380]~E(x3801,x3802)+E(f127(x3801),f127(x3802))
% 1.59/1.75 [381]~E(x3811,x3812)+E(f76(x3811,x3813,x3814,x3815,x3816,x3817),f76(x3812,x3813,x3814,x3815,x3816,x3817))
% 1.59/1.75 [382]~E(x3821,x3822)+E(f76(x3823,x3821,x3824,x3825,x3826,x3827),f76(x3823,x3822,x3824,x3825,x3826,x3827))
% 1.59/1.75 [383]~E(x3831,x3832)+E(f76(x3833,x3834,x3831,x3835,x3836,x3837),f76(x3833,x3834,x3832,x3835,x3836,x3837))
% 1.59/1.75 [384]~E(x3841,x3842)+E(f76(x3843,x3844,x3845,x3841,x3846,x3847),f76(x3843,x3844,x3845,x3842,x3846,x3847))
% 1.59/1.75 [385]~E(x3851,x3852)+E(f76(x3853,x3854,x3855,x3856,x3851,x3857),f76(x3853,x3854,x3855,x3856,x3852,x3857))
% 1.59/1.75 [386]~E(x3861,x3862)+E(f76(x3863,x3864,x3865,x3866,x3867,x3861),f76(x3863,x3864,x3865,x3866,x3867,x3862))
% 1.59/1.75 [387]~E(x3871,x3872)+E(f73(x3871,x3873,x3874,x3875,x3876,x3877),f73(x3872,x3873,x3874,x3875,x3876,x3877))
% 1.59/1.75 [388]~E(x3881,x3882)+E(f73(x3883,x3881,x3884,x3885,x3886,x3887),f73(x3883,x3882,x3884,x3885,x3886,x3887))
% 1.59/1.75 [389]~E(x3891,x3892)+E(f73(x3893,x3894,x3891,x3895,x3896,x3897),f73(x3893,x3894,x3892,x3895,x3896,x3897))
% 1.59/1.75 [390]~E(x3901,x3902)+E(f73(x3903,x3904,x3905,x3901,x3906,x3907),f73(x3903,x3904,x3905,x3902,x3906,x3907))
% 1.59/1.75 [391]~E(x3911,x3912)+E(f73(x3913,x3914,x3915,x3916,x3911,x3917),f73(x3913,x3914,x3915,x3916,x3912,x3917))
% 1.59/1.75 [392]~E(x3921,x3922)+E(f73(x3923,x3924,x3925,x3926,x3927,x3921),f73(x3923,x3924,x3925,x3926,x3927,x3922))
% 1.59/1.75 [393]~E(x3931,x3932)+E(f106(x3931),f106(x3932))
% 1.59/1.75 [394]~E(x3941,x3942)+E(f102(x3941,x3943),f102(x3942,x3943))
% 1.59/1.75 [395]~E(x3951,x3952)+E(f102(x3953,x3951),f102(x3953,x3952))
% 1.59/1.75 [396]~E(x3961,x3962)+E(f114(x3961),f114(x3962))
% 1.59/1.75 [397]~P1(x3971)+P1(x3972)+~E(x3971,x3972)
% 1.59/1.75 [398]~P2(x3981)+P2(x3982)+~E(x3981,x3982)
% 1.59/1.75 [399]~P3(x3991)+P3(x3992)+~E(x3991,x3992)
% 1.59/1.75 [400]~P4(x4001)+P4(x4002)+~E(x4001,x4002)
% 1.59/1.75 [401]~P16(x4011)+P16(x4012)+~E(x4011,x4012)
% 1.59/1.75 [402]~P17(x4021)+P17(x4022)+~E(x4021,x4022)
% 1.59/1.75 [403]~P7(x4031)+P7(x4032)+~E(x4031,x4032)
% 1.59/1.75 [404]~P18(x4041)+P18(x4042)+~E(x4041,x4042)
% 1.59/1.75 [405]~P6(x4051)+P6(x4052)+~E(x4051,x4052)
% 1.59/1.75 [406]~P20(x4061)+P20(x4062)+~E(x4061,x4062)
% 1.59/1.75 [407]~P19(x4071)+P19(x4072)+~E(x4071,x4072)
% 1.59/1.75 [408]~P10(x4081)+P10(x4082)+~E(x4081,x4082)
% 1.59/1.75 [409]~P11(x4091)+P11(x4092)+~E(x4091,x4092)
% 1.59/1.75 [410]~P22(x4101)+P22(x4102)+~E(x4101,x4102)
% 1.59/1.75 [411]~P13(x4111)+P13(x4112)+~E(x4111,x4112)
% 1.59/1.75 [412]~P21(x4121)+P21(x4122)+~E(x4121,x4122)
% 1.59/1.75 [413]~P5(x4131)+P5(x4132)+~E(x4131,x4132)
% 1.59/1.75 [414]~P23(x4141)+P23(x4142)+~E(x4141,x4142)
% 1.59/1.75 [415]~P24(x4151)+P24(x4152)+~E(x4151,x4152)
% 1.59/1.75 [416]~P8(x4161)+P8(x4162)+~E(x4161,x4162)
% 1.59/1.75 [417]~P12(x4171)+P12(x4172)+~E(x4171,x4172)
% 1.59/1.75 [418]~P28(x4181)+P28(x4182)+~E(x4181,x4182)
% 1.59/1.75 [419]~P9(x4191)+P9(x4192)+~E(x4191,x4192)
% 1.59/1.75 [420]~P15(x4201)+P15(x4202)+~E(x4201,x4202)
% 1.59/1.75 [421]~P25(x4211)+P25(x4212)+~E(x4211,x4212)
% 1.59/1.75 [422]~P14(x4221)+P14(x4222)+~E(x4221,x4222)
% 1.59/1.75 [423]~P26(x4231)+P26(x4232)+~E(x4231,x4232)
% 1.59/1.75 [424]~P27(x4241)+P27(x4242)+~E(x4241,x4242)
% 1.59/1.75
% 1.59/1.75 %-------------------------------------------
% 1.85/1.76 cnf(1339,plain,
% 1.85/1.76 ($false),
% 1.85/1.76 inference(scs_inference,[],[607,583,1336]),
% 1.85/1.76 ['proof']).
% 1.85/1.76 % SZS output end Proof
% 1.85/1.76 % Total time :0.270000s
%------------------------------------------------------------------------------