TSTP Solution File: SWW474+3 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : SWW474+3 : TPTP v8.1.2. Released v5.3.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% Computer : n027.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 : Fri Sep 1 00:14:36 EDT 2023
% Result : Theorem 53.58s 53.61s
% Output : CNFRefutation 53.99s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : SWW474+3 : TPTP v8.1.2. Released v5.3.0.
% 0.00/0.13 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n027.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 : Sun Aug 27 18:42:36 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.20/0.56 start to proof:theBenchmark
% 53.49/53.53 %-------------------------------------------
% 53.49/53.53 % File :CSE---1.6
% 53.49/53.53 % Problem :theBenchmark
% 53.49/53.53 % Transform :cnf
% 53.49/53.53 % Format :tptp:raw
% 53.49/53.53 % Command :java -jar mcs_scs.jar %d %s
% 53.49/53.53
% 53.49/53.53 % Result :Theorem 51.170000s
% 53.49/53.53 % Output :CNFRefutation 51.170000s
% 53.49/53.53 %-------------------------------------------
% 53.49/53.53 %------------------------------------------------------------------------------
% 53.49/53.53 % File : SWW474+3 : TPTP v8.1.2. Released v5.3.0.
% 53.49/53.53 % Domain : Software Verification
% 53.49/53.53 % Problem : Hoare's Logic with Procedures line 440, 1000 axioms selected
% 53.49/53.53 % Version : Especial.
% 53.49/53.54 % English :
% 53.49/53.54
% 53.49/53.54 % Refs : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day
% 53.49/53.54 % : [Bla11] Blanchette (2011), Email to Geoff Sutcliffe
% 53.49/53.54 % Source : [Bla11]
% 53.49/53.54 % Names : hoare_1000_fofmg_l440 [Bla11]
% 53.49/53.54
% 53.49/53.54 % Status : Theorem
% 53.49/53.54 % Rating : 0.47 v7.5.0, 0.53 v7.4.0, 0.50 v7.3.0, 0.45 v7.2.0, 0.41 v7.1.0, 0.39 v7.0.0, 0.47 v6.4.0, 0.50 v6.3.0, 0.42 v6.2.0, 0.52 v6.1.0, 0.67 v6.0.0, 0.65 v5.5.0, 0.70 v5.4.0, 0.75 v5.3.0
% 53.49/53.54 % Syntax : Number of formulae : 1441 ( 524 unt; 0 def)
% 53.49/53.54 % Number of atoms : 3532 (1044 equ)
% 53.49/53.54 % Maximal formula atoms : 13 ( 2 avg)
% 53.49/53.54 % Number of connectives : 2466 ( 375 ~; 64 |; 247 &)
% 53.49/53.54 % ( 250 <=>;1530 =>; 0 <=; 0 <~>)
% 53.49/53.54 % Maximal formula depth : 16 ( 5 avg)
% 53.49/53.54 % Maximal term depth : 15 ( 2 avg)
% 53.49/53.54 % Number of predicates : 7 ( 6 usr; 0 prp; 1-2 aty)
% 53.49/53.54 % Number of functors : 573 ( 573 usr; 174 con; 0-4 aty)
% 53.49/53.54 % Number of variables : 3670 (3592 !; 78 ?)
% 53.49/53.54 % SPC : FOF_THM_RFO_SEQ
% 53.49/53.54
% 53.49/53.54 % Comments : This file was generated by Isabelle (most likely Sledgehammer)
% 53.49/53.54 % 2011-08-09 18:09:16
% 53.49/53.54 % : Encoded with monomorphized guards.
% 53.49/53.54 %------------------------------------------------------------------------------
% 53.49/53.54 %----Explicit typings (82)
% 53.49/53.54 fof(gsy_c_Com_OWT__bodies,hypothesis,
% 53.49/53.54 is_bool(wT_bodies) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__Com__Ocom_000tc__fun_Itc__Com__Ocom_Mt,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite1653727294m_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__Com__Opname_000tc__fun_Itc__Com__Opnam,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite2017903282e_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__HOL__Obool_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite318301748l_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otri,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite2036162504e_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite367769966e_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ocomp__fun__idem_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvf,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(finite1765632844e_bool(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofinite_000tc__Com__Opname,axiom,
% 53.49/53.54 is_fun1661590463l_bool(finite_finite_pname) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one_000tc__Com__Ocom,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite860057415ne_com(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite1282449217_pname(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite683959609_state(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite1626890877e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite2009063477e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one__idem_000tc__Com__Ocom,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite666746948em_com(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one__idem_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite89670078_pname(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one__idem_000tc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite416071164_state(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one__idem_000tc__fun_Itc__Com__Opname_Mtc__HOL__Oboo,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite1268145088e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Finite__Set_Ofolding__one__idem_000tc__fun_Itc__Hoare____Mirabelle____uwgp,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(finite688249778e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Fun_Oinj__on_000tc__Com__Opname_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1] : is_fun1661590463l_bool(inj_on_pname_pname(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Fun_Oinj__on_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.49/53.54 ! [B_1_1] : is_fun1661590463l_bool(inj_on621632009_state(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Fun_Oinj__on_000tc__Com__Opname_000tc__Option__Ooption_Itc__Com__Opname_J,axiom,
% 53.49/53.54 ! [B_1_1] : is_fun1661590463l_bool(inj_on737724108_pname(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_HOL_Oundefined_000tc__Com__Opname,axiom,
% 53.49/53.54 is_pname(undefined_pname(pname)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_HOL_Oundefined_000tc__HOL__Obool,axiom,
% 53.49/53.54 is_bool(undefined_bool(bool)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_HOL_Oundefined_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 is_fun_pname_bool(undefi17486888e_bool(fun(pname,bool))) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_HOL_Oundefined_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc_,axiom,
% 53.49/53.54 is_fun1661590463l_bool(undefi64961550l_bool(fun(fun(pname,bool),bool))) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Hoare__Mirabelle__uwgpyvfjxg_Ostate__not__singleton,hypothesis,
% 53.49/53.54 is_bool(hoare_1795711768gleton) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Map_Odom_000tc__Com__Opname_000tc__Com__Ocom,hypothesis,
% 53.49/53.54 ! [B_1_1] : is_fun_pname_bool(dom_pname_com(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Map_Odom_000tc__Com__Opname_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1] : is_fun_pname_bool(dom_pname_pname(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Map_Odom_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otrip,axiom,
% 53.49/53.54 ! [B_1_1] : is_fun_pname_bool(dom_pn480909800_state(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Option_Ois__none_000tc__Com__Ocom,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(is_none_com(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Option_Ois__none_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1] :
% 53.49/53.54 ( is_option_pname(B_1_1)
% 53.49/53.54 => is_bool(is_none_pname(B_1_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Option_Ois__none_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com,axiom,
% 53.49/53.54 ! [B_1_1] : is_bool(is_non1379144176_state(B_1_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Option_Ooption_ONone_000tc__Com__Opname,axiom,
% 53.49/53.54 is_option_pname(none_pname) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Option_Oset_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1] :
% 53.49/53.54 ( is_option_pname(B_1_1)
% 53.49/53.54 => is_fun_pname_bool(set_pname(B_1_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Orderings_Obot__class_Obot_000tc__HOL__Obool,axiom,
% 53.49/53.54 is_bool(bot_bot_bool) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Orderings_Obot__class_Obot_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 is_fun_pname_bool(bot_bo844097828e_bool) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Orderings_Obot__class_Obot_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__,axiom,
% 53.49/53.54 is_fun1661590463l_bool(bot_bo1649642514l_bool) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Orderings_Otop__class_Otop_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 is_fun_pname_bool(top_to2127735616e_bool) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_Set_Ovimage_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg__Ot,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_fun_pname_bool(vimage1011814463_state(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_fFalse,axiom,
% 53.49/53.54 is_bool(fFalse) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_fTrue,axiom,
% 53.49/53.54 is_bool(fTrue) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Ocom_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_pname(hAPP_com_pname(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Ocom_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(hAPP_com_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Ocom_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_c1967741679e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Opname_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_pname(B_2_1)
% 53.49/53.54 => is_pname(hAPP_pname_pname(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Opname_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( ( is_fun_pname_bool(B_1_1)
% 53.49/53.54 & is_pname(B_2_1) )
% 53.49/53.54 => is_bool(hAPP_pname_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Opname_000tc__Option__Ooption_Itc__Com__Opname_J,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_pname(B_2_1)
% 53.49/53.54 => is_option_pname(hAPP_p1252095976_pname(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_pname(B_2_1)
% 53.49/53.54 => is_fun_pname_bool(hAPP_p61793385e_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Opname_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obo,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_pname(B_2_1)
% 53.49/53.54 => is_fun1661590463l_bool(hAPP_p338031245l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Com__Ostate_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(hAPP_state_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__HOL__Obool_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_bool(B_2_1)
% 53.49/53.54 => is_bool(hAPP_bool_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__HOL__Obool_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_bool(B_2_1)
% 53.49/53.54 => is_fun_pname_bool(hAPP_b76515610e_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__HOL__Obool_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Oboo,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_bool(B_2_1)
% 53.49/53.54 => is_fun1661590463l_bool(hAPP_b357632156l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate_J_0,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_pname(hAPP_H1193503499_pname(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate_J_0_001,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(hAPP_H242767318e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate_J_0_002,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_option_pname(hAPP_H1671063474_pname(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate_J_0_003,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_H1776011827e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate_J_0_004,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_fun1661590463l_bool(hAPP_H358531139l_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Option__Ooption_Itc__Com__Ocom_J_000tc__HOL__Obool,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_bool(hAPP_option_com_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Option__Ooption_Itc__Com__Ocom_J_000tc__fun_Itc__Com__Opname_M,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_o1092643708e_bool(B_1_1,B_2_1)) ).
% 53.49/53.54
% 53.49/53.54 fof(gsy_c_hAPP_000tc__Option__Ooption_Itc__Com__Opname_J_000tc__Com__Opname,axiom,
% 53.49/53.54 ! [B_1_1,B_2_1] :
% 53.49/53.54 ( is_option_pname(B_2_1)
% 53.49/53.54 => is_pname(hAPP_o593586696_pname(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_000tc__HOL__Obool,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f990396704l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_000tc__fun_Itc__Com__Opna,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_f1438183293e_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__Com__Opname,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun_pname_bool(B_2_1)
% 53.49/53.55 => is_pname(hAPP_f1297739591_pname(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__HOL__Obool,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( ( is_fun1661590463l_bool(B_1_1)
% 53.49/53.55 & is_fun_pname_bool(B_2_1) )
% 53.49/53.55 => is_bool(hAPP_f1664156314l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_Itc__Com__Op,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun_pname_bool(B_2_1)
% 53.49/53.55 => is_fun_pname_bool(hAPP_f759274231e_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_Itc__fun_Itc,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun_pname_bool(B_2_1)
% 53.49/53.55 => is_fun1661590463l_bool(hAPP_f434788991l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Opname_Mtc__fun_Itc__Com__Opname_Mtc__HOL__Obool,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_f42430548e_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Obool_J_000tc__HOL__Obool,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f327114704l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Obool_J_000tc__HOL__Obool,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f387058535l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__O,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_pname(hAPP_f88366945_pname(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__O_005,hypothesis,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f1378282496l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__O_006,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_f1083669085e_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__O_007,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_fun1661590463l_bool(hAPP_f1709493145l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc__HOL__Oboo,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun1661590463l_bool(B_2_1)
% 53.49/53.55 => is_bool(hAPP_f1935102916l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc__HOL__Oboo_008,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun1661590463l_bool(B_2_1)
% 53.49/53.55 => is_fun_pname_bool(hAPP_f674760225e_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc__HOL__Oboo_009,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] :
% 53.49/53.55 ( is_fun1661590463l_bool(B_2_1)
% 53.49/53.55 => is_fun1661590463l_bool(hAPP_f559147733l_bool(B_1_1,B_2_1)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_It,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f1410040974l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_It_010,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_fun_pname_bool(hAPP_f306376939e_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc__,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f389811538l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_c_hAPP_000tc__fun_Itc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.49/53.55 ! [B_1_1,B_2_1] : is_bool(hAPP_f1178960312l_bool(B_1_1,B_2_1)) ).
% 53.49/53.55
% 53.49/53.55 fof(gsy_v_pn,hypothesis,
% 53.49/53.55 is_pname(pn) ).
% 53.49/53.55
% 53.49/53.55 %----Relevant facts (1199)
% 53.49/53.55 fof(fact_0_empty,axiom,
% 53.49/53.55 ! [G_2] : hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),bot_bo784226126e_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_1_asm,axiom,
% 53.49/53.55 ! [Ts,G_2] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Ts),G_2))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts)) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_2_weaken,axiom,
% 53.49/53.55 ! [Ts,G_2,Ts_1] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts_1))
% 53.49/53.55 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Ts),Ts_1))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts)) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_3_thin,axiom,
% 53.49/53.55 ! [G_2,G_3,Ts] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_3),Ts))
% 53.49/53.55 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,G_3),G_2))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts)) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_4_cut,axiom,
% 53.49/53.55 ! [G_2,G_3,Ts] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_3),Ts))
% 53.49/53.55 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),G_3))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts)) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_5_hoare__derivs_Oinsert,axiom,
% 53.49/53.55 ! [Ts,G_2,T] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,T),bot_bo784226126e_bool)))
% 53.49/53.55 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,T),Ts))) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_6_derivs__insertD,axiom,
% 53.49/53.55 ! [G_2,T,Ts] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,T),Ts)))
% 53.49/53.55 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,T),bot_bo784226126e_bool)))
% 53.49/53.55 & hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts)) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_7_MGT__BodyN,axiom,
% 53.49/53.55 ! [Pn_1,G_2] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,hAPP_pname_com(body_1,Pn_1))),G_2)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,hAPP_option_com_com(the_com,hAPP_p799580910on_com(body,Pn_1)))),bot_bo784226126e_bool)))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,hAPP_pname_com(body_1,Pn_1))),bot_bo784226126e_bool))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_8_finite__Collect__subsets,axiom,
% 53.49/53.55 ! [A] :
% 53.49/53.55 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.49/53.55 => hBOOL(hAPP_f389811538l_bool(finite786885583l_bool,hAPP_f783502055l_bool(collec1613912337l_bool,hAPP_f510955609l_bool(hAPP_f1879335953l_bool(cOMBC_7971162l_bool,ord_le675606854l_bool),A)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_9_finite__Collect__subsets,axiom,
% 53.49/53.55 ! [A] :
% 53.49/53.55 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.49/53.55 => hBOOL(hAPP_f1178960312l_bool(finite1203709595l_bool,hAPP_f347786453l_bool(collec895295961l_bool,hAPP_f1516997247l_bool(hAPP_f1901243753l_bool(cOMBC_991209188l_bool,ord_le694194916l_bool),A)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_10_finite__Collect__subsets,axiom,
% 53.49/53.55 ! [A] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.49/53.55 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,ord_le1449778818e_bool),A)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_11_finite__Collect__subsets,axiom,
% 53.49/53.55 ! [A] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.55 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,ord_le313189616e_bool),A)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_12_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f1709493145l_bool(image_1403607267e_bool(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_13_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f849457489l_bool(image_995511119e_bool(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_14_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f434788991l_bool(image_47868345e_bool(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_15_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f1492100075l_bool(image_234387449e_bool(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_16_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f509793681e_bool(image_845802851_state(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_17_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f1216288071e_bool(image_1497401961_state(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_18_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f674760225e_bool(image_1283814551_pname(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_19_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f306376939e_bool(image_1863446033_pname(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_20_finite__imageI,axiom,
% 53.49/53.55 ! [H_1,Fa] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f360545851e_bool(image_185131637_state(H_1),Fa))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_21_empty__subsetI,axiom,
% 53.49/53.55 ! [A] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,bot_bo844097828e_bool),A)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_22_empty__subsetI,axiom,
% 53.49/53.55 ! [A] : hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,bot_bot_fun_com_bool),A)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_23_empty__subsetI,axiom,
% 53.49/53.55 ! [A] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,bot_bo784226126e_bool),A)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_24_finite_OinsertI,axiom,
% 53.49/53.55 ! [A_4,A] :
% 53.49/53.55 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.49/53.55 => hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_25_finite_OinsertI,axiom,
% 53.49/53.55 ! [A_4,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.49/53.55 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),A))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_26_finite_OinsertI,axiom,
% 53.49/53.55 ! [A_4,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.49/53.55 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),A))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_27_finite_OinsertI,axiom,
% 53.49/53.55 ! [A_4,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.55 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_28_finite_OinsertI,axiom,
% 53.49/53.55 ! [A_4,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_29_finite_OemptyI,axiom,
% 53.49/53.55 hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,bot_bo1649642514l_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_30_finite_OemptyI,axiom,
% 53.49/53.55 hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,bot_bo942947096l_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_31_finite_OemptyI,axiom,
% 53.49/53.55 hBOOL(hAPP_f990396704l_bool(finite_finite_com,bot_bot_fun_com_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_32_finite_OemptyI,axiom,
% 53.49/53.55 hBOOL(hAPP_f1378282496l_bool(finite694102371_state,bot_bo784226126e_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_33_finite_OemptyI,axiom,
% 53.49/53.55 hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,bot_bo844097828e_bool)) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_34_finite__Collect__conjI,axiom,
% 53.49/53.55 ! [Q_1,P_1] :
% 53.49/53.55 ( ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,P_1)))
% 53.49/53.55 | hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,Q_1))) )
% 53.49/53.55 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),P_1)),Q_1)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_35_finite__Collect__conjI,axiom,
% 53.49/53.55 ! [Q_1,P_1] :
% 53.49/53.55 ( ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,P_1)))
% 53.49/53.55 | hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,Q_1))) )
% 53.49/53.55 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),P_1)),Q_1)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_36_finite__Collect__conjI,axiom,
% 53.49/53.55 ! [Q_1,P_1] :
% 53.49/53.55 ( ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,P_1)))
% 53.49/53.55 | hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,Q_1))) )
% 53.49/53.55 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),P_1)),Q_1)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_37_finite__Collect__conjI,axiom,
% 53.49/53.55 ! [Q_1,P_1] :
% 53.49/53.55 ( ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,P_1)))
% 53.49/53.55 | hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,Q_1))) )
% 53.49/53.55 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),P_1)),Q_1)))) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_38_image__constant__conv,axiom,
% 53.49/53.55 ! [C,A] :
% 53.49/53.55 ( ( A = bot_bo784226126e_bool
% 53.49/53.55 => hAPP_f1083669085e_bool(image_1774499931_pname(hAPP_p1227118702_pname(cOMBK_497473068_state,C)),A) = bot_bo844097828e_bool )
% 53.49/53.55 & ( A != bot_bo784226126e_bool
% 53.49/53.55 => hAPP_f1083669085e_bool(image_1774499931_pname(hAPP_p1227118702_pname(cOMBK_497473068_state,C)),A) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,C),bot_bo844097828e_bool) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_39_image__constant__conv,axiom,
% 53.49/53.55 ! [C,A] :
% 53.49/53.55 ( ( A = bot_bo784226126e_bool
% 53.49/53.55 => hAPP_f1815646051m_bool(image_741143905te_com(hAPP_c57939194te_com(cOMBK_131063602_state,C)),A) = bot_bot_fun_com_bool )
% 53.49/53.55 & ( A != bot_bo784226126e_bool
% 53.49/53.55 => hAPP_f1815646051m_bool(image_741143905te_com(hAPP_c57939194te_com(cOMBK_131063602_state,C)),A) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,C),bot_bot_fun_com_bool) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_40_image__constant__conv,axiom,
% 53.49/53.55 ! [C,A] :
% 53.49/53.55 ( ( A = bot_bot_fun_com_bool
% 53.49/53.55 => hAPP_f457085749e_bool(image_2605051_state(hAPP_H275587026_state(cOMBK_869602456te_com,C)),A) = bot_bo784226126e_bool )
% 53.49/53.55 & ( A != bot_bot_fun_com_bool
% 53.49/53.55 => hAPP_f457085749e_bool(image_2605051_state(hAPP_H275587026_state(cOMBK_869602456te_com,C)),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,C),bot_bo784226126e_bool) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_41_image__constant__conv,axiom,
% 53.49/53.55 ! [C,A] :
% 53.49/53.55 ( is_fun_pname_bool(A)
% 53.49/53.55 => ( ( A = bot_bo844097828e_bool
% 53.49/53.55 => hAPP_f360545851e_bool(image_185131637_state(hAPP_H1938877132_state(cOMBK_2086841362_pname,C)),A) = bot_bo784226126e_bool )
% 53.49/53.55 & ( A != bot_bo844097828e_bool
% 53.49/53.55 => hAPP_f360545851e_bool(image_185131637_state(hAPP_H1938877132_state(cOMBK_2086841362_pname,C)),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,C),bot_bo784226126e_bool) ) ) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_42_image__constant,axiom,
% 53.49/53.55 ! [C,X_1,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.49/53.55 => hAPP_f1083669085e_bool(image_1774499931_pname(hAPP_p1227118702_pname(cOMBK_497473068_state,C)),A) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,C),bot_bo844097828e_bool) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_43_image__constant,axiom,
% 53.49/53.55 ! [C,X_1,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.49/53.55 => hAPP_f1815646051m_bool(image_741143905te_com(hAPP_c57939194te_com(cOMBK_131063602_state,C)),A) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,C),bot_bot_fun_com_bool) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_44_image__constant,axiom,
% 53.49/53.55 ! [C,X_1,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.55 => hAPP_f759274231e_bool(image_pname_pname(hAPP_p1170154830_pname(cOMBK_pname_pname,C)),A) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,C),bot_bo844097828e_bool) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_45_image__constant,axiom,
% 53.49/53.55 ! [C,X_1,A] :
% 53.49/53.55 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.55 => hAPP_f1206115581m_bool(image_pname_com(hAPP_c1494068046me_com(cOMBK_com_pname,C)),A) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,C),bot_bot_fun_com_bool) ) ).
% 53.49/53.55
% 53.49/53.55 fof(fact_46_image__constant,axiom,
% 53.49/53.55 ! [C,X_1,A] :
% 53.49/53.55 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.49/53.55 => hAPP_f457085749e_bool(image_2605051_state(hAPP_H275587026_state(cOMBK_869602456te_com,C)),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,C),bot_bo784226126e_bool) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_47_image__constant,axiom,
% 53.49/53.56 ! [C,X_1,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.56 => hAPP_f360545851e_bool(image_185131637_state(hAPP_H1938877132_state(cOMBK_2086841362_pname,C)),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,C),bot_bo784226126e_bool) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_48_insert__dom,axiom,
% 53.49/53.56 ! [F,X_1,Y_2] :
% 53.49/53.56 ( hAPP_com_option_com(F,X_1) = hAPP_com_option_com(some_com,Y_2)
% 53.49/53.56 => hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),dom_com_com(F)) = dom_com_com(F) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_49_insert__dom,axiom,
% 53.49/53.56 ! [F,X_1,Y_2] :
% 53.49/53.56 ( hAPP_H1671063474_pname(F,X_1) = hAPP_p1252095976_pname(some_pname,Y_2)
% 53.49/53.56 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),dom_Ho2070278094_pname(F)) = dom_Ho2070278094_pname(F) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_50_insert__dom,axiom,
% 53.49/53.56 ! [F,X_1,Y_2] :
% 53.49/53.56 ( hAPP_H1633077406_state(F,X_1) = hAPP_H1633077406_state(some_H1043067815_state,Y_2)
% 53.49/53.56 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),dom_Ho1607160812_state(F)) = dom_Ho1607160812_state(F) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_51_insert__dom,axiom,
% 53.49/53.56 ! [F,X_1,Y_2] :
% 53.49/53.56 ( hAPP_p799580910on_com(F,X_1) = hAPP_com_option_com(some_com,Y_2)
% 53.49/53.56 => hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),dom_pname_com(F)) = dom_pname_com(F) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_52_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,B),hAPP_f1709493145l_bool(image_1403607267e_bool(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_53_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,B),hAPP_f849457489l_bool(image_995511119e_bool(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_54_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f1083669085e_bool(image_1774499931_pname(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_55_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,B),hAPP_f434788991l_bool(image_47868345e_bool(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_56_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,B),hAPP_f1492100075l_bool(image_234387449e_bool(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_57_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f759274231e_bool(image_pname_pname(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_58_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f509793681e_bool(image_845802851_state(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_59_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f1216288071e_bool(image_1497401961_state(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_60_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f674760225e_bool(image_1283814551_pname(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_61_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f306376939e_bool(image_1863446033_pname(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_62_finite__surj,axiom,
% 53.49/53.56 ! [B,F,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_63_subset__singletonD,axiom,
% 53.49/53.56 ! [A,X_1] :
% 53.49/53.56 ( is_fun_pname_bool(A)
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)))
% 53.49/53.56 => ( A = bot_bo844097828e_bool
% 53.49/53.56 | A = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_64_subset__singletonD,axiom,
% 53.49/53.56 ! [A,X_1] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)))
% 53.49/53.56 => ( A = bot_bot_fun_com_bool
% 53.49/53.56 | A = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_65_subset__singletonD,axiom,
% 53.49/53.56 ! [A,X_1] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)))
% 53.49/53.56 => ( A = bot_bo784226126e_bool
% 53.49/53.56 | A = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_66_MGF,axiom,
% 53.49/53.56 ! [C] :
% 53.49/53.56 ( hBOOL(hoare_1795711768gleton)
% 53.49/53.56 => ( hBOOL(wT_bodies)
% 53.49/53.56 => ( hBOOL(hAPP_com_bool(wt,C))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(bot_bo784226126e_bool),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,C)),bot_bo784226126e_bool))) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_67_emptyE,axiom,
% 53.49/53.56 ! [A_4] : ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),bot_bot_fun_com_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_68_emptyE,axiom,
% 53.49/53.56 ! [A_4] : ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),bot_bo784226126e_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_69_emptyE,axiom,
% 53.49/53.56 ! [A_4] : ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),bot_bo844097828e_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_70_insertCI,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),B))
% 53.49/53.56 => A_4 = B_1 )
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_71_insertCI,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),B))
% 53.49/53.56 => A_4 = B_1 )
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_72_insertCI,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),B))
% 53.49/53.56 => A_4 = B_1 )
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_73_insertE,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),A)))
% 53.49/53.56 => ( A_4 != B_1
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_74_insertE,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( ( is_pname(A_4)
% 53.49/53.56 & is_pname(B_1) )
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),A)))
% 53.49/53.56 => ( A_4 != B_1
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A)) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_75_insertE,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),A)))
% 53.49/53.56 => ( A_4 != B_1
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_76_equalityI,axiom,
% 53.49/53.56 ! [A,B] :
% 53.49/53.56 ( ( is_fun_pname_bool(A)
% 53.49/53.56 & is_fun_pname_bool(B) )
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A))
% 53.49/53.56 => A = B ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_77_equalityI,axiom,
% 53.49/53.56 ! [A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A))
% 53.49/53.56 => A = B ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_78_subsetD,axiom,
% 53.49/53.56 ! [C,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_79_subsetD,axiom,
% 53.49/53.56 ! [C,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_80_subsetD,axiom,
% 53.49/53.56 ! [C,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_81_image__eqI,axiom,
% 53.49/53.56 ! [A,B_1,F,X_1] :
% 53.49/53.56 ( B_1 = hAPP_H46530577te_com(F,X_1)
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1815646051m_bool(image_741143905te_com(F),A))) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_82_image__eqI,axiom,
% 53.49/53.56 ! [A,B_1,F,X_1] :
% 53.49/53.56 ( B_1 = hAPP_pname_com(F,X_1)
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1206115581m_bool(image_pname_com(F),A))) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_83_image__eqI,axiom,
% 53.49/53.56 ! [A,B_1,F,X_1] :
% 53.49/53.56 ( B_1 = hAPP_c1455475371_state(F,X_1)
% 53.49/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f457085749e_bool(image_2605051_state(F),A))) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_84_image__eqI,axiom,
% 53.49/53.56 ! [A,B_1,F,X_1] :
% 53.49/53.56 ( B_1 = hAPP_com_pname(F,X_1)
% 53.49/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,B_1),hAPP_f1438183293e_bool(image_com_pname(F),A))) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_85_image__eqI,axiom,
% 53.49/53.56 ! [A,B_1,F,X_1] :
% 53.49/53.56 ( B_1 = hAPP_p1751618853_state(F,X_1)
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f360545851e_bool(image_185131637_state(F),A))) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_86_equals0D,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( A = bot_bot_fun_com_bool
% 53.49/53.56 => ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_87_equals0D,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( A = bot_bo784226126e_bool
% 53.49/53.56 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_88_equals0D,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( A = bot_bo844097828e_bool
% 53.49/53.56 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_89_Collect__empty__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( hAPP_f759274231e_bool(collect_pname,P_1) = bot_bo844097828e_bool
% 53.49/53.56 <=> ! [X_2] :
% 53.49/53.56 ( is_pname(X_2)
% 53.49/53.56 => ~ hBOOL(hAPP_pname_bool(P_1,X_2)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_90_Collect__empty__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( hAPP_f559147733l_bool(collec1974731493e_bool,P_1) = bot_bo1649642514l_bool
% 53.49/53.56 <=> ! [X_2] :
% 53.49/53.56 ( is_fun_pname_bool(X_2)
% 53.49/53.56 => ~ hBOOL(hAPP_f1664156314l_bool(P_1,X_2)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_91_Collect__empty__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( hAPP_f734420447l_bool(collec1987918285e_bool,P_1) = bot_bo942947096l_bool
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_f1378282496l_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_92_Collect__empty__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( hAPP_f1682609283m_bool(collect_com,P_1) = bot_bot_fun_com_bool
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_com_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_93_Collect__empty__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( hAPP_f806699093e_bool(collec637225377_state,P_1) = bot_bo784226126e_bool
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_H242767318e_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_94_empty__iff,axiom,
% 53.49/53.56 ! [C] : ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),bot_bot_fun_com_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_95_empty__iff,axiom,
% 53.49/53.56 ! [C] : ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),bot_bo784226126e_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_96_empty__iff,axiom,
% 53.49/53.56 ! [C] : ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),bot_bo844097828e_bool)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_97_empty__Collect__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( bot_bo844097828e_bool = hAPP_f759274231e_bool(collect_pname,P_1)
% 53.49/53.56 <=> ! [X_2] :
% 53.49/53.56 ( is_pname(X_2)
% 53.49/53.56 => ~ hBOOL(hAPP_pname_bool(P_1,X_2)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_98_empty__Collect__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( bot_bo1649642514l_bool = hAPP_f559147733l_bool(collec1974731493e_bool,P_1)
% 53.49/53.56 <=> ! [X_2] :
% 53.49/53.56 ( is_fun_pname_bool(X_2)
% 53.49/53.56 => ~ hBOOL(hAPP_f1664156314l_bool(P_1,X_2)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_99_empty__Collect__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( bot_bo942947096l_bool = hAPP_f734420447l_bool(collec1987918285e_bool,P_1)
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_f1378282496l_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_100_empty__Collect__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( bot_bot_fun_com_bool = hAPP_f1682609283m_bool(collect_com,P_1)
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_com_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_101_empty__Collect__eq,axiom,
% 53.49/53.56 ! [P_1] :
% 53.49/53.56 ( bot_bo784226126e_bool = hAPP_f806699093e_bool(collec637225377_state,P_1)
% 53.49/53.56 <=> ! [X_2] : ~ hBOOL(hAPP_H242767318e_bool(P_1,X_2)) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_102_ex__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( ? [X_2] : hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.49/53.56 <=> A != bot_bot_fun_com_bool ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_103_ex__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( ? [X_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.49/53.56 <=> A != bot_bo784226126e_bool ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_104_ex__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( is_fun_pname_bool(A)
% 53.49/53.56 => ( ? [X_2] :
% 53.49/53.56 ( is_pname(X_2)
% 53.49/53.56 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A)) )
% 53.49/53.56 <=> A != bot_bo844097828e_bool ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_105_all__not__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( ! [X_2] : ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.49/53.56 <=> A = bot_bot_fun_com_bool ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_106_all__not__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( ! [X_2] : ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.49/53.56 <=> A = bot_bo784226126e_bool ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_107_all__not__in__conv,axiom,
% 53.49/53.56 ! [A] :
% 53.49/53.56 ( is_fun_pname_bool(A)
% 53.49/53.56 => ( ! [X_2] :
% 53.49/53.56 ( is_pname(X_2)
% 53.49/53.56 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A)) )
% 53.49/53.56 <=> A = bot_bo844097828e_bool ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_108_empty__def,axiom,
% 53.49/53.56 bot_bo844097828e_bool = hAPP_f759274231e_bool(collect_pname,hAPP_b76515610e_bool(cOMBK_bool_pname,fFalse)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_109_empty__def,axiom,
% 53.49/53.56 bot_bo1649642514l_bool = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_b357632156l_bool(cOMBK_1857069011e_bool,fFalse)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_110_empty__def,axiom,
% 53.49/53.56 bot_bo942947096l_bool = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_b167205134l_bool(cOMBK_293339231e_bool,fFalse)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_111_empty__def,axiom,
% 53.49/53.56 bot_bot_fun_com_bool = hAPP_f1682609283m_bool(collect_com,hAPP_b1153789088m_bool(cOMBK_bool_com,fFalse)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_112_empty__def,axiom,
% 53.49/53.56 bot_bo784226126e_bool = hAPP_f806699093e_bool(collec637225377_state,hAPP_b974863576e_bool(cOMBK_988866959_state,fFalse)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_113_insert__absorb,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.49/53.56 => hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A) = A ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_114_insert__absorb,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( is_fun_pname_bool(A)
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.49/53.56 => hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A) = A ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_115_insert__absorb,axiom,
% 53.49/53.56 ! [A_4,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.49/53.56 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A) = A ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_116_insertI2,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),B))
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_117_insertI2,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),B))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_118_insertI2,axiom,
% 53.49/53.56 ! [B_1,A_4,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),B))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),B))) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_119_insert__ident,axiom,
% 53.49/53.56 ! [B,X_1,A] :
% 53.49/53.56 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.49/53.56 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B))
% 53.49/53.56 => ( hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),B)
% 53.49/53.56 <=> A = B ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_120_insert__ident,axiom,
% 53.49/53.56 ! [B,X_1,A] :
% 53.49/53.56 ( ( is_fun_pname_bool(B)
% 53.49/53.56 & is_fun_pname_bool(A) )
% 53.49/53.56 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.56 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B))
% 53.49/53.56 => ( hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),B)
% 53.49/53.56 <=> A = B ) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_121_insert__ident,axiom,
% 53.49/53.56 ! [B,X_1,A] :
% 53.49/53.56 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.49/53.56 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B))
% 53.49/53.56 => ( hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),B)
% 53.49/53.56 <=> A = B ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_122_insert__code,axiom,
% 53.49/53.56 ! [Y_2,A,X_1] :
% 53.49/53.56 ( ( is_pname(Y_2)
% 53.49/53.56 & is_pname(X_1) )
% 53.49/53.56 => ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,Y_2),A),X_1))
% 53.49/53.56 <=> ( Y_2 = X_1
% 53.49/53.56 | hBOOL(hAPP_pname_bool(A,X_1)) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_123_insert__code,axiom,
% 53.49/53.56 ! [Y_2,A,X_1] :
% 53.49/53.56 ( hBOOL(hAPP_com_bool(hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,Y_2),A),X_1))
% 53.49/53.56 <=> ( Y_2 = X_1
% 53.49/53.56 | hBOOL(hAPP_com_bool(A,X_1)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_124_insert__code,axiom,
% 53.49/53.56 ! [Y_2,A,X_1] :
% 53.49/53.56 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,Y_2),A),X_1))
% 53.49/53.56 <=> ( Y_2 = X_1
% 53.49/53.56 | hBOOL(hAPP_H242767318e_bool(A,X_1)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_125_insert__iff,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),A)))
% 53.49/53.56 <=> ( A_4 = B_1
% 53.49/53.56 | hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_126_insert__iff,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( ( is_pname(A_4)
% 53.49/53.56 & is_pname(B_1) )
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),A)))
% 53.49/53.56 <=> ( A_4 = B_1
% 53.49/53.56 | hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A)) ) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_127_insert__iff,axiom,
% 53.49/53.56 ! [A_4,B_1,A] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),A)))
% 53.49/53.56 <=> ( A_4 = B_1
% 53.49/53.56 | hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_128_insert__commute,axiom,
% 53.49/53.56 ! [X_1,Y_2,A] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,Y_2),A)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,Y_2),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_129_insert__commute,axiom,
% 53.49/53.56 ! [X_1,Y_2,A] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,Y_2),A)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,Y_2),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_130_insert__commute,axiom,
% 53.49/53.56 ! [X_1,Y_2,A] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,Y_2),A)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,Y_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_131_insert__absorb2,axiom,
% 53.49/53.56 ! [X_1,A] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_132_insert__absorb2,axiom,
% 53.49/53.56 ! [X_1,A] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_133_insert__absorb2,axiom,
% 53.49/53.56 ! [X_1,A] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_134_insert__Collect,axiom,
% 53.49/53.56 ! [A_4,P_1] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(collect_pname,P_1)) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fimplies),hAPP_f759274231e_bool(cOMBB_647938656_pname(fNot),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4)))),P_1)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_135_insert__Collect,axiom,
% 53.49/53.56 ! [A_4,P_1] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(collect_com,P_1)) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fimplies),hAPP_f1682609283m_bool(cOMBB_bool_bool_com(fNot),hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4)))),P_1)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_136_insert__Collect,axiom,
% 53.49/53.56 ! [A_4,P_1] : hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),hAPP_f559147733l_bool(collec1974731493e_bool,P_1)) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fimplies),hAPP_f559147733l_bool(cOMBB_307249310e_bool(fNot),hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4)))),P_1)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_137_insert__Collect,axiom,
% 53.49/53.56 ! [A_4,P_1] : hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),hAPP_f734420447l_bool(collec1987918285e_bool,P_1)) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fimplies),hAPP_f734420447l_bool(cOMBB_1686148692e_bool(fNot),hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4)))),P_1)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_138_insert__Collect,axiom,
% 53.49/53.56 ! [A_4,P_1] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(collec637225377_state,P_1)) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fimplies),hAPP_f806699093e_bool(cOMBB_325909978_state(fNot),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4)))),P_1)) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_139_insert__compr,axiom,
% 53.49/53.56 ! [A_4,B] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fdisj),hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4))),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_140_insert__compr,axiom,
% 53.49/53.56 ! [A_4,B] : hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),B) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fdisj),hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4))),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_141_insert__compr,axiom,
% 53.49/53.56 ! [A_4,B] : hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),B) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fdisj),hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4))),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_142_insert__compr,axiom,
% 53.49/53.56 ! [A_4,B] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fdisj),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4))),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_143_insert__compr,axiom,
% 53.49/53.56 ! [A_4,B] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fdisj),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4))),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_144_insertI1,axiom,
% 53.49/53.56 ! [A_4,B] : hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_145_insertI1,axiom,
% 53.49/53.56 ! [A_4,B] : hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_146_insertI1,axiom,
% 53.49/53.56 ! [A_4,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B))) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_147_equalityE,axiom,
% 53.49/53.56 ! [A,B] :
% 53.49/53.56 ( A = B
% 53.49/53.56 => ~ ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.49/53.56 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_148_equalityE,axiom,
% 53.49/53.56 ! [A,B] :
% 53.49/53.56 ( A = B
% 53.49/53.56 => ~ ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.49/53.56 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_149_subset__trans,axiom,
% 53.49/53.56 ! [C_1,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),C_1))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_150_subset__trans,axiom,
% 53.49/53.56 ! [C_1,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),C_1))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),C_1)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_151_set__mp,axiom,
% 53.49/53.56 ! [X_1,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_152_set__mp,axiom,
% 53.49/53.56 ! [X_1,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_153_set__mp,axiom,
% 53.49/53.56 ! [X_1,A,B] :
% 53.49/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.49/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.49/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B)) ) ) ).
% 53.49/53.56
% 53.49/53.56 fof(fact_154_set__rev__mp,axiom,
% 53.58/53.56 ! [B,X_1,A] :
% 53.58/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.58/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B)) ) ) ).
% 53.58/53.56
% 53.58/53.56 fof(fact_155_set__rev__mp,axiom,
% 53.58/53.56 ! [B,X_1,A] :
% 53.58/53.56 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.56 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.56 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B)) ) ) ).
% 53.58/53.56
% 53.58/53.56 fof(fact_156_set__rev__mp,axiom,
% 53.58/53.56 ! [B,X_1,A] :
% 53.58/53.56 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.56 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.56 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B)) ) ) ).
% 53.58/53.56
% 53.58/53.56 fof(fact_157_in__mono,axiom,
% 53.58/53.56 ! [X_1,A,B] :
% 53.58/53.56 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.58/53.56 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.56 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B)) ) ) ).
% 53.58/53.56
% 53.58/53.56 fof(fact_158_in__mono,axiom,
% 53.58/53.56 ! [X_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_159_in__mono,axiom,
% 53.58/53.57 ! [X_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_160_equalityD2,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( A = B
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_161_equalityD2,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( A = B
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_162_equalityD1,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( A = B
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_163_equalityD1,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( A = B
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_164_set__eq__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( ( is_fun_pname_bool(A)
% 53.58/53.57 & is_fun_pname_bool(B) )
% 53.58/53.57 => ( A = B
% 53.58/53.57 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A)) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_165_set__eq__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( A = B
% 53.58/53.57 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_166_subset__refl,axiom,
% 53.58/53.57 ! [A] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),A)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_167_subset__refl,axiom,
% 53.58/53.57 ! [A] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),A)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_168_rev__image__eqI,axiom,
% 53.58/53.57 ! [B_1,F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => ( B_1 = hAPP_H46530577te_com(F,X_1)
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1815646051m_bool(image_741143905te_com(F),A))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_169_rev__image__eqI,axiom,
% 53.58/53.57 ! [B_1,F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => ( B_1 = hAPP_pname_com(F,X_1)
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1206115581m_bool(image_pname_com(F),A))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_170_rev__image__eqI,axiom,
% 53.58/53.57 ! [B_1,F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => ( B_1 = hAPP_c1455475371_state(F,X_1)
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f457085749e_bool(image_2605051_state(F),A))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_171_rev__image__eqI,axiom,
% 53.58/53.57 ! [B_1,F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => ( B_1 = hAPP_com_pname(F,X_1)
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,B_1),hAPP_f1438183293e_bool(image_com_pname(F),A))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_172_rev__image__eqI,axiom,
% 53.58/53.57 ! [B_1,F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => ( B_1 = hAPP_p1751618853_state(F,X_1)
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f360545851e_bool(image_185131637_state(F),A))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_173_imageI,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_H46530577te_com(F,X_1)),hAPP_f1815646051m_bool(image_741143905te_com(F),A))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_174_imageI,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_pname_com(F,X_1)),hAPP_f1206115581m_bool(image_pname_com(F),A))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_175_imageI,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_c1455475371_state(F,X_1)),hAPP_f457085749e_bool(image_2605051_state(F),A))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_176_imageI,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_com_pname(F,X_1)),hAPP_f1438183293e_bool(image_com_pname(F),A))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_177_imageI,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_p1751618853_state(F,X_1)),hAPP_f360545851e_bool(image_185131637_state(F),A))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_178_image__iff,axiom,
% 53.58/53.57 ! [Z,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,Z),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.57 <=> ? [X_2] :
% 53.58/53.57 ( is_pname(X_2)
% 53.58/53.57 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.57 & Z = hAPP_p1751618853_state(F,X_2) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_179_finite__Collect__disjI,axiom,
% 53.58/53.57 ! [P_1,Q_1] :
% 53.58/53.57 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fdisj),P_1)),Q_1))))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,P_1)))
% 53.58/53.57 & hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,Q_1))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_180_finite__Collect__disjI,axiom,
% 53.58/53.57 ! [P_1,Q_1] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fdisj),P_1)),Q_1))))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,P_1)))
% 53.58/53.57 & hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,Q_1))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_181_finite__Collect__disjI,axiom,
% 53.58/53.57 ! [P_1,Q_1] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fdisj),P_1)),Q_1))))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,P_1)))
% 53.58/53.57 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,Q_1))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_182_finite__Collect__disjI,axiom,
% 53.58/53.57 ! [P_1,Q_1] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fdisj),P_1)),Q_1))))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,P_1)))
% 53.58/53.57 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,Q_1))) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_183_insert__compr__raw,axiom,
% 53.58/53.57 ! [X_2,Xa] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),Xa) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fdisj),hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),X_2))),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),Xa))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_184_insert__compr__raw,axiom,
% 53.58/53.57 ! [X_2,Xa] : hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_2),Xa) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fdisj),hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),X_2))),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),Xa))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_185_insert__compr__raw,axiom,
% 53.58/53.57 ! [X_2,Xa] : hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_2),Xa) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fdisj),hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),X_2))),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),Xa))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_186_insert__compr__raw,axiom,
% 53.58/53.57 ! [X_2,Xa] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),Xa) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fdisj),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),X_2))),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),Xa))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_187_insert__compr__raw,axiom,
% 53.58/53.57 ! [X_2,Xa] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),Xa) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fdisj),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),X_2))),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),Xa))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_188_singleton__inject,axiom,
% 53.58/53.57 ! [A_4,B_1] :
% 53.58/53.57 ( ( is_pname(A_4)
% 53.58/53.57 & is_pname(B_1) )
% 53.58/53.57 => ( hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),bot_bo844097828e_bool)
% 53.58/53.57 => A_4 = B_1 ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_189_singleton__inject,axiom,
% 53.58/53.57 ! [A_4,B_1] :
% 53.58/53.57 ( hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),bot_bot_fun_com_bool)
% 53.58/53.57 => A_4 = B_1 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_190_singleton__inject,axiom,
% 53.58/53.57 ! [A_4,B_1] :
% 53.58/53.57 ( hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),bot_bo784226126e_bool)
% 53.58/53.57 => A_4 = B_1 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_191_singletonE,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool)))
% 53.58/53.57 => B_1 = A_4 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_192_singletonE,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( ( is_pname(B_1)
% 53.58/53.57 & is_pname(A_4) )
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,B_1),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool)))
% 53.58/53.57 => B_1 = A_4 ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_193_singletonE,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool)))
% 53.58/53.57 => B_1 = A_4 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_194_doubleton__eq__iff,axiom,
% 53.58/53.57 ! [A_4,B_1,C,D_1] :
% 53.58/53.57 ( ( is_pname(A_4)
% 53.58/53.57 & is_pname(B_1)
% 53.58/53.57 & is_pname(C)
% 53.58/53.57 & is_pname(D_1) )
% 53.58/53.57 => ( hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),bot_bo844097828e_bool)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,C),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,D_1),bot_bo844097828e_bool))
% 53.58/53.57 <=> ( ( A_4 = C
% 53.58/53.57 & B_1 = D_1 )
% 53.58/53.57 | ( A_4 = D_1
% 53.58/53.57 & B_1 = C ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_195_doubleton__eq__iff,axiom,
% 53.58/53.57 ! [A_4,B_1,C,D_1] :
% 53.58/53.57 ( hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),bot_bot_fun_com_bool)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,C),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,D_1),bot_bot_fun_com_bool))
% 53.58/53.57 <=> ( ( A_4 = C
% 53.58/53.57 & B_1 = D_1 )
% 53.58/53.57 | ( A_4 = D_1
% 53.58/53.57 & B_1 = C ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_196_doubleton__eq__iff,axiom,
% 53.58/53.57 ! [A_4,B_1,C,D_1] :
% 53.58/53.57 ( hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),bot_bo784226126e_bool)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,C),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,D_1),bot_bo784226126e_bool))
% 53.58/53.57 <=> ( ( A_4 = C
% 53.58/53.57 & B_1 = D_1 )
% 53.58/53.57 | ( A_4 = D_1
% 53.58/53.57 & B_1 = C ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_197_singleton__iff,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool)))
% 53.58/53.57 <=> B_1 = A_4 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_198_singleton__iff,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( ( is_pname(B_1)
% 53.58/53.57 & is_pname(A_4) )
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,B_1),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool)))
% 53.58/53.57 <=> B_1 = A_4 ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_199_singleton__iff,axiom,
% 53.58/53.57 ! [B_1,A_4] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool)))
% 53.58/53.57 <=> B_1 = A_4 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_200_insert__not__empty,axiom,
% 53.58/53.57 ! [A_4,A] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A) != bot_bo844097828e_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_201_insert__not__empty,axiom,
% 53.58/53.57 ! [A_4,A] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A) != bot_bot_fun_com_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_202_insert__not__empty,axiom,
% 53.58/53.57 ! [A_4,A] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A) != bot_bo784226126e_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_203_empty__not__insert,axiom,
% 53.58/53.57 ! [A_4,A] : bot_bo844097828e_bool != hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_204_empty__not__insert,axiom,
% 53.58/53.57 ! [A_4,A] : bot_bot_fun_com_bool != hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_205_empty__not__insert,axiom,
% 53.58/53.57 ! [A_4,A] : bot_bo784226126e_bool != hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_206_finite__insert,axiom,
% 53.58/53.57 ! [A_4,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A)))
% 53.58/53.57 <=> hBOOL(hAPP_f990396704l_bool(finite_finite_com,A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_207_finite__insert,axiom,
% 53.58/53.57 ! [A_4,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),A)))
% 53.58/53.57 <=> hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_208_finite__insert,axiom,
% 53.58/53.57 ! [A_4,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),A)))
% 53.58/53.57 <=> hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_209_finite__insert,axiom,
% 53.58/53.57 ! [A_4,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A)))
% 53.58/53.57 <=> hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_210_finite__insert,axiom,
% 53.58/53.57 ! [A_4,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A)))
% 53.58/53.57 <=> hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_211_subset__empty,axiom,
% 53.58/53.57 ! [A] :
% 53.58/53.57 ( is_fun_pname_bool(A)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),bot_bo844097828e_bool))
% 53.58/53.57 <=> A = bot_bo844097828e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_212_subset__empty,axiom,
% 53.58/53.57 ! [A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),bot_bot_fun_com_bool))
% 53.58/53.57 <=> A = bot_bot_fun_com_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_213_subset__empty,axiom,
% 53.58/53.57 ! [A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),bot_bo784226126e_bool))
% 53.58/53.57 <=> A = bot_bo784226126e_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_214_image__is__empty,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( hAPP_f457085749e_bool(image_2605051_state(F),A) = bot_bo784226126e_bool
% 53.58/53.57 <=> A = bot_bot_fun_com_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_215_image__is__empty,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( hAPP_f1083669085e_bool(image_1774499931_pname(F),A) = bot_bo844097828e_bool
% 53.58/53.57 <=> A = bot_bo784226126e_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_216_image__is__empty,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( hAPP_f1815646051m_bool(image_741143905te_com(F),A) = bot_bot_fun_com_bool
% 53.58/53.57 <=> A = bot_bo784226126e_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_217_image__is__empty,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( is_fun_pname_bool(A)
% 53.58/53.57 => ( hAPP_f360545851e_bool(image_185131637_state(F),A) = bot_bo784226126e_bool
% 53.58/53.57 <=> A = bot_bo844097828e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_218_image__empty,axiom,
% 53.58/53.57 ! [F] : hAPP_f1083669085e_bool(image_1774499931_pname(F),bot_bo784226126e_bool) = bot_bo844097828e_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_219_image__empty,axiom,
% 53.58/53.57 ! [F] : hAPP_f1815646051m_bool(image_741143905te_com(F),bot_bo784226126e_bool) = bot_bot_fun_com_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_220_image__empty,axiom,
% 53.58/53.57 ! [F] : hAPP_f457085749e_bool(image_2605051_state(F),bot_bot_fun_com_bool) = bot_bo784226126e_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_221_image__empty,axiom,
% 53.58/53.57 ! [F] : hAPP_f360545851e_bool(image_185131637_state(F),bot_bo844097828e_bool) = bot_bo784226126e_bool ).
% 53.58/53.57
% 53.58/53.57 fof(fact_222_empty__is__image,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( bot_bo784226126e_bool = hAPP_f457085749e_bool(image_2605051_state(F),A)
% 53.58/53.57 <=> A = bot_bot_fun_com_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_223_empty__is__image,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( bot_bo844097828e_bool = hAPP_f1083669085e_bool(image_1774499931_pname(F),A)
% 53.58/53.57 <=> A = bot_bo784226126e_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_224_empty__is__image,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( bot_bot_fun_com_bool = hAPP_f1815646051m_bool(image_741143905te_com(F),A)
% 53.58/53.57 <=> A = bot_bo784226126e_bool ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_225_empty__is__image,axiom,
% 53.58/53.57 ! [F,A] :
% 53.58/53.57 ( is_fun_pname_bool(A)
% 53.58/53.57 => ( bot_bo784226126e_bool = hAPP_f360545851e_bool(image_185131637_state(F),A)
% 53.58/53.57 <=> A = bot_bo844097828e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_226_finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.57 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_227_finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.57 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_228_finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_229_finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_230_rev__finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_231_rev__finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_232_rev__finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_233_rev__finite__subset,axiom,
% 53.58/53.57 ! [A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_234_insert__mono,axiom,
% 53.58/53.57 ! [A_4,C_1,D] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_1),D))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),C_1)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),D))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_235_insert__mono,axiom,
% 53.58/53.57 ! [A_4,C_1,D] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,C_1),D))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),C_1)),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),D))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_236_insert__mono,axiom,
% 53.58/53.57 ! [A_4,C_1,D] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_1),D))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),C_1)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),D))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_237_mem__def,axiom,
% 53.58/53.57 ! [X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 <=> hBOOL(hAPP_com_bool(A,X_1)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_238_mem__def,axiom,
% 53.58/53.57 ! [X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 <=> hBOOL(hAPP_H242767318e_bool(A,X_1)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_239_mem__def,axiom,
% 53.58/53.57 ! [X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 <=> hBOOL(hAPP_pname_bool(A,X_1)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_240_Collect__def,axiom,
% 53.58/53.57 ! [P_1] : hAPP_f806699093e_bool(collec637225377_state,P_1) = P_1 ).
% 53.58/53.57
% 53.58/53.57 fof(fact_241_Collect__def,axiom,
% 53.58/53.57 ! [P_1] :
% 53.58/53.57 ( is_fun_pname_bool(P_1)
% 53.58/53.57 => hAPP_f759274231e_bool(collect_pname,P_1) = P_1 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_242_Collect__def,axiom,
% 53.58/53.57 ! [P_1] :
% 53.58/53.57 ( is_fun1661590463l_bool(P_1)
% 53.58/53.57 => hAPP_f559147733l_bool(collec1974731493e_bool,P_1) = P_1 ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_243_Collect__def,axiom,
% 53.58/53.57 ! [P_1] : hAPP_f734420447l_bool(collec1987918285e_bool,P_1) = P_1 ).
% 53.58/53.57
% 53.58/53.57 fof(fact_244_subset__insertI2,axiom,
% 53.58/53.57 ! [B_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),B))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_245_subset__insertI2,axiom,
% 53.58/53.57 ! [B_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),B))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_246_subset__insertI2,axiom,
% 53.58/53.57 ! [B_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),B))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_247_subset__insert,axiom,
% 53.58/53.57 ! [B,X_1,A] :
% 53.58/53.57 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),B)))
% 53.58/53.57 <=> hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_248_subset__insert,axiom,
% 53.58/53.57 ! [B,X_1,A] :
% 53.58/53.57 ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),B)))
% 53.58/53.57 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_249_subset__insert,axiom,
% 53.58/53.57 ! [B,X_1,A] :
% 53.58/53.57 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),B)))
% 53.58/53.57 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_250_insert__subset,axiom,
% 53.58/53.57 ! [X_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)),B))
% 53.58/53.57 <=> ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B))
% 53.58/53.57 & hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_251_insert__subset,axiom,
% 53.58/53.57 ! [X_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)),B))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B))
% 53.58/53.57 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_252_insert__subset,axiom,
% 53.58/53.57 ! [X_1,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)),B))
% 53.58/53.57 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B))
% 53.58/53.57 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_253_subset__insertI,axiom,
% 53.58/53.57 ! [B,A_4] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_254_subset__insertI,axiom,
% 53.58/53.57 ! [B,A_4] : hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,B),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_255_subset__insertI,axiom,
% 53.58/53.57 ! [B,A_4] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B))) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_256_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,hAPP_H1193503499_pname(F,X_1)),hAPP_f1083669085e_bool(image_1774499931_pname(F),A)) = hAPP_f1083669085e_bool(image_1774499931_pname(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_257_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.57 => hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,hAPP_H46530577te_com(F,X_1)),hAPP_f1815646051m_bool(image_741143905te_com(F),A)) = hAPP_f1815646051m_bool(image_741143905te_com(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_258_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,hAPP_pname_pname(F,X_1)),hAPP_f759274231e_bool(image_pname_pname(F),A)) = hAPP_f759274231e_bool(image_pname_pname(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_259_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,hAPP_pname_com(F,X_1)),hAPP_f1206115581m_bool(image_pname_com(F),A)) = hAPP_f1206115581m_bool(image_pname_com(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_260_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.57 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(F,X_1)),hAPP_f457085749e_bool(image_2605051_state(F),A)) = hAPP_f457085749e_bool(image_2605051_state(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_261_insert__image,axiom,
% 53.58/53.57 ! [F,X_1,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.57 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_p1751618853_state(F,X_1)),hAPP_f360545851e_bool(image_185131637_state(F),A)) = hAPP_f360545851e_bool(image_185131637_state(F),A) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_262_image__insert,axiom,
% 53.58/53.57 ! [F,A_4,B] : hAPP_f1083669085e_bool(image_1774499931_pname(F),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,hAPP_H1193503499_pname(F,A_4)),hAPP_f1083669085e_bool(image_1774499931_pname(F),B)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_263_image__insert,axiom,
% 53.58/53.57 ! [F,A_4,B] : hAPP_f1815646051m_bool(image_741143905te_com(F),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,hAPP_H46530577te_com(F,A_4)),hAPP_f1815646051m_bool(image_741143905te_com(F),B)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_264_image__insert,axiom,
% 53.58/53.57 ! [F,A_4,B] : hAPP_f457085749e_bool(image_2605051_state(F),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(F,A_4)),hAPP_f457085749e_bool(image_2605051_state(F),B)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_265_image__insert,axiom,
% 53.58/53.57 ! [F,A_4,B] : hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_p1751618853_state(F,A_4)),hAPP_f360545851e_bool(image_185131637_state(F),B)) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_266_image__mono,axiom,
% 53.58/53.57 ! [F,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f1083669085e_bool(image_1774499931_pname(F),A)),hAPP_f1083669085e_bool(image_1774499931_pname(F),B))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_267_image__mono,axiom,
% 53.58/53.57 ! [F,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_268_subset__image__iff,axiom,
% 53.58/53.57 ! [B,F,A] :
% 53.58/53.57 ( is_fun_pname_bool(B)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f1083669085e_bool(image_1774499931_pname(F),A)))
% 53.58/53.57 <=> ? [AA] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,AA),A))
% 53.58/53.57 & B = hAPP_f1083669085e_bool(image_1774499931_pname(F),AA) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_269_subset__image__iff,axiom,
% 53.58/53.57 ! [B,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.57 <=> ? [AA] :
% 53.58/53.57 ( is_fun_pname_bool(AA)
% 53.58/53.57 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,AA),A))
% 53.58/53.57 & B = hAPP_f360545851e_bool(image_185131637_state(F),AA) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_270_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_com_option_com(M,A_4) = hAPP_com_option_com(some_com,B_1)
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),dom_com_com(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_271_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_H1671063474_pname(M,A_4) = hAPP_p1252095976_pname(some_pname,B_1)
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),dom_Ho2070278094_pname(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_272_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_H1633077406_state(M,A_4) = hAPP_H1633077406_state(some_H1043067815_state,B_1)
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),dom_Ho1607160812_state(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_273_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_p1252095976_pname(M,A_4) = hAPP_p1252095976_pname(some_pname,B_1)
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pname_pname(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_274_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_p485182952_state(M,A_4) = hAPP_H1633077406_state(some_H1043067815_state,B_1)
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pn480909800_state(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_275_domI,axiom,
% 53.58/53.57 ! [M,A_4,B_1] :
% 53.58/53.57 ( hAPP_p799580910on_com(M,A_4) = hAPP_com_option_com(some_com,B_1)
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pname_com(M))) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_276_Collect__conv__if,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_pname_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4))),P_1)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_pname_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4))),P_1)) = bot_bo844097828e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_277_Collect__conv__if,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_com_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4))),P_1)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_com_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4))),P_1)) = bot_bot_fun_com_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_278_Collect__conv__if,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_f1664156314l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4))),P_1)) = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),bot_bo1649642514l_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_f1664156314l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4))),P_1)) = bot_bo1649642514l_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_279_Collect__conv__if,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_f1378282496l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4))),P_1)) = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),bot_bo942947096l_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_f1378282496l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4))),P_1)) = bot_bo942947096l_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_280_Collect__conv__if,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_H242767318e_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4))),P_1)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_H242767318e_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4))),P_1)) = bot_bo784226126e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_281_Collect__conv__if2,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_pname_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_p61793385e_bool(fequal_pname,A_4))),P_1)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_pname_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_p61793385e_bool(fequal_pname,A_4))),P_1)) = bot_bo844097828e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_282_Collect__conv__if2,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_com_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_c1396316405m_bool(fequal_com,A_4))),P_1)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_com_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_c1396316405m_bool(fequal_com,A_4))),P_1)) = bot_bot_fun_com_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_283_Collect__conv__if2,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_f1664156314l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f434788991l_bool(fequal533582459e_bool,A_4))),P_1)) = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),bot_bo1649642514l_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_f1664156314l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f434788991l_bool(fequal533582459e_bool,A_4))),P_1)) = bot_bo1649642514l_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_284_Collect__conv__if2,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_f1378282496l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f849457489l_bool(fequal1475827639e_bool,A_4))),P_1)) = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),bot_bo942947096l_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_f1378282496l_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f849457489l_bool(fequal1475827639e_bool,A_4))),P_1)) = bot_bo942947096l_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_285_Collect__conv__if2,axiom,
% 53.58/53.57 ! [P_1,A_4] :
% 53.58/53.57 ( ( hBOOL(hAPP_H242767318e_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_H216526335e_bool(fequal1440809015_state,A_4))),P_1)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool) )
% 53.58/53.57 & ( ~ hBOOL(hAPP_H242767318e_bool(P_1,A_4))
% 53.58/53.57 => hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_H216526335e_bool(fequal1440809015_state,A_4))),P_1)) = bot_bo784226126e_bool ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_286_singleton__conv,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f759274231e_bool(collect_pname,hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_287_singleton__conv,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f1682609283m_bool(collect_com,hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_288_singleton__conv,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4)) = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),bot_bo1649642514l_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_289_singleton__conv,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4)) = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),bot_bo942947096l_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_290_singleton__conv,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f806699093e_bool(collec637225377_state,hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_291_singleton__conv2,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f759274231e_bool(collect_pname,hAPP_p61793385e_bool(fequal_pname,A_4)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_292_singleton__conv2,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f1682609283m_bool(collect_com,hAPP_c1396316405m_bool(fequal_com,A_4)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_293_singleton__conv2,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f434788991l_bool(fequal533582459e_bool,A_4)) = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),bot_bo1649642514l_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_294_singleton__conv2,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f849457489l_bool(fequal1475827639e_bool,A_4)) = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),bot_bo942947096l_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_295_singleton__conv2,axiom,
% 53.58/53.57 ! [A_4] : hAPP_f806699093e_bool(collec637225377_state,hAPP_H216526335e_bool(fequal1440809015_state,A_4)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_296_MGF__lemma1,axiom,
% 53.58/53.57 ! [C,G_2] :
% 53.58/53.57 ( hBOOL(hoare_1795711768gleton)
% 53.58/53.57 => ( ! [X_2] :
% 53.58/53.57 ( is_pname(X_2)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),dom_pname_com(body)))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,hAPP_pname_com(body_1,X_2))),bot_bo784226126e_bool))) ) )
% 53.58/53.57 => ( hBOOL(hAPP_com_bool(wt,C))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,C)),bot_bo784226126e_bool))) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_297_WT__bodiesD,axiom,
% 53.58/53.57 ! [Pn,B_4] :
% 53.58/53.57 ( hBOOL(wT_bodies)
% 53.58/53.57 => ( hAPP_p799580910on_com(body,Pn) = hAPP_com_option_com(some_com,B_4)
% 53.58/53.57 => hBOOL(hAPP_com_bool(wt,B_4)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_298_imageE,axiom,
% 53.58/53.57 ! [B_1,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f457085749e_bool(image_2605051_state(F),A)))
% 53.58/53.57 => ~ ! [X_2] :
% 53.58/53.57 ( B_1 = hAPP_c1455475371_state(F,X_2)
% 53.58/53.57 => ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_299_imageE,axiom,
% 53.58/53.57 ! [B_1,F,A] :
% 53.58/53.57 ( is_pname(B_1)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,B_1),hAPP_f1438183293e_bool(image_com_pname(F),A)))
% 53.58/53.57 => ~ ! [X_2] :
% 53.58/53.57 ( B_1 = hAPP_com_pname(F,X_2)
% 53.58/53.57 => ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A)) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_300_imageE,axiom,
% 53.58/53.57 ! [B_1,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1815646051m_bool(image_741143905te_com(F),A)))
% 53.58/53.57 => ~ ! [X_2] :
% 53.58/53.57 ( B_1 = hAPP_H46530577te_com(F,X_2)
% 53.58/53.57 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A)) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_301_imageE,axiom,
% 53.58/53.57 ! [B_1,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,B_1),hAPP_f1206115581m_bool(image_pname_com(F),A)))
% 53.58/53.57 => ~ ! [X_2] :
% 53.58/53.57 ( is_pname(X_2)
% 53.58/53.57 => ( B_1 = hAPP_pname_com(F,X_2)
% 53.58/53.57 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A)) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_302_imageE,axiom,
% 53.58/53.57 ! [B_1,F,A] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,B_1),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.57 => ~ ! [X_2] :
% 53.58/53.57 ( is_pname(X_2)
% 53.58/53.57 => ( B_1 = hAPP_p1751618853_state(F,X_2)
% 53.58/53.57 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A)) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_303_finite__subset__induct,axiom,
% 53.58/53.57 ! [P_1,A,Fa] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,Fa))
% 53.58/53.57 => ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,Fa),A))
% 53.58/53.57 => ( hBOOL(hAPP_f990396704l_bool(P_1,bot_bot_fun_com_bool))
% 53.58/53.57 => ( ! [A_2,F_2] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_2),A))
% 53.58/53.57 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_2),F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f990396704l_bool(P_1,F_2))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(P_1,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_2),F_2))) ) ) ) )
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_304_finite__subset__induct,axiom,
% 53.58/53.57 ! [P_1,A,Fa] :
% 53.58/53.57 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,Fa),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(P_1,bot_bo1649642514l_bool))
% 53.58/53.57 => ( ! [A_2,F_2] :
% 53.58/53.57 ( ( is_fun_pname_bool(A_2)
% 53.58/53.57 & is_fun1661590463l_bool(F_2) )
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,A_2),A))
% 53.58/53.57 => ( ~ hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,A_2),F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1935102916l_bool(P_1,F_2))
% 53.58/53.57 => hBOOL(hAPP_f1935102916l_bool(P_1,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_2),F_2))) ) ) ) ) )
% 53.58/53.57 => hBOOL(hAPP_f1935102916l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_305_finite__subset__induct,axiom,
% 53.58/53.57 ! [P_1,A,Fa] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,Fa),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(P_1,bot_bo942947096l_bool))
% 53.58/53.57 => ( ! [A_2,F_2] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,A_2),A))
% 53.58/53.57 => ( ~ hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,A_2),F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1410040974l_bool(P_1,F_2))
% 53.58/53.57 => hBOOL(hAPP_f1410040974l_bool(P_1,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_2),F_2))) ) ) ) )
% 53.58/53.57 => hBOOL(hAPP_f1410040974l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_306_finite__subset__induct,axiom,
% 53.58/53.57 ! [P_1,A,Fa] :
% 53.58/53.57 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Fa),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(P_1,bot_bo844097828e_bool))
% 53.58/53.57 => ( ! [A_2,F_2] :
% 53.58/53.57 ( ( is_pname(A_2)
% 53.58/53.57 & is_fun_pname_bool(F_2) )
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_2),A))
% 53.58/53.57 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_2),F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(P_1,F_2))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(P_1,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_2),F_2))) ) ) ) ) )
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_307_finite__subset__induct,axiom,
% 53.58/53.57 ! [P_1,A,Fa] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Fa),A))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(P_1,bot_bo784226126e_bool))
% 53.58/53.57 => ( ! [A_2,F_2] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_2),A))
% 53.58/53.57 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_2),F_2))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(P_1,F_2))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(P_1,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_2),F_2))) ) ) ) )
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_308_WTs__elim__cases_I7_J,axiom,
% 53.58/53.57 ! [P] :
% 53.58/53.57 ( hBOOL(hAPP_com_bool(wt,hAPP_pname_com(body_1,P)))
% 53.58/53.57 => ~ ! [Y_3] : hAPP_p799580910on_com(body,P) != hAPP_com_option_com(some_com,Y_3) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_309_subsetI,axiom,
% 53.58/53.57 ! [B,A] :
% 53.58/53.57 ( ! [X_2] :
% 53.58/53.57 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),B)) )
% 53.58/53.57 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_310_subsetI,axiom,
% 53.58/53.57 ! [B,A] :
% 53.58/53.57 ( ! [X_2] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),B)) )
% 53.58/53.57 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_311_subsetI,axiom,
% 53.58/53.57 ! [B,A] :
% 53.58/53.57 ( ! [X_2] :
% 53.58/53.57 ( is_pname(X_2)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),B)) ) )
% 53.58/53.57 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B)) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_312_finite__subset__image,axiom,
% 53.58/53.57 ! [F,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f509793681e_bool(image_845802851_state(F),A)))
% 53.58/53.57 => ? [C_3] :
% 53.58/53.57 ( is_fun1661590463l_bool(C_3)
% 53.58/53.57 & hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,C_3),A))
% 53.58/53.57 & hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,C_3))
% 53.58/53.57 & B = hAPP_f509793681e_bool(image_845802851_state(F),C_3) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_313_finite__subset__image,axiom,
% 53.58/53.57 ! [F,A,B] :
% 53.58/53.57 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f1216288071e_bool(image_1497401961_state(F),A)))
% 53.58/53.57 => ? [C_3] :
% 53.58/53.57 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,C_3),A))
% 53.58/53.57 & hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,C_3))
% 53.58/53.57 & B = hAPP_f1216288071e_bool(image_1497401961_state(F),C_3) ) ) ) ).
% 53.58/53.57
% 53.58/53.57 fof(fact_314_finite__subset__image,axiom,
% 53.58/53.57 ! [F,A,B] :
% 53.58/53.57 ( is_fun_pname_bool(B)
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.57 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f674760225e_bool(image_1283814551_pname(F),A)))
% 53.58/53.57 => ? [C_3] :
% 53.58/53.58 ( is_fun1661590463l_bool(C_3)
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,C_3))
% 53.58/53.58 & B = hAPP_f674760225e_bool(image_1283814551_pname(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_315_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( is_fun_pname_bool(B)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f306376939e_bool(image_1863446033_pname(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,C_3))
% 53.58/53.58 & B = hAPP_f306376939e_bool(image_1863446033_pname(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_316_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( is_fun1661590463l_bool(B)
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,B),hAPP_f1709493145l_bool(image_1403607267e_bool(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,C_3))
% 53.58/53.58 & B = hAPP_f1709493145l_bool(image_1403607267e_bool(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_317_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,B),hAPP_f849457489l_bool(image_995511119e_bool(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,C_3))
% 53.58/53.58 & B = hAPP_f849457489l_bool(image_995511119e_bool(F),C_3) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_318_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( is_fun_pname_bool(B)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f1083669085e_bool(image_1774499931_pname(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,C_3))
% 53.58/53.58 & B = hAPP_f1083669085e_bool(image_1774499931_pname(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_319_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( is_fun1661590463l_bool(B)
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,B),hAPP_f434788991l_bool(image_47868345e_bool(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( is_fun_pname_bool(C_3)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,C_3))
% 53.58/53.58 & B = hAPP_f434788991l_bool(image_47868345e_bool(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_320_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,B),hAPP_f1492100075l_bool(image_234387449e_bool(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( is_fun_pname_bool(C_3)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,C_3))
% 53.58/53.58 & B = hAPP_f1492100075l_bool(image_234387449e_bool(F),C_3) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_321_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( is_fun_pname_bool(B)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f759274231e_bool(image_pname_pname(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( is_fun_pname_bool(C_3)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,C_3))
% 53.58/53.58 & B = hAPP_f759274231e_bool(image_pname_pname(F),C_3) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_322_finite__subset__image,axiom,
% 53.58/53.58 ! [F,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.58 => ? [C_3] :
% 53.58/53.58 ( is_fun_pname_bool(C_3)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_3),A))
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,C_3))
% 53.58/53.58 & B = hAPP_f360545851e_bool(image_185131637_state(F),C_3) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_323_finite__dom__body,axiom,
% 53.58/53.58 hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,dom_pname_com(body))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_324_finite__induct,axiom,
% 53.58/53.58 ! [P_1,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f990396704l_bool(P_1,bot_bot_fun_com_bool))
% 53.58/53.58 => ( ! [X_2,F_2] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,F_2))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),F_2))
% 53.58/53.58 => ( hBOOL(hAPP_f990396704l_bool(P_1,F_2))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(P_1,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),F_2))) ) ) )
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(P_1,Fa)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_325_finite__induct,axiom,
% 53.58/53.58 ! [P_1,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(P_1,bot_bo1649642514l_bool))
% 53.58/53.58 => ( ! [X_2,F_2] :
% 53.58/53.58 ( ( is_fun_pname_bool(X_2)
% 53.58/53.58 & is_fun1661590463l_bool(F_2) )
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,F_2))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),F_2))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(P_1,F_2))
% 53.58/53.58 => hBOOL(hAPP_f1935102916l_bool(P_1,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_2),F_2))) ) ) ) )
% 53.58/53.58 => hBOOL(hAPP_f1935102916l_bool(P_1,Fa)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_326_finite__induct,axiom,
% 53.58/53.58 ! [P_1,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(P_1,bot_bo942947096l_bool))
% 53.58/53.58 => ( ! [X_2,F_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,F_2))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),F_2))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(P_1,F_2))
% 53.58/53.58 => hBOOL(hAPP_f1410040974l_bool(P_1,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_2),F_2))) ) ) )
% 53.58/53.58 => hBOOL(hAPP_f1410040974l_bool(P_1,Fa)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_327_finite__induct,axiom,
% 53.58/53.58 ! [P_1,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(P_1,bot_bo844097828e_bool))
% 53.58/53.58 => ( ! [X_2,F_2] :
% 53.58/53.58 ( ( is_pname(X_2)
% 53.58/53.58 & is_fun_pname_bool(F_2) )
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,F_2))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),F_2))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(P_1,F_2))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(P_1,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),F_2))) ) ) ) )
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(P_1,Fa)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_328_finite__induct,axiom,
% 53.58/53.58 ! [P_1,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(P_1,bot_bo784226126e_bool))
% 53.58/53.58 => ( ! [X_2,F_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,F_2))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),F_2))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(P_1,F_2))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(P_1,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),F_2))) ) ) )
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(P_1,Fa)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_329_finite_Osimps,axiom,
% 53.58/53.58 ! [A_4] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A_4))
% 53.58/53.58 <=> ( A_4 = bot_bot_fun_com_bool
% 53.58/53.58 | ? [A_7,A_2] :
% 53.58/53.58 ( A_4 = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_2),A_7)
% 53.58/53.58 & hBOOL(hAPP_f990396704l_bool(finite_finite_com,A_7)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_330_finite_Osimps,axiom,
% 53.58/53.58 ! [A_4] :
% 53.58/53.58 ( is_fun1661590463l_bool(A_4)
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A_4))
% 53.58/53.58 <=> ( A_4 = bot_bo1649642514l_bool
% 53.58/53.58 | ? [A_7,A_2] :
% 53.58/53.58 ( is_fun1661590463l_bool(A_7)
% 53.58/53.58 & is_fun_pname_bool(A_2)
% 53.58/53.58 & A_4 = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_2),A_7)
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A_7)) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_331_finite_Osimps,axiom,
% 53.58/53.58 ! [A_4] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A_4))
% 53.58/53.58 <=> ( A_4 = bot_bo942947096l_bool
% 53.58/53.58 | ? [A_7,A_2] :
% 53.58/53.58 ( A_4 = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_2),A_7)
% 53.58/53.58 & hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A_7)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_332_finite_Osimps,axiom,
% 53.58/53.58 ! [A_4] :
% 53.58/53.58 ( is_fun_pname_bool(A_4)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A_4))
% 53.58/53.58 <=> ( A_4 = bot_bo844097828e_bool
% 53.58/53.58 | ? [A_7,A_2] :
% 53.58/53.58 ( is_fun_pname_bool(A_7)
% 53.58/53.58 & is_pname(A_2)
% 53.58/53.58 & A_4 = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_2),A_7)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A_7)) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_333_finite_Osimps,axiom,
% 53.58/53.58 ! [A_4] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A_4))
% 53.58/53.58 <=> ( A_4 = bot_bo784226126e_bool
% 53.58/53.58 | ? [A_7,A_2] :
% 53.58/53.58 ( A_4 = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_2),A_7)
% 53.58/53.58 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A_7)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_334_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f457085749e_bool(image_2605051_state(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),A))),hAPP_H313059897m_bool(hAPP_f235185669m_bool(cOMBC_114640782e_bool,hAPP_f475997903e_bool(cOMBB_1327031172ol_com(fequal1440809015_state),F)),hAPP_c1455475371_state(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_335_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(image_661047967_state(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,hAPP_f596278895e_bool(cOMBB_1563888316_state(fequal1440809015_state),F)),hAPP_H574424047_state(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_336_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f509793681e_bool(image_845802851_state(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_fun_pname_bool(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),A))),hAPP_H358531139l_bool(hAPP_f1186253673l_bool(cOMBC_1836455480e_bool,hAPP_f2113567599e_bool(cOMBB_1724041344e_bool(fequal1440809015_state),F)),hAPP_f1218207411_state(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_337_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f1216288071e_bool(image_1497401961_state(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),A))),hAPP_H2039996199l_bool(hAPP_f1463049441l_bool(cOMBC_754402940e_bool,hAPP_f610934515e_bool(cOMBB_1840094962e_bool(fequal1440809015_state),F)),hAPP_f718417177_state(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_338_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f1438183293e_bool(image_com_pname(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),A))),hAPP_p1639923567m_bool(hAPP_f734198589m_bool(cOMBC_com_pname_bool,hAPP_f835719487e_bool(cOMBB_1083901850ol_com(fequal_pname),F)),hAPP_com_pname(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_339_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f1083669085e_bool(image_1774499931_pname(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_p606792009e_bool(hAPP_f1720171569e_bool(cOMBC_1952686190e_bool,hAPP_f777604691e_bool(cOMBB_1365368614_state(fequal_pname),F)),hAPP_H1193503499_pname(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_340_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(image_pname_pname(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,hAPP_f1336811455e_bool(cOMBB_542850580_pname(fequal_pname),F)),hAPP_pname_pname(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_341_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f674760225e_bool(image_1283814551_pname(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_fun_pname_bool(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),A))),hAPP_p338031245l_bool(hAPP_f2082757169l_bool(cOMBC_1004116266e_bool,hAPP_f1385420507e_bool(cOMBB_598082538e_bool(fequal_pname),F)),hAPP_f1297739591_pname(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_342_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f306376939e_bool(image_1863446033_pname(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),A))),hAPP_p1235466077l_bool(hAPP_f780571929l_bool(cOMBC_1558112230e_bool,hAPP_f700046015e_bool(cOMBB_1400714760e_bool(fequal_pname),F)),hAPP_f88366945_pname(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_343_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f1709493145l_bool(image_1403607267e_bool(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_f360545851e_bool(hAPP_f591683433e_bool(cOMBC_1984545208l_bool,hAPP_f381060343l_bool(cOMBB_1631414076_state(fequal533582459e_bool),F)),hAPP_H1776011827e_bool(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_344_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f849457489l_bool(image_995511119e_bool(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,hAPP_f1191357267l_bool(cOMBB_639263758_state(fequal1475827639e_bool),F)),hAPP_H216526335e_bool(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_345_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f434788991l_bool(image_47868345e_bool(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,hAPP_f567934427l_bool(cOMBB_408569982_pname(fequal533582459e_bool),F)),hAPP_p61793385e_bool(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_346_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f1492100075l_bool(image_234387449e_bool(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_f1083669085e_bool(hAPP_f568104217e_bool(cOMBC_1757633998l_bool,hAPP_f1143533991l_bool(cOMBB_949755692_pname(fequal1475827639e_bool),F)),hAPP_p606792009e_bool(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_347_pigeonhole__infinite,axiom,
% 53.58/53.58 ! [F,A] :
% 53.58/53.58 ( ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.58 => ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 & ~ hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_H1776011827e_bool(hAPP_f343137017e_bool(cOMBC_19854728e_bool,hAPP_f472107739e_bool(cOMBB_181781758_pname(fequal1440809015_state),F)),hAPP_p1751618853_state(F,X_2)))))) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_348_com_Osimps_I6_J,axiom,
% 53.58/53.58 ! [Pname_2,Pname_1] :
% 53.58/53.58 ( ( is_pname(Pname_2)
% 53.58/53.58 & is_pname(Pname_1) )
% 53.58/53.58 => ( hAPP_pname_com(body_1,Pname_2) = hAPP_pname_com(body_1,Pname_1)
% 53.58/53.58 <=> Pname_2 = Pname_1 ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_349_MGT__Body,axiom,
% 53.58/53.58 ! [G_2,Procs] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),body_1)),Procs))),hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),hAPP_f96342628me_com(cOMBB_923936821_pname(the_com),body))),Procs)))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Procs))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),body_1)),Procs))) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_350_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),dom_com_com(M)))
% 53.58/53.58 => ? [B_3] : hAPP_com_option_com(M,A_4) = hAPP_com_option_com(some_com,B_3) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_351_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),dom_Ho2070278094_pname(M)))
% 53.58/53.58 => ? [B_3] :
% 53.58/53.58 ( is_pname(B_3)
% 53.58/53.58 & hAPP_H1671063474_pname(M,A_4) = hAPP_p1252095976_pname(some_pname,B_3) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_352_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),dom_Ho1607160812_state(M)))
% 53.58/53.58 => ? [B_3] : hAPP_H1633077406_state(M,A_4) = hAPP_H1633077406_state(some_H1043067815_state,B_3) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_353_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pname_pname(M)))
% 53.58/53.58 => ? [B_3] :
% 53.58/53.58 ( is_pname(B_3)
% 53.58/53.58 & hAPP_p1252095976_pname(M,A_4) = hAPP_p1252095976_pname(some_pname,B_3) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_354_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pn480909800_state(M)))
% 53.58/53.58 => ? [B_3] : hAPP_p485182952_state(M,A_4) = hAPP_H1633077406_state(some_H1043067815_state,B_3) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_355_domD,axiom,
% 53.58/53.58 ! [A_4,M] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pname_com(M)))
% 53.58/53.58 => ? [B_3] : hAPP_p799580910on_com(M,A_4) = hAPP_com_option_com(some_com,B_3) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_356_the__elem__eq,axiom,
% 53.58/53.58 ! [X_1] :
% 53.58/53.58 ( is_pname(X_1)
% 53.58/53.58 => hAPP_f1297739591_pname(the_elem_pname,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) = X_1 ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_357_the__elem__eq,axiom,
% 53.58/53.58 ! [X_1] : hAPP_f1276420679ol_com(the_elem_com,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) = X_1 ).
% 53.58/53.58
% 53.58/53.58 fof(fact_358_the__elem__eq,axiom,
% 53.58/53.58 ! [X_1] : hAPP_f718417177_state(the_el2080696983_state,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) = X_1 ).
% 53.58/53.58
% 53.58/53.58 fof(fact_359_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_H46530577te_com(F,X_2)),B)) )
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1815646051m_bool(image_741143905te_com(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_360_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_H1193503499_pname(F,X_2)),B)) )
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f1083669085e_bool(image_1774499931_pname(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_361_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_pname_com(F,X_2)),B)) ) )
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1206115581m_bool(image_pname_com(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_362_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_pname_pname(F,X_2)),B)) ) )
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(image_pname_pname(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_363_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_c1455475371_state(F,X_2)),B)) )
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f457085749e_bool(image_2605051_state(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_364_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_com_pname(F,X_2)),B)) )
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f1438183293e_bool(image_com_pname(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_365_image__subsetI,axiom,
% 53.58/53.58 ! [F,B,A] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_p1751618853_state(F,X_2)),B)) ) )
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),B)) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_366_order__refl,axiom,
% 53.58/53.58 ! [X_1] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),X_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_367_order__refl,axiom,
% 53.58/53.58 ! [X_1] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),X_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_368_order__refl,axiom,
% 53.58/53.58 ! [X_1] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),X_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_369_nonempty__iff,axiom,
% 53.58/53.58 ! [A] :
% 53.58/53.58 ( A != bot_bot_fun_com_bool
% 53.58/53.58 <=> ? [X_2,B_2] :
% 53.58/53.58 ( A = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),B_2)
% 53.58/53.58 & ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),B_2)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_370_nonempty__iff,axiom,
% 53.58/53.58 ! [A] :
% 53.58/53.58 ( is_fun_pname_bool(A)
% 53.58/53.58 => ( A != bot_bo844097828e_bool
% 53.58/53.58 <=> ? [X_2,B_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & is_fun_pname_bool(B_2)
% 53.58/53.58 & A = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),B_2)
% 53.58/53.58 & ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),B_2)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_371_nonempty__iff,axiom,
% 53.58/53.58 ! [A] :
% 53.58/53.58 ( A != bot_bo784226126e_bool
% 53.58/53.58 <=> ? [X_2,B_2] :
% 53.58/53.58 ( A = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),B_2)
% 53.58/53.58 & ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),B_2)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_372_the_Osimps,axiom,
% 53.58/53.58 ! [X_5] :
% 53.58/53.58 ( is_pname(X_5)
% 53.58/53.58 => hAPP_o593586696_pname(the_pname_1,hAPP_p1252095976_pname(some_pname,X_5)) = X_5 ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_373_the_Osimps,axiom,
% 53.58/53.58 ! [X_5] : hAPP_o1912464824_state(the_Ho32424093_state,hAPP_H1633077406_state(some_H1043067815_state,X_5)) = X_5 ).
% 53.58/53.58
% 53.58/53.58 fof(fact_374_the_Osimps,axiom,
% 53.58/53.58 ! [X_5] : hAPP_option_com_com(the_com,hAPP_com_option_com(some_com,X_5)) = X_5 ).
% 53.58/53.58
% 53.58/53.58 fof(fact_375_weak__Body,axiom,
% 53.58/53.58 ! [G_2,P_1,Pn_1,Q_1] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_option_com_com(the_com,hAPP_p799580910on_com(body,Pn_1))),Q_1)),bot_bo784226126e_bool)))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_pname_com(body_1,Pn_1)),Q_1)),bot_bo784226126e_bool))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_376_BodyN,axiom,
% 53.58/53.58 ! [P_1,Pn_1,Q_1,G_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_pname_com(body_1,Pn_1)),Q_1)),G_2)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_option_com_com(the_com,hAPP_p799580910on_com(body,Pn_1))),Q_1)),bot_bo784226126e_bool)))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_pname_com(body_1,Pn_1)),Q_1)),bot_bo784226126e_bool))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_377_state__not__singleton__def,axiom,
% 53.58/53.58 ( hBOOL(hoare_1795711768gleton)
% 53.58/53.58 <=> ? [S_1,T_2] : S_1 != T_2 ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_378_UnCI,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A)) )
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_379_UnCI,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A)) )
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_380_UnCI,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A)) )
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_381_UnE,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B)))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_382_UnE,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_383_UnE,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.58 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_384_triple_Oinject,axiom,
% 53.58/53.58 ! [Fun1_2,Com_1,Fun2_2,Fun1_1,Com_2,Fun2_1] :
% 53.58/53.58 ( hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,Fun1_2),Com_1),Fun2_2) = hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,Fun1_1),Com_2),Fun2_1)
% 53.58/53.58 <=> ( Fun1_2 = Fun1_1
% 53.58/53.58 & Com_1 = Com_2
% 53.58/53.58 & Fun2_2 = Fun2_1 ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_385_UnI2,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_386_UnI2,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_387_UnI2,axiom,
% 53.58/53.58 ! [A,C,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_388_UnI1,axiom,
% 53.58/53.58 ! [B,C,A] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.58 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_389_UnI1,axiom,
% 53.58/53.58 ! [B,C,A] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_390_UnI1,axiom,
% 53.58/53.58 ! [B,C,A] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_391_ball__Un,axiom,
% 53.58/53.58 ! [P_1,A,B] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.58 => hBOOL(hAPP_pname_bool(P_1,X_2)) ) )
% 53.58/53.58 <=> ( ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_pname_bool(P_1,X_2)) ) )
% 53.58/53.58 & ! [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),B))
% 53.58/53.58 => hBOOL(hAPP_pname_bool(P_1,X_2)) ) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_392_ball__Un,axiom,
% 53.58/53.58 ! [P_1,A,B] :
% 53.58/53.58 ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)))
% 53.58/53.58 => hBOOL(hAPP_H242767318e_bool(P_1,X_2)) )
% 53.58/53.58 <=> ( ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 => hBOOL(hAPP_H242767318e_bool(P_1,X_2)) )
% 53.58/53.58 & ! [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),B))
% 53.58/53.58 => hBOOL(hAPP_H242767318e_bool(P_1,X_2)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_393_bex__Un,axiom,
% 53.58/53.58 ! [P_1,A,B] :
% 53.58/53.58 ( ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.58 & hBOOL(hAPP_pname_bool(P_1,X_2)) )
% 53.58/53.58 <=> ( ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.58 & hBOOL(hAPP_pname_bool(P_1,X_2)) )
% 53.58/53.58 | ? [X_2] :
% 53.58/53.58 ( is_pname(X_2)
% 53.58/53.58 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),B))
% 53.58/53.58 & hBOOL(hAPP_pname_bool(P_1,X_2)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_394_bex__Un,axiom,
% 53.58/53.58 ! [P_1,A,B] :
% 53.58/53.58 ( ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)))
% 53.58/53.58 & hBOOL(hAPP_H242767318e_bool(P_1,X_2)) )
% 53.58/53.58 <=> ( ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.58 & hBOOL(hAPP_H242767318e_bool(P_1,X_2)) )
% 53.58/53.58 | ? [X_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),B))
% 53.58/53.58 & hBOOL(hAPP_H242767318e_bool(P_1,X_2)) ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_395_Un__assoc,axiom,
% 53.58/53.58 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),C_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_396_Un__assoc,axiom,
% 53.58/53.58 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),C_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_397_Un__iff,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.58 | hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_398_Un__iff,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.58 | hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_399_Un__iff,axiom,
% 53.58/53.58 ! [C,A,B] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.58 | hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_400_Un__left__commute,axiom,
% 53.58/53.58 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),C_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_401_Un__left__commute,axiom,
% 53.58/53.58 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),C_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_402_Un__left__absorb,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_403_Un__left__absorb,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_404_Un__commute,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),A) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_405_Un__commute,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),A) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_406_Un__def,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fdisj),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),A))),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),B))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_407_Un__def,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fdisj),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),A))),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),B))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_408_Un__def,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fdisj),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),A))),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),B))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_409_Un__def,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fdisj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),B))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_410_Un__def,axiom,
% 53.58/53.58 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fdisj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),B))) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_411_Un__absorb,axiom,
% 53.58/53.58 ! [A] :
% 53.58/53.58 ( is_fun_pname_bool(A)
% 53.58/53.58 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),A) = A ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_412_Un__absorb,axiom,
% 53.58/53.58 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),A) = A ).
% 53.58/53.58
% 53.58/53.58 fof(fact_413_Collect__disj__eq,axiom,
% 53.58/53.58 ! [P_1,Q_1] : hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fdisj),P_1)),Q_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(collect_pname,P_1)),hAPP_f759274231e_bool(collect_pname,Q_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_414_Collect__disj__eq,axiom,
% 53.58/53.58 ! [P_1,Q_1] : hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fdisj),P_1)),Q_1)) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,hAPP_f559147733l_bool(collec1974731493e_bool,P_1)),hAPP_f559147733l_bool(collec1974731493e_bool,Q_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_415_Collect__disj__eq,axiom,
% 53.58/53.58 ! [P_1,Q_1] : hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fdisj),P_1)),Q_1)) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,hAPP_f734420447l_bool(collec1987918285e_bool,P_1)),hAPP_f734420447l_bool(collec1987918285e_bool,Q_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_416_Collect__disj__eq,axiom,
% 53.58/53.58 ! [P_1,Q_1] : hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fdisj),P_1)),Q_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(collec637225377_state,P_1)),hAPP_f806699093e_bool(collec637225377_state,Q_1)) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_417_Un__empty,axiom,
% 53.58/53.58 ! [A,B] :
% 53.58/53.58 ( ( is_fun_pname_bool(A)
% 53.58/53.58 & is_fun_pname_bool(B) )
% 53.58/53.58 => ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = bot_bo844097828e_bool
% 53.58/53.58 <=> ( A = bot_bo844097828e_bool
% 53.58/53.58 & B = bot_bo844097828e_bool ) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_418_Un__empty,axiom,
% 53.58/53.58 ! [A,B] :
% 53.58/53.58 ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B) = bot_bot_fun_com_bool
% 53.58/53.58 <=> ( A = bot_bot_fun_com_bool
% 53.58/53.58 & B = bot_bot_fun_com_bool ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_419_Un__empty,axiom,
% 53.58/53.58 ! [A,B] :
% 53.58/53.58 ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = bot_bo784226126e_bool
% 53.58/53.58 <=> ( A = bot_bo784226126e_bool
% 53.58/53.58 & B = bot_bo784226126e_bool ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_420_Un__empty__right,axiom,
% 53.58/53.58 ! [A] :
% 53.58/53.58 ( is_fun_pname_bool(A)
% 53.58/53.58 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),bot_bo844097828e_bool) = A ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_421_Un__empty__right,axiom,
% 53.58/53.58 ! [A] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),bot_bot_fun_com_bool) = A ).
% 53.58/53.58
% 53.58/53.58 fof(fact_422_Un__empty__right,axiom,
% 53.58/53.58 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),bot_bo784226126e_bool) = A ).
% 53.58/53.58
% 53.58/53.58 fof(fact_423_Un__empty__left,axiom,
% 53.58/53.58 ! [B] :
% 53.58/53.58 ( is_fun_pname_bool(B)
% 53.58/53.58 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,bot_bo844097828e_bool),B) = B ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_424_Un__empty__left,axiom,
% 53.58/53.58 ! [B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,bot_bot_fun_com_bool),B) = B ).
% 53.58/53.58
% 53.58/53.58 fof(fact_425_Un__empty__left,axiom,
% 53.58/53.58 ! [B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,bot_bo784226126e_bool),B) = B ).
% 53.58/53.58
% 53.58/53.58 fof(fact_426_finite__UnI,axiom,
% 53.58/53.58 ! [G_2,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,G_2))
% 53.58/53.58 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,Fa),G_2))) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_427_finite__UnI,axiom,
% 53.58/53.58 ! [G_2,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,G_2))
% 53.58/53.58 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,Fa),G_2))) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_428_finite__UnI,axiom,
% 53.58/53.58 ! [G_2,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,G_2))
% 53.58/53.58 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Fa),G_2))) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_429_finite__UnI,axiom,
% 53.58/53.58 ! [G_2,Fa] :
% 53.58/53.58 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.58 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,G_2))
% 53.58/53.58 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Fa),G_2))) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_430_finite__Un,axiom,
% 53.58/53.58 ! [Fa,G_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,Fa),G_2)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.58 & hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,G_2)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_431_finite__Un,axiom,
% 53.58/53.58 ! [Fa,G_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,Fa),G_2)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.58 & hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,G_2)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_432_finite__Un,axiom,
% 53.58/53.58 ! [Fa,G_2] :
% 53.58/53.58 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Fa),G_2)))
% 53.58/53.58 <=> ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.58 & hBOOL(hAPP_f1378282496l_bool(finite694102371_state,G_2)) ) ) ).
% 53.58/53.58
% 53.58/53.58 fof(fact_433_finite__Un,axiom,
% 53.58/53.59 ! [Fa,G_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Fa),G_2)))
% 53.58/53.59 <=> ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.59 & hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,G_2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_434_Un__insert__left,axiom,
% 53.58/53.59 ! [A_4,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)),C_1) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_435_Un__insert__left,axiom,
% 53.58/53.59 ! [A_4,B,C_1] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)),C_1) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,B),C_1)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_436_Un__insert__left,axiom,
% 53.58/53.59 ! [A_4,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)),C_1) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_437_Un__insert__right,axiom,
% 53.58/53.59 ! [A,A_4,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_438_Un__insert__right,axiom,
% 53.58/53.59 ! [A,A_4,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_439_Un__insert__right,axiom,
% 53.58/53.59 ! [A,A_4,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_440_Un__mono,axiom,
% 53.58/53.59 ! [B,D,A,C_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),D))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,C_1),D))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_441_Un__mono,axiom,
% 53.58/53.59 ! [B,D,A,C_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),C_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),D))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,C_1),D))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_442_Un__least,axiom,
% 53.58/53.59 ! [B,A,C_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),C_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),C_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_443_Un__least,axiom,
% 53.58/53.59 ! [B,A,C_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),C_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),C_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),C_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_444_Un__absorb2,axiom,
% 53.58/53.59 ! [B,A] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = A ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_445_Un__absorb2,axiom,
% 53.58/53.59 ! [B,A] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = A ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_446_Un__absorb1,axiom,
% 53.58/53.59 ! [A,B] :
% 53.58/53.59 ( is_fun_pname_bool(B)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = B ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_447_Un__absorb1,axiom,
% 53.58/53.59 ! [A,B] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = B ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_448_subset__Un__eq,axiom,
% 53.58/53.59 ! [A,B] :
% 53.58/53.59 ( is_fun_pname_bool(B)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.59 <=> hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = B ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_449_subset__Un__eq,axiom,
% 53.58/53.59 ! [A,B] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.59 <=> hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = B ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_450_Un__upper2,axiom,
% 53.58/53.59 ! [B,A] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_451_Un__upper2,axiom,
% 53.58/53.59 ! [B,A] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_452_Un__upper1,axiom,
% 53.58/53.59 ! [A,B] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_453_Un__upper1,axiom,
% 53.58/53.59 ! [A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_454_image__Un,axiom,
% 53.58/53.59 ! [F,A,B] : hAPP_f1083669085e_bool(image_1774499931_pname(F),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f1083669085e_bool(image_1774499931_pname(F),A)),hAPP_f1083669085e_bool(image_1774499931_pname(F),B)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_455_image__Un,axiom,
% 53.58/53.59 ! [F,A,B] : hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_456_insert__def,axiom,
% 53.58/53.59 ! [A_4,B] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(collect_pname,hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,fequal_pname),A_4))),B) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_457_insert__def,axiom,
% 53.58/53.59 ! [A_4,B] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,hAPP_f1682609283m_bool(collect_com,hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,fequal_com),A_4))),B) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_458_insert__def,axiom,
% 53.58/53.59 ! [A_4,B] : hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),B) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,fequal533582459e_bool),A_4))),B) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_459_insert__def,axiom,
% 53.58/53.59 ! [A_4,B] : hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),B) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,fequal1475827639e_bool),A_4))),B) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_460_insert__def,axiom,
% 53.58/53.59 ! [A_4,B] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(collec637225377_state,hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,fequal1440809015_state),A_4))),B) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_461_insert__is__Un,axiom,
% 53.58/53.59 ! [A_4,A] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool)),A) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_462_insert__is__Un,axiom,
% 53.58/53.59 ! [A_4,A] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool)),A) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_463_insert__is__Un,axiom,
% 53.58/53.59 ! [A_4,A] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool)),A) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_464_hoare__derivs_OBody,axiom,
% 53.58/53.59 ! [G_2,P_1,Q_1,Procs] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),body_1)),Q_1)),Procs))),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),hAPP_f96342628me_com(cOMBB_923936821_pname(the_com),body))),Q_1)),Procs)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),body_1)),Q_1)),Procs))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_465_xt1_I6_J,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Z),Y_2))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Z),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_466_xt1_I6_J,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Z),Y_2))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Z),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_467_xt1_I6_J,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Z),Y_2))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Z),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_468_xt1_I5_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( ( is_fun_pname_bool(Y_2)
% 53.58/53.59 & is_fun_pname_bool(X_1) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 => X_1 = Y_2 ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_469_xt1_I5_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(Y_2) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_470_xt1_I5_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 => X_1 = Y_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_471_order__trans,axiom,
% 53.58/53.59 ! [Z,X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),Z))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_472_order__trans,axiom,
% 53.58/53.59 ! [Z,X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),Z))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_473_order__trans,axiom,
% 53.58/53.59 ! [Z,X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),Z))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_474_order__antisym,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_1)
% 53.58/53.59 & is_fun_pname_bool(Y_2) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => X_1 = Y_2 ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_475_order__antisym,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(Y_2) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_476_order__antisym,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => X_1 = Y_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_477_xt1_I4_J,axiom,
% 53.58/53.59 ! [C,B_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),A_4))
% 53.58/53.59 => ( B_1 = C
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_478_xt1_I4_J,axiom,
% 53.58/53.59 ! [C,B_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),A_4))
% 53.58/53.59 => ( ( hBOOL(B_1)
% 53.58/53.59 <=> hBOOL(C) )
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_479_xt1_I4_J,axiom,
% 53.58/53.59 ! [C,B_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),A_4))
% 53.58/53.59 => ( B_1 = C
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_480_ord__le__eq__trans,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),B_1))
% 53.58/53.59 => ( B_1 = C
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_481_ord__le__eq__trans,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),B_1))
% 53.58/53.59 => ( ( hBOOL(B_1)
% 53.58/53.59 <=> hBOOL(C) )
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_482_ord__le__eq__trans,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),B_1))
% 53.58/53.59 => ( B_1 = C
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_483_xt1_I3_J,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( A_4 = B_1
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C),B_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_484_xt1_I3_J,axiom,
% 53.58/53.59 ! [C,B_1,A_4] :
% 53.58/53.59 ( ( hBOOL(A_4)
% 53.58/53.59 <=> hBOOL(B_1) )
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,C),B_1))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_485_xt1_I3_J,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( A_4 = B_1
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C),B_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C),A_4)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_486_ord__eq__le__trans,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( A_4 = B_1
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),C))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_487_ord__eq__le__trans,axiom,
% 53.58/53.59 ! [C,B_1,A_4] :
% 53.58/53.59 ( ( hBOOL(A_4)
% 53.58/53.59 <=> hBOOL(B_1) )
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),C))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_488_ord__eq__le__trans,axiom,
% 53.58/53.59 ! [C,A_4,B_1] :
% 53.58/53.59 ( A_4 = B_1
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),C))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),C)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_489_order__antisym__conv,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( ( is_fun_pname_bool(Y_2)
% 53.58/53.59 & is_fun_pname_bool(X_1) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 <=> X_1 = Y_2 ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_490_order__antisym__conv,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 <=> ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(Y_2) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_491_order__antisym__conv,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 <=> X_1 = Y_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_492_order__eq__refl,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( X_1 = Y_2
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_493_order__eq__refl,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(Y_2) )
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_494_order__eq__refl,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( X_1 = Y_2
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_495_order__eq__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_1)
% 53.58/53.59 & is_fun_pname_bool(Y_2) )
% 53.58/53.59 => ( X_1 = Y_2
% 53.58/53.59 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_496_order__eq__iff,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(Y_2) )
% 53.58/53.59 <=> ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 & hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_497_order__eq__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( X_1 = Y_2
% 53.58/53.59 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_498_option_Oinject,axiom,
% 53.58/53.59 ! [A_4,A_8] :
% 53.58/53.59 ( ( is_pname(A_4)
% 53.58/53.59 & is_pname(A_8) )
% 53.58/53.59 => ( hAPP_p1252095976_pname(some_pname,A_4) = hAPP_p1252095976_pname(some_pname,A_8)
% 53.58/53.59 <=> A_4 = A_8 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_499_option_Oinject,axiom,
% 53.58/53.59 ! [A_4,A_8] :
% 53.58/53.59 ( hAPP_H1633077406_state(some_H1043067815_state,A_4) = hAPP_H1633077406_state(some_H1043067815_state,A_8)
% 53.58/53.59 <=> A_4 = A_8 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_500_option_Oinject,axiom,
% 53.58/53.59 ! [A_4,A_8] :
% 53.58/53.59 ( hAPP_com_option_com(some_com,A_4) = hAPP_com_option_com(some_com,A_8)
% 53.58/53.59 <=> A_4 = A_8 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_501_constant,axiom,
% 53.58/53.59 ! [G_2,P_1,C,Q_1,C_1] :
% 53.58/53.59 ( ( hBOOL(C_1)
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_b1095269219e_bool(hAPP_f701449317e_bool(cOMBC_471052088e_bool,hAPP_f873506917e_bool(cOMBB_1757942702_state(cOMBC_231445413l_bool),hAPP_f1283379615l_bool(cOMBB_1759179140_state(cOMBB_188601460_state(fconj)),P_1))),C_1)),C),Q_1)),bot_bo784226126e_bool))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_502_Body1,axiom,
% 53.58/53.59 ! [Pn_1,G_2,P_1,Q_1,Procs] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),body_1)),Q_1)),Procs))),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),hAPP_f96342628me_com(cOMBB_923936821_pname(the_com),body))),Q_1)),Procs)))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,Pn_1),Procs))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_p1637813682e_bool(P_1,Pn_1)),hAPP_pname_com(body_1,Pn_1)),hAPP_p1637813682e_bool(Q_1,Pn_1))),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_503_le__bot,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( is_fun_pname_bool(A_4)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),bot_bo844097828e_bool))
% 53.58/53.59 => A_4 = bot_bo844097828e_bool ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_504_le__bot,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A_4),bot_bot_fun_com_bool))
% 53.58/53.59 => A_4 = bot_bot_fun_com_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_505_le__bot,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),bot_bot_bool))
% 53.58/53.59 => ( hBOOL(A_4)
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_506_le__bot,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),bot_bo784226126e_bool))
% 53.58/53.59 => A_4 = bot_bo784226126e_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_507_bot__unique,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( is_fun_pname_bool(A_4)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),bot_bo844097828e_bool))
% 53.58/53.59 <=> A_4 = bot_bo844097828e_bool ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_508_bot__unique,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A_4),bot_bot_fun_com_bool))
% 53.58/53.59 <=> A_4 = bot_bot_fun_com_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_509_bot__unique,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),bot_bot_bool))
% 53.58/53.59 <=> ( hBOOL(A_4)
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_510_bot__unique,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),bot_bo784226126e_bool))
% 53.58/53.59 <=> A_4 = bot_bo784226126e_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_511_bot__least,axiom,
% 53.58/53.59 ! [A_4] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,bot_bo844097828e_bool),A_4)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_512_bot__least,axiom,
% 53.58/53.59 ! [A_4] : hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,bot_bot_fun_com_bool),A_4)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_513_bot__least,axiom,
% 53.58/53.59 ! [A_4] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,bot_bot_bool),A_4)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_514_bot__least,axiom,
% 53.58/53.59 ! [A_4] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,bot_bo784226126e_bool),A_4)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_515_le__funE,axiom,
% 53.58/53.59 ! [X_1,F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,F),G))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_pname_bool(F,X_1)),hAPP_pname_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_516_le__funE,axiom,
% 53.58/53.59 ! [X_1,F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,F),G))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_H242767318e_bool(F,X_1)),hAPP_H242767318e_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_517_le__funD,axiom,
% 53.58/53.59 ! [X_1,F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,F),G))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_pname_bool(F,X_1)),hAPP_pname_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_518_le__funD,axiom,
% 53.58/53.59 ! [X_1,F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,F),G))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_H242767318e_bool(F,X_1)),hAPP_H242767318e_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_519_le__fun__def,axiom,
% 53.58/53.59 ! [F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,F),G))
% 53.58/53.59 <=> ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_pname_bool(F,X_2)),hAPP_pname_bool(G,X_2))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_520_le__fun__def,axiom,
% 53.58/53.59 ! [F,G] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,F),G))
% 53.58/53.59 <=> ! [X_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_H242767318e_bool(F,X_2)),hAPP_H242767318e_bool(G,X_2))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_521_bot__apply,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(bot_bo844097828e_bool,X_1))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_522_bot__apply,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(bot_bot_fun_com_bool,X_1))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_523_bot__apply,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(bot_bo784226126e_bool,X_1))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_524_bot__fun__def,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(bot_bo844097828e_bool,X_2))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_525_bot__fun__def,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(bot_bot_fun_com_bool,X_2))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_526_bot__fun__def,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(bot_bo784226126e_bool,X_2))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_527_finite__pointwise,axiom,
% 53.58/53.59 ! [P_1,Q_1,G_2,P_3,C0_1,Q_3,U_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,U_1))
% 53.58/53.59 => ( ! [P_4] :
% 53.58/53.59 ( is_fun_pname_bool(P_4)
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f887530048e_bool(P_3,P_4)),hAPP_f792846925ol_com(C0_1,P_4)),hAPP_f887530048e_bool(Q_3,P_4))),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f887530048e_bool(P_1,P_4)),hAPP_f792846925ol_com(C0_1,P_4)),hAPP_f887530048e_bool(Q_1,P_4))),bot_bo784226126e_bool))) ) )
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f509793681e_bool(image_845802851_state(hAPP_f819036232_state(hAPP_f815143704_state(cOMBS_858986606_state,hAPP_f240260249_state(hAPP_f578932784_state(cOMBS_384351451_state,hAPP_f1633046421_state(cOMBB_1794358604e_bool(hoare_1191504582_state),P_3)),C0_1)),Q_3)),U_1)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f509793681e_bool(image_845802851_state(hAPP_f819036232_state(hAPP_f815143704_state(cOMBS_858986606_state,hAPP_f240260249_state(hAPP_f578932784_state(cOMBS_384351451_state,hAPP_f1633046421_state(cOMBB_1794358604e_bool(hoare_1191504582_state),P_1)),C0_1)),Q_1)),U_1))) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_528_finite__pointwise,axiom,
% 53.58/53.59 ! [P_1,Q_1,G_2,P_3,C0_1,Q_3,U_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,U_1))
% 53.58/53.59 => ( ! [P_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1487042470e_bool(P_3,P_4)),hAPP_f1547517799ol_com(C0_1,P_4)),hAPP_f1487042470e_bool(Q_3,P_4))),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1487042470e_bool(P_1,P_4)),hAPP_f1547517799ol_com(C0_1,P_4)),hAPP_f1487042470e_bool(Q_1,P_4))),bot_bo784226126e_bool))) )
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f1216288071e_bool(image_1497401961_state(hAPP_f578501918_state(hAPP_f886846002_state(cOMBS_57685138_state,hAPP_f824259881_state(hAPP_f37848848_state(cOMBS_1164062463_state,hAPP_f250550847_state(cOMBB_2049797414e_bool(hoare_1191504582_state),P_3)),C0_1)),Q_3)),U_1)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f1216288071e_bool(image_1497401961_state(hAPP_f578501918_state(hAPP_f886846002_state(cOMBS_57685138_state,hAPP_f824259881_state(hAPP_f37848848_state(cOMBS_1164062463_state,hAPP_f250550847_state(cOMBB_2049797414e_bool(hoare_1191504582_state),P_1)),C0_1)),Q_1)),U_1))) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_529_finite__pointwise,axiom,
% 53.58/53.59 ! [P_1,Q_1,G_2,P_3,C0_1,Q_3,U_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,U_1))
% 53.58/53.59 => ( ! [P_4] :
% 53.58/53.59 ( is_pname(P_4)
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_p1637813682e_bool(P_3,P_4)),hAPP_pname_com(C0_1,P_4)),hAPP_p1637813682e_bool(Q_3,P_4))),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_p1637813682e_bool(P_1,P_4)),hAPP_pname_com(C0_1,P_4)),hAPP_p1637813682e_bool(Q_1,P_4))),bot_bo784226126e_bool))) ) )
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_3)),C0_1)),Q_3)),U_1)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),C0_1)),Q_1)),U_1))) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_530_escape,axiom,
% 53.58/53.59 ! [G_2,C,Q_1,P_1] :
% 53.58/53.59 ( ! [Z_2,S_1] :
% 53.58/53.59 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_1,Z_2),S_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1863945078e_bool(cOMBK_631994958_state,hAPP_s1806633685e_bool(hAPP_f817621513e_bool(cOMBC_2027030106e_bool,fequal_state),S_1))),C),hAPP_f1863945078e_bool(cOMBK_631994958_state,hAPP_s1806633685e_bool(Q_1,Z_2)))),bot_bo784226126e_bool))) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_531_Body__sound__lemma,axiom,
% 53.58/53.59 ! [G_2,P_1,Q_1,Procs] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_919241616_state(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),body_1)),Q_1)),Procs))),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),hAPP_f96342628me_com(cOMBB_923936821_pname(the_com),body))),Q_1)),Procs)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_919241616_state(G_2),hAPP_f360545851e_bool(image_185131637_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,hAPP_f804744487_state(cOMBB_2084106034_pname(hoare_1191504582_state),P_1)),body_1)),Q_1)),Procs))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_532_conseq1,axiom,
% 53.58/53.59 ! [P_1,G_2,P_3,C,Q_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_3),C),Q_1)),bot_bo784226126e_bool)))
% 53.58/53.59 => ( ! [Z_2,S_1] :
% 53.58/53.59 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_1,Z_2),S_1))
% 53.58/53.59 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_3,Z_2),S_1)) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_533_conseq2,axiom,
% 53.58/53.59 ! [Q_1,G_2,P_1,C,Q_3] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_3)),bot_bo784226126e_bool)))
% 53.58/53.59 => ( ! [Z_2,S_1] :
% 53.58/53.59 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_3,Z_2),S_1))
% 53.58/53.59 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_1,Z_2),S_1)) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_534_MGF__complete,axiom,
% 53.58/53.59 ! [P_1,Q_1,C] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(bot_bo784226126e_bool),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,C)),bot_bo784226126e_bool)))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_919241616_state(bot_bo784226126e_bool),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(bot_bo784226126e_bool),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_535_sup1E,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B),X_1))
% 53.58/53.59 => ( ~ hBOOL(hAPP_pname_bool(A,X_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(B,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_536_sup1E,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B),X_1))
% 53.58/53.59 => ( ~ hBOOL(hAPP_H242767318e_bool(A,X_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(B,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_537_sup1CI,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( ( ~ hBOOL(hAPP_pname_bool(B,X_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(A,X_1)) )
% 53.58/53.59 => hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_538_sup1CI,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( ( ~ hBOOL(hAPP_H242767318e_bool(B,X_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(A,X_1)) )
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_539_conseq12,axiom,
% 53.58/53.59 ! [Q_1,P_1,G_2,P_3,C,Q_3] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_3),C),Q_3)),bot_bo784226126e_bool)))
% 53.58/53.59 => ( ! [Z_2,S_1] :
% 53.58/53.59 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_1,Z_2),S_1))
% 53.58/53.59 => ! [S_2] :
% 53.58/53.59 ( ! [Z_3] :
% 53.58/53.59 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_3,Z_3),S_1))
% 53.58/53.59 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_3,Z_3),S_2)) )
% 53.58/53.59 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_1,Z_2),S_2)) ) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_540_hoare__sound,axiom,
% 53.58/53.59 ! [G_2,Ts] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),Ts))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_919241616_state(G_2),Ts)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_541_bot__empty__eq,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(bot_bot_fun_com_bool,X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),bot_bot_fun_com_bool)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_542_bot__empty__eq,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(bot_bo784226126e_bool,X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),bot_bo784226126e_bool)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_543_bot__empty__eq,axiom,
% 53.58/53.59 ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(bot_bo844097828e_bool,X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),bot_bo844097828e_bool)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_544_rev__predicate1D,axiom,
% 53.58/53.59 ! [Q_1,P_1,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(P_1,X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,P_1),Q_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(Q_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_545_rev__predicate1D,axiom,
% 53.58/53.59 ! [Q_1,P_1,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(P_1,X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,P_1),Q_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(Q_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_546_predicate1D,axiom,
% 53.58/53.59 ! [X_1,P_1,Q_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,P_1),Q_1))
% 53.58/53.59 => ( hBOOL(hAPP_pname_bool(P_1,X_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(Q_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_547_predicate1D,axiom,
% 53.58/53.59 ! [X_1,P_1,Q_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,P_1),Q_1))
% 53.58/53.59 => ( hBOOL(hAPP_H242767318e_bool(P_1,X_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(Q_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_548_sup1I2,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(B,X_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_549_sup1I2,axiom,
% 53.58/53.59 ! [A,B,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(B,X_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_550_sup1I1,axiom,
% 53.58/53.59 ! [B,A,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(A,X_1))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_551_sup1I1,axiom,
% 53.58/53.59 ! [B,A,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(A,X_1))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_552_pred__subset__eq,axiom,
% 53.58/53.59 ! [R_1,S] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),R_1)),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),S)))
% 53.58/53.59 <=> hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,R_1),S)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_553_pred__subset__eq,axiom,
% 53.58/53.59 ! [R_1,S] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),R_1)),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),S)))
% 53.58/53.59 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,R_1),S)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_554_pred__subset__eq,axiom,
% 53.58/53.59 ! [R_1,S] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),R_1)),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),S)))
% 53.58/53.59 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,R_1),S)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_555_sup__Un__eq,axiom,
% 53.58/53.59 ! [R_1,S,X_2] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),R_1)),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),S)),X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,R_1),S))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_556_sup__Un__eq,axiom,
% 53.58/53.59 ! [R_1,S,X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),R_1)),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),S)),X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,R_1),S))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_557_sup__Un__eq,axiom,
% 53.58/53.59 ! [R_1,S,X_2] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),R_1)),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),S)),X_2))
% 53.58/53.59 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,R_1),S))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_558_le__funI,axiom,
% 53.58/53.59 ! [F,G] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_pname_bool(F,X_2)),hAPP_pname_bool(G,X_2))) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,F),G)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_559_le__funI,axiom,
% 53.58/53.59 ! [F,G] :
% 53.58/53.59 ( ! [X_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_H242767318e_bool(F,X_2)),hAPP_H242767318e_bool(G,X_2)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,F),G)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_560_Option_Oset_Osimps_I2_J,axiom,
% 53.58/53.59 ! [X_1] : set_pname(hAPP_p1252095976_pname(some_pname,X_1)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_561_Option_Oset_Osimps_I2_J,axiom,
% 53.58/53.59 ! [X_1] : set_com(hAPP_com_option_com(some_com,X_1)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_562_Option_Oset_Osimps_I2_J,axiom,
% 53.58/53.59 ! [X_1] : set_Ho1741238126_state(hAPP_H1633077406_state(some_H1043067815_state,X_1)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_563_sup__apply,axiom,
% 53.58/53.59 ! [F,G,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,F),G),X_1))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_pname_bool(F,X_1)),hAPP_pname_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_564_sup__apply,axiom,
% 53.58/53.59 ! [F,G,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,F),G),X_1))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_H242767318e_bool(F,X_1)),hAPP_H242767318e_bool(G,X_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_565_sup__fun__def,axiom,
% 53.58/53.59 ! [F,G,X_2] :
% 53.58/53.59 ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,F),G),X_2))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_pname_bool(F,X_2)),hAPP_pname_bool(G,X_2))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_566_sup__fun__def,axiom,
% 53.58/53.59 ! [F,G,X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,F),G),X_2))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_H242767318e_bool(F,X_2)),hAPP_H242767318e_bool(G,X_2))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_567_single__stateE,axiom,
% 53.58/53.59 ( hBOOL(hoare_1795711768gleton)
% 53.58/53.59 => ! [T_2] :
% 53.58/53.59 ~ ! [S_1] : S_1 = T_2 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_568_sup__eq__bot__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_1)
% 53.58/53.59 & is_fun_pname_bool(Y_2) )
% 53.58/53.59 => ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = bot_bo844097828e_bool
% 53.58/53.59 <=> ( X_1 = bot_bo844097828e_bool
% 53.58/53.59 & Y_2 = bot_bo844097828e_bool ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_569_sup__eq__bot__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,X_1),Y_2) = bot_bot_fun_com_bool
% 53.58/53.59 <=> ( X_1 = bot_bot_fun_com_bool
% 53.58/53.59 & Y_2 = bot_bot_fun_com_bool ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_570_sup__eq__bot__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(bot_bot_bool) )
% 53.58/53.59 <=> ( ( hBOOL(X_1)
% 53.58/53.59 <=> hBOOL(bot_bot_bool) )
% 53.58/53.59 & ( hBOOL(Y_2)
% 53.58/53.59 <=> hBOOL(bot_bot_bool) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_571_sup__eq__bot__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = bot_bo784226126e_bool
% 53.58/53.59 <=> ( X_1 = bot_bo784226126e_bool
% 53.58/53.59 & Y_2 = bot_bo784226126e_bool ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_572_elem__set,axiom,
% 53.58/53.59 ! [X_1,Xo] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),set_com(Xo)))
% 53.58/53.59 <=> Xo = hAPP_com_option_com(some_com,X_1) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_573_elem__set,axiom,
% 53.58/53.59 ! [X_1,Xo] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),set_Ho1741238126_state(Xo)))
% 53.58/53.59 <=> Xo = hAPP_H1633077406_state(some_H1043067815_state,X_1) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_574_elem__set,axiom,
% 53.58/53.59 ! [X_1,Xo] :
% 53.58/53.59 ( is_option_pname(Xo)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),set_pname(Xo)))
% 53.58/53.59 <=> Xo = hAPP_p1252095976_pname(some_pname,X_1) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_575_sup_Oidem,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( is_fun_pname_bool(A_4)
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),A_4) = A_4 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_576_sup_Oidem,axiom,
% 53.58/53.59 ! [A_4] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),A_4))
% 53.58/53.59 <=> hBOOL(A_4) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_577_sup_Oidem,axiom,
% 53.58/53.59 ! [A_4] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),A_4) = A_4 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_578_sup__idem,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( is_fun_pname_bool(X_1)
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),X_1) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_579_sup__idem,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),X_1))
% 53.58/53.59 <=> hBOOL(X_1) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_580_sup__idem,axiom,
% 53.58/53.59 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),X_1) = X_1 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_581_sup_Ocommute,axiom,
% 53.58/53.59 ! [A_4,B_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B_1),A_4) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_582_sup_Ocommute,axiom,
% 53.58/53.59 ! [A_4,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,B_1),A_4)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_583_sup_Ocommute,axiom,
% 53.58/53.59 ! [A_4,B_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B_1),A_4) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_584_inf__sup__aci_I5_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),X_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_585_inf__sup__aci_I5_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_586_inf__sup__aci_I5_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),X_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_587_sup__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),X_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_588_sup__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),X_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_589_sup__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),X_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_590_sup_Oleft__idem,axiom,
% 53.58/53.59 ! [A_4,B_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_591_sup_Oleft__idem,axiom,
% 53.58/53.59 ! [A_4,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_592_sup_Oleft__idem,axiom,
% 53.58/53.59 ! [A_4,B_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_593_inf__sup__aci_I8_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_594_inf__sup__aci_I8_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_595_inf__sup__aci_I8_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_596_sup__left__idem,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_597_sup__left__idem,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_598_sup__left__idem,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_599_sup_Oleft__commute,axiom,
% 53.58/53.59 ! [B_1,A_4,C] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),C)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B_1),C)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_600_sup_Oleft__commute,axiom,
% 53.58/53.59 ! [B_1,A_4,C] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,B_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),C)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,B_1),C))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_601_sup_Oleft__commute,axiom,
% 53.58/53.59 ! [B_1,A_4,C] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),C)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B_1),C)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_602_inf__sup__aci_I7_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_603_inf__sup__aci_I7_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Z))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_604_inf__sup__aci_I7_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_605_sup__left__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_606_sup__left__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Z))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_607_sup__left__commute,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_608_sup_Oassoc,axiom,
% 53.58/53.59 ! [A_4,B_1,C] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)),C) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B_1),C)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_609_sup_Oassoc,axiom,
% 53.58/53.59 ! [A_4,B_1,C] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)),C))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,B_1),C))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_610_sup_Oassoc,axiom,
% 53.58/53.59 ! [A_4,B_1,C] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)),C) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B_1),C)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_611_inf__sup__aci_I6_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),Z) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_612_inf__sup__aci_I6_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),Z))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_613_inf__sup__aci_I6_J,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),Z) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_614_sup__assoc,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),Z) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_615_sup__assoc,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),Z))
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_616_sup__assoc,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),Z) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_617_inf__sup__ord_I3_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_618_inf__sup__ord_I3_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_619_inf__sup__ord_I3_J,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_620_sup__ge1,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_621_sup__ge1,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_622_sup__ge1,axiom,
% 53.58/53.59 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_623_inf__sup__ord_I4_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_624_inf__sup__ord_I4_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_625_inf__sup__ord_I4_J,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_626_sup__ge2,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_627_sup__ge2,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_628_sup__ge2,axiom,
% 53.58/53.59 ! [Y_2,X_1] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_629_le__iff__sup,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( is_fun_pname_bool(Y_2)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 <=> hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = Y_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_630_le__iff__sup,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 <=> ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(Y_2) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_631_le__iff__sup,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 <=> hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = Y_2 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_632_le__sup__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),Z))
% 53.58/53.59 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Z))
% 53.58/53.59 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_633_le__sup__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),Z))
% 53.58/53.59 <=> ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Z))
% 53.58/53.59 & hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_634_le__sup__iff,axiom,
% 53.58/53.59 ! [X_1,Y_2,Z] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),Z))
% 53.58/53.59 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Z))
% 53.58/53.59 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),Z)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_635_le__supI1,axiom,
% 53.58/53.59 ! [B_1,X_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),A_4))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_636_le__supI1,axiom,
% 53.58/53.59 ! [B_1,X_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),A_4))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_637_le__supI1,axiom,
% 53.58/53.59 ! [B_1,X_1,A_4] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),A_4))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_638_le__supI2,axiom,
% 53.58/53.59 ! [A_4,X_1,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),B_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_639_le__supI2,axiom,
% 53.58/53.59 ! [A_4,X_1,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),B_1))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_640_le__supI2,axiom,
% 53.58/53.59 ! [A_4,X_1,B_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),B_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_641_sup__absorb2,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( is_fun_pname_bool(Y_2)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = Y_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_642_sup__absorb2,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(Y_2) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_643_sup__absorb2,axiom,
% 53.58/53.59 ! [X_1,Y_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = Y_2 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_644_sup__absorb1,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( is_fun_pname_bool(X_1)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2) = X_1 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_645_sup__absorb1,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2))
% 53.58/53.59 <=> hBOOL(X_1) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_646_sup__absorb1,axiom,
% 53.58/53.59 ! [Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_647_le__supI,axiom,
% 53.58/53.59 ! [B_1,A_4,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),X_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_648_le__supI,axiom,
% 53.58/53.59 ! [B_1,A_4,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),X_1))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_649_le__supI,axiom,
% 53.58/53.59 ! [B_1,A_4,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),X_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_650_sup__least,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Z),X_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_651_sup__least,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Z),X_1))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_652_sup__least,axiom,
% 53.58/53.59 ! [Z,Y_2,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Z),X_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_653_sup__mono,axiom,
% 53.58/53.59 ! [B_1,D_1,A_4,C] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),C))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),D_1))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,C),D_1))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_654_sup__mono,axiom,
% 53.58/53.59 ! [B_1,D_1,A_4,C] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),C))
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),D_1))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,C),D_1))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_655_sup__mono,axiom,
% 53.58/53.59 ! [B_1,D_1,A_4,C] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),C))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),D_1))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,C),D_1))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_656_le__supE,axiom,
% 53.58/53.59 ! [A_4,B_1,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)),X_1))
% 53.58/53.59 => ~ ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),X_1))
% 53.58/53.59 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_657_le__supE,axiom,
% 53.58/53.59 ! [A_4,B_1,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)),X_1))
% 53.58/53.59 => ~ ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),X_1))
% 53.58/53.59 => ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_658_le__supE,axiom,
% 53.58/53.59 ! [A_4,B_1,X_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)),X_1))
% 53.58/53.59 => ~ ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),X_1))
% 53.58/53.59 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_659_sup__bot__left,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( is_fun_pname_bool(X_1)
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,bot_bo844097828e_bool),X_1) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_660_sup__bot__left,axiom,
% 53.58/53.59 ! [X_1] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,bot_bot_fun_com_bool),X_1) = X_1 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_661_sup__bot__left,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,bot_bot_bool),X_1))
% 53.58/53.59 <=> hBOOL(X_1) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_662_sup__bot__left,axiom,
% 53.58/53.59 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,bot_bo784226126e_bool),X_1) = X_1 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_663_sup__bot__right,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( is_fun_pname_bool(X_1)
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),bot_bo844097828e_bool) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_664_sup__bot__right,axiom,
% 53.58/53.59 ! [X_1] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,X_1),bot_bot_fun_com_bool) = X_1 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_665_sup__bot__right,axiom,
% 53.58/53.59 ! [X_1] :
% 53.58/53.59 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),bot_bot_bool))
% 53.58/53.59 <=> hBOOL(X_1) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_666_sup__bot__right,axiom,
% 53.58/53.59 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),bot_bo784226126e_bool) = X_1 ).
% 53.58/53.59
% 53.58/53.59 fof(fact_667_ospec,axiom,
% 53.58/53.59 ! [X_1,P_1,A] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),set_pname(A)))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(P_1,X_2)) ) )
% 53.58/53.59 => ( A = hAPP_p1252095976_pname(some_pname,X_1)
% 53.58/53.59 => hBOOL(hAPP_pname_bool(P_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_668_ospec,axiom,
% 53.58/53.59 ! [X_1,P_1,A] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),set_Ho1741238126_state(A)))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(P_1,X_2)) )
% 53.58/53.59 => ( A = hAPP_H1633077406_state(some_H1043067815_state,X_1)
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(P_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_669_ospec,axiom,
% 53.58/53.59 ! [X_1,P_1,A] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),set_com(A)))
% 53.58/53.59 => hBOOL(hAPP_com_bool(P_1,X_2)) )
% 53.58/53.59 => ( A = hAPP_com_option_com(some_com,X_1)
% 53.58/53.59 => hBOOL(hAPP_com_bool(P_1,X_1)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_670_folding__one__idem_Ounion__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( ( is_fun1661590463l_bool(B)
% 53.58/53.59 & is_fun1661590463l_bool(A) )
% 53.58/53.59 => ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( A != bot_bo1649642514l_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.59 => ( B != bot_bo1649642514l_bool
% 53.58/53.59 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f674760225e_bool(Fa,A)),hAPP_f674760225e_bool(Fa,B)) ) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_671_folding__one__idem_Ounion__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( A != bot_bo942947096l_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.59 => ( B != bot_bo942947096l_bool
% 53.58/53.59 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f1216288071e_bool(Fa,A)),hAPP_f1216288071e_bool(Fa,B)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_672_folding__one__idem_Ounion__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( A != bot_bot_fun_com_bool
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,B))
% 53.58/53.59 => ( B != bot_bot_fun_com_bool
% 53.58/53.59 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B)) = hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_f1276420679ol_com(Fa,A)),hAPP_f1276420679ol_com(Fa,B)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_673_folding__one__idem_Ounion__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( A != bot_bo784226126e_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.59 => ( B != bot_bo784226126e_bool
% 53.58/53.59 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)) = hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_f718417177_state(Fa,A)),hAPP_f718417177_state(Fa,B)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_674_folding__one__idem_Ounion__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( ( is_fun_pname_bool(B)
% 53.58/53.59 & is_fun_pname_bool(A) )
% 53.58/53.59 => ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( A != bot_bo844097828e_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.59 => ( B != bot_bo844097828e_bool
% 53.58/53.59 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_f1297739591_pname(Fa,A)),hAPP_f1297739591_pname(Fa,B)) ) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_675_folding__one__idem_Osubset__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(B)
% 53.58/53.59 => ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( B != bot_bo1649642514l_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,B),A))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f674760225e_bool(Fa,B)),hAPP_f674760225e_bool(Fa,A)) = hAPP_f674760225e_bool(Fa,A) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_676_folding__one__idem_Osubset__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( B != bot_bo942947096l_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,B),A))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f1216288071e_bool(Fa,B)),hAPP_f1216288071e_bool(Fa,A)) = hAPP_f1216288071e_bool(Fa,A) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_677_folding__one__idem_Osubset__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( B != bot_bot_fun_com_bool
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,B),A))
% 53.58/53.59 => hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_f1276420679ol_com(Fa,B)),hAPP_f1276420679ol_com(Fa,A)) = hAPP_f1276420679ol_com(Fa,A) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_678_folding__one__idem_Osubset__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( B != bot_bo784226126e_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A))
% 53.58/53.59 => hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_f718417177_state(Fa,B)),hAPP_f718417177_state(Fa,A)) = hAPP_f718417177_state(Fa,A) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_679_folding__one__idem_Osubset__idem,axiom,
% 53.58/53.59 ! [B,A,F,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(B)
% 53.58/53.59 => ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( B != bot_bo844097828e_bool
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A))
% 53.58/53.59 => hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_f1297739591_pname(Fa,B)),hAPP_f1297739591_pname(Fa,A)) = hAPP_f1297739591_pname(Fa,A) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_680_hoare__derivs_OSkip,axiom,
% 53.58/53.59 ! [G_2,P_1] : hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),skip),P_1)),bot_bo784226126e_bool))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_681_folding__one__idem_Oinsert__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( A != bot_bot_fun_com_bool
% 53.58/53.59 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = hAPP_com_com(hAPP_com_fun_com_com(F,X_1),hAPP_f1276420679ol_com(Fa,A)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_682_folding__one__idem_Oinsert__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(A)
% 53.58/53.59 => ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( A != bot_bo1649642514l_bool
% 53.58/53.59 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_1),hAPP_f674760225e_bool(Fa,A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_683_folding__one__idem_Oinsert__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( A != bot_bo942947096l_bool
% 53.58/53.59 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_1),hAPP_f1216288071e_bool(Fa,A)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_684_folding__one__idem_Oinsert__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( A != bot_bo844097828e_bool
% 53.58/53.59 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),hAPP_f1297739591_pname(Fa,A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_685_folding__one__idem_Oinsert__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( A != bot_bo784226126e_bool
% 53.58/53.59 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),hAPP_f718417177_state(Fa,A)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_686_finite__ne__induct,axiom,
% 53.58/53.59 ! [P_1,Fa] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,Fa))
% 53.58/53.59 => ( Fa != bot_bot_fun_com_bool
% 53.58/53.59 => ( ! [X_2] : hBOOL(hAPP_f990396704l_bool(P_1,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),bot_bot_fun_com_bool)))
% 53.58/53.59 => ( ! [X_2,F_2] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,F_2))
% 53.58/53.59 => ( F_2 != bot_bot_fun_com_bool
% 53.58/53.59 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),F_2))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(P_1,F_2))
% 53.58/53.59 => hBOOL(hAPP_f990396704l_bool(P_1,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),F_2))) ) ) ) )
% 53.58/53.59 => hBOOL(hAPP_f990396704l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_687_finite__ne__induct,axiom,
% 53.58/53.59 ! [P_1,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(Fa)
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.59 => ( Fa != bot_bo1649642514l_bool
% 53.58/53.59 => ( ! [X_2] :
% 53.58/53.59 ( is_fun_pname_bool(X_2)
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(P_1,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_2),bot_bo1649642514l_bool))) )
% 53.58/53.59 => ( ! [X_2,F_2] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_2)
% 53.58/53.59 & is_fun1661590463l_bool(F_2) )
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,F_2))
% 53.58/53.59 => ( F_2 != bot_bo1649642514l_bool
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),F_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(P_1,F_2))
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(P_1,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_2),F_2))) ) ) ) ) )
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(P_1,Fa)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_688_finite__ne__induct,axiom,
% 53.58/53.59 ! [P_1,Fa] :
% 53.58/53.59 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.59 => ( Fa != bot_bo942947096l_bool
% 53.58/53.59 => ( ! [X_2] : hBOOL(hAPP_f1410040974l_bool(P_1,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_2),bot_bo942947096l_bool)))
% 53.58/53.59 => ( ! [X_2,F_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,F_2))
% 53.58/53.59 => ( F_2 != bot_bo942947096l_bool
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),F_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(P_1,F_2))
% 53.58/53.59 => hBOOL(hAPP_f1410040974l_bool(P_1,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_2),F_2))) ) ) ) )
% 53.58/53.59 => hBOOL(hAPP_f1410040974l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_689_finite__ne__induct,axiom,
% 53.58/53.59 ! [P_1,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(Fa)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.59 => ( Fa != bot_bo844097828e_bool
% 53.58/53.59 => ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(P_1,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),bot_bo844097828e_bool))) )
% 53.58/53.59 => ( ! [X_2,F_2] :
% 53.58/53.59 ( ( is_pname(X_2)
% 53.58/53.59 & is_fun_pname_bool(F_2) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,F_2))
% 53.58/53.59 => ( F_2 != bot_bo844097828e_bool
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),F_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(P_1,F_2))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(P_1,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),F_2))) ) ) ) ) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(P_1,Fa)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_690_finite__ne__induct,axiom,
% 53.58/53.59 ! [P_1,Fa] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.59 => ( Fa != bot_bo784226126e_bool
% 53.58/53.59 => ( ! [X_2] : hBOOL(hAPP_f1378282496l_bool(P_1,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),bot_bo784226126e_bool)))
% 53.58/53.59 => ( ! [X_2,F_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,F_2))
% 53.58/53.59 => ( F_2 != bot_bo784226126e_bool
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),F_2))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(P_1,F_2))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(P_1,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),F_2))) ) ) ) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(P_1,Fa)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_691_LoopF,axiom,
% 53.58/53.59 ! [G_2,P_1,B_1,C] : hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1863945078e_bool(hAPP_f915354021e_bool(cOMBC_952831051e_bool,hAPP_f1138284024e_bool(cOMBB_20296667_state(cOMBS_1378840469l_bool),hAPP_f1283379615l_bool(cOMBB_1759179140_state(cOMBB_188601460_state(fconj)),P_1))),hAPP_f1759915619e_bool(cOMBB_160679318_state(fNot),B_1))),hAPP_com_com(while(B_1),C)),P_1)),bot_bo784226126e_bool))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_692_Comp,axiom,
% 53.58/53.59 ! [D_1,R_1,G_2,P_1,C,Q_1] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool)))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,Q_1),D_1),R_1)),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),hAPP_com_com(hAPP_com_fun_com_com(semi,C),D_1)),R_1)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_693_WTs__elim__cases_I6_J,axiom,
% 53.58/53.59 ! [B_1,C] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(wt,hAPP_com_com(while(B_1),C)))
% 53.58/53.59 => hBOOL(hAPP_com_bool(wt,C)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_694_WTs__elim__cases_I4_J,axiom,
% 53.58/53.59 ! [C1,C2] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(wt,hAPP_com_com(hAPP_com_fun_com_com(semi,C1),C2)))
% 53.58/53.59 => ~ ( hBOOL(hAPP_com_bool(wt,C1))
% 53.58/53.59 => ~ hBOOL(hAPP_com_bool(wt,C2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_695_folding__one__idem_Oidem,axiom,
% 53.58/53.59 ! [X_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),X_1) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_696_folding__one__idem_Oidem,axiom,
% 53.58/53.59 ! [X_1,F,Fa] :
% 53.58/53.59 ( is_pname(X_1)
% 53.58/53.59 => ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),X_1) = X_1 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_697_com_Osimps_I12_J,axiom,
% 53.58/53.59 ! [Com1_3,Com2_3] : skip != hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_3),Com2_3) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_698_com_Osimps_I16_J,axiom,
% 53.58/53.59 ! [Fun_1,Com_2] : skip != hAPP_com_com(while(Fun_1),Com_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_699_com_Osimps_I13_J,axiom,
% 53.58/53.59 ! [Com1_3,Com2_3] : hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_3),Com2_3) != skip ).
% 53.58/53.59
% 53.58/53.59 fof(fact_700_com_Osimps_I17_J,axiom,
% 53.58/53.59 ! [Fun_1,Com_2] : hAPP_com_com(while(Fun_1),Com_2) != skip ).
% 53.58/53.59
% 53.58/53.59 fof(fact_701_com_Osimps_I46_J,axiom,
% 53.58/53.59 ! [Com1_2,Com2_2,Fun_1,Com_2] : hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_2),Com2_2) != hAPP_com_com(while(Fun_1),Com_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_702_com_Osimps_I47_J,axiom,
% 53.58/53.59 ! [Fun_1,Com_2,Com1_2,Com2_2] : hAPP_com_com(while(Fun_1),Com_2) != hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_2),Com2_2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_703_com_Osimps_I3_J,axiom,
% 53.58/53.59 ! [Com1_2,Com2_2,Com1_1,Com2_1] :
% 53.58/53.59 ( hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_2),Com2_2) = hAPP_com_com(hAPP_com_fun_com_com(semi,Com1_1),Com2_1)
% 53.58/53.59 <=> ( Com1_2 = Com1_1
% 53.58/53.59 & Com2_2 = Com2_1 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_704_com_Osimps_I5_J,axiom,
% 53.58/53.59 ! [Fun,Com_1,Fun_1,Com_2] :
% 53.58/53.59 ( hAPP_com_com(while(Fun),Com_1) = hAPP_com_com(while(Fun_1),Com_2)
% 53.58/53.59 <=> ( Fun = Fun_1
% 53.58/53.59 & Com_1 = Com_2 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_705_com_Osimps_I59_J,axiom,
% 53.58/53.59 ! [Pname_1,Fun,Com_1] : hAPP_pname_com(body_1,Pname_1) != hAPP_com_com(while(Fun),Com_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_706_com_Osimps_I58_J,axiom,
% 53.58/53.59 ! [Fun,Com_1,Pname_1] : hAPP_com_com(while(Fun),Com_1) != hAPP_pname_com(body_1,Pname_1) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_707_While,axiom,
% 53.58/53.59 ! [B_1,C] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(wt,C))
% 53.58/53.59 => hBOOL(hAPP_com_bool(wt,hAPP_com_com(while(B_1),C))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_708_com_Osimps_I49_J,axiom,
% 53.58/53.59 ! [Pname,Com1,Com2] : hAPP_pname_com(body_1,Pname) != hAPP_com_com(hAPP_com_fun_com_com(semi,Com1),Com2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_709_com_Osimps_I48_J,axiom,
% 53.58/53.59 ! [Com1,Com2,Pname] : hAPP_com_com(hAPP_com_fun_com_com(semi,Com1),Com2) != hAPP_pname_com(body_1,Pname) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_710_WT_OSemi,axiom,
% 53.58/53.59 ! [C1,C0] :
% 53.58/53.59 ( hBOOL(hAPP_com_bool(wt,C0))
% 53.58/53.59 => ( hBOOL(hAPP_com_bool(wt,C1))
% 53.58/53.59 => hBOOL(hAPP_com_bool(wt,hAPP_com_com(hAPP_com_fun_com_com(semi,C0),C1))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_711_com_Osimps_I18_J,axiom,
% 53.58/53.59 ! [Pname] : skip != hAPP_pname_com(body_1,Pname) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_712_com_Osimps_I19_J,axiom,
% 53.58/53.59 ! [Pname] : hAPP_pname_com(body_1,Pname) != skip ).
% 53.58/53.59
% 53.58/53.59 fof(fact_713_WT_OSkip,axiom,
% 53.58/53.59 hBOOL(hAPP_com_bool(wt,skip)) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_714_folding__one__idem_Oin__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.59 => hAPP_com_com(hAPP_com_fun_com_com(F,X_1),hAPP_f1276420679ol_com(Fa,A)) = hAPP_f1276420679ol_com(Fa,A) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_715_folding__one__idem_Oin__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.59 => hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),hAPP_f1297739591_pname(Fa,A)) = hAPP_f1297739591_pname(Fa,A) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_716_folding__one__idem_Oin__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.59 => hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),hAPP_f718417177_state(Fa,A)) = hAPP_f718417177_state(Fa,A) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_717_folding__one__idem_Oin__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),A))
% 53.58/53.59 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_1),hAPP_f674760225e_bool(Fa,A)) = hAPP_f674760225e_bool(Fa,A) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_718_folding__one__idem_Oin__idem,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),A))
% 53.58/53.59 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_1),hAPP_f1216288071e_bool(Fa,A)) = hAPP_f1216288071e_bool(Fa,A) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_719_folding__one__idem_Ohom__commute,axiom,
% 53.58/53.59 ! [N,H_1,F,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(N)
% 53.58/53.59 => ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_2)
% 53.58/53.59 & is_fun_pname_bool(Y_3) )
% 53.58/53.59 => hAPP_f759274231e_bool(H_1,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_2),Y_3)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f759274231e_bool(H_1,X_2)),hAPP_f759274231e_bool(H_1,Y_3)) )
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,N))
% 53.58/53.59 => ( N != bot_bo1649642514l_bool
% 53.58/53.59 => hAPP_f759274231e_bool(H_1,hAPP_f674760225e_bool(Fa,N)) = hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(image_2063528359e_bool(H_1),N)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_720_folding__one__idem_Ohom__commute,axiom,
% 53.58/53.59 ! [N,H_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.59 => ( ! [X_2,Y_3] : hAPP_f806699093e_bool(H_1,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_2),Y_3)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f806699093e_bool(H_1,X_2)),hAPP_f806699093e_bool(H_1,Y_3))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,N))
% 53.58/53.59 => ( N != bot_bo942947096l_bool
% 53.58/53.59 => hAPP_f806699093e_bool(H_1,hAPP_f1216288071e_bool(Fa,N)) = hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(image_390184709e_bool(H_1),N)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_721_folding__one__idem_Ohom__commute,axiom,
% 53.58/53.59 ! [N,H_1,F,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(N)
% 53.58/53.59 => ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_pname(X_2)
% 53.58/53.59 & is_pname(Y_3) )
% 53.58/53.59 => hAPP_pname_pname(H_1,hAPP_pname_pname(hAPP_p1170154830_pname(F,X_2),Y_3)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_pname_pname(H_1,X_2)),hAPP_pname_pname(H_1,Y_3)) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,N))
% 53.58/53.59 => ( N != bot_bo844097828e_bool
% 53.58/53.59 => hAPP_pname_pname(H_1,hAPP_f1297739591_pname(Fa,N)) = hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(image_pname_pname(H_1),N)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_722_folding__one__idem_Ohom__commute,axiom,
% 53.58/53.59 ! [N,H_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.59 => ( ! [X_2,Y_3] : hAPP_H574424047_state(H_1,hAPP_H574424047_state(hAPP_H280516760_state(F,X_2),Y_3)) = hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_H574424047_state(H_1,X_2)),hAPP_H574424047_state(H_1,Y_3))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,N))
% 53.58/53.59 => ( N != bot_bo784226126e_bool
% 53.58/53.59 => hAPP_H574424047_state(H_1,hAPP_f718417177_state(Fa,N)) = hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(image_661047967_state(H_1),N)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_723_folding__one__idem_Ohom__commute,axiom,
% 53.58/53.59 ! [N,H_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.59 => ( ! [X_2,Y_3] : hAPP_com_com(H_1,hAPP_com_com(hAPP_com_fun_com_com(F,X_2),Y_3)) = hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_com_com(H_1,X_2)),hAPP_com_com(H_1,Y_3))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,N))
% 53.58/53.59 => ( N != bot_bot_fun_com_bool
% 53.58/53.59 => hAPP_com_com(H_1,hAPP_f1276420679ol_com(Fa,N)) = hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(image_com_com(H_1),N)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_724_the__elem__def,axiom,
% 53.58/53.59 ! [X_4] : hAPP_f1276420679ol_com(the_elem_com,X_4) = hAPP_f1276420679ol_com(the_com_1,hAPP_f1998868198m_bool(cOMBB_298914627ol_com(hAPP_f273696895l_bool(fequal_fun_com_bool,X_4)),hAPP_f721468006m_bool(hAPP_f947797701m_bool(cOMBC_1977231931m_bool,insert_com),bot_bot_fun_com_bool))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_725_the__elem__def,axiom,
% 53.58/53.59 ! [X_4] : hAPP_f1297739591_pname(the_elem_pname,X_4) = hAPP_f1297739591_pname(the_pname,hAPP_f42430548e_bool(cOMBB_530759491_pname(hAPP_f434788991l_bool(fequal533582459e_bool,X_4)),hAPP_f180827860e_bool(hAPP_f698292281e_bool(cOMBC_1123258281e_bool,insert_pname),bot_bo844097828e_bool))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_726_the__elem__def,axiom,
% 53.58/53.59 ! [X_4] : hAPP_f718417177_state(the_el2080696983_state,X_4) = hAPP_f718417177_state(the_Ho2067184133_state,hAPP_f1900156034e_bool(cOMBB_1282391997_state(hAPP_f849457489l_bool(fequal1475827639e_bool,X_4)),hAPP_f874203478e_bool(hAPP_f1802364479e_bool(cOMBC_1229155955e_bool,insert1744391420_state),bot_bo784226126e_bool))) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_727_folding__one_Oinsert,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.59 => ( A != bot_bot_fun_com_bool
% 53.58/53.59 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = hAPP_com_com(hAPP_com_fun_com_com(F,X_1),hAPP_f1276420679ol_com(Fa,A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_728_folding__one_Oinsert,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.59 => ( A != bot_bo844097828e_bool
% 53.58/53.59 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),hAPP_f1297739591_pname(Fa,A)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_729_folding__one_Oinsert,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.59 => ( A != bot_bo784226126e_bool
% 53.58/53.59 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),hAPP_f718417177_state(Fa,A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_730_folding__one_Oinsert,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(A)
% 53.58/53.59 => ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),A))
% 53.58/53.59 => ( A != bot_bo1649642514l_bool
% 53.58/53.59 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_1),hAPP_f674760225e_bool(Fa,A)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_731_folding__one_Oinsert,axiom,
% 53.58/53.59 ! [X_1,A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( ~ hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),A))
% 53.58/53.59 => ( A != bot_bo942947096l_bool
% 53.58/53.59 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_1),hAPP_f1216288071e_bool(Fa,A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_732_triple_Oexhaust,axiom,
% 53.58/53.59 ! [Y_2] :
% 53.58/53.59 ~ ! [Fun1,Com,Fun2] : Y_2 != hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,Fun1),Com),Fun2) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_733_folding__one_Osingleton,axiom,
% 53.58/53.59 ! [X_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.59 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_734_folding__one_Osingleton,axiom,
% 53.58/53.59 ! [X_1,F,Fa] :
% 53.58/53.59 ( is_pname(X_1)
% 53.58/53.59 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.59 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) = X_1 ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_735_folding__one_Osingleton,axiom,
% 53.58/53.59 ! [X_1,F,Fa] :
% 53.58/53.59 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.59 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) = X_1 ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_736_folding__one_Oclosed,axiom,
% 53.58/53.59 ! [A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.59 => ( A != bot_bot_fun_com_bool
% 53.58/53.59 => ( ! [X_2,Y_3] : hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_com_com(hAPP_com_fun_com_com(F,X_2),Y_3)),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_2),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,Y_3),bot_bot_fun_com_bool))))
% 53.58/53.59 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,hAPP_f1276420679ol_com(Fa,A)),A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_737_folding__one_Oclosed,axiom,
% 53.58/53.59 ! [A,F,Fa] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.59 => ( A != bot_bo844097828e_bool
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_pname(X_2)
% 53.58/53.59 & is_pname(Y_3) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_pname_pname(hAPP_p1170154830_pname(F,X_2),Y_3)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_2),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,Y_3),bot_bo844097828e_bool)))) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_f1297739591_pname(Fa,A)),A)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_738_folding__one_Oclosed,axiom,
% 53.58/53.59 ! [A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.59 => ( A != bot_bo784226126e_bool
% 53.58/53.59 => ( ! [X_2,Y_3] : hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_H574424047_state(hAPP_H280516760_state(F,X_2),Y_3)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,Y_3),bot_bo784226126e_bool))))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_f718417177_state(Fa,A)),A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_739_folding__one_Oclosed,axiom,
% 53.58/53.59 ! [A,F,Fa] :
% 53.58/53.59 ( is_fun1661590463l_bool(A)
% 53.58/53.59 => ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.59 => ( A != bot_bo1649642514l_bool
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_2)
% 53.58/53.59 & is_fun_pname_bool(Y_3) )
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_2),Y_3)),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_2),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,Y_3),bot_bo1649642514l_bool)))) )
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,hAPP_f674760225e_bool(Fa,A)),A)) ) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_740_folding__one_Oclosed,axiom,
% 53.58/53.59 ! [A,F,Fa] :
% 53.58/53.59 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.59 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.59 => ( A != bot_bo942947096l_bool
% 53.58/53.59 => ( ! [X_2,Y_3] : hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_2),Y_3)),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_2),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,Y_3),bot_bo942947096l_bool))))
% 53.58/53.59 => hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,hAPP_f1216288071e_bool(Fa,A)),A)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_741_image__cong,axiom,
% 53.58/53.59 ! [F,G,M_1,N] :
% 53.58/53.59 ( M_1 = N
% 53.58/53.59 => ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),N))
% 53.58/53.59 => hAPP_p1751618853_state(F,X_2) = hAPP_p1751618853_state(G,X_2) ) )
% 53.58/53.59 => hAPP_f360545851e_bool(image_185131637_state(F),M_1) = hAPP_f360545851e_bool(image_185131637_state(G),N) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_742_Collect__mono,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(Q_1,X_2)) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(collec637225377_state,P_1)),hAPP_f806699093e_bool(collec637225377_state,Q_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_743_Collect__mono,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => ( hBOOL(hAPP_pname_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(Q_1,X_2)) ) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(collect_pname,P_1)),hAPP_f759274231e_bool(collect_pname,Q_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_744_Collect__mono,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( is_fun_pname_bool(X_2)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(Q_1,X_2)) ) )
% 53.58/53.59 => hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,hAPP_f559147733l_bool(collec1974731493e_bool,P_1)),hAPP_f559147733l_bool(collec1974731493e_bool,Q_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_745_Collect__mono,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(Q_1,X_2)) )
% 53.58/53.59 => hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,hAPP_f734420447l_bool(collec1987918285e_bool,P_1)),hAPP_f734420447l_bool(collec1987918285e_bool,Q_1))) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_746_predicate1I,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( is_pname(X_2)
% 53.58/53.59 => ( hBOOL(hAPP_pname_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_pname_bool(Q_1,X_2)) ) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,P_1),Q_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_747_predicate1I,axiom,
% 53.58/53.59 ! [Q_1,P_1] :
% 53.58/53.59 ( ! [X_2] :
% 53.58/53.59 ( hBOOL(hAPP_H242767318e_bool(P_1,X_2))
% 53.58/53.59 => hBOOL(hAPP_H242767318e_bool(Q_1,X_2)) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,P_1),Q_1)) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_748_mk__disjoint__insert,axiom,
% 53.58/53.59 ! [A_4,A] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.59 => ? [B_2] :
% 53.58/53.59 ( A = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B_2)
% 53.58/53.59 & ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),B_2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_749_mk__disjoint__insert,axiom,
% 53.58/53.59 ! [A_4,A] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.59 => ? [B_2] :
% 53.58/53.59 ( is_fun_pname_bool(B_2)
% 53.58/53.59 & A = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B_2)
% 53.58/53.59 & ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),B_2)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_750_mk__disjoint__insert,axiom,
% 53.58/53.59 ! [A_4,A] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.59 => ? [B_2] :
% 53.58/53.59 ( A = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B_2)
% 53.58/53.59 & ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),B_2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_751_Set_Oset__insert,axiom,
% 53.58/53.59 ! [X_1,A] :
% 53.58/53.59 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.59 => ~ ! [B_2] :
% 53.58/53.59 ( A = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),B_2)
% 53.58/53.59 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B_2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_752_Set_Oset__insert,axiom,
% 53.58/53.59 ! [X_1,A] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.59 => ~ ! [B_2] :
% 53.58/53.59 ( is_fun_pname_bool(B_2)
% 53.58/53.59 => ( A = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),B_2)
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B_2)) ) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_753_Set_Oset__insert,axiom,
% 53.58/53.59 ! [X_1,A] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.59 => ~ ! [B_2] :
% 53.58/53.59 ( A = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),B_2)
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B_2)) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_754_equals0I,axiom,
% 53.58/53.59 ! [A] :
% 53.58/53.59 ( ! [Y_3] : ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,Y_3),A))
% 53.58/53.59 => A = bot_bot_fun_com_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_755_equals0I,axiom,
% 53.58/53.59 ! [A] :
% 53.58/53.59 ( is_fun_pname_bool(A)
% 53.58/53.59 => ( ! [Y_3] :
% 53.58/53.59 ( is_pname(Y_3)
% 53.58/53.59 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,Y_3),A)) )
% 53.58/53.59 => A = bot_bo844097828e_bool ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_756_equals0I,axiom,
% 53.58/53.59 ! [A] :
% 53.58/53.59 ( ! [Y_3] : ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,Y_3),A))
% 53.58/53.59 => A = bot_bo784226126e_bool ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_757_MGT__alternD,axiom,
% 53.58/53.59 ! [G_2,C] :
% 53.58/53.59 ( hBOOL(hoare_1795711768gleton)
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1935169308e_bool(cOMBB_1036740637_state(cOMBB_1911358915_state(fAll_state)),hAPP_f249262236e_bool(cOMBB_1476898461_state(hAPP_f915354021e_bool(cOMBC_952831051e_bool,hAPP_f1138284024e_bool(cOMBB_20296667_state(cOMBS_1378840469l_bool),hAPP_f1283379615l_bool(cOMBB_1759179140_state(cOMBB_188601460_state(fimplies)),evalc(C))))),fequal_state))),C),fequal_state)),bot_bo784226126e_bool)))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,C)),bot_bo784226126e_bool))) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_758_xt1_I15_J,axiom,
% 53.58/53.59 ! [C,F,B_1,A_4] :
% 53.58/53.59 ( ( hBOOL(A_4)
% 53.58/53.59 <=> hBOOL(hAPP_bool_bool(F,B_1)) )
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,C),B_1))
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_bool(X_2)
% 53.58/53.59 & is_bool(Y_3) )
% 53.58/53.59 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_3),X_2))
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(F,Y_3)),hAPP_bool_bool(F,X_2))) ) )
% 53.58/53.59 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(F,C)),A_4)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_759_xt1_I15_J,axiom,
% 53.58/53.59 ! [C,A_4,F,B_1] :
% 53.58/53.59 ( A_4 = hAPP_f759274231e_bool(F,B_1)
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C),B_1))
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( ( is_fun_pname_bool(X_2)
% 53.58/53.59 & is_fun_pname_bool(Y_3) )
% 53.58/53.59 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_3),X_2))
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(F,Y_3)),hAPP_f759274231e_bool(F,X_2))) ) )
% 53.58/53.59 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(F,C)),A_4)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_760_xt1_I15_J,axiom,
% 53.58/53.59 ! [C,A_4,F,B_1] :
% 53.58/53.59 ( A_4 = hAPP_f806699093e_bool(F,B_1)
% 53.58/53.59 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C),B_1))
% 53.58/53.59 => ( ! [X_2,Y_3] :
% 53.58/53.59 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_3),X_2))
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(F,Y_3)),hAPP_f806699093e_bool(F,X_2))) )
% 53.58/53.59 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(F,C)),A_4)) ) ) ) ).
% 53.58/53.59
% 53.58/53.59 fof(fact_761_MGT__alternI,axiom,
% 53.58/53.59 ! [G_2,C] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,C)),bot_bo784226126e_bool)))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,hAPP_f1935169308e_bool(cOMBB_1036740637_state(cOMBB_1911358915_state(fAll_state)),hAPP_f249262236e_bool(cOMBB_1476898461_state(hAPP_f915354021e_bool(cOMBC_952831051e_bool,hAPP_f1138284024e_bool(cOMBB_20296667_state(cOMBS_1378840469l_bool),hAPP_f1283379615l_bool(cOMBB_1759179140_state(cOMBB_188601460_state(fimplies)),evalc(C))))),fequal_state))),C),fequal_state)),bot_bo784226126e_bool))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_762_MGT__def,axiom,
% 53.58/53.60 ! [C] : hAPP_c1455475371_state(hoare_Mirabelle_MGT,C) = hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,fequal_state),C),evalc(C)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_763_evalc__elim__cases_I6_J,axiom,
% 53.58/53.60 ! [P,S_4,S1_2] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_pname_com(body_1,P)),S_4),S1_2))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_option_com_com(the_com,hAPP_p799580910on_com(body,P))),S_4),S1_2)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_764_evalc_OBody,axiom,
% 53.58/53.60 ! [Pn,S0_1,S1_2] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_option_com_com(the_com,hAPP_p799580910on_com(body,Pn))),S0_1),S1_2))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_pname_com(body_1,Pn)),S0_1),S1_2)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_765_evalc__elim__cases_I1_J,axiom,
% 53.58/53.60 ! [S_4,T_1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(skip),S_4),T_1))
% 53.58/53.60 => T_1 = S_4 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_766_evalc_OSkip,axiom,
% 53.58/53.60 ! [S_4] : hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(skip),S_4),S_4)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_767_evalc_OSemi,axiom,
% 53.58/53.60 ! [C1,S2_1,C0,S0_1,S1_2] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C0),S0_1),S1_2))
% 53.58/53.60 => ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C1),S1_2),S2_1))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(hAPP_com_fun_com_com(semi,C0),C1)),S0_1),S2_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_768_evalc_OWhileTrue,axiom,
% 53.58/53.60 ! [S2,C,S1_1,B_1,S0] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(B_1,S0))
% 53.58/53.60 => ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C),S0),S1_1))
% 53.58/53.60 => ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(while(B_1),C)),S1_1),S2))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(while(B_1),C)),S0),S2)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_769_evalc_OWhileFalse,axiom,
% 53.58/53.60 ! [C,B_1,S_3] :
% 53.58/53.60 ( ~ hBOOL(hAPP_state_bool(B_1,S_3))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(while(B_1),C)),S_3),S_3)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_770_com__det,axiom,
% 53.58/53.60 ! [U,C_2,S_4,T_1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C_2),S_4),T_1))
% 53.58/53.60 => ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C_2),S_4),U))
% 53.58/53.60 => U = T_1 ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_771_evalc__elim__cases_I4_J,axiom,
% 53.58/53.60 ! [C1,C2,S_4,T_1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(hAPP_com_fun_com_com(semi,C1),C2)),S_4),T_1))
% 53.58/53.60 => ~ ! [S1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C1),S_4),S1))
% 53.58/53.60 => ~ hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C2),S1),T_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_772_evalc__WHILE__case,axiom,
% 53.58/53.60 ! [B_1,C,S_3,T] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(while(B_1),C)),S_3),T))
% 53.58/53.60 => ( ( T = S_3
% 53.58/53.60 => hBOOL(hAPP_state_bool(B_1,S_3)) )
% 53.58/53.60 => ~ ( hBOOL(hAPP_state_bool(B_1,S_3))
% 53.58/53.60 => ! [S1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(C),S_3),S1))
% 53.58/53.60 => ~ hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(evalc(hAPP_com_com(while(B_1),C)),S1),T)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_773_xt1_I16_J,axiom,
% 53.58/53.60 ! [C,F,B_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),A_4))
% 53.58/53.60 => ( ( hBOOL(hAPP_bool_bool(F,B_1))
% 53.58/53.60 <=> hBOOL(C) )
% 53.58/53.60 => ( ! [X_2,Y_3] :
% 53.58/53.60 ( ( is_bool(X_2)
% 53.58/53.60 & is_bool(Y_3) )
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_3),X_2))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(F,Y_3)),hAPP_bool_bool(F,X_2))) ) )
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,C),hAPP_bool_bool(F,A_4))) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_774_xt1_I16_J,axiom,
% 53.58/53.60 ! [F,C,B_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),A_4))
% 53.58/53.60 => ( hAPP_f759274231e_bool(F,B_1) = C
% 53.58/53.60 => ( ! [X_2,Y_3] :
% 53.58/53.60 ( ( is_fun_pname_bool(X_2)
% 53.58/53.60 & is_fun_pname_bool(Y_3) )
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_3),X_2))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(F,Y_3)),hAPP_f759274231e_bool(F,X_2))) ) )
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C),hAPP_f759274231e_bool(F,A_4))) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_775_xt1_I16_J,axiom,
% 53.58/53.60 ! [F,C,B_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),A_4))
% 53.58/53.60 => ( hAPP_f806699093e_bool(F,B_1) = C
% 53.58/53.60 => ( ! [X_2,Y_3] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_3),X_2))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(F,Y_3)),hAPP_f806699093e_bool(F,X_2))) )
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C),hAPP_f806699093e_bool(F,A_4))) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_776_folding__one_Ounion__inter,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.60 => ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B) != bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B))),hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B))) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f674760225e_bool(Fa,A)),hAPP_f674760225e_bool(Fa,B)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_777_folding__one_Ounion__inter,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.60 => ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B) != bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B))),hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B))) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f1216288071e_bool(Fa,A)),hAPP_f1216288071e_bool(Fa,B)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_778_folding__one_Ounion__inter,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.60 => ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) != bot_bo844097828e_bool
% 53.58/53.60 => hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B))),hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B))) = hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_f1297739591_pname(Fa,A)),hAPP_f1297739591_pname(Fa,B)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_779_folding__one_Ounion__inter,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.60 => ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) != bot_bo784226126e_bool
% 53.58/53.60 => hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B))),hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B))) = hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_f718417177_state(Fa,A)),hAPP_f718417177_state(Fa,B)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_780_folding__one_Ounion__inter,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,B))
% 53.58/53.60 => ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) != bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B))),hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B))) = hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_f1276420679ol_com(Fa,A)),hAPP_f1276420679ol_com(Fa,B)) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_781_folding__one_Ounion__disjoint,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( ( is_fun1661590463l_bool(B)
% 53.58/53.60 & is_fun1661590463l_bool(A) )
% 53.58/53.60 => ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( A != bot_bo1649642514l_bool
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.60 => ( B != bot_bo1649642514l_bool
% 53.58/53.60 => ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B) = bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,hAPP_f674760225e_bool(Fa,A)),hAPP_f674760225e_bool(Fa,B)) ) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_782_folding__one_Ounion__disjoint,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( A != bot_bo942947096l_bool
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.60 => ( B != bot_bo942947096l_bool
% 53.58/53.60 => ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B) = bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,hAPP_f1216288071e_bool(Fa,A)),hAPP_f1216288071e_bool(Fa,B)) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_783_folding__one_Ounion__disjoint,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( ( is_fun_pname_bool(B)
% 53.58/53.60 & is_fun_pname_bool(A) )
% 53.58/53.60 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => ( A != bot_bo844097828e_bool
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.60 => ( B != bot_bo844097828e_bool
% 53.58/53.60 => ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,hAPP_f1297739591_pname(Fa,A)),hAPP_f1297739591_pname(Fa,B)) ) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_784_folding__one_Ounion__disjoint,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => ( A != bot_bo784226126e_bool
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.60 => ( B != bot_bo784226126e_bool
% 53.58/53.60 => ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)) = hAPP_H574424047_state(hAPP_H280516760_state(F,hAPP_f718417177_state(Fa,A)),hAPP_f718417177_state(Fa,B)) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_785_folding__one_Ounion__disjoint,axiom,
% 53.58/53.60 ! [B,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => ( A != bot_bot_fun_com_bool
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,B))
% 53.58/53.60 => ( B != bot_bot_fun_com_bool
% 53.58/53.60 => ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) = bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B)) = hAPP_com_com(hAPP_com_fun_com_com(F,hAPP_f1276420679ol_com(Fa,A)),hAPP_f1276420679ol_com(Fa,B)) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_786_folding__one_Oinsert__remove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => ( ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) = bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = X_1 )
% 53.58/53.60 & ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) != bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = hAPP_com_com(hAPP_com_fun_com_com(F,X_1),hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)))) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_787_folding__one_Oinsert__remove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( is_pname(X_1)
% 53.58/53.60 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => ( ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) = bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = X_1 )
% 53.58/53.60 & ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) != bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)))) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_788_folding__one_Oinsert__remove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => ( ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) = bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = X_1 )
% 53.58/53.60 & ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) != bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)))) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_789_folding__one_Oinsert__remove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)) = bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),A)) = X_1 )
% 53.58/53.60 & ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)) != bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_1),hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)))) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_790_folding__one_Oinsert__remove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)) = bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),A)) = X_1 )
% 53.58/53.60 & ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)) != bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_1),hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)))) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_791_folding__one_Oremove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 => ( ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) = bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1276420679ol_com(Fa,A) = X_1 )
% 53.58/53.60 & ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) != bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1276420679ol_com(Fa,A) = hAPP_com_com(hAPP_com_fun_com_com(F,X_1),hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)))) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_792_folding__one_Oremove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( is_pname(X_1)
% 53.58/53.60 => ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => ( ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) = bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f1297739591_pname(Fa,A) = X_1 )
% 53.58/53.60 & ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) != bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f1297739591_pname(Fa,A) = hAPP_pname_pname(hAPP_p1170154830_pname(F,X_1),hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)))) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_793_folding__one_Oremove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 => ( ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) = bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f718417177_state(Fa,A) = X_1 )
% 53.58/53.60 & ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) != bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f718417177_state(Fa,A) = hAPP_H574424047_state(hAPP_H280516760_state(F,X_1),hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)))) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_794_folding__one_Oremove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),A))
% 53.58/53.60 => ( ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)) = bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f674760225e_bool(Fa,A) = X_1 )
% 53.58/53.60 & ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)) != bot_bo1649642514l_bool
% 53.58/53.60 => hAPP_f674760225e_bool(Fa,A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(F,X_1),hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),bot_bo1649642514l_bool)))) ) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_795_folding__one_Oremove,axiom,
% 53.58/53.60 ! [X_1,A,F,Fa] :
% 53.58/53.60 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),A))
% 53.58/53.60 => ( ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)) = bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f1216288071e_bool(Fa,A) = X_1 )
% 53.58/53.60 & ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)) != bot_bo942947096l_bool
% 53.58/53.60 => hAPP_f1216288071e_bool(Fa,A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(F,X_1),hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),bot_bo942947096l_bool)))) ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_796_is__none__code_I2_J,axiom,
% 53.58/53.60 ! [X_3] : ~ hBOOL(is_none_pname(hAPP_p1252095976_pname(some_pname,X_3))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_797_is__none__code_I2_J,axiom,
% 53.58/53.60 ! [X_3] : ~ hBOOL(is_non1379144176_state(hAPP_H1633077406_state(some_H1043067815_state,X_3))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_798_is__none__code_I2_J,axiom,
% 53.58/53.60 ! [X_3] : ~ hBOOL(is_none_com(hAPP_com_option_com(some_com,X_3))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_799_conseq,axiom,
% 53.58/53.60 ! [Q_1,G_2,C,P_1] :
% 53.58/53.60 ( ! [Z_2,S_1] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_1,Z_2),S_1))
% 53.58/53.60 => ? [P_2,Q_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_2),C),Q_2)),bot_bo784226126e_bool)))
% 53.58/53.60 & ! [S_2] :
% 53.58/53.60 ( ! [Z_3] :
% 53.58/53.60 ( hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(P_2,Z_3),S_1))
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_2,Z_3),S_2)) )
% 53.58/53.60 => hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(Q_1,Z_2),S_2)) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(G_2),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_f497755132_state(hAPP_c27135337_state(hAPP_f274181323_state(hoare_1191504582_state,P_1),C),Q_1)),bot_bo784226126e_bool))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_800_IntE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 => ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_801_IntE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_802_IntE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_803_IntI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_804_IntI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_805_IntI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_806_DiffE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_807_DiffE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_808_DiffE,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_809_DiffI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_810_DiffI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_811_DiffI,axiom,
% 53.58/53.60 ! [B,C,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_812_finite__Int,axiom,
% 53.58/53.60 ! [G_2,Fa] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,Fa))
% 53.58/53.60 | hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,G_2)) )
% 53.58/53.60 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,Fa),G_2))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_813_finite__Int,axiom,
% 53.58/53.60 ! [G_2,Fa] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,Fa))
% 53.58/53.60 | hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,G_2)) )
% 53.58/53.60 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,Fa),G_2))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_814_finite__Int,axiom,
% 53.58/53.60 ! [G_2,Fa] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,Fa))
% 53.58/53.60 | hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,G_2)) )
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Fa),G_2))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_815_finite__Int,axiom,
% 53.58/53.60 ! [G_2,Fa] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,Fa))
% 53.58/53.60 | hBOOL(hAPP_f1378282496l_bool(finite694102371_state,G_2)) )
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Fa),G_2))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_816_finite__Diff,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_817_finite__Diff,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_818_finite__Diff,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_819_finite__Diff,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_820_inf__Int__eq,axiom,
% 53.58/53.60 ! [R_1,S,X_2] :
% 53.58/53.60 ( hBOOL(hAPP_com_bool(hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),R_1)),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),S)),X_2))
% 53.58/53.60 <=> hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,R_1),S))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_821_inf__Int__eq,axiom,
% 53.58/53.60 ! [R_1,S,X_2] :
% 53.58/53.60 ( hBOOL(hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),R_1)),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),S)),X_2))
% 53.58/53.60 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,R_1),S))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_822_inf__Int__eq,axiom,
% 53.58/53.60 ! [R_1,S,X_2] :
% 53.58/53.60 ( hBOOL(hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),R_1)),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),S)),X_2))
% 53.58/53.60 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,R_1),S))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_823_Diff__disjoint,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,B),A)) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_824_Diff__disjoint,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A)) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_825_Diff__disjoint,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),A)) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_826_Diff__triv,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) = bot_bot_fun_com_bool
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_827_Diff__triv,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = bot_bo844097828e_bool
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B) = A ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_828_Diff__triv,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = bot_bo784226126e_bool
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_829_DiffD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)))
% 53.58/53.60 => ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_830_DiffD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))
% 53.58/53.60 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_831_DiffD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)))
% 53.58/53.60 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_832_IntD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_833_IntD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_834_IntD2,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_835_IntD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_836_IntD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_837_IntD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_838_DiffD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_839_DiffD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_840_DiffD1,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_841_Int__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 & hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_842_Int__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 & hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_843_Int__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 & hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_844_Diff__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),A))
% 53.58/53.60 & ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_845_Diff__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),A))
% 53.58/53.60 & ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_846_Diff__iff,axiom,
% 53.58/53.60 ! [C,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),A))
% 53.58/53.60 & ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,C),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_847_Int__def,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),A))),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),B))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_848_Int__def,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),B))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_849_Int__def,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),B))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_850_Int__def,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),A))),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),B))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_851_Int__def,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),A))),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),B))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_852_set__diff__eq,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B) = hAPP_f1682609283m_bool(collect_com,hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,hAPP_f954469007l_bool(cOMBB_886968260ol_com(fconj),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),A))),hAPP_f1682609283m_bool(cOMBB_bool_bool_com(fNot),hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_853_set__diff__eq,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),A))),hAPP_f759274231e_bool(cOMBB_647938656_pname(fNot),hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_854_set__diff__eq,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B) = hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),A))),hAPP_f806699093e_bool(cOMBB_325909978_state(fNot),hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_855_set__diff__eq,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),B) = hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),A))),hAPP_f559147733l_bool(cOMBB_307249310e_bool(fNot),hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,member799430823e_bool),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_856_set__diff__eq,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),B) = hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),A))),hAPP_f734420447l_bool(cOMBB_1686148692e_bool(fNot),hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,member131361931e_bool),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_857_Int__Collect,axiom,
% 53.58/53.60 ! [X_1,A,P_1] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(collect_com,P_1))))
% 53.58/53.60 <=> ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 & hBOOL(hAPP_com_bool(P_1,X_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_858_Int__Collect,axiom,
% 53.58/53.60 ! [X_1,A,P_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(collect_pname,P_1))))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 & hBOOL(hAPP_pname_bool(P_1,X_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_859_Int__Collect,axiom,
% 53.58/53.60 ! [X_1,A,P_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(collec637225377_state,P_1))))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 & hBOOL(hAPP_H242767318e_bool(P_1,X_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_860_Int__Collect,axiom,
% 53.58/53.60 ! [X_1,A,P_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),hAPP_f559147733l_bool(collec1974731493e_bool,P_1))))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),A))
% 53.58/53.60 & hBOOL(hAPP_f1664156314l_bool(P_1,X_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_861_Int__Collect,axiom,
% 53.58/53.60 ! [X_1,A,P_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),hAPP_f734420447l_bool(collec1987918285e_bool,P_1))))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),A))
% 53.58/53.60 & hBOOL(hAPP_f1378282496l_bool(P_1,X_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_862_Collect__conj__eq,axiom,
% 53.58/53.60 ! [P_1,Q_1] : hAPP_f806699093e_bool(collec637225377_state,hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,hAPP_f832587837l_bool(cOMBB_1291456124_state(fconj),P_1)),Q_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(collec637225377_state,P_1)),hAPP_f806699093e_bool(collec637225377_state,Q_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_863_Collect__conj__eq,axiom,
% 53.58/53.60 ! [P_1,Q_1] : hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,hAPP_f1402196763l_bool(cOMBB_675860798_pname(fconj),P_1)),Q_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(collect_pname,P_1)),hAPP_f759274231e_bool(collect_pname,Q_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_864_Collect__conj__eq,axiom,
% 53.58/53.60 ! [P_1,Q_1] : hAPP_f559147733l_bool(collec1974731493e_bool,hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,hAPP_f143162813l_bool(cOMBB_2095475776e_bool(fconj),P_1)),Q_1)) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,hAPP_f559147733l_bool(collec1974731493e_bool,P_1)),hAPP_f559147733l_bool(collec1974731493e_bool,Q_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_865_Collect__conj__eq,axiom,
% 53.58/53.60 ! [P_1,Q_1] : hAPP_f734420447l_bool(collec1987918285e_bool,hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,hAPP_f118042163l_bool(cOMBB_1749019442e_bool(fconj),P_1)),Q_1)) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,hAPP_f734420447l_bool(collec1987918285e_bool,P_1)),hAPP_f734420447l_bool(collec1987918285e_bool,Q_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_866_Diff__Int,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_867_Diff__Int,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_868_Diff__Un,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_869_Diff__Un,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_870_Un__Diff__Int,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_871_Un__Diff__Int,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)) = A ).
% 53.58/53.60
% 53.58/53.60 fof(fact_872_inf__sup__ord_I1_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_873_inf__sup__ord_I1_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_874_inf__sup__ord_I1_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_875_inf__le1,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_876_inf__le1,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_877_inf__le1,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_878_inf__sup__ord_I2_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_879_inf__sup__ord_I2_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_880_inf__sup__ord_I2_J,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_881_inf__le2,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_882_inf__le2,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_883_inf__le2,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),Y_2)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_884_le__iff__inf,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.60 <=> ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2))
% 53.58/53.60 <=> hBOOL(X_1) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_885_le__iff__inf,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.60 <=> hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2) = X_1 ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_886_le__iff__inf,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.60 <=> hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2) = X_1 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_887_le__inf__iff,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z)))
% 53.58/53.60 <=> ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.60 & hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Z)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_888_le__inf__iff,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.60 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Z)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_889_le__inf__iff,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.60 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Z)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_890_le__infI1,axiom,
% 53.58/53.60 ! [B_1,A_4,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),X_1))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_891_le__infI1,axiom,
% 53.58/53.60 ! [B_1,A_4,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),X_1))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_892_le__infI1,axiom,
% 53.58/53.60 ! [B_1,A_4,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),X_1))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_893_le__infI2,axiom,
% 53.58/53.60 ! [A_4,B_1,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),X_1))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_894_le__infI2,axiom,
% 53.58/53.60 ! [A_4,B_1,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),X_1))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_895_le__infI2,axiom,
% 53.58/53.60 ! [A_4,B_1,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),X_1))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1)),X_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_896_inf__absorb1,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2))
% 53.58/53.60 <=> hBOOL(X_1) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_897_inf__absorb1,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2) = X_1 ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_898_inf__absorb1,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2) = X_1 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_899_inf__absorb2,axiom,
% 53.58/53.60 ! [Y_2,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,Y_2),X_1))
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2))
% 53.58/53.60 <=> hBOOL(Y_2) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_900_inf__absorb2,axiom,
% 53.58/53.60 ! [Y_2,X_1] :
% 53.58/53.60 ( is_fun_pname_bool(Y_2)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,Y_2),X_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2) = Y_2 ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_901_inf__absorb2,axiom,
% 53.58/53.60 ! [Y_2,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,Y_2),X_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2) = Y_2 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_902_le__infI,axiom,
% 53.58/53.60 ! [B_1,X_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),A_4))
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),B_1))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_903_le__infI,axiom,
% 53.58/53.60 ! [B_1,X_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),A_4))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),B_1))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_904_le__infI,axiom,
% 53.58/53.60 ! [B_1,X_1,A_4] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),A_4))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),B_1))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_905_inf__greatest,axiom,
% 53.58/53.60 ! [Z,X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Y_2))
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),Z))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_906_inf__greatest,axiom,
% 53.58/53.60 ! [Z,X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Y_2))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),Z))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_907_inf__greatest,axiom,
% 53.58/53.60 ! [Z,X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Y_2))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),Z))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_908_inf__mono,axiom,
% 53.58/53.60 ! [B_1,D_1,A_4,C] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,A_4),C))
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),D_1))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,C),D_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_909_inf__mono,axiom,
% 53.58/53.60 ! [B_1,D_1,A_4,C] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_4),C))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),D_1))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,C),D_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_910_inf__mono,axiom,
% 53.58/53.60 ! [B_1,D_1,A_4,C] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_4),C))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),D_1))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,C),D_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_911_le__infE,axiom,
% 53.58/53.60 ! [X_1,A_4,B_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),A_4))
% 53.58/53.60 => ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_1),B_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_912_le__infE,axiom,
% 53.58/53.60 ! [X_1,A_4,B_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),A_4))
% 53.58/53.60 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_1),B_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_913_le__infE,axiom,
% 53.58/53.60 ! [X_1,A_4,B_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1)))
% 53.58/53.60 => ~ ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),A_4))
% 53.58/53.60 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_1),B_1)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_914_inf__bot__right,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,X_1),bot_bot_fun_com_bool) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_915_inf__bot__right,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),bot_bot_bool))
% 53.58/53.60 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_916_inf__bot__right,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),bot_bo844097828e_bool) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_917_inf__bot__right,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),bot_bo784226126e_bool) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_918_inf__bot__left,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,bot_bot_fun_com_bool),X_1) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_919_inf__bot__left,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,bot_bot_bool),X_1))
% 53.58/53.60 <=> hBOOL(bot_bot_bool) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_920_inf__bot__left,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,bot_bo844097828e_bool),X_1) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_921_inf__bot__left,axiom,
% 53.58/53.60 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,bot_bo784226126e_bool),X_1) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_922_inf__sup__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)))
% 53.58/53.60 <=> hBOOL(X_1) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_923_inf__sup__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)) = X_1 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_924_inf__sup__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)) = X_1 ).
% 53.58/53.60
% 53.58/53.60 fof(fact_925_sup__inf__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)))
% 53.58/53.60 <=> hBOOL(X_1) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_926_sup__inf__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] :
% 53.58/53.60 ( is_fun_pname_bool(X_1)
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)) = X_1 ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_927_sup__inf__absorb,axiom,
% 53.58/53.60 ! [X_1,Y_2] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)) = X_1 ).
% 53.58/53.60
% 53.58/53.60 fof(fact_928_inf__sup__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Z))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_929_inf__sup__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Z)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_930_inf__sup__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Z)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_931_sup__inf__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Z))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_932_sup__inf__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Z)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_933_sup__inf__distrib1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Z)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_934_inf__sup__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)),X_1))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),X_1)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Z),X_1))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_935_inf__sup__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)),X_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),X_1)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Z),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_936_inf__sup__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)),X_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),X_1)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Z),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_937_sup__inf__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] :
% 53.58/53.60 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z)),X_1))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),X_1)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Z),X_1))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_938_sup__inf__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z)),X_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),X_1)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Z),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_939_sup__inf__distrib2,axiom,
% 53.58/53.60 ! [Y_2,Z,X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z)),X_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),X_1)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Z),X_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_940_Diff__cancel,axiom,
% 53.58/53.60 ! [A] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),A) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_941_Diff__cancel,axiom,
% 53.58/53.60 ! [A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),A) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_942_Diff__cancel,axiom,
% 53.58/53.60 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),A) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_943_Diff__empty,axiom,
% 53.58/53.60 ! [A] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),bot_bot_fun_com_bool) = A ).
% 53.58/53.60
% 53.58/53.60 fof(fact_944_Diff__empty,axiom,
% 53.58/53.60 ! [A] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),bot_bo844097828e_bool) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_945_Diff__empty,axiom,
% 53.58/53.60 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),bot_bo784226126e_bool) = A ).
% 53.58/53.60
% 53.58/53.60 fof(fact_946_empty__Diff,axiom,
% 53.58/53.60 ! [A] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,bot_bot_fun_com_bool),A) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_947_empty__Diff,axiom,
% 53.58/53.60 ! [A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,bot_bo844097828e_bool),A) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_948_empty__Diff,axiom,
% 53.58/53.60 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,bot_bo784226126e_bool),A) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_949_finite__Diff2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),B)))
% 53.58/53.60 <=> hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_950_finite__Diff2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),B)))
% 53.58/53.60 <=> hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_951_finite__Diff2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,B))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))
% 53.58/53.60 <=> hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_952_finite__Diff2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,B))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)))
% 53.58/53.60 <=> hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_953_insert__Diff1,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)),B) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_954_insert__Diff1,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)),B) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_955_insert__Diff1,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)),B) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_956_insert__Diff__if,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)),B) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),B))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)),B) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_957_insert__Diff__if,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)),B) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),B))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)),B) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_958_insert__Diff__if,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)),B) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),B))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)),B) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_959_disjoint__iff__not__equal,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) = bot_bot_fun_com_bool
% 53.58/53.60 <=> ! [X_2] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.60 => ! [Xa] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,Xa),B))
% 53.58/53.60 => X_2 != Xa ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_960_disjoint__iff__not__equal,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = bot_bo844097828e_bool
% 53.58/53.60 <=> ! [X_2] :
% 53.58/53.60 ( is_pname(X_2)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.60 => ! [Xa] :
% 53.58/53.60 ( is_pname(Xa)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,Xa),B))
% 53.58/53.60 => X_2 != Xa ) ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_961_disjoint__iff__not__equal,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = bot_bo784226126e_bool
% 53.58/53.60 <=> ! [X_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.60 => ! [Xa] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,Xa),B))
% 53.58/53.60 => X_2 != Xa ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_962_Int__empty__right,axiom,
% 53.58/53.60 ! [A] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),bot_bot_fun_com_bool) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_963_Int__empty__right,axiom,
% 53.58/53.60 ! [A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),bot_bo844097828e_bool) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_964_Int__empty__right,axiom,
% 53.58/53.60 ! [A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),bot_bo784226126e_bool) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_965_Int__empty__left,axiom,
% 53.58/53.60 ! [B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,bot_bot_fun_com_bool),B) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_966_Int__empty__left,axiom,
% 53.58/53.60 ! [B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,bot_bo844097828e_bool),B) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_967_Int__empty__left,axiom,
% 53.58/53.60 ! [B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,bot_bo784226126e_bool),B) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_968_double__diff,axiom,
% 53.58/53.60 ! [C_1,A,B] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),C_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,C_1),A)) = A ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_969_double__diff,axiom,
% 53.58/53.60 ! [C_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),C_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,C_1),A)) = A ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_970_Diff__mono,axiom,
% 53.58/53.60 ! [D,B,A,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,D),B))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,C_1),D))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_971_Diff__mono,axiom,
% 53.58/53.60 ! [D,B,A,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),C_1))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,D),B))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,C_1),D))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_972_Diff__subset,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_973_Diff__subset,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_974_Un__Diff,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),C_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),C_1)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_975_Un__Diff,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),C_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),C_1)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_976_Un__Diff__cancel2,axiom,
% 53.58/53.60 ! [B,A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A)),A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),A) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_977_Un__Diff__cancel2,axiom,
% 53.58/53.60 ! [B,A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),A)),A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),A) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_978_Un__Diff__cancel,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_979_Un__Diff__cancel,axiom,
% 53.58/53.60 ! [A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_980_Int__insert__left__if1,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),C_1))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)),C_1) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,B),C_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_981_Int__insert__left__if1,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),C_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)),C_1) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_982_Int__insert__left__if1,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),C_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)),C_1) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_983_Int__insert__right__if1,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_984_Int__insert__right__if1,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_985_Int__insert__right__if1,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_986_Int__insert__left__if0,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),C_1))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)),C_1) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,B),C_1) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_987_Int__insert__left__if0,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),C_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)),C_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_988_Int__insert__left__if0,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),C_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)),C_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_989_Int__insert__right__if0,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_990_Int__insert__right__if0,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_991_Int__insert__right__if0,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_992_insert__inter__insert,axiom,
% 53.58/53.60 ! [A_4,A,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A)),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_993_insert__inter__insert,axiom,
% 53.58/53.60 ! [A_4,A,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_994_insert__inter__insert,axiom,
% 53.58/53.60 ! [A_4,A,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_995_Int__insert__left,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),C_1))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)),C_1) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,B),C_1)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),C_1))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)),C_1) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,B),C_1) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_996_Int__insert__left,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),C_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)),C_1) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),C_1))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)),C_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_997_Int__insert__left,axiom,
% 53.58/53.60 ! [B,A_4,C_1] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),C_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)),C_1) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),C_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)),C_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_998_Int__insert__right,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),B) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_999_Int__insert__right,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1000_Int__insert__right,axiom,
% 53.58/53.60 ! [B,A_4,A] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1001_Int__mono,axiom,
% 53.58/53.60 ! [B,D,A,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),D))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,C_1),D))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1002_Int__mono,axiom,
% 53.58/53.60 ! [B,D,A,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),C_1))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),D))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,C_1),D))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1003_Int__greatest,axiom,
% 53.58/53.60 ! [B,C_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_1),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_1),B))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1004_Int__greatest,axiom,
% 53.58/53.60 ! [B,C_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_1),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_1),B))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1005_Int__absorb1,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( is_fun_pname_bool(B)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = B ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1006_Int__absorb1,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = B ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1007_Int__absorb2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B) = A ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1008_Int__absorb2,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1009_Int__lower2,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),B)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1010_Int__lower2,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),B)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1011_Int__lower1,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1012_Int__lower1,axiom,
% 53.58/53.60 ! [A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1013_Un__Int__crazy,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,C_1),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1014_Un__Int__crazy,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,C_1),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1015_Un__Int__distrib2,axiom,
% 53.58/53.60 ! [B,C_1,A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1)),A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),A)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1016_Un__Int__distrib2,axiom,
% 53.58/53.60 ! [B,C_1,A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1)),A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),A)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1017_Int__Un__distrib2,axiom,
% 53.58/53.60 ! [B,C_1,A] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)),A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),A)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1018_Int__Un__distrib2,axiom,
% 53.58/53.60 ! [B,C_1,A] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)),A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),A)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,C_1),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1019_Un__Int__distrib,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),C_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1020_Un__Int__distrib,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),C_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1021_Int__Un__distrib,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1022_Int__Un__distrib,axiom,
% 53.58/53.60 ! [A,B,C_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),C_1)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1023_distrib__inf__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Z))),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1024_distrib__inf__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Z))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1025_distrib__inf__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Z))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1026_distrib__sup__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z))),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1027_distrib__sup__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1028_distrib__sup__le,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Z)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1029_insert__Diff,axiom,
% 53.58/53.60 ! [A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_4),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool))) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1030_insert__Diff,axiom,
% 53.58/53.60 ! [A_4,A] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool))) = A ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1031_insert__Diff,axiom,
% 53.58/53.60 ! [A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_4),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool))) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1032_Diff__insert__absorb,axiom,
% 53.58/53.60 ! [X_1,A] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool)) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1033_Diff__insert__absorb,axiom,
% 53.58/53.60 ! [X_1,A] :
% 53.58/53.60 ( is_fun_pname_bool(A)
% 53.58/53.60 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) = A ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1034_Diff__insert__absorb,axiom,
% 53.58/53.60 ! [X_1,A] :
% 53.58/53.60 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool)) = A ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1035_insert__Diff__single,axiom,
% 53.58/53.60 ! [A_4,A] : hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool))) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1036_insert__Diff__single,axiom,
% 53.58/53.60 ! [A_4,A] : hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool))) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1037_insert__Diff__single,axiom,
% 53.58/53.60 ! [A_4,A] : hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool))) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1038_Diff__insert2,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool))),B) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1039_Diff__insert2,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool))),B) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1040_Diff__insert2,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool))),B) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1041_Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B)) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B)),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),bot_bot_fun_com_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1042_Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1043_Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),bot_bo784226126e_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1044_finite__Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),B))))
% 53.58/53.60 <=> hBOOL(hAPP_f990396704l_bool(finite_finite_com,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1045_finite__Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),B))))
% 53.58/53.60 <=> hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1046_finite__Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),B))))
% 53.58/53.60 <=> hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1047_finite__Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),B))))
% 53.58/53.60 <=> hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1048_finite__Diff__insert,axiom,
% 53.58/53.60 ! [A,A_4,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),B))))
% 53.58/53.60 <=> hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A),B))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1049_image__diff__subset,axiom,
% 53.58/53.60 ! [F,A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B))),hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1050_Diff__partition,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( is_fun_pname_bool(B)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A)) = B ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1051_Diff__partition,axiom,
% 53.58/53.60 ! [A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),A)) = B ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1052_Diff__subset__conv,axiom,
% 53.58/53.60 ! [A,B,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)),C_1))
% 53.58/53.60 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1053_Diff__subset__conv,axiom,
% 53.58/53.60 ! [A,B,C_1] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),B)),C_1))
% 53.58/53.60 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1))) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1054_image__Int__subset,axiom,
% 53.58/53.60 ! [F,A,B] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1055_Un__Int__assoc__eq,axiom,
% 53.58/53.60 ! [A,B,C_1] :
% 53.58/53.60 ( hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)),C_1) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B),C_1))
% 53.58/53.60 <=> hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,C_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1056_Un__Int__assoc__eq,axiom,
% 53.58/53.60 ! [A,B,C_1] :
% 53.58/53.60 ( hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),B)),C_1) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B),C_1))
% 53.58/53.60 <=> hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,C_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1057_if__image__distrib,axiom,
% 53.58/53.60 ! [P_1,F,G,S] : hAPP_f360545851e_bool(image_185131637_state(hAPP_f1343550633_state(hAPP_f799842582_state(cOMBS_853737105_state,hAPP_f1655792756_state(hAPP_f2119427284_state(cOMBS_140201078_state,hAPP_f1836930278_state(cOMBB_143651633_pname(if_Hoa443228806_state),P_1)),F)),G)),S) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,S),hAPP_f759274231e_bool(collect_pname,P_1)))),hAPP_f360545851e_bool(image_185131637_state(G),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,S),hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(cOMBB_647938656_pname(fNot),P_1))))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1058_dom__if,axiom,
% 53.58/53.60 ! [P_1,F,G] : dom_pname_com(hAPP_f2123220539on_com(hAPP_f1673966486on_com(cOMBS_904531235on_com,hAPP_f648377725on_com(hAPP_f2093196134on_com(cOMBS_1529518335on_com,hAPP_f755519727on_com(cOMBB_1394247784_pname(if_option_com),P_1)),F)),G)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,dom_pname_com(F)),hAPP_f759274231e_bool(collect_pname,P_1))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,dom_pname_com(G)),hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(cOMBB_647938656_pname(fNot),P_1)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1059_diff__single__insert,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool))),B))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1060_diff__single__insert,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool))),B))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1061_diff__single__insert,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool))),B))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),B))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1062_subset__insert__iff,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),B)))
% 53.58/53.60 <=> ( ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),bot_bot_fun_com_bool))),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1063_subset__insert__iff,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),B)))
% 53.58/53.60 <=> ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool))),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1064_subset__insert__iff,axiom,
% 53.58/53.60 ! [A,X_1,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),B)))
% 53.58/53.60 <=> ( ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),bot_bo784226126e_bool))),B)) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1065_finite__empty__induct,axiom,
% 53.58/53.60 ! [P_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(P_1,A))
% 53.58/53.60 => ( ! [A_2,A_7] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,A_2),A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f990396704l_bool(P_1,A_7))
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(P_1,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A_7),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_2),bot_bot_fun_com_bool)))) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(P_1,bot_bot_fun_com_bool)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1066_finite__empty__induct,axiom,
% 53.58/53.60 ! [P_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(P_1,A))
% 53.58/53.60 => ( ! [A_2,A_7] :
% 53.58/53.60 ( ( is_pname(A_2)
% 53.58/53.60 & is_fun_pname_bool(A_7) )
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_2),A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(P_1,A_7))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(P_1,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A_7),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_2),bot_bo844097828e_bool)))) ) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(P_1,bot_bo844097828e_bool)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1067_finite__empty__induct,axiom,
% 53.58/53.60 ! [P_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(P_1,A))
% 53.58/53.60 => ( ! [A_2,A_7] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,A_2),A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(P_1,A_7))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(P_1,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A_7),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_2),bot_bo784226126e_bool)))) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(P_1,bot_bo784226126e_bool)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1068_finite__empty__induct,axiom,
% 53.58/53.60 ! [P_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(P_1,A))
% 53.58/53.60 => ( ! [A_2,A_7] :
% 53.58/53.60 ( ( is_fun_pname_bool(A_2)
% 53.58/53.60 & is_fun1661590463l_bool(A_7) )
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,A_2),A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(P_1,A_7))
% 53.58/53.60 => hBOOL(hAPP_f1935102916l_bool(P_1,hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,A_7),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_2),bot_bo1649642514l_bool)))) ) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1935102916l_bool(P_1,bot_bo1649642514l_bool)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1069_finite__empty__induct,axiom,
% 53.58/53.60 ! [P_1,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(P_1,A))
% 53.58/53.60 => ( ! [A_2,A_7] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,A_2),A_7))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(P_1,A_7))
% 53.58/53.60 => hBOOL(hAPP_f1410040974l_bool(P_1,hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,A_7),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_2),bot_bo942947096l_bool)))) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1410040974l_bool(P_1,bot_bo942947096l_bool)) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1070_dom__override__on,axiom,
% 53.58/53.60 ! [F,G,A] : dom_pname_com(overri1496249029on_com(F,G,A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,dom_pname_com(F)),hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),dom_pname_com(G)))))),hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),dom_pname_com(G))))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1071_Int__Collect__mono,axiom,
% 53.58/53.60 ! [Q_1,P_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),B))
% 53.58/53.60 => ( ! [X_2] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_2),A))
% 53.58/53.60 => ( hBOOL(hAPP_com_bool(P_1,X_2))
% 53.58/53.60 => hBOOL(hAPP_com_bool(Q_1,X_2)) ) )
% 53.58/53.60 => hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,A),hAPP_f1682609283m_bool(collect_com,P_1))),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila980496562m_bool,B),hAPP_f1682609283m_bool(collect_com,Q_1)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1072_Int__Collect__mono,axiom,
% 53.58/53.60 ! [Q_1,P_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),B))
% 53.58/53.60 => ( ! [X_2] :
% 53.58/53.60 ( is_pname(X_2)
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A))
% 53.58/53.60 => ( hBOOL(hAPP_pname_bool(P_1,X_2))
% 53.58/53.60 => hBOOL(hAPP_pname_bool(Q_1,X_2)) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),hAPP_f759274231e_bool(collect_pname,P_1))),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B),hAPP_f759274231e_bool(collect_pname,Q_1)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1073_Int__Collect__mono,axiom,
% 53.58/53.60 ! [Q_1,P_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),B))
% 53.58/53.60 => ( ! [X_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A))
% 53.58/53.60 => ( hBOOL(hAPP_H242767318e_bool(P_1,X_2))
% 53.58/53.60 => hBOOL(hAPP_H242767318e_bool(Q_1,X_2)) ) )
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A),hAPP_f806699093e_bool(collec637225377_state,P_1))),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B),hAPP_f806699093e_bool(collec637225377_state,Q_1)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1074_Int__Collect__mono,axiom,
% 53.58/53.60 ! [Q_1,P_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,A),B))
% 53.58/53.60 => ( ! [X_2] :
% 53.58/53.60 ( is_fun_pname_bool(X_2)
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(P_1,X_2))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(Q_1,X_2)) ) ) )
% 53.58/53.60 => hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),hAPP_f559147733l_bool(collec1974731493e_bool,P_1))),hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,B),hAPP_f559147733l_bool(collec1974731493e_bool,Q_1)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1075_Int__Collect__mono,axiom,
% 53.58/53.60 ! [Q_1,P_1,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,A),B))
% 53.58/53.60 => ( ! [X_2] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1378282496l_bool(P_1,X_2))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(Q_1,X_2)) ) )
% 53.58/53.60 => hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),hAPP_f734420447l_bool(collec1987918285e_bool,P_1))),hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,B),hAPP_f734420447l_bool(collec1987918285e_bool,Q_1)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1076_distrib__imp2,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] :
% 53.58/53.60 ( ( is_bool(X_2)
% 53.58/53.60 & is_bool(Y_3)
% 53.58/53.60 & is_bool(Z_1) )
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_3),Z_1)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_2),Y_3)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_2),Z_1))) ) )
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_2),Z)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_1),Z))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1077_distrib__imp2,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] :
% 53.58/53.60 ( ( is_fun_pname_bool(X_2)
% 53.58/53.60 & is_fun_pname_bool(Y_3)
% 53.58/53.60 & is_fun_pname_bool(Z_1) )
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_3),Z_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_2),Y_3)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_2),Z_1)) )
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_1),Z)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1078_distrib__imp2,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_3),Z_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_2),Y_3)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_2),Z_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_1),Z)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1079_distrib__imp1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] :
% 53.58/53.60 ( ( is_bool(X_2)
% 53.58/53.60 & is_bool(Y_3)
% 53.58/53.60 & is_bool(Z_1) )
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_2),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,Y_3),Z_1)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_2),Y_3)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,X_2),Z_1))) ) )
% 53.58/53.60 => ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,Y_2),Z)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Y_2)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),Z))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1080_distrib__imp1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] :
% 53.58/53.60 ( ( is_fun_pname_bool(X_2)
% 53.58/53.60 & is_fun_pname_bool(Y_3)
% 53.58/53.60 & is_fun_pname_bool(Z_1) )
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,Y_3),Z_1)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_2),Y_3)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,X_2),Z_1)) )
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,Y_2),Z)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Y_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),Z)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1081_distrib__imp1,axiom,
% 53.58/53.60 ! [X_1,Y_2,Z] :
% 53.58/53.60 ( ! [X_2,Y_3,Z_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,Y_3),Z_1)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_2),Y_3)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,X_2),Z_1))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,Y_2),Z)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Y_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),Z)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1082_flat__lub__def,axiom,
% 53.58/53.60 ! [A,B_1] :
% 53.58/53.60 ( ( hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),bot_bot_fun_com_bool)))
% 53.58/53.60 => hAPP_f1276420679ol_com(partial_flat_lub_com(B_1),A) = B_1 )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(ord_le1708315510m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),bot_bot_fun_com_bool)))
% 53.58/53.60 => hAPP_f1276420679ol_com(partial_flat_lub_com(B_1),A) = hAPP_f1276420679ol_com(the_com_1,hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,member_com),hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,A),hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,B_1),bot_bot_fun_com_bool)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1083_flat__lub__def,axiom,
% 53.58/53.60 ! [A,B_1] :
% 53.58/53.60 ( is_pname(B_1)
% 53.58/53.60 => ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),bot_bo844097828e_bool)))
% 53.58/53.60 => hAPP_f1297739591_pname(partia752020666_pname(B_1),A) = B_1 )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),bot_bo844097828e_bool)))
% 53.58/53.60 => hAPP_f1297739591_pname(partia752020666_pname(B_1),A) = hAPP_f1297739591_pname(the_pname,hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,member_pname),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,B_1),bot_bo844097828e_bool)))) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1084_flat__lub__def,axiom,
% 53.58/53.60 ! [A,B_1] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),bot_bo784226126e_bool)))
% 53.58/53.60 => hAPP_f718417177_state(partia325231104_state(B_1),A) = B_1 )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),bot_bo784226126e_bool)))
% 53.58/53.60 => hAPP_f718417177_state(partia325231104_state(B_1),A) = hAPP_f718417177_state(the_Ho2067184133_state,hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,member1667945571_state),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,B_1),bot_bo784226126e_bool)))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1085_comp__fun__idem__remove,axiom,
% 53.58/53.60 hBOOL(finite1653727294m_bool(hAPP_f57617970m_bool(cOMBB_2112550369ol_com(hAPP_f1898485935m_bool(cOMBC_788185579m_bool,minus_59609839m_bool)),hAPP_f721468006m_bool(hAPP_f947797701m_bool(cOMBC_1977231931m_bool,insert_com),bot_bot_fun_com_bool)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1086_comp__fun__idem__remove,axiom,
% 53.58/53.60 hBOOL(finite2017903282e_bool(hAPP_f647826488e_bool(cOMBB_1919352417_pname(hAPP_f182188835e_bool(cOMBC_1880008793e_bool,minus_1015773161e_bool)),hAPP_f180827860e_bool(hAPP_f698292281e_bool(cOMBC_1123258281e_bool,insert_pname),bot_bo844097828e_bool)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1087_comp__fun__idem__remove,axiom,
% 53.58/53.60 hBOOL(finite2036162504e_bool(hAPP_f241329646e_bool(cOMBB_604855927_state(hAPP_f2061951445e_bool(cOMBC_528733435e_bool,minus_1805465033e_bool)),hAPP_f874203478e_bool(hAPP_f1802364479e_bool(cOMBC_1229155955e_bool,insert1744391420_state),bot_bo784226126e_bool)))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1088_fun__upd__image,axiom,
% 53.58/53.60 ! [F,Y_2,X_1,A] :
% 53.58/53.60 ( ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hAPP_f360545851e_bool(image_185131637_state(fun_up1055265789_state(F,X_1,Y_2)),A) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,Y_2),hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)))) )
% 53.58/53.60 & ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.60 => hAPP_f360545851e_bool(image_185131637_state(fun_up1055265789_state(F,X_1,Y_2)),A) = hAPP_f360545851e_bool(image_185131637_state(F),A) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1089_comp__fun__idem__insert,axiom,
% 53.58/53.60 hBOOL(finite1653727294m_bool(insert_com)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1090_comp__fun__idem__insert,axiom,
% 53.58/53.60 hBOOL(finite2017903282e_bool(insert_pname)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1091_comp__fun__idem__insert,axiom,
% 53.58/53.60 hBOOL(finite2036162504e_bool(insert1744391420_state)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1092_comp__fun__idem__sup,axiom,
% 53.58/53.60 hBOOL(finite318301748l_bool(semila1168014441p_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1093_comp__fun__idem__sup,axiom,
% 53.58/53.60 hBOOL(finite367769966e_bool(semila278973382e_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1094_comp__fun__idem__sup,axiom,
% 53.58/53.60 hBOOL(finite1765632844e_bool(semila176469292e_bool)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1095_inj__on__Un,axiom,
% 53.58/53.60 ! [F,A,B] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.60 <=> ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),A))
% 53.58/53.60 & hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),B))
% 53.58/53.60 & hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B))),hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A))) = bot_bo784226126e_bool ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1096_dom__eq__singleton__conv,axiom,
% 53.58/53.60 ! [F,X_1] :
% 53.58/53.60 ( dom_pname_com(F) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)
% 53.58/53.60 <=> ? [V] : F = fun_up879233478on_com(hAPP_o129566686on_com(cOMBK_413306633_pname,none_com),X_1,hAPP_com_option_com(some_com,V)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1097_minus__fold__remove,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.60 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(minus_59609839m_bool,B),A) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(finite1275301314m_bool(hAPP_f57617970m_bool(cOMBB_2112550369ol_com(hAPP_f1898485935m_bool(cOMBC_788185579m_bool,minus_59609839m_bool)),hAPP_f721468006m_bool(hAPP_f947797701m_bool(cOMBC_1977231931m_bool,insert_com),bot_bot_fun_com_bool))),B),A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1098_minus__fold__remove,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),A) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(finite315386934e_bool(hAPP_f647826488e_bool(cOMBB_1919352417_pname(hAPP_f182188835e_bool(cOMBC_1880008793e_bool,minus_1015773161e_bool)),hAPP_f180827860e_bool(hAPP_f698292281e_bool(cOMBC_1123258281e_bool,insert_pname),bot_bo844097828e_bool))),B),A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1099_minus__fold__remove,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.60 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),A) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(finite1230907212e_bool(hAPP_f241329646e_bool(cOMBB_604855927_state(hAPP_f2061951445e_bool(cOMBC_528733435e_bool,minus_1805465033e_bool)),hAPP_f874203478e_bool(hAPP_f1802364479e_bool(cOMBC_1229155955e_bool,insert1744391420_state),bot_bo784226126e_bool))),B),A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1100_minus__fold__remove,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => hAPP_f559147733l_bool(hAPP_f230953622l_bool(minus_1290075917l_bool,B),A) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(finite1627341516l_bool(hAPP_f1149191722l_bool(cOMBB_631815671e_bool(hAPP_f1477350485l_bool(cOMBC_694979519l_bool,minus_1290075917l_bool)),hAPP_f417341722l_bool(hAPP_f836143551l_bool(cOMBC_772615479l_bool,insert1325755072e_bool),bot_bo1649642514l_bool))),B),A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1101_minus__fold__remove,axiom,
% 53.58/53.60 ! [B,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => hAPP_f734420447l_bool(hAPP_f1847120l_bool(minus_1929235165l_bool,B),A) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(finite1943735070l_bool(hAPP_f1316144452l_bool(cOMBB_494346593e_bool(hAPP_f1573805579l_bool(cOMBC_1377256501l_bool,minus_1929235165l_bool)),hAPP_f2059879088l_bool(hAPP_f476955937l_bool(cOMBC_1639502213l_bool,insert1720618162e_bool),bot_bo942947096l_bool))),B),A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1102_image__eq__fold__image,axiom,
% 53.58/53.60 ! [F,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.60 => hAPP_f360545851e_bool(image_185131637_state(F),A) = finite1443934175_pname(semila176469292e_bool,hAPP_f103229774e_bool(hAPP_f376349141e_bool(cOMBC_59067399e_bool,hAPP_f2028971360e_bool(cOMBB_667059641_pname(insert1744391420_state),F)),bot_bo784226126e_bool),bot_bo784226126e_bool,A) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1103_inj__Some,axiom,
% 53.58/53.60 ! [A] : hBOOL(hAPP_f1664156314l_bool(inj_on737724108_pname(some_pname),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1104_inj__Some,axiom,
% 53.58/53.60 ! [A] : hBOOL(hAPP_f1378282496l_bool(inj_on264996226_state(some_H1043067815_state),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1105_inj__Some,axiom,
% 53.58/53.60 ! [A] : hBOOL(hAPP_f990396704l_bool(inj_on11367768on_com(some_com),A)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1106_option_Osimps_I2_J,axiom,
% 53.58/53.60 ! [A_6] : none_com != hAPP_com_option_com(some_com,A_6) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1107_option_Osimps_I2_J,axiom,
% 53.58/53.60 ! [A_6] : none_pname != hAPP_p1252095976_pname(some_pname,A_6) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1108_option_Osimps_I2_J,axiom,
% 53.58/53.60 ! [A_6] : none_H175086635_state != hAPP_H1633077406_state(some_H1043067815_state,A_6) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1109_option_Osimps_I3_J,axiom,
% 53.58/53.60 ! [A_5] : hAPP_com_option_com(some_com,A_5) != none_com ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1110_option_Osimps_I3_J,axiom,
% 53.58/53.60 ! [A_5] : hAPP_p1252095976_pname(some_pname,A_5) != none_pname ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1111_option_Osimps_I3_J,axiom,
% 53.58/53.60 ! [A_5] : hAPP_H1633077406_state(some_H1043067815_state,A_5) != none_H175086635_state ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1112_not__Some__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( ! [Y_3] : X_1 != hAPP_com_option_com(some_com,Y_3)
% 53.58/53.60 <=> X_1 = none_com ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1113_not__Some__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( is_option_pname(X_1)
% 53.58/53.60 => ( ! [Y_3] :
% 53.58/53.60 ( is_pname(Y_3)
% 53.58/53.60 => X_1 != hAPP_p1252095976_pname(some_pname,Y_3) )
% 53.58/53.60 <=> X_1 = none_pname ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1114_not__Some__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( ! [Y_3] : X_1 != hAPP_H1633077406_state(some_H1043067815_state,Y_3)
% 53.58/53.60 <=> X_1 = none_H175086635_state ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1115_not__None__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( X_1 != none_com
% 53.58/53.60 <=> ? [Y_3] : X_1 = hAPP_com_option_com(some_com,Y_3) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1116_not__None__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( is_option_pname(X_1)
% 53.58/53.60 => ( X_1 != none_pname
% 53.58/53.60 <=> ? [Y_3] :
% 53.58/53.60 ( is_pname(Y_3)
% 53.58/53.60 & X_1 = hAPP_p1252095976_pname(some_pname,Y_3) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1117_not__None__eq,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( X_1 != none_H175086635_state
% 53.58/53.60 <=> ? [Y_3] : X_1 = hAPP_H1633077406_state(some_H1043067815_state,Y_3) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1118_dom__def,axiom,
% 53.58/53.60 ! [M] : dom_pname_com(M) = hAPP_f759274231e_bool(collect_pname,hAPP_f759274231e_bool(cOMBB_647938656_pname(fNot),hAPP_o1092643708e_bool(hAPP_f837293113e_bool(cOMBC_1381995473m_bool,hAPP_f919496731m_bool(cOMBB_418828222_pname(fequal_option_com),M)),none_com))) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1119_domIff,axiom,
% 53.58/53.60 ! [A_4,M] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,A_4),dom_pname_com(M)))
% 53.58/53.60 <=> hAPP_p799580910on_com(M,A_4) != none_com ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1120_finite__imageD,axiom,
% 53.58/53.60 ! [F,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1121_inj__on__Un__image__eq__iff,axiom,
% 53.58/53.60 ! [F,A,B] :
% 53.58/53.60 ( ( is_fun_pname_bool(A)
% 53.58/53.60 & is_fun_pname_bool(B) )
% 53.58/53.60 => ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B)))
% 53.58/53.60 => ( hAPP_f360545851e_bool(image_185131637_state(F),A) = hAPP_f360545851e_bool(image_185131637_state(F),B)
% 53.58/53.60 <=> A = B ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1122_is__none__def,axiom,
% 53.58/53.60 ! [X_1] :
% 53.58/53.60 ( hBOOL(is_none_com(X_1))
% 53.58/53.60 <=> X_1 = none_com ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1123_is__none__code_I1_J,axiom,
% 53.58/53.60 hBOOL(is_none_com(none_com)) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1124_inj__on__fun__updI,axiom,
% 53.58/53.60 ! [X_1,Y_2,F,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),A))
% 53.58/53.60 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,Y_2),hAPP_f360545851e_bool(image_185131637_state(F),A)))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(fun_up1055265789_state(F,X_1,Y_2)),A)) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1125_sup__le__fold__sup,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),B_1)),hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila278973382e_bool),B_1),A))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1126_sup__le__fold__sup,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),B_1)),hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila176469292e_bool),B_1),A))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1127_sup__le__fold__sup,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f387058535l_bool(finite_finite_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f387058535l_bool(hAPP_b1787118453l_bool(member_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),B_1)),hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila1168014441p_bool),B_1),A))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1128_fold__inf__le__inf,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila1635148844e_bool),B_1),A)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1129_fold__inf__le__inf,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila1874263622e_bool),B_1),A)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1130_fold__inf__le__inf,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f387058535l_bool(finite_finite_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f387058535l_bool(hAPP_b1787118453l_bool(member_bool,A_4),A))
% 53.58/53.60 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila310582991f_bool),B_1),A)),hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,A_4),B_1))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1131_fold__sup__insert,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila278973382e_bool),B_1),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A_4),hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila278973382e_bool),B_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1132_fold__sup__insert,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila176469292e_bool),B_1),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A_4),hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila176469292e_bool),B_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1133_fold__sup__insert,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f387058535l_bool(finite_finite_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila1168014441p_bool),B_1),hAPP_f961197973l_bool(hAPP_b496459037l_bool(insert_bool,A_4),A)))
% 53.58/53.60 <=> hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,A_4),hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila1168014441p_bool),B_1),A))) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1134_fold__inf__insert,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila1635148844e_bool),B_1),hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A_4),hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila1635148844e_bool),B_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1135_fold__inf__insert,axiom,
% 53.58/53.60 ! [B_1,A_4,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.60 => hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila1874263622e_bool),B_1),hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),A)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,A_4),hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila1874263622e_bool),B_1),A)) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1136_dom__eq__empty__conv,axiom,
% 53.58/53.60 ! [F] :
% 53.58/53.60 ( dom_pname_com(F) = bot_bo844097828e_bool
% 53.58/53.60 <=> ! [X_2] :
% 53.58/53.60 ( is_pname(X_2)
% 53.58/53.60 => hAPP_p799580910on_com(F,X_2) = none_com ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1137_dom__empty,axiom,
% 53.58/53.60 dom_pname_com(hAPP_o129566686on_com(cOMBK_413306633_pname,none_com)) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1138_Option_Oset_Osimps_I1_J,axiom,
% 53.58/53.60 set_com(none_com) = bot_bot_fun_com_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1139_Option_Oset_Osimps_I1_J,axiom,
% 53.58/53.60 set_pname(none_pname) = bot_bo844097828e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1140_Option_Oset_Osimps_I1_J,axiom,
% 53.58/53.60 set_Ho1741238126_state(none_H175086635_state) = bot_bo784226126e_bool ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1141_set__empty__eq,axiom,
% 53.58/53.60 ! [Xo] :
% 53.58/53.60 ( set_com(Xo) = bot_bot_fun_com_bool
% 53.58/53.60 <=> Xo = none_com ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1142_set__empty__eq,axiom,
% 53.58/53.60 ! [Xo] :
% 53.58/53.60 ( is_option_pname(Xo)
% 53.58/53.60 => ( set_pname(Xo) = bot_bo844097828e_bool
% 53.58/53.60 <=> Xo = none_pname ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1143_set__empty__eq,axiom,
% 53.58/53.60 ! [Xo] :
% 53.58/53.60 ( set_Ho1741238126_state(Xo) = bot_bo784226126e_bool
% 53.58/53.60 <=> Xo = none_H175086635_state ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1144_endo__inj__surj,axiom,
% 53.58/53.60 ! [F,A] :
% 53.58/53.60 ( is_fun1661590463l_bool(A)
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,hAPP_f559147733l_bool(image_2063528359e_bool(F),A)),A))
% 53.58/53.60 => ( hBOOL(hAPP_f1935102916l_bool(inj_on1490514707e_bool(F),A))
% 53.58/53.60 => hAPP_f559147733l_bool(image_2063528359e_bool(F),A) = A ) ) ) ) ).
% 53.58/53.60
% 53.58/53.60 fof(fact_1145_endo__inj__surj,axiom,
% 53.58/53.60 ! [F,A] :
% 53.58/53.60 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,hAPP_f734420447l_bool(image_390184709e_bool(F),A)),A))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(inj_on2143431281e_bool(F),A))
% 53.58/53.61 => hAPP_f734420447l_bool(image_390184709e_bool(F),A) = A ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1146_endo__inj__surj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( is_fun_pname_bool(A)
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(image_pname_pname(F),A)),A))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(inj_on_pname_pname(F),A))
% 53.58/53.61 => hAPP_f759274231e_bool(image_pname_pname(F),A) = A ) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1147_endo__inj__surj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(image_661047967_state(F),A)),A))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(inj_on535898123_state(F),A))
% 53.58/53.61 => hAPP_f806699093e_bool(image_661047967_state(F),A) = A ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1148_finite__surj__inj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f510955609l_bool(ord_le675606854l_bool,A),hAPP_f559147733l_bool(image_2063528359e_bool(F),A)))
% 53.58/53.61 => hBOOL(hAPP_f1935102916l_bool(inj_on1490514707e_bool(F),A)) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1149_finite__surj__inj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(ord_le694194916l_bool,A),hAPP_f734420447l_bool(image_390184709e_bool(F),A)))
% 53.58/53.61 => hBOOL(hAPP_f1410040974l_bool(inj_on2143431281e_bool(F),A)) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1150_finite__surj__inj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),hAPP_f759274231e_bool(image_pname_pname(F),A)))
% 53.58/53.61 => hBOOL(hAPP_f1664156314l_bool(inj_on_pname_pname(F),A)) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1151_finite__surj__inj,axiom,
% 53.58/53.61 ! [F,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A),hAPP_f806699093e_bool(image_661047967_state(F),A)))
% 53.58/53.61 => hBOOL(hAPP_f1378282496l_bool(inj_on535898123_state(F),A)) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1152_inj__on__image__Int,axiom,
% 53.58/53.61 ! [B,A,F,C_1] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),C_1))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),C_1))
% 53.58/53.61 => hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B)) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1153_inj__on__image__set__diff,axiom,
% 53.58/53.61 ! [B,A,F,C_1] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),C_1))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A),C_1))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B),C_1))
% 53.58/53.61 => hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,hAPP_f360545851e_bool(image_185131637_state(F),A)),hAPP_f360545851e_bool(image_185131637_state(F),B)) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1154_union__fold__insert,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.61 => hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(semila605046092m_bool,A),B) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(finite1275301314m_bool(insert_com),B),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1155_union__fold__insert,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.61 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,A),B) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(finite315386934e_bool(insert_pname),B),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1156_union__fold__insert,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.61 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,A),B) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(finite1230907212e_bool(insert1744391420_state),B),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1157_union__fold__insert,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(finite1627341516l_bool(insert1325755072e_bool),B),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1158_union__fold__insert,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(finite1943735070l_bool(insert1720618162e_bool),B),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1159_dom__minus,axiom,
% 53.58/53.61 ! [A,F,X_1] :
% 53.58/53.61 ( hAPP_p799580910on_com(F,X_1) = none_com
% 53.58/53.61 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,dom_pname_com(F)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,dom_pname_com(F)),A) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1160_Sup__fin_Oidem,axiom,
% 53.58/53.61 ! [X_1] :
% 53.58/53.61 ( hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,X_1),X_1))
% 53.58/53.61 <=> hBOOL(X_1) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1161_Sup__fin_Oidem,axiom,
% 53.58/53.61 ! [X_1] :
% 53.58/53.61 ( is_fun_pname_bool(X_1)
% 53.58/53.61 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,X_1),X_1) = X_1 ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1162_Sup__fin_Oidem,axiom,
% 53.58/53.61 ! [X_1] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,X_1),X_1) = X_1 ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1163_folding__one_Oeq__fold_H,axiom,
% 53.58/53.61 ! [X_1,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite860057415ne_com(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.61 => ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),A))
% 53.58/53.61 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,X_1),A)) = hAPP_f1276420679ol_com(hAPP_c1546426672ol_com(finite_fold_com_com(F),X_1),A) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1164_folding__one_Oeq__fold_H,axiom,
% 53.58/53.61 ! [X_1,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite1282449217_pname(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.61 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),A))
% 53.58/53.61 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),A)) = hAPP_f1297739591_pname(hAPP_p1630511146_pname(finite1657623752_pname(F),X_1),A) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1165_folding__one_Oeq__fold_H,axiom,
% 53.58/53.61 ! [X_1,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite683959609_state(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.61 => ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),A))
% 53.58/53.61 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,X_1),A)) = hAPP_f718417177_state(hAPP_H1440241088_state(finite212984546_state(F),X_1),A) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1166_folding__one_Oeq__fold_H,axiom,
% 53.58/53.61 ! [X_1,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite1626890877e_bool(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( ~ hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_1),A))
% 53.58/53.61 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,X_1),A)) = hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(F),X_1),A) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1167_folding__one_Oeq__fold_H,axiom,
% 53.58/53.61 ! [X_1,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite2009063477e_bool(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( ~ hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_1),A))
% 53.58/53.61 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,X_1),A)) = hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(F),X_1),A) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1168_folding__one__idem_Oeq__fold__idem_H,axiom,
% 53.58/53.61 ! [A_4,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite666746948em_com(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f990396704l_bool(finite_finite_com,A))
% 53.58/53.61 => hAPP_f1276420679ol_com(Fa,hAPP_f1682609283m_bool(hAPP_c566651504m_bool(insert_com,A_4),A)) = hAPP_f1276420679ol_com(hAPP_c1546426672ol_com(finite_fold_com_com(F),A_4),A) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1169_folding__one__idem_Oeq__fold__idem_H,axiom,
% 53.58/53.61 ! [A_4,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite89670078_pname(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(finite_finite_pname,A))
% 53.58/53.61 => hAPP_f1297739591_pname(Fa,hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A)) = hAPP_f1297739591_pname(hAPP_p1630511146_pname(finite1657623752_pname(F),A_4),A) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1170_folding__one__idem_Oeq__fold__idem_H,axiom,
% 53.58/53.61 ! [A_4,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite416071164_state(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(finite694102371_state,A))
% 53.58/53.61 => hAPP_f718417177_state(Fa,hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,A_4),A)) = hAPP_f718417177_state(hAPP_H1440241088_state(finite212984546_state(F),A_4),A) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1171_folding__one__idem_Oeq__fold__idem_H,axiom,
% 53.58/53.61 ! [A_4,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite1268145088e_bool(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => hAPP_f674760225e_bool(Fa,hAPP_f559147733l_bool(hAPP_f1320879424l_bool(insert1325755072e_bool,A_4),A)) = hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(F),A_4),A) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1172_folding__one__idem_Oeq__fold__idem_H,axiom,
% 53.58/53.61 ! [A_4,A,F,Fa] :
% 53.58/53.61 ( hBOOL(finite688249778e_bool(F,Fa))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => hAPP_f1216288071e_bool(Fa,hAPP_f734420447l_bool(hAPP_f1472090462l_bool(insert1720618162e_bool,A_4),A)) = hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(F),A_4),A) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1173_WT_OBody,axiom,
% 53.58/53.61 ! [Pn] :
% 53.58/53.61 ( hAPP_p799580910on_com(body,Pn) != none_com
% 53.58/53.61 => hBOOL(hAPP_com_bool(wt,hAPP_pname_com(body_1,Pn))) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1174_inj__on__insert,axiom,
% 53.58/53.61 ! [F,A_4,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),A)))
% 53.58/53.61 <=> ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F),A))
% 53.58/53.61 & ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_p1751618853_state(F,A_4)),hAPP_f360545851e_bool(image_185131637_state(F),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,A_4),bot_bo844097828e_bool))))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1175_dom__fun__upd,axiom,
% 53.58/53.61 ! [F,X_1,Y_2] :
% 53.58/53.61 ( ( Y_2 = none_com
% 53.58/53.61 => dom_pname_com(fun_up879233478on_com(F,X_1,Y_2)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,dom_pname_com(F)),hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),bot_bo844097828e_bool)) )
% 53.58/53.61 & ( Y_2 != none_com
% 53.58/53.61 => dom_pname_com(fun_up879233478on_com(F,X_1,Y_2)) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(insert_pname,X_1),dom_pname_com(F)) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1176_inf__le__fold__inf,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( is_fun_pname_bool(X_2)
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,B_1),X_2)) ) )
% 53.58/53.61 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,B_1),C)),hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila1635148844e_bool),C),A))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1177_inf__le__fold__inf,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,B_1),X_2)) )
% 53.58/53.61 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,B_1),C)),hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila1874263622e_bool),C),A))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1178_inf__le__fold__inf,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f387058535l_bool(finite_finite_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( is_bool(X_2)
% 53.58/53.61 => ( hBOOL(hAPP_f387058535l_bool(hAPP_b1787118453l_bool(member_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,B_1),X_2)) ) )
% 53.58/53.61 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_bool_bool(hAPP_b589554111l_bool(semila310582991f_bool,B_1),C)),hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila310582991f_bool),C),A))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1179_fold__sup__le__sup,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( is_fun_pname_bool(X_2)
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(hAPP_f556039215l_bool(member799430823e_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,X_2),B_1)) ) )
% 53.58/53.61 => hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f674760225e_bool(hAPP_f246190092e_bool(finite446335722e_bool(semila278973382e_bool),C),A)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila278973382e_bool,B_1),C))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1180_fold__sup__le__sup,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(hAPP_f631019661l_bool(member131361931e_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,X_2),B_1)) )
% 53.58/53.61 => hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f1216288071e_bool(hAPP_f1712138014e_bool(finite391880392e_bool(semila176469292e_bool),C),A)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila176469292e_bool,B_1),C))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1181_fold__sup__le__sup,axiom,
% 53.58/53.61 ! [C,B_1,A] :
% 53.58/53.61 ( hBOOL(hAPP_f387058535l_bool(finite_finite_bool,A))
% 53.58/53.61 => ( ! [X_2] :
% 53.58/53.61 ( is_bool(X_2)
% 53.58/53.61 => ( hBOOL(hAPP_f387058535l_bool(hAPP_b1787118453l_bool(member_bool,X_2),A))
% 53.58/53.61 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,X_2),B_1)) ) )
% 53.58/53.61 => hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(ord_less_eq_bool,hAPP_f387058535l_bool(hAPP_b1787118453l_bool(finite1909292976l_bool(semila1168014441p_bool),C),A)),hAPP_bool_bool(hAPP_b589554111l_bool(semila1168014441p_bool,B_1),C))) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1182_inj__on__iff__surj,axiom,
% 53.58/53.61 ! [A_3,A] :
% 53.58/53.61 ( A != bot_bo784226126e_bool
% 53.58/53.61 => ( ? [F_1] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(inj_on63516655_pname(F_1),A))
% 53.58/53.61 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,hAPP_f1083669085e_bool(image_1774499931_pname(F_1),A)),A_3)) )
% 53.58/53.61 <=> ? [G_1] : hAPP_f360545851e_bool(image_185131637_state(G_1),A_3) = A ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1183_inj__on__iff__surj,axiom,
% 53.58/53.61 ! [A_3,A] :
% 53.58/53.61 ( is_fun_pname_bool(A)
% 53.58/53.61 => ( A != bot_bo844097828e_bool
% 53.58/53.61 => ( ? [F_1] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(inj_on621632009_state(F_1),A))
% 53.58/53.61 & hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f360545851e_bool(image_185131637_state(F_1),A)),A_3)) )
% 53.58/53.61 <=> ? [G_1] : hAPP_f1083669085e_bool(image_1774499931_pname(G_1),A_3) = A ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1184_option_Oexhaust,axiom,
% 53.58/53.61 ! [Y_1] :
% 53.58/53.61 ( Y_1 != none_com
% 53.58/53.61 => ~ ! [A_2] : Y_1 != hAPP_com_option_com(some_com,A_2) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1185_option_Oexhaust,axiom,
% 53.58/53.61 ! [Y_1] :
% 53.58/53.61 ( is_option_pname(Y_1)
% 53.58/53.61 => ( Y_1 != none_pname
% 53.58/53.61 => ~ ! [A_2] :
% 53.58/53.61 ( is_pname(A_2)
% 53.58/53.61 => Y_1 != hAPP_p1252095976_pname(some_pname,A_2) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1186_option_Oexhaust,axiom,
% 53.58/53.61 ! [Y_1] :
% 53.58/53.61 ( Y_1 != none_H175086635_state
% 53.58/53.61 => ~ ! [A_2] : Y_1 != hAPP_H1633077406_state(some_H1043067815_state,A_2) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1187_Cantor__Bernstein__aux,axiom,
% 53.58/53.61 ! [G,B,F,A] :
% 53.58/53.61 ? [A_1] :
% 53.58/53.61 ( is_fun_pname_bool(A_1)
% 53.58/53.61 & hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(ord_le313189616e_bool,A_1),A))
% 53.58/53.61 & ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A_1))
% 53.58/53.61 => ~ hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f1083669085e_bool(image_1774499931_pname(G),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),hAPP_f360545851e_bool(image_185131637_state(F),A_1))))) )
% 53.58/53.61 & ? [H] :
% 53.58/53.61 ( ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),A_1))
% 53.58/53.61 => hAPP_p1751618853_state(H,X_2) = hAPP_p1751618853_state(F,X_2) )
% 53.58/53.61 & ! [X_2] :
% 53.58/53.61 ( is_pname(X_2)
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_2),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,A),A_1)))
% 53.58/53.61 => ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_p1751618853_state(H,X_2)),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,B),hAPP_f360545851e_bool(image_185131637_state(F),A_1))))
% 53.58/53.61 & X_2 = hAPP_H1193503499_pname(G,hAPP_p1751618853_state(H,X_2)) ) ) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1188_Cantor__Bernstein__aux,axiom,
% 53.58/53.61 ! [G,B,F,A] :
% 53.58/53.61 ? [A_1] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,A_1),A))
% 53.58/53.61 & ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A_1))
% 53.58/53.61 => ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f360545851e_bool(image_185131637_state(G),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),hAPP_f1083669085e_bool(image_1774499931_pname(F),A_1))))) )
% 53.58/53.61 & ? [H] :
% 53.58/53.61 ( ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),A_1))
% 53.58/53.61 => hAPP_H1193503499_pname(H,X_2) = hAPP_H1193503499_pname(F,X_2) )
% 53.58/53.61 & ! [X_2] :
% 53.58/53.61 ( hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_2),hAPP_f806699093e_bool(hAPP_f1794460506e_bool(minus_1805465033e_bool,A),A_1)))
% 53.58/53.61 => ( hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,hAPP_H1193503499_pname(H,X_2)),hAPP_f759274231e_bool(hAPP_f1388330588e_bool(minus_1015773161e_bool,B),hAPP_f1083669085e_bool(image_1774499931_pname(F),A_1))))
% 53.58/53.61 & X_2 = hAPP_p1751618853_state(G,hAPP_H1193503499_pname(H,X_2)) ) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1189_image__vimage__subset,axiom,
% 53.58/53.61 ! [F,A] : hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,hAPP_f360545851e_bool(image_185131637_state(F),vimage1011814463_state(F,A))),A)) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1190_dom__restrict,axiom,
% 53.58/53.61 ! [M,A] : dom_pname_com(restri1382200118me_com(M,A)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,dom_pname_com(M)),A) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1191_Inf__fin_Ounion__disjoint,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( ( is_fun1661590463l_bool(B)
% 53.58/53.61 & is_fun1661590463l_bool(A) )
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( A != bot_bo1649642514l_bool
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.61 => ( B != bot_bo1649642514l_bool
% 53.58/53.61 => ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B) = bot_bo1649642514l_bool
% 53.58/53.61 => hAPP_f674760225e_bool(big_la28065288e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B)) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f674760225e_bool(big_la28065288e_bool,A)),hAPP_f674760225e_bool(big_la28065288e_bool,B)) ) ) ) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1192_Inf__fin_Ounion__disjoint,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( A != bot_bo942947096l_bool
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.61 => ( B != bot_bo942947096l_bool
% 53.58/53.61 => ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B) = bot_bo942947096l_bool
% 53.58/53.61 => hAPP_f1216288071e_bool(big_la236972906e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B)) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f1216288071e_bool(big_la236972906e_bool,A)),hAPP_f1216288071e_bool(big_la236972906e_bool,B)) ) ) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1193_Inf__fin_Ounion__inter,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1935102916l_bool(finite595471783e_bool,B))
% 53.58/53.61 => ( hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B) != bot_bo1649642514l_bool
% 53.58/53.61 => hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f674760225e_bool(big_la28065288e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1782091504l_bool,A),B))),hAPP_f674760225e_bool(big_la28065288e_bool,hAPP_f559147733l_bool(hAPP_f230953622l_bool(semila1130628874l_bool,A),B))) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(semila1635148844e_bool,hAPP_f674760225e_bool(big_la28065288e_bool,A)),hAPP_f674760225e_bool(big_la28065288e_bool,B)) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1194_Inf__fin_Ounion__inter,axiom,
% 53.58/53.61 ! [B,A] :
% 53.58/53.61 ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,A))
% 53.58/53.61 => ( hBOOL(hAPP_f1410040974l_bool(finite627955595e_bool,B))
% 53.58/53.61 => ( hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B) != bot_bo942947096l_bool
% 53.58/53.61 => hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f1216288071e_bool(big_la236972906e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1672697786l_bool,A),B))),hAPP_f1216288071e_bool(big_la236972906e_bool,hAPP_f734420447l_bool(hAPP_f1847120l_bool(semila1028267552l_bool,A),B))) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(semila1874263622e_bool,hAPP_f1216288071e_bool(big_la236972906e_bool,A)),hAPP_f1216288071e_bool(big_la236972906e_bool,B)) ) ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1195_UNIV__I,axiom,
% 53.58/53.61 ! [X_1] : hBOOL(hAPP_f990396704l_bool(hAPP_c667411853l_bool(member_com,X_1),top_top_fun_com_bool)) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1196_UNIV__I,axiom,
% 53.58/53.61 ! [X_1] : hBOOL(hAPP_f1664156314l_bool(hAPP_p338031245l_bool(member_pname,X_1),top_to2127735616e_bool)) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1197_UNIV__I,axiom,
% 53.58/53.61 ! [X_1] : hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,X_1),top_to215444530e_bool)) ).
% 53.58/53.61
% 53.58/53.61 fof(fact_1198_rangeI,axiom,
% 53.58/53.61 ! [F,X_1] : hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_p1751618853_state(F,X_1)),hAPP_f360545851e_bool(image_185131637_state(F),top_to2127735616e_bool))) ).
% 53.58/53.61
% 53.58/53.61 %----Helper facts (152)
% 53.58/53.61 fof(help_fNot_1_1_U,axiom,
% 53.58/53.61 ! [P] :
% 53.58/53.61 ( ~ hBOOL(hAPP_bool_bool(fNot,P))
% 53.58/53.61 | ~ hBOOL(P) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fNot_2_1_U,axiom,
% 53.58/53.61 ! [P] :
% 53.58/53.61 ( hBOOL(P)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(fNot,P)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fconj_1_1_U,axiom,
% 53.58/53.61 ! [Q,P] :
% 53.58/53.61 ( ~ hBOOL(P)
% 53.58/53.61 | ~ hBOOL(Q)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fconj,P),Q)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fconj_2_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fconj,P),Q))
% 53.58/53.61 | hBOOL(P) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fconj_3_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fconj,P),Q))
% 53.58/53.61 | hBOOL(Q) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fdisj_1_1_U,axiom,
% 53.58/53.61 ! [Q,P] :
% 53.58/53.61 ( ~ hBOOL(P)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fdisj,P),Q)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fdisj_2_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(Q)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fdisj,P),Q)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fdisj_3_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fdisj,P),Q))
% 53.58/53.61 | hBOOL(P)
% 53.58/53.61 | hBOOL(Q) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fFalse_1_1_U,axiom,
% 53.58/53.61 ~ hBOOL(fFalse) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fFalse_1_1_T,axiom,
% 53.58/53.61 ! [P] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => ( P = fTrue
% 53.58/53.61 | P = fFalse ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fimplies_1_1_U,axiom,
% 53.58/53.61 ! [Q,P] :
% 53.58/53.61 ( hBOOL(P)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fimplies,P),Q)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fimplies_2_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(Q)
% 53.58/53.61 | hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fimplies,P),Q)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fimplies_3_1_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( ~ hBOOL(hAPP_bool_bool(hAPP_b589554111l_bool(fimplies,P),Q))
% 53.58/53.61 | ~ hBOOL(P)
% 53.58/53.61 | hBOOL(Q) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fAll_1_1_fAll_000tc__Com__Ostate_U,axiom,
% 53.58/53.61 ! [X,P] :
% 53.58/53.61 ( ~ hBOOL(hAPP_f327114704l_bool(fAll_state,P))
% 53.58/53.61 | hBOOL(hAPP_state_bool(P,X)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__Com__Ocom_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_com_bool(hAPP_c1396316405m_bool(fequal_com,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__Com__Ocom_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_com_bool(hAPP_c1396316405m_bool(fequal_com,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__Com__Opname_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ( is_pname(X)
% 53.58/53.61 & is_pname(Y) )
% 53.58/53.61 => ( ~ hBOOL(hAPP_pname_bool(hAPP_p61793385e_bool(fequal_pname,X),Y))
% 53.58/53.61 | X = Y ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__Com__Opname_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_pname_bool(hAPP_p61793385e_bool(fequal_pname,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__Com__Ostate_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(fequal_state,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__Com__Ostate_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_state_bool(hAPP_s1806633685e_bool(fequal_state,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__HOL__Obool_000tc__Com__Ocom_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => hAPP_com_bool(hAPP_b1153789088m_bool(cOMBK_bool_com,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Com__Ocom_000tc__Com__Opname_U,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_pname_com(hAPP_c1494068046me_com(cOMBK_com_pname,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__HOL__Obool_000tc__Com__Opname_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => hAPP_pname_bool(hAPP_b76515610e_bool(cOMBK_bool_pname,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_1_1_If_000tc__Option__Ooption_Itc__Com__Ocom_J_T,axiom,
% 53.58/53.61 ! [X,Y] : hAPP_o356497025on_com(hAPP_o334540577on_com(hAPP_b1679505845on_com(if_option_com,fTrue),X),Y) = X ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_2_1_If_000tc__Option__Ooption_Itc__Com__Ocom_J_T,axiom,
% 53.58/53.61 ! [X,Y] : hAPP_o356497025on_com(hAPP_o334540577on_com(hAPP_b1679505845on_com(if_option_com,fFalse),X),Y) = Y ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_3_1_If_000tc__Option__Ooption_Itc__Com__Ocom_J_T,axiom,
% 53.58/53.61 ! [P] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => ( P = fTrue
% 53.58/53.61 | P = fFalse ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Com__Opname_000tc__Com__Opname_U,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_pname(P)
% 53.58/53.61 => hAPP_pname_pname(hAPP_p1170154830_pname(cOMBK_pname_pname,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__Option__Ooption_Itc__Com__Ocom_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_option_com_bool(hAPP_o1684370239m_bool(fequal_option_com,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__Option__Ooption_Itc__Com__Ocom_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_option_com_bool(hAPP_o1684370239m_bool(fequal_option_com,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(fequal_fun_com_bool,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_f990396704l_bool(hAPP_f273696895l_bool(fequal_fun_com_bool,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ( is_fun_pname_bool(X)
% 53.58/53.61 & is_fun_pname_bool(Y) )
% 53.58/53.61 => ( ~ hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(fequal533582459e_bool,X),Y))
% 53.58/53.61 | X = Y ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_T,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_f1664156314l_bool(hAPP_f434788991l_bool(fequal533582459e_bool,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ocom_000tc__Com__Ocom_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_c1396316405m_bool(hAPP_f908845385m_bool(cOMBC_com_com_bool,P),Q),R) = hAPP_com_bool(hAPP_c1396316405m_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__Com__Ocom_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_f1682609283m_bool(cOMBB_bool_bool_com(P),Q),R) = hAPP_bool_bool(P,hAPP_com_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Ocom_000tc__HOL__Obool_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_f1682609283m_bool(hAPP_f328772264m_bool(cOMBS_com_bool_bool,P),Q),R) = hAPP_bool_bool(hAPP_c1580157610l_bool(P,R),hAPP_com_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ocom_000tc__Com__Opname_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_p1639923567m_bool(hAPP_f734198589m_bool(cOMBC_com_pname_bool,P),Q),R) = hAPP_pname_bool(hAPP_c1967741679e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__Com__Opname_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_f759274231e_bool(cOMBB_647938656_pname(P),Q),R) = hAPP_bool_bool(P,hAPP_pname_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__Com__Ostate_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_state_bool(hAPP_f1759915619e_bool(cOMBB_160679318_state(P),Q),R) = hAPP_bool_bool(P,hAPP_state_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ostate_000tc__HOL__Obool_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_state_bool(hAPP_b2019457360e_bool(hAPP_f167292325e_bool(cOMBC_231445413l_bool,P),Q),R) = hAPP_bool_bool(hAPP_s58564346l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__HOL__Obool_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f649174806e_bool(cOMBS_568398431l_bool,P),Q),R) = hAPP_bool_bool(hAPP_p393069232l_bool(P,R),hAPP_pname_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Ostate_000tc__HOL__Obool_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_state_bool(hAPP_f1759915619e_bool(hAPP_f644196280e_bool(cOMBS_1378840469l_bool,P),Q),R) = hAPP_bool_bool(hAPP_s58564346l_bool(P,R),hAPP_state_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__Com__Opname_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_p61793385e_bool(hAPP_f22061361e_bool(cOMBC_1149511130e_bool,P),Q),R) = hAPP_pname_bool(hAPP_p61793385e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ostate_000tc__Com__Ostate_000tc__HOL__Obool_U,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_state_bool(hAPP_s1806633685e_bool(hAPP_f817621513e_bool(cOMBC_2027030106e_bool,P),Q),R) = hAPP_state_bool(hAPP_s1806633685e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Option__Ooption_Itc__Com__Ocom_J_000tc__Com__Opname_,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_p799580910on_com(hAPP_o129566686on_com(cOMBK_413306633_pname,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__HOL__Obool_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obo,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => hAPP_f1664156314l_bool(hAPP_b357632156l_bool(cOMBK_1857069011e_bool,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Obool_J_000tc__Com__O,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_s1806633685e_bool(hAPP_f1863945078e_bool(cOMBK_631994958_state,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_1_1_If_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate,axiom,
% 53.58/53.61 ! [X,Y] : hAPP_H574424047_state(hAPP_H280516760_state(hAPP_b993469484_state(if_Hoa443228806_state,fTrue),X),Y) = X ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_2_1_If_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate,axiom,
% 53.58/53.61 ! [X,Y] : hAPP_H574424047_state(hAPP_H280516760_state(hAPP_b993469484_state(if_Hoa443228806_state,fFalse),X),Y) = Y ).
% 53.58/53.61
% 53.58/53.61 fof(help_If_3_1_If_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__Ostate,axiom,
% 53.58/53.61 ! [P] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => ( P = fTrue
% 53.58/53.61 | P = fFalse ) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_H242767318e_bool(hAPP_H216526335e_bool(fequal1440809015_state,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_H242767318e_bool(hAPP_H216526335e_bool(fequal1440809015_state,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Option__Ooption_Itc__Com__Ocom_J_000tc__Com__Ocom_00,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_com(hAPP_f96342628me_com(cOMBB_923936821_pname(P),Q),R) = hAPP_option_com_com(P,hAPP_p799580910on_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__Option__Ooption_Itc__Com__Ocom_J_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_o1092643708e_bool(hAPP_f837293113e_bool(cOMBC_1381995473m_bool,P),Q),R) = hAPP_option_com_bool(hAPP_p558118546m_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_000tc__HOL__Obo,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_f1998868198m_bool(cOMBB_298914627ol_com(P),Q),R) = hAPP_f990396704l_bool(P,hAPP_c1396316405m_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ocom_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_f1682609283m_bool(hAPP_f578650245m_bool(cOMBC_1904837336l_bool,P),Q),R) = hAPP_f990396704l_bool(hAPP_c667411853l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_c1580157610l_bool(hAPP_f954469007l_bool(cOMBB_886968260ol_com(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_com_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_c1967741679e_bool(hAPP_f835719487e_bool(cOMBB_1083901850ol_com(P),Q),R) = hAPP_p61793385e_bool(P,hAPP_com_pname(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__fun_Itc__Com__Op,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_f559147733l_bool(cOMBB_307249310e_bool(P),Q),R) = hAPP_bool_bool(P,hAPP_f1664156314l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo_011,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p393069232l_bool(hAPP_f1402196763l_bool(cOMBB_675860798_pname(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_pname_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo_012,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s58564346l_bool(hAPP_f1259673775l_bool(cOMBB_188601460_state(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_state_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__HOL__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_f559147733l_bool(hAPP_f624840228l_bool(cOMBS_350070575l_bool,P),Q),R) = hAPP_bool_bool(hAPP_f1476298914l_bool(P,R),hAPP_f1664156314l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__HOL__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_f42430548e_bool(cOMBB_530759491_pname(P),Q),R) = hAPP_f1664156314l_bool(P,hAPP_p61793385e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Obool_J_000tc__HOL__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_state_bool(hAPP_f1012183542e_bool(cOMBB_1911358915_state(P),Q),R) = hAPP_f327114704l_bool(P,hAPP_s1806633685e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_f759274231e_bool(hAPP_f661147897e_bool(cOMBC_1058051404l_bool,P),Q),R) = hAPP_f1664156314l_bool(hAPP_p338031245l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ostate_000tc__HOL__Obool_000tc__fun_Itc__Com__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s1806633685e_bool(hAPP_b1095269219e_bool(hAPP_f701449317e_bool(cOMBC_471052088e_bool,P),Q),R) = hAPP_b2019457360e_bool(hAPP_s1874344717e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__Com__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_p338031245l_bool(hAPP_f2082757169l_bool(cOMBC_1004116266e_bool,P),Q),R) = hAPP_pname_bool(hAPP_f759274231e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob_013,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p61793385e_bool(hAPP_f1336811455e_bool(cOMBB_542850580_pname(P),Q),R) = hAPP_p61793385e_bool(P,hAPP_pname_pname(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Com__Ocom_000tc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_H46530577te_com(hAPP_c57939194te_com(cOMBK_131063602_state,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_c1455475371_state(hAPP_H275587026_state(cOMBK_869602456te_com,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__HOL__Obool_000tc__Hoare____Mirabelle____uwgpyvfjxg__,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => hAPP_H242767318e_bool(hAPP_b974863576e_bool(cOMBK_988866959_state,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg_,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_pname(P)
% 53.58/53.61 => hAPP_H1193503499_pname(hAPP_p1227118702_pname(cOMBK_497473068_state,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___014,axiom,
% 53.58/53.61 ! [P,Q] : hAPP_p1751618853_state(hAPP_H1938877132_state(cOMBK_2086841362_pname,P),Q) = P ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_1_1_fequal_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( ~ hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(fequal1475827639e_bool,X),Y))
% 53.58/53.61 | X = Y ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_fequal_2_1_fequal_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple,axiom,
% 53.58/53.61 ! [X,Y] :
% 53.58/53.61 ( X != Y
% 53.58/53.61 | hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(fequal1475827639e_bool,X),Y)) ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__Option__Ooption_Itc__Com__Ocom_J_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p799580910on_com(hAPP_f2123220539on_com(hAPP_f1673966486on_com(cOMBS_904531235on_com,P),Q),R) = hAPP_o356497025on_com(hAPP_p1086945780on_com(P,R),hAPP_p799580910on_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ocom_000tc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_com_bool(hAPP_H313059897m_bool(hAPP_f235185669m_bool(cOMBC_114640782e_bool,P),Q),R) = hAPP_H242767318e_bool(hAPP_c1311333443e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Ocom_000tc__Hoare____Mirabelle____uwgpyvfjxg__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1751618853_state(hAPP_f1377420673_state(cOMBB_271860050_pname(P),Q),R) = hAPP_c1455475371_state(P,hAPP_pname_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__Hoare____Mirabel,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_f806699093e_bool(cOMBB_325909978_state(P),Q),R) = hAPP_bool_bool(P,hAPP_H242767318e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1702629984e_bool(cOMBS_865875691l_bool,P),Q),R) = hAPP_bool_bool(hAPP_H1270401638l_bool(P,R),hAPP_H242767318e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ocom_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool__015,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_c1396316405m_bool(hAPP_f721468006m_bool(hAPP_f947797701m_bool(cOMBC_1977231931m_bool,P),Q),R) = hAPP_f1682609283m_bool(hAPP_c566651504m_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_H1776011827e_bool(hAPP_f343137017e_bool(cOMBC_19854728e_bool,P),Q),R) = hAPP_H242767318e_bool(hAPP_p606792009e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_p606792009e_bool(hAPP_f1720171569e_bool(cOMBC_1952686190e_bool,P),Q),R) = hAPP_pname_bool(hAPP_H1776011827e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo_016,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1476298914l_bool(hAPP_f143162813l_bool(cOMBB_2095475776e_bool(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_f1664156314l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_f434788991l_bool(hAPP_f1297925993l_bool(cOMBC_1284144636l_bool,P),Q),R) = hAPP_f1664156314l_bool(hAPP_f434788991l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob_017,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f759274231e_bool(hAPP_f1385420507e_bool(cOMBB_598082538e_bool(P),Q),R) = hAPP_p61793385e_bool(P,hAPP_f1297739591_pname(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob_018,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p61793385e_bool(hAPP_f180827860e_bool(hAPP_f698292281e_bool(cOMBC_1123258281e_bool,P),Q),R) = hAPP_f759274231e_bool(hAPP_p905327722e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Ostate_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Ob,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s1806633685e_bool(hAPP_f1863945078e_bool(hAPP_f915354021e_bool(cOMBC_952831051e_bool,P),Q),R) = hAPP_f1759915619e_bool(hAPP_s1226857760e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBK_1_1_COMBK_000tc__HOL__Obool_000tc__fun_Itc__Hoare____Mirabelle____uwg,axiom,
% 53.58/53.61 ! [P,Q] :
% 53.58/53.61 ( is_bool(P)
% 53.58/53.61 => hAPP_f1378282496l_bool(hAPP_b167205134l_bool(cOMBK_293339231e_bool,P),Q) = P ) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Option__Ooption_Itc__Com__Ocom_J_000tc__fun_Itc__Opt,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p558118546m_bool(hAPP_f919496731m_bool(cOMBB_418828222_pname(P),Q),R) = hAPP_o1684370239m_bool(P,hAPP_p799580910on_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__HOL__Obool_000tc__fun_Itc__Hoare__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_f734420447l_bool(cOMBB_1686148692e_bool(P),Q),R) = hAPP_bool_bool(P,hAPP_f1378282496l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo_019,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H1270401638l_bool(hAPP_f832587837l_bool(cOMBB_1291456124_state(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_H242767318e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_f734420447l_bool(hAPP_f524831474l_bool(cOMBS_1162100051l_bool,P),Q),R) = hAPP_bool_bool(hAPP_f2067558332l_bool(P,R),hAPP_f1378282496l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__fun_Itc__Hoare____Mirabelle____uw,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_pname_bool(hAPP_f1083669085e_bool(hAPP_f568104217e_bool(cOMBC_1757633998l_bool,P),Q),R) = hAPP_f1378282496l_bool(hAPP_p1235466077l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___020,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_f360545851e_bool(hAPP_f591683433e_bool(cOMBC_1984545208l_bool,P),Q),R) = hAPP_f1664156314l_bool(hAPP_H358531139l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_000tc__fun_Itc_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(hAPP_f1898485935m_bool(cOMBC_788185579m_bool,P),Q),R) = hAPP_f1682609283m_bool(hAPP_f1120618594m_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__Hoare_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_H358531139l_bool(hAPP_f1186253673l_bool(cOMBC_1836455480e_bool,P),Q),R) = hAPP_H242767318e_bool(hAPP_f360545851e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_p1235466077l_bool(hAPP_f780571929l_bool(cOMBC_1558112230e_bool,P),Q),R) = hAPP_pname_bool(hAPP_f1083669085e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob_021,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H1776011827e_bool(hAPP_f777604691e_bool(cOMBB_1365368614_state(P),Q),R) = hAPP_p61793385e_bool(P,hAPP_H1193503499_pname(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It_022,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1664156314l_bool(hAPP_f559147733l_bool(hAPP_f1145991873l_bool(cOMBC_1988546018l_bool,P),Q),R) = hAPP_f1935102916l_bool(hAPP_f556039215l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p338031245l_bool(hAPP_f567934427l_bool(cOMBB_408569982_pname(P),Q),R) = hAPP_f434788991l_bool(P,hAPP_p61793385e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Obool_J_000tc__fun_It,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s2001034685l_bool(hAPP_f1283379615l_bool(cOMBB_1759179140_state(P),Q),R) = hAPP_f1259673775l_bool(P,hAPP_s1806633685e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It_023,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f759274231e_bool(hAPP_f1388330588e_bool(hAPP_f182188835e_bool(cOMBC_1880008793e_bool,P),Q),R) = hAPP_f759274231e_bool(hAPP_f1388330588e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__HOL__Obool_J_000tc__fun_It_024,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s336103912e_bool(hAPP_f249262236e_bool(cOMBB_1476898461_state(P),Q),R) = hAPP_f1863945078e_bool(P,hAPP_s1806633685e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__Com__Ostate_Mtc__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s1806633685e_bool(hAPP_f1935169308e_bool(cOMBB_1036740637_state(P),Q),R) = hAPP_f1012183542e_bool(P,hAPP_s336103912e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__Option__Ooption_Itc__Com__Ocom_J__025,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1086945780on_com(hAPP_f648377725on_com(hAPP_f2093196134on_com(cOMBS_1529518335on_com,P),Q),R) = hAPP_o334540577on_com(hAPP_p1164893188on_com(P,R),hAPP_p799580910on_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___026,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_H216526335e_bool(hAPP_f1902016361e_bool(cOMBC_1967329268e_bool,P),Q),R) = hAPP_H242767318e_bool(hAPP_H216526335e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1751618853_state(hAPP_f1343550633_state(hAPP_f799842582_state(cOMBS_853737105_state,P),Q),R) = hAPP_H574424047_state(hAPP_p1947457250_state(P,R),hAPP_p1751618853_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__HOL__Obool_Mtc__HOL__Oboo_027,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f2067558332l_bool(hAPP_f118042163l_bool(cOMBB_1749019442e_bool(P),Q),R) = hAPP_b589554111l_bool(P,hAPP_f1378282496l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ocom_Mtc__HOL__Obool_J_000tc__fun_Itc_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_c566651504m_bool(hAPP_f57617970m_bool(cOMBB_2112550369ol_com(P),Q),R) = hAPP_f1120618594m_bool(P,hAPP_c1396316405m_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Com__Opname_000tc__fun_Itc__Com__Opname_Mtc__HOL__Ob_028,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1083669085e_bool(hAPP_f700046015e_bool(cOMBB_1400714760e_bool(P),Q),R) = hAPP_p61793385e_bool(P,hAPP_f88366945_pname(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1751618853_state(hAPP_f914896950_state(hAPP_f1811131990_state(cOMBS_1524960158_state,P),Q),R) = hAPP_f497755132_state(hAPP_p1331349103_state(P,R),hAPP_p1637813682e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1935102916l_bool(hAPP_f510955609l_bool(hAPP_f1879335953l_bool(cOMBC_7971162l_bool,P),Q),R) = hAPP_f1935102916l_bool(hAPP_f510955609l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__HOL__Obool_Mtc__H,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s1874344717e_bool(hAPP_f873506917e_bool(cOMBB_1757942702_state(P),Q),R) = hAPP_f167292325e_bool(P,hAPP_s2001034685l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It_029,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p905327722e_bool(hAPP_f647826488e_bool(cOMBB_1919352417_pname(P),Q),R) = hAPP_f1388330588e_bool(P,hAPP_p61793385e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__Option__Ooption_Itc__Com_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1164893188on_com(hAPP_f755519727on_com(cOMBB_1394247784_pname(P),Q),R) = hAPP_b1679505845on_com(P,hAPP_pname_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_c1311333443e_bool(hAPP_f475997903e_bool(cOMBB_1327031172ol_com(P),Q),R) = hAPP_H216526335e_bool(P,hAPP_c1455475371_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_f1900156034e_bool(cOMBB_1282391997_state(P),Q),R) = hAPP_f1378282496l_bool(P,hAPP_H216526335e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___030,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H242767318e_bool(hAPP_f806699093e_bool(hAPP_f1184122441e_bool(cOMBC_538205282l_bool,P),Q),R) = hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_031,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(hAPP_f1463049441l_bool(cOMBC_754402940e_bool,P),Q),R) = hAPP_H242767318e_bool(hAPP_f806699093e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___032,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p606792009e_bool(hAPP_f472107739e_bool(cOMBB_181781758_pname(P),Q),R) = hAPP_H216526335e_bool(P,hAPP_p1751618853_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It_033,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H358531139l_bool(hAPP_f381060343l_bool(cOMBB_1631414076_state(P),Q),R) = hAPP_f434788991l_bool(P,hAPP_H1776011827e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__Com__Ocom_000tc__fun_Itc__fun_Itc,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1331349103_state(hAPP_f460309545_state(hAPP_f1922754332_state(cOMBS_1020065803_state,P),Q),R) = hAPP_c27135337_state(hAPP_p357103842_state(P,R),hAPP_pname_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1218207411_state(hAPP_f819036232_state(hAPP_f815143704_state(cOMBS_858986606_state,P),Q),R) = hAPP_f497755132_state(hAPP_f1867816801_state(P,R),hAPP_f887530048e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__fun_It_034,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f434788991l_bool(hAPP_f417341722l_bool(hAPP_f836143551l_bool(cOMBC_772615479l_bool,P),Q),R) = hAPP_f559147733l_bool(hAPP_f1320879424l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__HOL__Obool_Mtc__H_035,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_s1226857760e_bool(hAPP_f1138284024e_bool(cOMBB_20296667_state(P),Q),R) = hAPP_f644196280e_bool(P,hAPP_s2001034685l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_036,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_f849457489l_bool(hAPP_f1348212993l_bool(cOMBC_1350613978l_bool,P),Q),R) = hAPP_f1378282496l_bool(hAPP_f849457489l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___037,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f360545851e_bool(hAPP_f2113567599e_bool(cOMBB_1724041344e_bool(P),Q),R) = hAPP_H216526335e_bool(P,hAPP_f1218207411_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Com__Opname_000tc__fun_Itc__Hoare____Mirabelle____uw_038,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p606792009e_bool(hAPP_f103229774e_bool(hAPP_f376349141e_bool(cOMBC_59067399e_bool,P),Q),R) = hAPP_f806699093e_bool(hAPP_p105983054e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_000tc__Com__O,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1867816801_state(hAPP_f240260249_state(hAPP_f578932784_state(cOMBS_384351451_state,P),Q),R) = hAPP_c27135337_state(hAPP_f2099268820_state(P,R),hAPP_f792846925ol_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc__039,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f559147733l_bool(hAPP_f230953622l_bool(hAPP_f1477350485l_bool(cOMBC_694979519l_bool,P),Q),R) = hAPP_f559147733l_bool(hAPP_f230953622l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___040,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H216526335e_bool(hAPP_f596278895e_bool(cOMBB_1563888316_state(P),Q),R) = hAPP_H216526335e_bool(P,hAPP_H574424047_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__Com__Opname_000tc__Hoare____Mirabelle____uwgpyvfjxg__041,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1947457250_state(hAPP_f1655792756_state(hAPP_f2119427284_state(cOMBS_140201078_state,P),Q),R) = hAPP_H280516760_state(hAPP_p1159359355_state(P,R),hAPP_p1751618853_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_042,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1378282496l_bool(hAPP_f734420447l_bool(hAPP_f1236719585l_bool(cOMBC_1484018740l_bool,P),Q),R) = hAPP_f1410040974l_bool(hAPP_f631019661l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_043,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1235466077l_bool(hAPP_f1143533991l_bool(cOMBB_949755692_pname(P),Q),R) = hAPP_f849457489l_bool(P,hAPP_p606792009e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_044,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f718417177_state(hAPP_f578501918_state(hAPP_f886846002_state(cOMBS_57685138_state,P),Q),R) = hAPP_f497755132_state(hAPP_f1554347387_state(P,R),hAPP_f1487042470e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___045,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f806699093e_bool(hAPP_f610934515e_bool(cOMBB_1840094962e_bool(P),Q),R) = hAPP_H216526335e_bool(P,hAPP_f718417177_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___046,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H216526335e_bool(hAPP_f874203478e_bool(hAPP_f1802364479e_bool(cOMBC_1229155955e_bool,P),Q),R) = hAPP_f806699093e_bool(hAPP_H1902130436e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__HOL__Obool_000tc__fun_Itc__Hoare____Mirabelle____uwg,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p1159359355_state(hAPP_f1836930278_state(cOMBB_143651633_pname(P),Q),R) = hAPP_b993469484_state(P,hAPP_pname_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(hAPP_f1901243753l_bool(cOMBC_991209188l_bool,P),Q),R) = hAPP_f1410040974l_bool(hAPP_f1516997247l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBS_1_1_COMBS_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_047,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1554347387_state(hAPP_f824259881_state(hAPP_f37848848_state(cOMBS_1164062463_state,P),Q),R) = hAPP_c27135337_state(hAPP_f403544558_state(P,R),hAPP_f1547517799ol_com(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__Com__Ostate_Mtc___048,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p357103842_state(hAPP_f804744487_state(cOMBB_2084106034_pname(P),Q),R) = hAPP_f274181323_state(P,hAPP_p1637813682e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__fun_Itc__Com__Opname_Mtc__HOL__Obool_J_Mtc_,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1320879424l_bool(hAPP_f1149191722l_bool(cOMBB_631815671e_bool(P),Q),R) = hAPP_f230953622l_bool(P,hAPP_f434788991l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_049,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H2039996199l_bool(hAPP_f1191357267l_bool(cOMBB_639263758_state(P),Q),R) = hAPP_f849457489l_bool(P,hAPP_H216526335e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_050,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f806699093e_bool(hAPP_f1794460506e_bool(hAPP_f2061951445e_bool(cOMBC_528733435e_bool,P),Q),R) = hAPP_f806699093e_bool(hAPP_f1794460506e_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_Itc__Com___051,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_p105983054e_bool(hAPP_f2028971360e_bool(cOMBB_667059641_pname(P),Q),R) = hAPP_H1902130436e_bool(P,hAPP_p1751618853_state(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__Com__Ostate_Mtc___052,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f2099268820_state(hAPP_f1633046421_state(cOMBB_1794358604e_bool(P),Q),R) = hAPP_f274181323_state(P,hAPP_f887530048e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_053,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f849457489l_bool(hAPP_f2059879088l_bool(hAPP_f476955937l_bool(cOMBC_1639502213l_bool,P),Q),R) = hAPP_f734420447l_bool(hAPP_f1472090462l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Com__Ostate_Mtc__fun_Itc__Com__Ostate_Mtc___054,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f403544558_state(hAPP_f250550847_state(cOMBB_2049797414e_bool(P),Q),R) = hAPP_f274181323_state(P,hAPP_f1487042470e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__Otriple_I_055,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_H1902130436e_bool(hAPP_f241329646e_bool(cOMBB_604855927_state(P),Q),R) = hAPP_f1794460506e_bool(P,hAPP_H216526335e_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBC_1_1_COMBC_000tc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg___056,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f734420447l_bool(hAPP_f1847120l_bool(hAPP_f1573805579l_bool(cOMBC_1377256501l_bool,P),Q),R) = hAPP_f734420447l_bool(hAPP_f1847120l_bool(P,R),Q) ).
% 53.58/53.61
% 53.58/53.61 fof(help_COMBB_1_1_COMBB_000tc__fun_Itc__fun_Itc__Hoare____Mirabelle____uwgpyvfjxg__,axiom,
% 53.58/53.61 ! [P,Q,R] : hAPP_f1472090462l_bool(hAPP_f1316144452l_bool(cOMBB_494346593e_bool(P),Q),R) = hAPP_f1847120l_bool(P,hAPP_f849457489l_bool(Q,R)) ).
% 53.58/53.61
% 53.58/53.61 %----Conjectures (8)
% 53.58/53.61 fof(conj_0,hypothesis,
% 53.58/53.61 hBOOL(hoare_1795711768gleton) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_1,hypothesis,
% 53.58/53.61 hBOOL(wT_bodies) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_2,hypothesis,
% 53.58/53.61 hBOOL(hAPP_f1378282496l_bool(finite694102371_state,fa)) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_3,hypothesis,
% 53.58/53.61 ~ hBOOL(hAPP_f1378282496l_bool(hAPP_H2039996199l_bool(member1667945571_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,y)),fa)) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_4,hypothesis,
% 53.58/53.61 hBOOL(hAPP_f1378282496l_bool(hAPP_f849457489l_bool(ord_le1449778818e_bool,fa),hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),hAPP_f96342628me_com(cOMBB_923936821_pname(the_com),body))),dom_pname_com(body)))) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_5,hypothesis,
% 53.58/53.61 hAPP_p799580910on_com(body,pn) = hAPP_com_option_com(some_com,y) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_6,hypothesis,
% 53.58/53.61 hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),body_1)),dom_pname_com(body))),fa)) ).
% 53.58/53.61
% 53.58/53.61 fof(conj_7,conjecture,
% 53.58/53.61 hBOOL(hAPP_f1378282496l_bool(hoare_512830354_state(hAPP_f360545851e_bool(image_185131637_state(hAPP_f1377420673_state(cOMBB_271860050_pname(hoare_Mirabelle_MGT),body_1)),dom_pname_com(body))),hAPP_f806699093e_bool(hAPP_H1902130436e_bool(insert1744391420_state,hAPP_c1455475371_state(hoare_Mirabelle_MGT,y)),bot_bo784226126e_bool))) ).
% 53.58/53.61
% 53.58/53.61 %------------------------------------------------------------------------------
% 53.58/53.61 %-------------------------------------------
% 53.58/53.61 % Proof found
% 53.58/53.61 % SZS status Theorem for theBenchmark
% 53.58/53.61 % SZS output start Proof
% 53.58/53.61 %ClaNum:3533(EqnAxiom:1335)
% 53.58/53.61 %VarNum:11100(SingletonVarNum:4374)
% 53.58/53.61 %MaxLitNum:9
% 53.58/53.61 %MaxfuncDepth:13
% 53.58/53.61 %SharedTerms:514
% 53.58/53.61 %goalClause: 1862
% 53.58/53.61 %singleGoalClaCount:1
% 53.58/53.61 [1339]P1(a821)
% 53.58/53.61 [1340]P1(a15)
% 53.58/53.61 [1341]P1(a12)
% 53.58/53.61 [1342]P1(a16)
% 53.58/53.61 [1343]P1(a420)
% 53.58/53.61 [1344]P3(a422)
% 53.58/53.61 [1345]P3(a4)
% 53.58/53.61 [1346]P4(a795)
% 53.58/53.61 [1347]P5(a2)
% 53.58/53.61 [1348]P5(a822)
% 53.58/53.61 [1349]P6(a1)
% 53.58/53.61 [1350]P2(a821)
% 53.58/53.61 [1351]P2(a15)
% 53.58/53.61 [1827]~P2(a16)
% 53.58/53.61 [1336]E(f792(a1),a2)
% 53.58/53.61 [1337]E(f793(a10),a11)
% 53.58/53.61 [1338]E(f794(a14),a3)
% 53.58/53.61 [1352]P1(f836(a5))
% 53.58/53.61 [1353]P4(f841(a806))
% 53.58/53.61 [1354]P2(f423(a739))
% 53.58/53.61 [1355]P2(f444(a777))
% 53.58/53.61 [1356]P2(f450(a807))
% 53.58/53.61 [1357]P2(f451(a740))
% 53.58/53.61 [1358]P2(f454(a812))
% 53.58/53.61 [1359]P2(f445(a813))
% 53.58/53.61 [1360]P2(f778(a10))
% 53.58/53.61 [1381]E(f472(a823,a843),f673(a6,a795))
% 53.58/53.61 [1383]P2(f473(a844,a824))
% 53.58/53.61 [1384]P2(f675(a455,a11))
% 53.58/53.61 [1385]P2(f526(a422,a2))
% 53.58/53.61 [1386]P2(f527(a456,a3))
% 53.58/53.61 [1387]P2(f527(a456,a424))
% 53.58/53.61 [1388]P2(f583(a457,a4))
% 53.58/53.61 [1389]P2(f553(a461,a13))
% 53.58/53.61 [1382]E(f17(f674(a21,a10)),a2)
% 53.58/53.61 [1425]E(f665(a139,f494(a113,a16)),a2)
% 53.58/53.61 [1426]E(f632(a119,f495(a22,a16)),a4)
% 53.58/53.61 [1427]E(f469(a19,f506(a114,a16)),a3)
% 53.58/53.61 [1428]E(f572(a140,f496(a118,a16)),a11)
% 53.58/53.61 [1429]E(f470(a20,f500(a111,a16)),a13)
% 53.58/53.61 [1430]P2(f526(a422,f17(a6)))
% 53.58/53.61 [1475]P5(f837(f476(a806,a5)))
% 53.58/53.61 [1614]P3(f840(f476(f476(a806,a5),a5)))
% 53.58/53.61 [1779]P2(f527(f677(a798,a424),f524(f752(f550(f55(a746),f688(f68(a826),a6))),f17(a6))))
% 53.58/53.61 [1861]~P2(f527(f488(a782,f508(a746,a843)),a424))
% 53.58/53.61 [1771]P2(f423(f646(f49(f591(a107,a790)),f664(f696(a95,a739),a11))))
% 53.58/53.61 [1772]P2(f444(f653(f50(f587(a90,a780)),f580(f660(a77,a777),a2))))
% 53.58/53.61 [1773]P2(f451(f600(f65(f605(a100,a788)),f687(f581(a79,a740),a3))))
% 53.58/53.61 [1778]P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),a424))
% 53.58/53.61 [1862]~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3)))
% 53.58/53.61 [1361]P1(f423(x13611))
% 53.58/53.61 [1362]P1(f444(x13621))
% 53.58/53.61 [1363]P1(f450(x13631))
% 53.58/53.61 [1364]P1(f451(x13641))
% 53.58/53.61 [1365]P1(f454(x13651))
% 53.58/53.61 [1366]P1(f445(x13661))
% 53.58/53.61 [1367]P1(f778(x13671))
% 53.58/53.61 [1368]P1(f779(x13681))
% 53.58/53.61 [1369]P3(f741(x13691))
% 53.58/53.61 [1370]P3(f742(x13701))
% 53.58/53.61 [1371]P3(f772(x13711))
% 53.58/53.61 [1372]P5(f17(x13721))
% 53.58/53.61 [1373]P5(f145(x13731))
% 53.58/53.61 [1374]P5(f18(x13741))
% 53.58/53.61 [1375]E(f469(a19,x13751),x13751)
% 53.58/53.61 [1376]E(f470(a20,x13761),x13761)
% 53.58/53.61 [1832]~E(f707(a828,x18321),a1)
% 53.58/53.61 [1833]~E(f728(a9,x18331),a824)
% 53.58/53.61 [1834]~E(f472(a823,x18341),a10)
% 53.58/53.61 [1835]~E(f482(a825,x18351),a14)
% 53.58/53.61 [1377]E(f471(f743(x13771),a3),a2)
% 53.58/53.61 [1378]E(f524(f752(x13781),a2),a3)
% 53.58/53.61 [1379]E(f525(f753(x13791),a3),a11)
% 53.58/53.61 [1380]E(f622(f754(x13801),a11),a3)
% 53.58/53.61 [1432]E(f665(f554(a814,a2),x14321),a2)
% 53.58/53.61 [1433]E(f665(f554(a780,a2),x14331),a2)
% 53.58/53.61 [1435]E(f469(f576(a816,a3),x14351),a3)
% 53.58/53.61 [1436]E(f469(f576(a788,a3),x14361),a3)
% 53.58/53.61 [1438]E(f572(f529(a818,a11),x14381),a11)
% 53.58/53.61 [1439]E(f572(f529(a790,a11),x14391),a11)
% 53.58/53.61 [1441]E(f469(f576(a813,a3),x14411),x14411)
% 53.58/53.61 [1443]E(f572(f529(a819,a11),x14431),x14431)
% 53.58/53.61 [1445]E(f665(f554(a814,x14451),a2),a2)
% 53.58/53.61 [1447]E(f469(f576(a816,x14471),a3),a3)
% 53.58/53.61 [1449]E(f572(f529(a818,x14491),a11),a11)
% 53.58/53.61 [1450]E(f705(a826,f472(a823,x14501)),x14501)
% 53.58/53.61 [1451]E(f700(a827,f482(a825,x14511)),x14511)
% 53.58/53.61 [1453]E(f469(f576(a813,x14531),a3),x14531)
% 53.58/53.61 [1454]E(f469(f576(a788,x14541),a3),x14541)
% 53.58/53.61 [1456]E(f572(f529(a819,x14561),a11),x14561)
% 53.58/53.61 [1457]E(f572(f529(a790,x14571),a11),x14571)
% 53.58/53.61 [1458]P2(f675(f761(a823),x14581))
% 53.58/53.61 [1459]P2(f526(f772(a828),x14591))
% 53.58/53.61 [1460]P2(f527(f768(a825),x14601))
% 53.58/53.61 [1461]E(f665(f554(a780,x14611),x14611),a2)
% 53.58/53.61 [1462]E(f469(f576(a788,x14621),x14621),a3)
% 53.58/53.61 [1463]E(f572(f529(a790,x14631),x14631),a11)
% 53.58/53.61 [1467]E(f469(f576(a813,x14671),x14671),x14671)
% 53.58/53.61 [1474]P2(f527(f744(x14741),a3))
% 53.58/53.61 [1476]E(f665(f729(a777,x14761),a2),f792(f707(a828,x14761)))
% 53.58/53.61 [1477]E(f572(f516(a739,x14771),a11),f793(f472(a823,x14771)))
% 53.58/53.61 [1478]E(f469(f486(a740,x14781),a3),f794(f482(a825,x14781)))
% 53.58/53.61 [1479]P2(f509(f504(a796,a12),x14791))
% 53.58/53.61 [1481]P2(f675(f597(a797,a11),x14811))
% 53.58/53.61 [1483]P2(f526(f631(a799,a2),x14831))
% 53.58/53.61 [1485]P2(f527(f677(a798,a3),x14851))
% 53.58/53.61 [1486]E(f665(f729(a777,x14861),a2),f665(a139,f719(a427,x14861)))
% 53.58/53.61 [1487]E(f632(f534(a774,x14871),a4),f632(a119,f631(a428,x14871)))
% 53.58/53.61 [1488]E(f469(f486(a740,x14881),a3),f469(a19,f487(a429,x14881)))
% 53.58/53.61 [1489]E(f470(f559(a775,x14891),a13),f470(a20,f677(a432,x14891)))
% 53.58/53.61 [1490]E(f572(f516(a739,x14901),a11),f572(a140,f511(a433,x14901)))
% 53.58/53.61 [1491]P2(f675(f518(a781,x14911),a838))
% 53.58/53.61 [1492]P2(f526(f720(a787,x14921),a822))
% 53.58/53.61 [1493]P2(f527(f488(a782,x14931),a839))
% 53.58/53.61 [1502]P2(f509(f504(a796,x15021),x15021))
% 53.58/53.61 [1504]P2(f526(f631(a799,x15041),x15041))
% 53.58/53.61 [1506]P2(f527(f677(a798,x15061),x15061))
% 53.58/53.61 [1564]E(f636(f517(f618(a738,a436),x15641),f146(x15641)),f508(a746,x15641))
% 53.58/53.61 [1613]E(f636(f517(f618(a738,f147(x16131)),f217(x16131)),f218(x16131)),x16131)
% 53.58/53.61 [1850]~P2(f778(f472(a823,x18501)))
% 53.58/53.61 [1851]~P2(f784(f707(a828,x18511)))
% 53.58/53.61 [1852]~P2(f779(f482(a825,x18521)))
% 53.58/53.61 [1856]~P2(f675(f518(a781,x18561),a11))
% 53.58/53.61 [1858]~P2(f526(f720(a787,x18581),a2))
% 53.58/53.61 [1860]~P2(f527(f488(a782,x18601),a3))
% 53.58/53.61 [1512]E(f642(a830,f469(f486(a740,x15121),a3)),x15121)
% 53.58/53.61 [1513]E(f535(a832,f572(f516(a739,x15131),a11)),x15131)
% 53.58/53.61 [1563]P2(f727(f731(f146(a824),x15631),x15631))
% 53.58/53.61 [1570]E(f665(a139,f719(f610(a73,a427),x15701)),f665(f729(a777,x15701),a2))
% 53.58/53.61 [1571]E(f632(a119,f631(f548(a78,a428),x15711)),f632(f534(a774,x15711),a4))
% 53.58/53.61 [1572]E(f469(a19,f487(f592(a80,a429),x15721)),f469(f486(a740,x15721),a3))
% 53.58/53.61 [1573]E(f470(a20,f677(f551(a81,a432),x15731)),f470(f559(a775,x15731),a13))
% 53.58/53.61 [1574]E(f572(a140,f511(f693(a92,a433),x15741)),f572(f516(a739,x15741),a11))
% 53.58/53.61 [1693]E(f545(a833,f628(f57(f631(a428,x16931)),f580(f660(a77,a777),a2))),f545(a834,x16931))
% 53.58/53.61 [1694]E(f642(a829,f588(f29(f677(a432,x16941)),f687(f581(a79,a740),a3))),f642(a830,x16941))
% 53.58/53.61 [1695]E(f535(a831,f598(f25(f597(a434,x16951)),f664(f696(a95,a739),a11))),f535(a832,x16951))
% 53.58/53.61 [1770]E(f665(a139,f665(f56(a421),f698(f684(a83,f690(f62(a435),x17701)),a10))),f17(x17701))
% 53.58/53.61 [1390]P1(f465(x13901,x13902))
% 53.58/53.61 [1391]P1(f425(x13911,x13912))
% 53.58/53.61 [1392]P1(f462(x13921,x13922))
% 53.58/53.61 [1393]P1(f441(x13931,x13932))
% 53.58/53.61 [1394]P1(f447(x13941,x13942))
% 53.58/53.61 [1395]P1(f463(x13951,x13952))
% 53.58/53.61 [1396]P1(f467(x13961,x13962))
% 53.58/53.61 [1397]P1(f458(x13971,x13972))
% 53.58/53.61 [1398]P1(f426(x13981,x13982))
% 53.58/53.61 [1399]P1(f464(x13991,x13992))
% 53.58/53.61 [1400]P1(f473(x14001,x14002))
% 53.58/53.61 [1401]P1(f727(x14011,x14012))
% 53.58/53.61 [1402]P1(f474(x14021,x14022))
% 53.58/53.61 [1403]P1(f699(x14031,x14032))
% 53.58/53.61 [1404]P1(f675(x14041,x14042))
% 53.58/53.61 [1405]P1(f595(x14051,x14052))
% 53.58/53.61 [1406]P1(f623(x14061,x14062))
% 53.58/53.61 [1407]P1(f527(x14071,x14072))
% 53.58/53.61 [1408]P1(f553(x14081,x14082))
% 53.58/53.61 [1409]P1(f627(x14091,x14092))
% 53.58/53.61 [1410]P1(f528(x14101,x14102))
% 53.58/53.61 [1411]P3(f489(x14111,x14112))
% 53.58/53.61 [1412]P3(f571(x14121,x14122))
% 53.58/53.61 [1413]P4(f521(x14131,x14132))
% 53.58/53.61 [1414]P4(f475(x14141,x14142))
% 53.58/53.61 [1415]P4(f676(x14151,x14152))
% 53.58/53.61 [1416]P5(f842(x14161,x14162))
% 53.58/53.61 [1417]P5(f493(x14171,x14172))
% 53.58/53.61 [1418]P5(f480(x14181,x14182))
% 53.58/53.61 [1419]P5(f698(x14191,x14192))
% 53.58/53.61 [1420]P5(f557(x14201,x14202))
% 53.58/53.61 [1421]P5(f628(x14211,x14212))
% 53.58/53.61 [1422]P5(f471(x14221,x14222))
% 53.58/53.61 [1423]P5(f596(x14231,x14232))
% 53.58/53.61 [1424]P6(f481(x14241,x14242))
% 53.58/53.61 [1468]E(f728(f507(a120,x14681),x14682),x14681)
% 53.58/53.61 [1469]E(f508(f490(a115,x14691),x14692),x14691)
% 53.58/53.61 [1470]E(f673(f674(a21,x14701),x14702),x14701)
% 53.58/53.61 [1471]E(f497(f515(a23,x14711),x14712),x14711)
% 53.58/53.61 [1472]E(f706(f485(a112,x14721),x14722),x14721)
% 53.58/53.61 [1473]E(f731(f584(a116,x14731),x14732),x14731)
% 53.58/53.61 [1497]E(f665(f554(a812,x14971),x14972),f665(f554(a812,x14972),x14971))
% 53.58/53.61 [1501]E(f469(f576(a813,x15011),x15012),f469(f576(a813,x15012),x15011))
% 53.58/53.61 [1837]~E(f519(f845(x18371),x18372),a824)
% 53.58/53.61 [1844]~E(f665(f729(a777,x18441),x18442),a2)
% 53.58/53.61 [1845]~E(f469(f486(a740,x18451),x18452),a3)
% 53.58/53.61 [1846]~E(f572(f516(a739,x18461),x18462),a11)
% 53.58/53.61 [1847]~E(f519(f520(a811,x18471),x18472),a824)
% 53.58/53.61 [1507]E(f665(f554(a814,f17(x15071)),x15072),f17(f808(x15071,x15072)))
% 53.58/53.61 [1508]E(f498(f491(f510(a745,a16),x15081),x15082),x15082)
% 53.58/53.61 [1509]E(f498(f491(f510(a745,a420),x15091),x15092),x15091)
% 53.58/53.61 [1510]E(f703(f702(f501(a748,a16),x15101),x15102),x15102)
% 53.58/53.61 [1511]E(f703(f702(f501(a748,a420),x15111),x15112),x15111)
% 53.58/53.61 [1565]E(f665(f554(a814,x15651),f665(f554(a780,x15652),x15651)),a2)
% 53.58/53.61 [1566]E(f469(f576(a816,x15661),f469(f576(a788,x15662),x15661)),a3)
% 53.58/53.61 [1567]E(f572(f529(a818,x15671),f572(f529(a790,x15672),x15671)),a11)
% 53.58/53.61 [1568]E(f469(f576(a813,x15681),f469(f576(a816,x15681),x15682)),x15681)
% 53.58/53.61 [1569]E(f469(f576(a816,x15691),f469(f576(a813,x15691),x15692)),x15691)
% 53.58/53.61 [1615]E(f665(f729(a777,x16151),f665(f729(a777,x16151),x16152)),f665(f729(a777,x16151),x16152))
% 53.58/53.61 [1619]E(f665(f554(a812,x16191),f665(f554(a812,x16191),x16192)),f665(f554(a812,x16191),x16192))
% 53.58/53.61 [1620]E(f665(f554(a812,x16201),f665(f554(a780,x16202),x16201)),f665(f554(a812,x16201),x16202))
% 53.58/53.61 [1621]E(f469(f486(a740,x16211),f469(f486(a740,x16211),x16212)),f469(f486(a740,x16211),x16212))
% 53.58/53.62 [1625]E(f469(f576(a813,x16251),f469(f576(a813,x16251),x16252)),f469(f576(a813,x16251),x16252))
% 53.58/53.62 [1626]E(f469(f576(a813,x16261),f469(f576(a788,x16262),x16261)),f469(f576(a813,x16261),x16262))
% 53.58/53.62 [1627]E(f572(f516(a739,x16271),f572(f516(a739,x16271),x16272)),f572(f516(a739,x16271),x16272))
% 53.58/53.62 [1668]P2(f509(f504(a796,x16681),f509(f504(a807,x16682),x16681)))
% 53.58/53.62 [1670]P2(f509(f504(a796,x16701),f509(f504(a807,x16701),x16702)))
% 53.58/53.62 [1671]P2(f675(f597(a797,x16711),f572(f516(a739,x16712),x16711)))
% 53.58/53.62 [1672]P2(f675(f518(a781,x16721),f572(f516(a739,x16721),x16722)))
% 53.58/53.62 [1673]P2(f526(f720(a787,x16731),f665(f729(a777,x16731),x16732)))
% 53.58/53.62 [1674]P2(f526(f631(a799,x16741),f665(f729(a777,x16742),x16741)))
% 53.58/53.62 [1677]P2(f526(f631(a799,x16771),f665(f554(a812,x16772),x16771)))
% 53.58/53.62 [1680]P2(f526(f631(a799,x16801),f665(f554(a812,x16801),x16802)))
% 53.58/53.62 [1681]P2(f527(f677(a798,x16811),f469(f486(a740,x16812),x16811)))
% 53.58/53.62 [1684]P2(f527(f677(a798,x16841),f469(f576(a813,x16842),x16841)))
% 53.58/53.62 [1687]P2(f527(f677(a798,x16871),f469(f576(a813,x16871),x16872)))
% 53.58/53.62 [1688]P2(f527(f488(a782,x16881),f469(f486(a740,x16881),x16882)))
% 53.58/53.62 [1691]P2(f527(f488(a782,f706(x16911,x16912)),f524(f752(x16911),a822)))
% 53.58/53.62 [1692]E(f469(f576(a813,f469(f576(a788,x16921),x16922)),f469(f576(a816,x16921),x16922)),x16921)
% 53.58/53.62 [1644]E(f665(f554(a812,f665(f729(a777,x16441),a2)),x16442),f665(f729(a777,x16441),x16442))
% 53.58/53.62 [1645]E(f469(f576(a813,f469(f486(a740,x16451),a3)),x16452),f469(f486(a740,x16451),x16452))
% 53.58/53.62 [1646]E(f572(f529(a819,f572(f516(a739,x16461),a11)),x16462),f572(f516(a739,x16461),x16462))
% 53.58/53.62 [1647]E(f665(f554(a812,f665(f554(a780,x16471),x16472)),x16472),f665(f554(a812,x16471),x16472))
% 53.58/53.62 [1648]E(f469(f576(a813,f469(f576(a788,x16481),x16482)),x16482),f469(f576(a813,x16481),x16482))
% 53.58/53.62 [1696]E(f665(f729(a777,x16961),f665(f554(a780,x16962),f665(f729(a777,x16961),a2))),f665(f729(a777,x16961),x16962))
% 53.58/53.62 [1697]E(f469(f486(a740,x16971),f469(f576(a788,x16972),f469(f486(a740,x16971),a3))),f469(f486(a740,x16971),x16972))
% 53.58/53.62 [1698]E(f572(f516(a739,x16981),f572(f529(a790,x16982),f572(f516(a739,x16981),a11))),f572(f516(a739,x16981),x16982))
% 53.58/53.62 [1737]P2(f509(f504(a796,f509(f504(a820,x17371),x17372)),x17372))
% 53.58/53.62 [1739]P2(f509(f504(a796,f509(f504(a820,x17391),x17392)),x17391))
% 53.58/53.62 [1742]P2(f526(f631(a799,f665(f554(a814,x17421),x17422)),x17422))
% 53.58/53.62 [1745]P2(f526(f631(a799,f665(f554(a814,x17451),x17452)),x17451))
% 53.58/53.62 [1746]P2(f526(f631(a799,f665(f554(a780,x17461),x17462)),x17461))
% 53.58/53.62 [1749]P2(f527(f677(a798,f469(f576(a816,x17491),x17492)),x17492))
% 53.58/53.62 [1752]P2(f527(f677(a798,f469(f576(a816,x17521),x17522)),x17521))
% 53.58/53.62 [1753]P2(f527(f677(a798,f469(f576(a788,x17531),x17532)),x17531))
% 53.58/53.62 [1769]P2(f527(f677(a798,f524(f752(x17691),f842(x17691,x17692))),x17692))
% 53.58/53.62 [1781]E(f665(a139,f665(f658(a122,f556(f70(a431),f719(f610(a73,a427),x17811))),f665(f657(a75,a787),x17812))),f665(f729(a777,x17811),x17812))
% 53.58/53.62 [1782]E(f665(a139,f665(f658(a122,f556(f70(a431),f665(f657(a75,a787),x17821))),f665(f657(a75,a787),x17822))),f665(f554(a812,x17821),x17822))
% 53.58/53.62 [1783]E(f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x17831))),f665(f657(a75,a787),x17832))),f665(f554(a814,x17831),x17832))
% 53.58/53.62 [1785]E(f632(a119,f632(f656(a128,f558(f51(a431),f631(f548(a78,a428),x17851))),f632(f533(a97,a785),x17852))),f632(f534(a774,x17851),x17852))
% 53.58/53.62 [1786]E(f632(a119,f632(f656(a128,f558(f51(a431),f632(f533(a97,a785),x17861))),f632(f533(a97,a785),x17862))),f632(f609(a817,x17861),x17862))
% 53.58/53.62 [1787]E(f632(a119,f632(f656(a128,f558(f51(a430),f632(f533(a97,a785),x17871))),f632(f533(a97,a785),x17872))),f632(f609(a809,x17871),x17872))
% 53.58/53.62 [1789]E(f469(a19,f469(f575(a133,f679(f32(a431),f487(f592(a80,a429),x17891))),f469(f539(a99,a782),x17892))),f469(f486(a740,x17891),x17892))
% 53.58/53.62 [1790]E(f469(a19,f469(f575(a133,f679(f32(a431),f469(f539(a99,a782),x17901))),f469(f539(a99,a782),x17902))),f469(f576(a813,x17901),x17902))
% 53.58/53.62 [1791]E(f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x17911))),f469(f539(a99,a782),x17912))),f469(f576(a816,x17911),x17912))
% 53.58/53.62 [1793]E(f470(a20,f470(f641(a124,f538(f45(a431),f677(f551(a81,a432),x17931))),f470(f544(a86,a783),x17932))),f470(f559(a775,x17931),x17932))
% 53.58/53.62 [1794]E(f470(a20,f470(f641(a124,f538(f45(a431),f470(f544(a86,a783),x17941))),f470(f544(a86,a783),x17942))),f470(f585(a815,x17941),x17942))
% 53.58/53.62 [1795]E(f470(a20,f470(f641(a124,f538(f45(a430),f470(f544(a86,a783),x17951))),f470(f544(a86,a783),x17952))),f470(f585(a810,x17951),x17952))
% 53.58/53.62 [1797]E(f572(a140,f572(f620(a121,f689(f69(a431),f511(f693(a92,a433),x17971))),f572(f649(a82,a781),x17972))),f572(f516(a739,x17971),x17972))
% 53.58/53.62 [1798]E(f572(a140,f572(f620(a121,f689(f69(a431),f572(f649(a82,a781),x17981))),f572(f649(a82,a781),x17982))),f572(f529(a819,x17981),x17982))
% 53.58/53.62 [1799]E(f572(a140,f572(f620(a121,f689(f69(a430),f572(f649(a82,a781),x17991))),f572(f649(a82,a781),x17992))),f572(f529(a818,x17991),x17992))
% 53.58/53.62 [1710]E(f665(a139,f665(f658(a122,f556(f70(a430),x17101)),x17102)),f665(f554(a814,f665(a139,x17101)),f665(a139,x17102)))
% 53.58/53.62 [1711]E(f665(a139,f665(f658(a122,f556(f70(a431),x17111)),x17112)),f665(f554(a812,f665(a139,x17111)),f665(a139,x17112)))
% 53.58/53.62 [1712]E(f632(a119,f632(f656(a128,f558(f51(a430),x17121)),x17122)),f632(f609(a809,f632(a119,x17121)),f632(a119,x17122)))
% 53.58/53.62 [1713]E(f632(a119,f632(f656(a128,f558(f51(a431),x17131)),x17132)),f632(f609(a817,f632(a119,x17131)),f632(a119,x17132)))
% 53.58/53.62 [1714]E(f469(a19,f469(f575(a133,f679(f32(a430),x17141)),x17142)),f469(f576(a816,f469(a19,x17141)),f469(a19,x17142)))
% 53.58/53.62 [1715]E(f469(a19,f469(f575(a133,f679(f32(a431),x17151)),x17152)),f469(f576(a813,f469(a19,x17151)),f469(a19,x17152)))
% 53.58/53.62 [1716]E(f470(a20,f470(f641(a124,f538(f45(a430),x17161)),x17162)),f470(f585(a810,f470(a20,x17161)),f470(a20,x17162)))
% 53.58/53.62 [1717]E(f470(a20,f470(f641(a124,f538(f45(a431),x17171)),x17172)),f470(f585(a815,f470(a20,x17171)),f470(a20,x17172)))
% 53.58/53.62 [1754]E(f665(f554(a812,f665(a139,f719(f610(a73,a427),x17541))),x17542),f665(f729(a777,x17541),x17542))
% 53.58/53.62 [1755]E(f632(f609(a817,f632(a119,f631(f548(a78,a428),x17551))),x17552),f632(f534(a774,x17551),x17552))
% 53.58/53.62 [1756]E(f469(f576(a813,f469(a19,f487(f592(a80,a429),x17561))),x17562),f469(f486(a740,x17561),x17562))
% 53.58/53.62 [1757]E(f470(f585(a815,f470(a20,f677(f551(a81,a432),x17571))),x17572),f470(f559(a775,x17571),x17572))
% 53.58/53.62 [1758]E(f572(f529(a819,f572(a140,f511(f693(a92,a433),x17581))),x17582),f572(f516(a739,x17581),x17582))
% 53.58/53.62 [1800]E(f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x18001))),f665(f56(a421),f665(f657(a75,a787),x18002)))),f665(f554(a780,x18001),x18002))
% 53.58/53.62 [1801]E(f632(a119,f632(f656(a128,f558(f51(a430),f632(f533(a97,a785),x18011))),f632(f60(a421),f632(f533(a97,a785),x18012)))),f632(f609(a789,x18011),x18012))
% 53.58/53.62 [1802]E(f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x18021))),f469(f59(a421),f469(f539(a99,a782),x18022)))),f469(f576(a788,x18021),x18022))
% 53.58/53.62 [1803]E(f470(a20,f470(f641(a124,f538(f45(a430),f470(f544(a86,a783),x18031))),f470(f40(a421),f470(f544(a86,a783),x18032)))),f470(f585(a791,x18031),x18032))
% 53.58/53.62 [1804]E(f572(a140,f572(f620(a121,f689(f69(a430),f572(f649(a82,a781),x18041))),f572(f24(a421),f572(f649(a82,a781),x18042)))),f572(f529(a790,x18041),x18042))
% 53.58/53.62 [1807]P2(f527(f744(x18071),f469(f486(a740,f636(f517(f618(a738,x18072),a824),x18072)),a3)))
% 53.58/53.62 [1808]E(f665(a139,f665(f658(a122,f556(f70(a437),f665(f56(a421),f719(f610(a73,a427),x18081)))),x18082)),f665(f729(a777,x18081),f665(a139,x18082)))
% 53.58/53.62 [1809]E(f632(a119,f632(f656(a128,f558(f51(a437),f632(f60(a421),f631(f548(a78,a428),x18091)))),x18092)),f632(f534(a774,x18091),f632(a119,x18092)))
% 53.58/53.62 [1810]E(f469(a19,f469(f575(a133,f679(f32(a437),f469(f59(a421),f487(f592(a80,a429),x18101)))),x18102)),f469(f486(a740,x18101),f469(a19,x18102)))
% 53.58/53.62 [1811]E(f470(a20,f470(f641(a124,f538(f45(a437),f470(f40(a421),f677(f551(a81,a432),x18111)))),x18112)),f470(f559(a775,x18111),f470(a20,x18112)))
% 53.58/53.62 [1812]E(f572(a140,f572(f620(a121,f689(f69(a437),f572(f24(a421),f511(f693(a92,a433),x18121)))),x18122)),f572(f516(a739,x18121),f572(a140,x18122)))
% 53.58/53.62 [1838]~E(f728(a9,x18381),f519(f845(x18382),x18383))
% 53.58/53.62 [1839]~E(f519(f845(x18391),x18392),f728(a9,x18393))
% 53.58/53.62 [1848]~E(f728(a9,x18481),f519(f520(a811,x18482),x18483))
% 53.58/53.62 [1849]~E(f519(f520(a811,x18491),x18492),f728(a9,x18493))
% 53.58/53.62 [1514]E(f473(f572(f24(x15141),x15142),x15143),f509(x15141,f473(x15142,x15143)))
% 53.58/53.62 [1515]E(f473(f598(f25(x15151),x15152),x15153),f675(x15151,f511(x15152,x15153)))
% 53.58/53.62 [1516]E(f493(f678(f26(x15161),x15162),x15163),f719(x15161,f521(x15162,x15163)))
% 53.58/53.62 [1517]E(f730(f665(f56(x15171),x15172),x15173),f509(x15171,f730(x15172,x15173)))
% 53.58/53.62 [1518]E(f730(f628(f57(x15181),x15182),x15183),f526(x15181,f719(x15182,x15183)))
% 53.58/53.62 [1519]E(f719(f549(f63(x15191),x15192),x15193),f719(x15191,f732(x15192,x15193)))
% 53.58/53.62 [1520]E(f720(f643(f58(x15201),x15202),x15203),f631(x15201,f719(x15202,x15203)))
% 53.58/53.62 [1521]E(f727(f577(f28(x15211),x15212),x15213),f509(x15211,f727(x15212,x15213)))
% 53.58/53.62 [1522]E(f727(f522(f38(x15221),x15222),x15223),f595(x15221,f731(x15222,x15223)))
% 53.58/53.62 [1523]E(f474(f469(f59(x15231),x15232),x15233),f509(x15231,f474(x15232,x15233)))
% 53.58/53.62 [1524]E(f474(f588(f29(x15241),x15242),x15243),f527(x15241,f487(x15242,x15243)))
% 53.58/53.62 [1525]E(f480(f667(f30(x15251),x15252),x15253),f719(x15251,f475(x15252,x15253)))
% 53.58/53.62 [1526]E(f489(f624(f39(x15261),x15262),x15263),f631(x15261,f480(x15262,x15263)))
% 53.58/53.62 [1527]E(f526(f632(f60(x15271),x15272),x15273),f509(x15271,f526(x15272,x15273)))
% 53.58/53.62 [1528]E(f665(f555(f64(x15281),x15282),x15283),f719(x15281,f545(x15282,x15283)))
% 53.58/53.62 [1529]E(f527(f470(f40(x15291),x15292),x15293),f509(x15291,f527(x15292,x15293)))
% 53.58/53.62 [1530]E(f471(f644(f33(x15301),x15302),x15303),f719(x15301,f676(x15302,x15303)))
% 53.58/53.62 [1531]E(f486(f600(f65(x15311),x15312),x15313),f576(x15311,f487(x15312,x15313)))
% 53.58/53.62 [1532]E(f469(f645(f41(x15321),x15322),x15323),f487(x15321,f642(x15322,x15323)))
% 53.58/53.62 [1533]E(f728(f688(f68(x15331),x15332),x15333),f705(x15331,f673(x15332,x15333)))
% 53.58/53.62 [1534]E(f524(f601(f42(x15341),x15342),x15343),f487(x15341,f536(x15342,x15343)))
% 53.58/53.62 [1535]E(f516(f646(f49(x15351),x15352),x15353),f529(x15351,f511(x15352,x15353)))
% 53.58/53.62 [1536]E(f534(f530(f66(x15361),x15362),x15363),f609(x15361,f631(x15362,x15363)))
% 53.58/53.62 [1537]E(f559(f547(f61(x15371),x15372),x15373),f585(x15371,f677(x15372,x15373)))
% 53.58/53.62 [1538]E(f729(f653(f50(x15381),x15382),x15383),f554(x15381,f719(x15382,x15383)))
% 53.58/53.62 [1539]E(f488(f537(f67(x15391),x15392),x15393),f677(x15391,f487(x15392,x15393)))
% 53.58/53.62 [1540]E(f706(f550(f55(x15401),x15402),x15403),f508(x15401,f728(x15402,x15403)))
% 53.58/53.62 [1541]E(f487(f648(f35(x15411),x15412),x15413),f487(x15411,f498(x15412,x15413)))
% 53.58/53.62 [1542]E(f722(f633(f43(x15421),x15422),x15423),f487(x15421,f706(x15422,x15423)))
% 53.58/53.62 [1543]E(f708(f531(f72(x15431),x15432),x15433),f677(x15431,f722(x15432,x15433)))
% 53.58/53.62 [1544]E(f731(f599(f27(x15441),x15442),x15443),f522(x15441,f734(x15442,x15443)))
% 53.58/53.62 [1545]E(f513(f689(f69(x15451),x15452),x15453),f504(x15451,f473(x15452,x15453)))
% 53.58/53.62 [1546]E(f737(f543(f48(x15461),x15462),x15463),f504(x15461,f727(x15462,x15463)))
% 53.58/53.62 [1547]E(f723(f556(f70(x15471),x15472),x15473),f504(x15471,f730(x15472,x15473)))
% 53.58/53.62 [1548]E(f725(f690(f62(x15481),x15482),x15483),f701(x15481,f673(x15482,x15483)))
% 53.58/53.62 [1549]E(f561(f558(f51(x15491),x15492),x15493),f504(x15491,f526(x15492,x15493)))
% 53.58/53.62 [1550]E(f735(f686(f44(x15501),x15502),x15503),f573(x15501,f736(x15502,x15503)))
% 53.58/53.62 [1551]E(f512(f635(f31(x15511),x15512),x15513),f487(x15511,f508(x15512,x15513)))
% 53.58/53.62 [1552]E(f483(f679(f32(x15521),x15522),x15523),f504(x15521,f474(x15522,x15523)))
% 53.58/53.62 [1553]E(f733(f532(f52(x15531),x15532),x15533),f654(x15531,f736(x15532,x15533)))
% 53.58/53.62 [1554]E(f602(f538(f45(x15541),x15542),x15543),f504(x15541,f527(x15542,x15543)))
% 53.58/53.62 [1555]E(f736(f546(f46(x15551),x15552),x15553),f543(x15551,f731(x15552,x15553)))
% 53.58/53.62 [1556]E(f734(f615(f36(x15561),x15562),x15563),f584(x15561,f731(x15562,x15563)))
% 53.58/53.62 [1557]E(f709(f666(f34(x15571),x15572),x15573),f501(x15571,f730(x15572,x15573)))
% 53.58/53.62 [1558]E(f724(f668(f53(x15581),x15582),x15583),f618(x15581,f715(x15582,x15583)))
% 53.58/53.62 [1559]E(f710(f603(f71(x15591),x15592),x15593),f486(x15591,f706(x15592,x15593)))
% 53.58/53.62 [1560]E(f606(f562(f47(x15601),x15602),x15603),f618(x15601,f691(x15602,x15603)))
% 53.58/53.62 [1561]E(f711(f586(f37(x15611),x15612),x15613),f510(x15611,f730(x15612,x15613)))
% 53.58/53.62 [1562]E(f629(f617(f54(x15621),x15622),x15623),f618(x15621,f563(x15622,x15623)))
% 53.58/53.62 [1575]E(f473(f572(f649(a82,x15751),x15752),x15753),f675(f518(x15751,x15753),x15752))
% 53.58/53.62 [1576]E(f473(f511(f693(a92,x15761),x15762),x15763),f473(f511(x15761,x15763),x15762))
% 53.58/53.62 [1577]E(f473(f492(f613(a74,x15771),x15772),x15773),f474(f512(x15771,x15773),x15772))
% 53.58/53.62 [1578]E(f473(f718(f663(a110,x15781),x15782),x15783),f730(f493(x15781,x15783),x15782))
% 53.58/53.62 [1579]E(f730(f719(f610(a73,x15791),x15792),x15793),f730(f719(x15791,x15793),x15792))
% 53.58/53.62 [1580]E(f730(f480(f619(a93,x15801),x15802),x15803),f474(f722(x15801,x15803),x15802))
% 53.58/53.62 [1581]E(f730(f698(f684(a83,x15811),x15812),x15813),f699(f725(x15811,x15813),x15812))
% 53.58/53.62 [1582]E(f730(f665(f657(a75,x15821),x15822),x15823),f526(f720(x15821,x15823),x15822))
% 53.58/53.62 [1583]E(f730(f471(f647(a85,x15831),x15832),x15833),f527(f708(x15831,x15833),x15832))
% 53.58/53.62 [1584]E(f719(f580(f660(a77,x15841),x15842),x15843),f665(f729(x15841,x15843),x15842))
% 53.58/53.62 [1585]E(f727(f731(f680(a96,x15851),x15852),x15853),f727(f731(x15851,x15853),x15852))
% 53.58/53.62 [1586]E(f727(f502(f573(a98,x15861),x15862),x15863),f509(f737(x15861,x15863),x15862))
% 53.58/53.62 [1587]E(f474(f469(f539(a99,x15871),x15872),x15873),f527(f488(x15871,x15873),x15872))
% 53.58/53.62 [1588]E(f474(f524(f651(a94,x15881),x15882),x15883),f526(f489(x15881,x15883),x15882))
% 53.58/53.62 [1589]E(f474(f487(f592(a80,x15891),x15892),x15893),f474(f487(x15891,x15893),x15892))
% 53.58/53.62 [1590]E(f474(f722(f578(a91,x15901),x15902),x15903),f730(f480(x15901,x15903),x15902))
% 53.58/53.62 [1591]E(f526(f720(f607(a76,x15911),x15912),x15913),f730(f665(x15911,x15913),x15912))
% 53.58/53.62 [1592]E(f526(f489(f540(a89,x15921),x15922),x15923),f474(f524(x15921,x15923),x15922))
% 53.58/53.62 [1593]E(f526(f631(f548(a78,x15931),x15932),x15933),f526(f631(x15931,x15933),x15932))
% 53.58/53.62 [1594]E(f526(f632(f533(a97,x15941),x15942),x15943),f583(f638(x15941,x15943),x15942))
% 53.58/53.62 [1595]E(f665(f554(f587(a90,x15951),x15952),x15953),f665(f554(x15951,x15953),x15952))
% 53.58/53.62 [1596]E(f631(f630(f685(a102,x15961),x15962),x15963),f632(f534(x15961,x15963),x15962))
% 53.58/53.62 [1597]E(f527(f677(f551(a81,x15971),x15972),x15973),f527(f677(x15971,x15973),x15972))
% 53.58/53.62 [1598]E(f527(f470(f544(a86,x15981),x15982),x15983),f553(f655(x15981,x15983),x15982))
% 53.58/53.62 [1599]E(f527(f488(f560(a103,x15991),x15992),x15993),f474(f469(x15991,x15993),x15992))
% 53.58/53.62 [1600]E(f527(f708(f669(a87,x16001),x16002),x16003),f730(f471(x16001,x16003),x16002))
% 53.58/53.62 [1601]E(f583(f639(f589(a106,x16011),x16012),x16013),f583(f639(x16011,x16013),x16012))
% 53.58/53.62 [1602]E(f632(f609(f564(a104,x16021),x16022),x16023),f632(f609(x16021,x16023),x16022))
% 53.58/53.62 [1603]E(f553(f565(f593(a108,x16031),x16032),x16033),f553(f565(x16031,x16033),x16032))
% 53.58/53.62 [1604]E(f677(f604(f637(a88,x16041),x16042),x16043),f470(f559(x16041,x16043),x16042))
% 53.58/53.62 [1605]E(f469(f576(f605(a100,x16051),x16052),x16053),f469(f576(x16051,x16053),x16052))
% 53.58/53.62 [1606]E(f470(f585(f567(a84,x16061),x16062),x16063),f470(f585(x16061,x16063),x16062))
% 53.58/53.62 [1607]E(f572(f529(f591(a107,x16071),x16072),x16073),f572(f529(x16071,x16073),x16072))
% 53.58/53.62 [1608]E(f511(f664(f696(a95,x16081),x16082),x16083),f572(f516(x16081,x16083),x16082))
% 53.58/53.62 [1609]E(f487(f687(f581(a79,x16091),x16092),x16093),f469(f486(x16091,x16093),x16092))
% 53.58/53.62 [1610]E(f722(f523(f625(a105,x16101),x16102),x16103),f469(f710(x16101,x16103),x16102))
% 53.58/53.62 [1611]E(f731(f499(f662(a101,x16111),x16112),x16113),f502(f735(x16111,x16113),x16112))
% 53.58/53.62 [1612]E(f731(f584(f694(a109,x16121),x16122),x16123),f577(f733(x16121,x16123),x16122))
% 53.58/53.62 [1628]E(f509(f513(x16281,x16282),f473(x16283,x16282)),f473(f572(f620(a121,x16281),x16283),x16282))
% 53.58/53.62 [1629]E(f730(f665(f658(a122,x16291),x16292),x16293),f509(f723(x16291,x16293),f730(x16292,x16293)))
% 53.58/53.62 [1630]E(f509(f737(x16301,x16302),f727(x16303,x16302)),f727(f577(f654(a123,x16301),x16303),x16302))
% 53.58/53.62 [1631]E(f509(f483(x16311,x16312),f474(x16313,x16312)),f474(f469(f575(a133,x16311),x16313),x16312))
% 53.58/53.62 [1632]E(f509(f561(x16321,x16322),f526(x16323,x16322)),f526(f632(f656(a128,x16321),x16323),x16322))
% 53.58/53.62 [1633]E(f509(f602(x16331,x16332),f527(x16333,x16332)),f527(f470(f641(a124,x16331),x16333),x16332))
% 53.58/53.62 [1634]E(f703(f712(x16341,x16342),f673(x16343,x16342)),f673(f611(f574(a137,x16341),x16343),x16342))
% 53.58/53.62 [1635]E(f636(f716(x16351,x16352),f715(x16353,x16352)),f706(f695(f582(a129,x16351),x16353),x16352))
% 53.58/53.62 [1636]E(f498(f721(x16361,x16362),f706(x16363,x16362)),f706(f552(f670(a134,x16361),x16363),x16362))
% 53.58/53.62 [1637]E(f636(f590(x16371,x16372),f691(x16373,x16372)),f536(f682(f681(a136,x16371),x16373),x16372))
% 53.58/53.62 [1638]E(f636(f568(x16381,x16382),f563(x16383,x16382)),f642(f650(f692(a135,x16381),x16383),x16382))
% 53.58/53.62 [1639]E(f712(f659(f608(a131,x16391),x16392),x16393),f702(f709(x16391,x16393),f673(x16392,x16393)))
% 53.58/53.62 [1640]E(f721(f570(f612(a130,x16401),x16402),x16403),f491(f711(x16401,x16403),f706(x16402,x16403)))
% 53.58/53.62 [1641]E(f716(f634(f594(a125,x16411),x16412),x16413),f517(f724(x16411,x16413),f728(x16412,x16413)))
% 53.58/53.62 [1642]E(f590(f614(f652(a132,x16421),x16422),x16423),f517(f606(x16421,x16423),f671(x16422,x16423)))
% 53.58/53.62 [1643]E(f568(f683(f626(a127,x16431),x16432),x16433),f517(f629(x16431,x16433),f569(x16432,x16433)))
% 53.58/53.62 [1649]E(f665(f729(a777,x16491),f665(f729(a777,x16492),x16493)),f665(f729(a777,x16492),f665(f729(a777,x16491),x16493)))
% 53.58/53.62 [1650]E(f665(f554(a812,x16501),f665(f729(a777,x16502),x16503)),f665(f729(a777,x16502),f665(f554(a812,x16501),x16503)))
% 53.58/53.62 [1654]E(f665(f554(a812,x16541),f665(f554(a812,x16542),x16543)),f665(f554(a812,x16542),f665(f554(a812,x16541),x16543)))
% 53.58/53.62 [1655]E(f469(f486(a740,x16551),f469(f486(a740,x16552),x16553)),f469(f486(a740,x16552),f469(f486(a740,x16551),x16553)))
% 53.58/53.62 [1656]E(f469(f576(a813,x16561),f469(f486(a740,x16562),x16563)),f469(f486(a740,x16562),f469(f576(a813,x16561),x16563)))
% 53.58/53.62 [1660]E(f469(f576(a813,x16601),f469(f576(a813,x16602),x16603)),f469(f576(a813,x16602),f469(f576(a813,x16601),x16603)))
% 53.58/53.62 [1661]E(f572(f516(a739,x16611),f572(f516(a739,x16612),x16613)),f572(f516(a739,x16612),f572(f516(a739,x16611),x16613)))
% 53.58/53.62 [1662]E(f572(f529(a819,x16621),f572(f516(a739,x16622),x16623)),f572(f516(a739,x16622),f572(f529(a819,x16621),x16623)))
% 53.58/53.62 [1663]E(f665(f729(a777,f475(x16631,x16632)),f471(f743(x16631),x16633)),f471(f743(x16631),f469(f486(a740,x16632),x16633)))
% 53.58/53.62 [1664]E(f469(f486(a740,f706(x16641,x16642)),f524(f752(x16641),x16643)),f524(f752(x16641),f665(f729(a777,x16642),x16643)))
% 53.58/53.62 [1665]E(f572(f516(a739,f497(x16651,x16652)),f525(f753(x16651),x16653)),f525(f753(x16651),f469(f486(a740,x16652),x16653)))
% 53.58/53.62 [1666]E(f469(f486(a740,f508(x16661,x16662)),f622(f754(x16661),x16663)),f622(f754(x16661),f572(f516(a739,x16662),x16663)))
% 53.58/53.62 [1689]E(f665(f554(a812,f471(f743(x16891),x16892)),f471(f743(x16891),x16893)),f471(f743(x16891),f469(f576(a813,x16892),x16893)))
% 53.58/53.62 [1690]E(f469(f576(a813,f524(f752(x16901),x16902)),f524(f752(x16901),x16903)),f524(f752(x16901),f665(f554(a812,x16902),x16903)))
% 53.58/53.62 [1718]E(f665(f554(a780,f665(f554(a780,x17181),x17182)),f665(f729(a777,x17183),a2)),f665(f554(a780,x17181),f665(f729(a777,x17183),x17182)))
% 53.58/53.62 [1719]E(f469(f576(a788,f469(f576(a788,x17191),x17192)),f469(f486(a740,x17193),a3)),f469(f576(a788,x17191),f469(f486(a740,x17193),x17192)))
% 53.58/53.62 [1720]E(f572(f529(a790,f572(f529(a790,x17201),x17202)),f572(f516(a739,x17203),a11)),f572(f529(a790,x17201),f572(f516(a739,x17203),x17202)))
% 53.58/53.62 [1722]E(f665(f554(a814,f665(f554(a812,x17221),x17222)),f665(f554(a812,x17221),x17223)),f665(f554(a812,x17221),f665(f554(a814,x17222),x17223)))
% 53.58/53.62 [1724]E(f665(f554(a812,f665(f554(a814,x17241),x17242)),f665(f554(a814,x17241),x17243)),f665(f554(a814,x17241),f665(f554(a812,x17242),x17243)))
% 53.58/53.62 [1725]E(f665(f554(a814,f665(f554(a780,x17251),x17252)),f665(f554(a780,x17251),x17253)),f665(f554(a780,x17251),f665(f554(a812,x17252),x17253)))
% 53.58/53.62 [1726]E(f665(f554(a812,f665(f554(a780,x17261),x17262)),f665(f554(a780,x17261),x17263)),f665(f554(a780,x17261),f665(f554(a814,x17262),x17263)))
% 53.58/53.62 [1728]E(f469(f576(a816,f469(f576(a813,x17281),x17282)),f469(f576(a813,x17281),x17283)),f469(f576(a813,x17281),f469(f576(a816,x17282),x17283)))
% 53.58/53.62 [1730]E(f469(f576(a813,f469(f576(a816,x17301),x17302)),f469(f576(a816,x17301),x17303)),f469(f576(a816,x17301),f469(f576(a813,x17302),x17303)))
% 53.58/53.62 [1731]E(f469(f576(a816,f469(f576(a788,x17311),x17312)),f469(f576(a788,x17311),x17313)),f469(f576(a788,x17311),f469(f576(a813,x17312),x17313)))
% 53.58/53.62 [1732]E(f469(f576(a813,f469(f576(a788,x17321),x17322)),f469(f576(a788,x17321),x17323)),f469(f576(a788,x17321),f469(f576(a816,x17322),x17323)))
% 53.58/53.62 [1733]E(f665(f554(a814,f665(f729(a777,x17331),x17332)),f665(f729(a777,x17331),x17333)),f665(f729(a777,x17331),f665(f554(a814,x17332),x17333)))
% 53.58/53.62 [1734]E(f469(f576(a816,f469(f486(a740,x17341),x17342)),f469(f486(a740,x17341),x17343)),f469(f486(a740,x17341),f469(f576(a816,x17342),x17343)))
% 53.58/53.62 [1735]E(f572(f529(a818,f572(f516(a739,x17351),x17352)),f572(f516(a739,x17351),x17353)),f572(f516(a739,x17351),f572(f529(a818,x17352),x17353)))
% 53.58/53.62 [1819]E(f665(f554(a814,f665(f554(a814,f665(f554(a812,x18191),x18192)),f665(f554(a812,x18192),x18193))),f665(f554(a812,x18193),x18191)),f665(f554(a812,f665(f554(a812,f665(f554(a814,x18191),x18192)),f665(f554(a814,x18192),x18193))),f665(f554(a814,x18193),x18191)))
% 53.58/53.62 [1820]E(f469(f576(a816,f469(f576(a816,f469(f576(a813,x18201),x18202)),f469(f576(a813,x18202),x18203))),f469(f576(a813,x18203),x18201)),f469(f576(a813,f469(f576(a813,f469(f576(a816,x18201),x18202)),f469(f576(a816,x18202),x18203))),f469(f576(a816,x18203),x18201)))
% 53.58/53.62 [1699]E(f665(f554(a812,f665(f729(a777,x16991),x16992)),x16993),f665(f729(a777,x16991),f665(f554(a812,x16992),x16993)))
% 53.58/53.62 [1703]E(f665(f554(a812,f665(f554(a812,x17031),x17032)),x17033),f665(f554(a812,x17031),f665(f554(a812,x17032),x17033)))
% 53.58/53.62 [1704]E(f469(f576(a813,f469(f486(a740,x17041),x17042)),x17043),f469(f486(a740,x17041),f469(f576(a813,x17042),x17043)))
% 53.58/53.62 [1708]E(f469(f576(a813,f469(f576(a813,x17081),x17082)),x17083),f469(f576(a813,x17081),f469(f576(a813,x17082),x17083)))
% 53.58/53.62 [1709]E(f572(f529(a819,f572(f516(a739,x17091),x17092)),x17093),f572(f516(a739,x17091),f572(f529(a819,x17092),x17093)))
% 53.58/53.62 [1760]E(f665(f554(a814,f665(f554(a812,x17601),x17602)),f665(f554(a812,x17603),x17602)),f665(f554(a812,f665(f554(a814,x17601),x17603)),x17602))
% 53.58/53.62 [1762]E(f665(f554(a812,f665(f554(a814,x17621),x17622)),f665(f554(a814,x17623),x17622)),f665(f554(a814,f665(f554(a812,x17621),x17623)),x17622))
% 53.58/53.62 [1763]E(f665(f554(a812,f665(f554(a780,x17631),x17632)),f665(f554(a780,x17633),x17632)),f665(f554(a780,f665(f554(a812,x17631),x17633)),x17632))
% 53.58/53.62 [1765]E(f469(f576(a816,f469(f576(a813,x17651),x17652)),f469(f576(a813,x17653),x17652)),f469(f576(a813,f469(f576(a816,x17651),x17653)),x17652))
% 53.58/53.62 [1767]E(f469(f576(a813,f469(f576(a816,x17671),x17672)),f469(f576(a816,x17673),x17672)),f469(f576(a816,f469(f576(a813,x17671),x17673)),x17672))
% 53.58/53.62 [1768]E(f469(f576(a813,f469(f576(a788,x17681),x17682)),f469(f576(a788,x17683),x17682)),f469(f576(a788,f469(f576(a813,x17681),x17683)),x17682))
% 53.58/53.62 [1805]P2(f527(f677(a798,f524(f752(x18051),f665(f554(a814,x18052),x18053))),f469(f576(a816,f524(f752(x18051),x18052)),f524(f752(x18051),x18053))))
% 53.58/53.62 [1813]P2(f527(f677(a798,f469(f576(a788,f524(f752(x18131),x18132)),f524(f752(x18131),x18133))),f524(f752(x18131),f665(f554(a780,x18132),x18133))))
% 53.58/53.62 [1814]P2(f509(f504(a796,f509(f504(a807,x18141),f509(f504(a820,x18142),x18143))),f509(f504(a820,f509(f504(a807,x18141),x18142)),f509(f504(a807,x18141),x18143))))
% 53.58/53.62 [1815]P2(f526(f631(a799,f665(f554(a812,x18151),f665(f554(a814,x18152),x18153))),f665(f554(a814,f665(f554(a812,x18151),x18152)),f665(f554(a812,x18151),x18153))))
% 53.58/53.62 [1816]P2(f527(f677(a798,f469(f576(a813,x18161),f469(f576(a816,x18162),x18163))),f469(f576(a816,f469(f576(a813,x18161),x18162)),f469(f576(a813,x18161),x18163))))
% 53.58/53.62 [1821]P2(f509(f504(a796,f509(f504(a807,f509(f504(a820,x18211),x18212)),f509(f504(a820,x18211),x18213))),f509(f504(a820,x18211),f509(f504(a807,x18212),x18213))))
% 53.58/53.62 [1822]P2(f526(f631(a799,f665(f554(a812,f665(f554(a814,x18221),x18222)),f665(f554(a814,x18221),x18223))),f665(f554(a814,x18221),f665(f554(a812,x18222),x18223))))
% 53.58/53.62 [1823]P2(f527(f677(a798,f469(f576(a813,f469(f576(a816,x18231),x18232)),f469(f576(a816,x18231),x18233))),f469(f576(a816,x18231),f469(f576(a813,x18232),x18233))))
% 53.58/53.62 [1775]E(f665(f554(a780,f665(f554(a780,x17751),f665(f729(a777,x17752),a2))),x17753),f665(f554(a780,x17751),f665(f729(a777,x17752),x17753)))
% 53.58/53.62 [1776]E(f469(f576(a788,f469(f576(a788,x17761),f469(f486(a740,x17762),a3))),x17763),f469(f576(a788,x17761),f469(f486(a740,x17762),x17763)))
% 53.58/53.62 [1777]E(f572(f529(a790,f572(f529(a790,x17771),f572(f516(a739,x17772),a11))),x17773),f572(f529(a790,x17771),f572(f516(a739,x17772),x17773)))
% 53.58/53.62 [1824]E(f665(f554(a812,f665(f554(a780,f17(x18241)),f665(a139,f665(f657(a75,a787),f665(f554(a780,x18242),f17(x18243)))))),f665(a139,f665(f657(a75,a787),f665(f554(a814,x18242),f17(x18243))))),f17(f802(x18241,x18243,x18242)))
% 53.58/53.62 [1806]E(f665(f554(a812,f665(f554(a814,f17(x18061)),f665(a139,x18062))),f665(f554(a814,f17(x18063)),f665(a139,f665(f56(a421),x18062)))),f17(f611(f574(a137,f659(f608(a131,f666(f34(a748),x18062)),x18061)),x18063)))
% 53.58/53.62 [1774]P5(f219(x17741,x17742,x17743,x17744))
% 53.58/53.62 [1853]~E(f519(f845(x18531),x18532),f519(f520(a811,x18533),x18534))
% 53.58/53.62 [1854]~E(f519(f520(a811,x18541),x18542),f519(f845(x18543),x18544))
% 53.58/53.62 [1817]P2(f526(f631(a799,f219(x18171,x18172,x18173,x18174)),x18174))
% 53.58/53.62 [1818]P2(f527(f677(a798,f334(x18181,x18182,x18183,x18184)),x18184))
% 53.58/53.62 [1826]P2(f527(f744(x18261),f469(f486(a740,f636(f517(f618(a738,f584(f694(a109,f532(f52(a123),f546(f46(f48(a430)),x18262))),f577(f28(a421),x18263))),f519(f845(x18263),x18264)),x18262)),a3)))
% 53.58/53.62 [1825]E(f469(f576(a813,f524(f752(x18251),f665(f554(a814,x18252),f665(a139,x18253)))),f524(f752(x18254),f665(f554(a814,x18252),f665(a139,f665(f56(a421),x18253))))),f524(f752(f552(f670(a134,f570(f612(a130,f586(f37(a745),x18253)),x18251)),x18254)),x18252))
% 53.58/53.62 [1864]~E(a148,a153)+~P2(a15)
% 53.58/53.62 [1865]~E(x18651,a10)+E(f793(x18651),a11)
% 53.58/53.62 [1866]~E(x18661,a14)+E(f794(x18661),a3)
% 53.58/53.62 [1867]E(x18671,a10)+~E(f793(x18671),a11)
% 53.58/53.62 [1868]E(x18681,a14)+~E(f794(x18681),a3)
% 53.58/53.62 [1872]~E(x18721,a10)+P2(f778(x18721))
% 53.58/53.62 [1873]~E(f154(x18731),x18731)+~P2(a15)
% 53.58/53.62 [1875]P4(f220(x18751))+E(f17(x18751),a2)
% 53.58/53.62 [1877]~P6(x18771)+P1(f784(x18771))
% 53.58/53.62 [1878]~P6(x18781)+P5(f792(x18781))
% 53.58/53.62 [1879]E(x18791,a10)+~P2(f778(x18791))
% 53.58/53.62 [1888]~P5(x18881)+E(f665(a139,x18881),x18881)
% 53.58/53.62 [1889]~P3(x18891)+E(f632(a119,x18891),x18891)
% 53.58/53.62 [1902]P4(f337(x19021))+E(f665(a139,x19021),a2)
% 53.58/53.62 [1903]P5(f386(x19031))+E(f632(a119,x19031),a4)
% 53.58/53.62 [1904]P4(f251(x19041))+E(f665(a139,x19041),a2)
% 53.58/53.62 [1905]P5(f338(x19051))+E(f632(a119,x19051),a4)
% 53.58/53.62 [1914]~E(x19141,a11)+P2(f675(a455,x19141))
% 53.58/53.62 [1915]~E(x19151,a3)+P2(f527(a456,x19151))
% 53.58/53.62 [1916]~E(x19161,a13)+P2(f553(a461,x19161))
% 53.58/53.62 [1919]P2(x19191)+P2(f509(a421,x19191))
% 53.58/53.62 [1921]~P2(a12)+P2(f473(a11,x19211))
% 53.58/53.62 [1923]~P2(a12)+P2(f730(a2,x19231))
% 53.58/53.62 [1925]~P2(a12)+P2(f474(a3,x19251))
% 53.58/53.62 [1979]P2(a12)+~P2(f473(a11,x19791))
% 53.58/53.62 [1981]P2(a12)+~P2(f730(a2,x19811))
% 53.58/53.62 [1983]P2(a12)+~P2(f474(a3,x19831))
% 53.58/53.62 [1984]~P2(x19841)+~P2(f509(a421,x19841))
% 53.58/53.62 [1890]E(x18901,a10)+E(f472(a823,f250(x18901)),x18901)
% 53.58/53.62 [1891]E(x18911,a10)+E(f472(a823,f317(x18911)),x18911)
% 53.58/53.62 [1892]E(x18921,a10)+E(f472(a823,f321(x18921)),x18921)
% 53.58/53.62 [1893]E(x18931,a14)+E(f482(a825,f318(x18931)),x18931)
% 53.58/53.62 [1894]E(x18941,a14)+E(f482(a825,f319(x18941)),x18941)
% 53.58/53.62 [1895]E(x18951,a14)+E(f482(a825,f333(x18951)),x18951)
% 53.58/53.62 [1932]E(f17(x19321),a2)+~E(f673(x19321,f220(x19321)),a10)
% 53.58/53.62 [1960]~P5(x19601)+E(f665(f554(a812,a2),x19601),x19601)
% 53.58/53.62 [1961]~P4(x19611)+E(f704(a835,f707(a828,x19611)),x19611)
% 53.58/53.62 [1963]~P5(x19631)+E(f665(f554(a812,x19631),a2),x19631)
% 53.58/53.62 [1964]~P5(x19641)+E(f665(f554(a780,x19641),a2),x19641)
% 53.58/53.62 [1976]~P5(x19761)+E(f665(f554(a812,x19761),x19761),x19761)
% 53.58/53.62 [1985]E(f665(a139,x19851),a2)+P2(f730(x19851,f337(x19851)))
% 53.58/53.62 [1986]E(f632(a119,x19861),a4)+P2(f526(x19861,f386(x19861)))
% 53.58/53.62 [1987]E(f469(a19,x19871),a3)+P2(f474(x19871,f155(x19871)))
% 53.58/53.62 [1988]E(f572(a140,x19881),a11)+P2(f473(x19881,f397(x19881)))
% 53.58/53.62 [1989]E(f470(a20,x19891),a13)+P2(f527(x19891,f398(x19891)))
% 53.58/53.62 [1990]E(f665(a139,x19901),a2)+P2(f730(x19901,f251(x19901)))
% 53.58/53.62 [1991]E(f632(a119,x19911),a4)+P2(f526(x19911,f338(x19911)))
% 53.58/53.62 [1992]E(f469(a19,x19921),a3)+P2(f474(x19921,f343(x19921)))
% 53.58/53.62 [1993]E(f470(a20,x19931),a13)+P2(f527(x19931,f344(x19931)))
% 53.58/53.62 [1994]E(f572(a140,x19941),a11)+P2(f473(x19941,f355(x19941)))
% 53.58/53.62 [1999]E(x19991,a3)+E(f469(f486(a740,f151(x19991)),f152(x19991)),x19991)
% 53.58/53.62 [2000]E(x20001,a11)+E(f572(f516(a739,f409(x20001)),f418(x20001)),x20001)
% 53.58/53.62 [2036]~P2(a12)+P2(f509(f504(a820,a12),x20361))
% 53.58/53.62 [2042]~E(x20421,a11)+P2(f675(f597(a797,x20421),a11))
% 53.58/53.62 [2046]~P2(x20461)+P2(f509(f504(a807,a12),x20461))
% 53.58/53.62 [2047]~P2(a12)+P2(f509(f504(a820,x20471),a12))
% 53.58/53.62 [2070]~P2(x20701)+P2(f509(f504(a807,x20701),a12))
% 53.58/53.62 [2080]~P2(x20801)+P2(f509(f504(a807,x20801),x20801))
% 53.58/53.62 [2088]E(f673(a6,x20881),a10)+P2(f473(a844,f728(a9,x20881)))
% 53.58/53.62 [2138]P2(a12)+~P2(f509(f504(a820,a12),x21381))
% 53.58/53.62 [2141]P2(x21411)+~P2(f509(f504(a807,a12),x21411))
% 53.58/53.62 [2147]E(x21471,a3)+~P2(f527(f677(a798,x21471),a3))
% 53.58/53.62 [2150]E(x21501,a11)+~P2(f675(f597(a797,x21501),a11))
% 53.58/53.62 [2154]P2(a12)+~P2(f509(f504(a820,x21541),a12))
% 53.58/53.62 [2157]P2(x21571)+~P2(f509(f504(a807,x21571),a12))
% 53.58/53.62 [2181]P2(x21811)+~P2(f509(f504(a807,x21811),x21811))
% 53.58/53.62 [2230]E(f472(a823,f346(x22301)),f673(a6,x22301))+~P2(f473(a844,f728(a9,x22301)))
% 53.58/53.62 [2299]E(x22991,a3)+~P2(f527(f488(a782,f151(x22991)),f152(x22991)))
% 53.58/53.62 [2300]E(x23001,a11)+~P2(f675(f518(a781,f409(x23001)),f418(x23001)))
% 53.58/53.62 [2096]~P4(x20961)+E(f545(a834,f665(f729(a777,x20961),a2)),x20961)
% 53.58/53.62 [2114]E(x21141,a3)+P2(f527(f488(a782,f160(x21141)),x21141))
% 53.58/53.62 [2115]E(x21151,a3)+P2(f527(f488(a782,f192(x21151)),x21151))
% 53.58/53.62 [2116]E(x21161,a3)+P2(f527(f488(a782,f252(x21161)),x21161))
% 53.58/53.62 [2117]E(x21171,a11)+P2(f675(f518(a781,f161(x21171)),x21171))
% 53.58/53.62 [2118]E(x21181,a11)+P2(f675(f518(a781,f193(x21181)),x21181))
% 53.58/53.62 [2119]E(x21191,a11)+P2(f675(f518(a781,f228(x21191)),x21191))
% 53.58/53.62 [2814]~P2(f526(a422,x28141))+P2(f583(a457,f632(a119,f631(f548(a78,a799),x28141))))
% 53.58/53.62 [2815]~P2(f527(a456,x28151))+P2(f553(a461,f470(a20,f677(f551(a81,a798),x28151))))
% 53.58/53.62 [2816]~P2(f583(a457,x28161))+P2(f627(a466,f672(a138,f639(f589(a106,a800),x28161))))
% 53.58/53.62 [2817]~P2(f553(a461,x28171))+P2(f528(a439,f621(a141,f565(f593(a108,a801),x28171))))
% 53.58/53.62 [1907]~E(x19071,a10)+~E(x19071,f472(a823,x19072))
% 53.58/53.62 [1909]~E(x19091,a14)+~E(x19091,f482(a825,x19092))
% 53.58/53.62 [1935]~P1(x19352)+P1(f509(x19351,x19352))
% 53.58/53.62 [1936]~P3(x19362)+P1(f583(x19361,x19362))
% 53.58/53.62 [1937]~P4(x19372)+P3(f720(x19371,x19372))
% 53.58/53.62 [1938]~P1(x19382)+P3(f495(x19381,x19382))
% 53.58/53.62 [1939]~P5(x19392)+P3(f631(x19391,x19392))
% 53.58/53.62 [1940]~P3(x19402)+P3(f632(x19401,x19402))
% 53.58/53.62 [1941]~P4(x19412)+P4(f732(x19411,x19412))
% 53.58/53.62 [1942]~P6(x19422)+P4(f704(x19421,x19422))
% 53.58/53.62 [1943]~P5(x19432)+P4(f545(x19431,x19432))
% 53.58/53.62 [1944]~P4(x19442)+P5(f719(x19441,x19442))
% 53.58/53.62 [1945]~P1(x19452)+P5(f494(x19451,x19452))
% 53.58/53.62 [1946]~P5(x19462)+P5(f665(x19461,x19462))
% 53.58/53.62 [1947]~P3(x19472)+P5(f661(x19471,x19472))
% 53.58/53.62 [1948]~P4(x19482)+P6(f707(x19481,x19482))
% 53.58/53.62 [1953]E(x19531,x19532)+~E(f472(a823,x19531),f472(a823,x19532))
% 53.58/53.62 [1954]E(x19541,x19542)+~E(f482(a825,x19541),f482(a825,x19542))
% 53.58/53.62 [2024]~P2(f474(x20241,x20242))+~E(f469(a19,x20241),a3)
% 53.58/53.62 [2025]~P2(f527(x20251,x20252))+~E(f470(a20,x20251),a13)
% 53.58/53.62 [2026]~P2(f473(x20261,x20262))+~E(f572(a140,x20261),a11)
% 53.58/53.62 [2031]P2(f727(x20311,x20312))+~P2(f595(a419,x20311))
% 53.58/53.62 [1899]~E(x18992,a3)+E(f471(f743(x18991),x18992),a2)
% 53.58/53.62 [1900]~E(x19002,a3)+E(f525(f753(x19001),x19002),a11)
% 53.58/53.62 [1901]~E(x19012,a11)+E(f622(f754(x19011),x19012),a3)
% 53.58/53.62 [1929]E(x19291,a3)+~E(f471(f743(x19292),x19291),a2)
% 53.58/53.62 [1930]E(x19301,a3)+~E(f525(f753(x19302),x19301),a11)
% 53.58/53.62 [1931]E(x19311,a11)+~E(f622(f754(x19312),x19311),a3)
% 53.58/53.62 [1967]~P1(x19671)+E(f473(f496(a118,x19671),x19672),x19671)
% 53.58/53.62 [1968]~P4(x19681)+E(f732(f713(a126,x19681),x19682),x19681)
% 53.58/53.62 [1969]~P1(x19691)+E(f730(f494(a113,x19691),x19692),x19691)
% 53.58/53.62 [1970]~P4(x19701)+E(f475(f714(a117,x19701),x19702),x19701)
% 53.58/53.62 [1971]~P1(x19711)+E(f474(f506(a114,x19711),x19712),x19711)
% 53.58/53.62 [1972]~P1(x19721)+E(f526(f495(a22,x19721),x19722),x19721)
% 53.58/53.62 [1977]~P1(x19771)+E(f527(f500(a111,x19771),x19772),x19771)
% 53.58/53.62 [2002]E(x20021,a3)+~E(f469(f576(a813,x20022),x20021),a3)
% 53.58/53.62 [2004]E(x20041,a3)+~E(f469(f576(a813,x20041),x20042),a3)
% 53.58/53.62 [2006]E(x20061,a11)+~E(f572(f529(a819,x20062),x20061),a11)
% 53.58/53.62 [2008]E(x20081,a11)+~E(f572(f529(a819,x20081),x20082),a11)
% 53.58/53.62 [2014]E(f262(x20141,x20142),f272(x20141,x20142))+E(f572(f529(a818,x20141),x20142),a11)
% 53.58/53.62 [2015]E(f274(x20151,x20152),f275(x20151,x20152))+E(f665(f554(a814,x20151),x20152),a2)
% 53.58/53.62 [2016]E(f276(x20161,x20162),f277(x20161,x20162))+E(f469(f576(a816,x20161),x20162),a3)
% 53.58/53.62 [2019]P4(f274(x20191,x20192))+E(f665(f554(a814,x20191),x20192),a2)
% 53.58/53.62 [2020]P4(f275(x20201,x20202))+E(f665(f554(a814,x20201),x20202),a2)
% 53.58/53.62 [2048]~E(x20481,x20482)+P2(f473(f511(a433,x20481),x20482))
% 53.58/53.62 [2049]~E(x20491,x20492)+P2(f730(f719(a427,x20491),x20492))
% 53.58/53.62 [2050]~E(x20501,x20502)+P2(f727(f731(a436,x20501),x20502))
% 53.58/53.62 [2051]~E(x20511,x20512)+P2(f474(f487(a429,x20511),x20512))
% 53.58/53.62 [2052]~E(x20521,x20522)+P2(f699(f701(a435,x20521),x20522))
% 53.58/53.62 [2053]~E(x20531,x20532)+P2(f675(f597(a434,x20531),x20532))
% 53.58/53.62 [2054]~E(x20542,x20541)+P2(f526(f631(a799,x20541),x20542))
% 53.58/53.62 [2058]~E(x20581,x20582)+P2(f526(f631(a799,x20581),x20582))
% 53.58/53.62 [2059]~E(x20591,x20592)+P2(f526(f631(a428,x20591),x20592))
% 53.58/53.62 [2060]~E(x20602,x20601)+P2(f527(f677(a798,x20601),x20602))
% 53.58/53.62 [2068]~E(x20681,x20682)+P2(f527(f677(a798,x20681),x20682))
% 53.58/53.62 [2069]~E(x20691,x20692)+P2(f527(f677(a432,x20691),x20692))
% 53.58/53.62 [2071]P2(x20711)+P2(f509(f504(a437,x20711),x20712))
% 53.58/53.62 [2075]~P2(x20752)+P2(f509(f504(a437,x20751),x20752))
% 53.58/53.62 [2076]~P2(x20762)+P2(f509(f504(a431,x20761),x20762))
% 53.58/53.62 [2077]~P2(x20771)+P2(f509(f504(a431,x20771),x20772))
% 53.58/53.62 [2109]E(f469(f576(a788,x21091),x21092),x21091)+~E(f469(f576(a816,x21091),x21092),a3)
% 53.58/53.62 [2110]E(f572(f529(a790,x21101),x21102),x21101)+~E(f572(f529(a818,x21101),x21102),a11)
% 53.58/53.62 [2120]E(f673(x21201,x21202),a10)+P2(f526(f720(a787,x21202),f17(x21201)))
% 53.58/53.62 [2125]P4(f345(x21251,x21252))+P2(f526(f631(a799,x21252),x21251))
% 53.58/53.62 [2126]P4(f162(x21261,x21262))+P2(f526(f631(a799,x21261),x21262))
% 53.58/53.62 [2127]P4(f182(x21271,x21272))+P2(f526(f631(a799,x21271),x21272))
% 53.58/53.62 [2128]P4(f229(x21281,x21282))+P2(f526(f631(a799,x21282),x21281))
% 53.58/53.62 [2134]~P2(f527(f744(x21341),x21342))+P2(f527(f747(x21341),x21342))
% 53.58/53.62 [2135]~E(x21352,f472(a823,x21351))+P2(f675(f518(a781,x21351),f793(x21352)))
% 53.58/53.62 [2136]~E(x21362,f482(a825,x21361))+P2(f527(f488(a782,x21361),f794(x21362)))
% 53.58/53.62 [2139]E(x21391,x21392)+~E(f469(f486(a740,x21391),a3),f469(f486(a740,x21392),a3))
% 53.58/53.62 [2140]E(x21401,x21402)+~E(f572(f516(a739,x21401),a11),f572(f516(a739,x21402),a11))
% 53.58/53.62 [2158]E(x21581,x21582)+~P2(f473(f511(a433,x21581),x21582))
% 53.58/53.62 [2159]E(x21591,x21592)+~P2(f727(f731(a436,x21591),x21592))
% 53.58/53.62 [2160]E(x21601,x21602)+~P2(f474(f487(a429,x21601),x21602))
% 53.58/53.62 [2161]E(x21611,x21612)+~P2(f699(f701(a435,x21611),x21612))
% 53.58/53.62 [2162]E(x21621,x21622)+~P2(f675(f597(a434,x21621),x21622))
% 53.58/53.62 [2163]E(x21631,x21632)+~P2(f527(f677(a432,x21631),x21632))
% 53.58/53.62 [2166]~E(x21661,a2)+~P2(f526(f720(a787,x21662),x21661))
% 53.58/53.62 [2168]~E(x21681,a3)+~P2(f527(f488(a782,x21682),x21681))
% 53.58/53.62 [2170]~E(x21701,a11)+~P2(f675(f518(a781,x21702),x21701))
% 53.58/53.62 [2174]~P2(f473(x21742,x21741))+P2(f675(f518(a781,x21741),x21742))
% 53.58/53.62 [2175]~P2(f730(x21752,x21751))+P2(f526(f720(a787,x21751),x21752))
% 53.58/53.62 [2176]~P2(f474(x21762,x21761))+P2(f527(f488(a782,x21761),x21762))
% 53.58/53.62 [2177]P2(x21771)+~P2(f509(f504(a430,x21772),x21771))
% 53.58/53.62 [2178]P2(x21781)+~P2(f509(f504(a430,x21781),x21782))
% 53.58/53.62 [2211]~E(f469(f576(a813,x22111),x22112),x22112)+P2(f527(f677(a798,x22111),x22112))
% 53.58/53.62 [2212]~E(f469(f576(a816,x22121),x22122),x22121)+P2(f527(f677(a798,x22121),x22122))
% 53.58/53.62 [2249]P2(f473(x22491,x22492))+~P2(f675(f518(a781,x22492),x22491))
% 53.58/53.62 [2250]P2(f730(x22501,x22502))+~P2(f526(f720(a787,x22502),x22501))
% 53.58/53.62 [2251]P2(f474(x22511,x22512))+~P2(f527(f488(a782,x22512),x22511))
% 53.58/53.62 [2255]E(x22551,f472(a823,x22552))+~P2(f675(f518(a781,x22552),f793(x22551)))
% 53.58/53.62 [2256]E(x22561,f482(a825,x22562))+~P2(f527(f488(a782,x22562),f794(x22561)))
% 53.58/53.62 [2262]E(f469(f486(a740,x22621),x22622),x22622)+~P2(f527(f488(a782,x22621),x22622))
% 53.58/53.62 [2264]E(f469(f576(a813,x22641),x22642),x22641)+~P2(f527(f677(a798,x22642),x22641))
% 53.58/53.62 [2268]E(f469(f576(a813,x22681),x22682),x22682)+~P2(f527(f677(a798,x22681),x22682))
% 53.58/53.62 [2270]E(f469(f576(a816,x22701),x22702),x22702)+~P2(f527(f677(a798,x22702),x22701))
% 53.58/53.62 [2273]E(f469(f576(a816,x22731),x22732),x22731)+~P2(f527(f677(a798,x22731),x22732))
% 53.58/53.62 [2274]E(f572(f516(a739,x22741),x22742),x22742)+~P2(f675(f518(a781,x22741),x22742))
% 53.58/53.62 [2275]P2(f730(x22751,f229(x22752,x22751)))+P2(f526(f631(a799,x22751),x22752))
% 53.58/53.62 [2276]P2(f474(x22761,f243(x22762,x22761)))+P2(f527(f677(a798,x22761),x22762))
% 53.58/53.62 [2279]~E(f673(x22791,x22792),a10)+~P2(f526(f720(a787,x22792),f17(x22791)))
% 53.58/53.62 [2280]P2(f527(f744(x22801),x22802))+~P2(f527(f677(a798,x22802),x22801))
% 53.58/53.62 [2294]P4(f399(x22941,x22942))+~P2(f527(f488(a782,x22941),f142(x22942)))
% 53.58/53.62 [2295]P4(f406(x22951,x22952))+~P2(f526(f720(a787,x22951),f145(x22952)))
% 53.58/53.62 [2302]E(f469(f486(a740,x23021),f246(x23021,x23022)),x23022)+~P2(f527(f488(a782,x23021),x23022))
% 53.58/53.62 [2303]E(f469(f486(a740,x23031),f248(x23031,x23032)),x23032)+~P2(f527(f488(a782,x23031),x23032))
% 53.58/53.62 [2304]E(f572(f516(a739,x23041),f244(x23041,x23042)),x23042)+~P2(f675(f518(a781,x23041),x23042))
% 53.58/53.62 [2305]E(f572(f516(a739,x23051),f247(x23051,x23052)),x23052)+~P2(f675(f518(a781,x23051),x23052))
% 53.58/53.62 [2319]E(f707(a828,f406(x23191,x23192)),f707(x23192,x23191))+~P2(f526(f720(a787,x23191),f145(x23192)))
% 53.58/53.62 [2320]E(f707(a828,f399(x23201,x23202)),f481(x23202,x23201))+~P2(f527(f488(a782,x23201),f142(x23202)))
% 53.58/53.62 [2321]E(f472(a823,f410(x23211,x23212)),f673(x23212,x23211))+~P2(f526(f720(a787,x23211),f17(x23212)))
% 53.58/53.62 [2322]E(f472(a823,f400(x23221,x23222)),f472(x23222,x23221))+~P2(f675(f518(a781,x23221),f144(x23222)))
% 53.58/53.62 [2323]E(f482(a825,f407(x23231,x23232)),f482(x23232,x23231))+~P2(f527(f488(a782,x23231),f143(x23232)))
% 53.58/53.62 [2324]E(f482(a825,f408(x23241,x23242)),f726(x23242,x23241))+~P2(f526(f720(a787,x23241),f18(x23242)))
% 53.58/53.62 [2337]~P2(f509(f504(a807,x23372),x23371))+P2(f509(f504(a807,x23371),x23372))
% 53.58/53.62 [2375]~P2(f730(x23752,f229(x23752,x23751)))+P2(f526(f631(a799,x23751),x23752))
% 53.58/53.62 [2376]~P2(f474(x23762,f243(x23762,x23761)))+P2(f527(f677(a798,x23761),x23762))
% 53.58/53.62 [2469]P4(f230(x24691,x24692))+P2(f526(f631(a799,f665(a139,x24692)),f665(a139,x24691)))
% 53.58/53.62 [2470]P5(f239(x24701,x24702))+P2(f583(f639(a800,f632(a119,x24702)),f632(a119,x24701)))
% 53.58/53.62 [2546]P2(f730(x25461,f230(x25462,x25461)))+P2(f526(f631(a799,f665(a139,x25461)),f665(a139,x25462)))
% 53.58/53.62 [2547]P2(f474(x25471,f231(x25472,x25471)))+P2(f527(f677(a798,f469(a19,x25471)),f469(a19,x25472)))
% 53.58/53.62 [2548]P2(f526(x25481,f239(x25482,x25481)))+P2(f583(f639(a800,f632(a119,x25481)),f632(a119,x25482)))
% 53.58/53.62 [2549]P2(f527(x25491,f240(x25492,x25491)))+P2(f553(f565(a801,f470(a20,x25491)),f470(a20,x25492)))
% 53.58/53.62 [2623]~P2(f675(f518(a781,x26231),f244(x26231,x26232)))+~P2(f675(f518(a781,x26231),x26232))
% 53.58/53.62 [2624]~P2(f675(f518(a781,x26241),f247(x26241,x26242)))+~P2(f675(f518(a781,x26241),x26242))
% 53.58/53.62 [2625]~P2(f527(f488(a782,x26251),f246(x26251,x26252)))+~P2(f527(f488(a782,x26251),x26252))
% 53.58/53.62 [2626]~P2(f527(f488(a782,x26261),f248(x26261,x26262)))+~P2(f527(f488(a782,x26261),x26262))
% 53.58/53.62 [2719]~P2(f730(x27192,f230(x27192,x27191)))+P2(f526(f631(a799,f665(a139,x27191)),f665(a139,x27192)))
% 53.58/53.62 [2720]~P2(f474(x27202,f231(x27202,x27201)))+P2(f527(f677(a798,f469(a19,x27201)),f469(a19,x27202)))
% 53.58/53.62 [2721]~P2(f526(x27212,f239(x27212,x27211)))+P2(f583(f639(a800,f632(a119,x27211)),f632(a119,x27212)))
% 53.58/53.62 [2722]~P2(f527(x27222,f240(x27222,x27221)))+P2(f553(f565(a801,f470(a20,x27221)),f470(a20,x27222)))
% 53.58/53.62 [2121]E(x21211,a3)+E(f471(f743(f714(a117,x21212)),x21211),f665(f729(a777,x21212),a2))
% 53.58/53.62 [2122]E(x21221,a3)+E(f525(f753(f515(a23,x21222)),x21221),f572(f516(a739,x21222),a11))
% 53.58/53.62 [2123]E(x21231,a11)+E(f622(f754(f490(a115,x21232)),x21231),f469(f486(a740,x21232),a3))
% 53.58/53.62 [2151]~P5(x21511)+E(f665(f554(a812,x21511),f665(f554(a814,x21511),x21512)),x21511)
% 53.58/53.62 [2152]~P5(x21521)+E(f665(f554(a814,x21521),f665(f554(a812,x21521),x21522)),x21521)
% 53.58/53.62 [2186]~P2(f526(a422,x21862))+E(f665(f554(f452(a777),x21861),x21862),f665(f554(a812,x21862),x21861))
% 53.58/53.62 [2187]~P2(f583(a457,x21872))+E(f632(f609(f443(a774),x21871),x21872),f632(f609(a817,x21872),x21871))
% 53.58/53.62 [2188]~P2(f527(a456,x21882))+E(f469(f576(f438(a740),x21881),x21882),f469(f576(a813,x21882),x21881))
% 53.58/53.62 [2189]~P2(f553(a461,x21892))+E(f470(f585(f448(a775),x21891),x21892),f470(f585(a815,x21892),x21891))
% 53.58/53.62 [2190]~P2(f675(a455,x21902))+E(f572(f529(f440(a739),x21901),x21902),f572(f529(a819,x21902),x21901))
% 53.58/53.62 [2231]~P2(f473(a844,x22312))+P2(f473(a844,f519(f845(x22311),x22312)))
% 53.58/53.62 [2232]~P2(f583(a457,x22322))+P2(f526(a422,f661(f749(x22321),x22322)))
% 53.58/53.62 [2233]~P2(f553(a461,x22332))+P2(f526(a422,f596(f755(x22331),x22332)))
% 53.58/53.62 [2234]~P2(f583(a457,x22342))+P2(f527(a456,f640(f762(x22341),x22342)))
% 53.58/53.62 [2235]~P2(f553(a461,x22352))+P2(f527(a456,f541(f750(x22351),x22352)))
% 53.58/53.62 [2236]~P2(f526(a422,x22362))+P2(f527(a456,f524(f752(x22361),x22362)))
% 53.58/53.62 [2237]~P2(f526(a422,x22372))+P2(f583(a457,f631(f758(x22371),x22372)))
% 53.58/53.62 [2238]~P2(f527(a456,x22382))+P2(f583(a457,f571(f751(x22381),x22382)))
% 53.58/53.62 [2239]~P2(f527(a456,x22392))+P2(f553(a461,f677(f763(x22391),x22392)))
% 53.58/53.62 [2240]~P2(f526(a422,x22402))+P2(f553(a461,f566(f756(x22401),x22402)))
% 53.58/53.62 [2252]E(x22521,x22522)+~P2(f727(f731(f146(a824),x22521),x22522))
% 53.58/53.62 [2308]P2(f473(a844,x23081))+~P2(f473(a844,f519(f845(x23082),x23081)))
% 53.58/53.62 [2382]~E(f17(x23822),f665(f729(a777,x23821),a2))+E(f478(f674(a21,a10),x23821,f472(a823,f289(x23822,x23821))),x23822)
% 53.58/53.62 [2384]~P2(f675(a455,x23842))+P2(f675(a455,f572(f516(a739,x23841),x23842)))
% 53.58/53.62 [2386]~P2(f526(a422,x23862))+P2(f526(a422,f665(f729(a777,x23861),x23862)))
% 53.58/53.62 [2387]~P2(f526(a422,x23872))+P2(f526(a422,f665(f554(a814,x23871),x23872)))
% 53.58/53.62 [2388]~P2(f526(a422,x23881))+P2(f526(a422,f665(f554(a814,x23881),x23882)))
% 53.58/53.62 [2389]~P2(f526(a422,x23891))+P2(f526(a422,f665(f554(a780,x23891),x23892)))
% 53.58/53.62 [2391]~P2(f527(a456,x23912))+P2(f527(a456,f469(f486(a740,x23911),x23912)))
% 53.58/53.62 [2392]~P2(f527(a456,x23922))+P2(f527(a456,f469(f576(a816,x23921),x23922)))
% 53.58/53.62 [2393]~P2(f527(a456,x23931))+P2(f527(a456,f469(f576(a816,x23931),x23932)))
% 53.58/53.62 [2394]~P2(f527(a456,x23941))+P2(f527(a456,f469(f576(a788,x23941),x23942)))
% 53.58/53.62 [2396]~P2(f583(a457,x23962))+P2(f583(a457,f632(f534(a774,x23961),x23962)))
% 53.58/53.62 [2397]~P2(f583(a457,x23972))+P2(f583(a457,f632(f609(a809,x23971),x23972)))
% 53.58/53.62 [2398]~P2(f583(a457,x23981))+P2(f583(a457,f632(f609(a809,x23981),x23982)))
% 53.58/53.62 [2399]~P2(f583(a457,x23991))+P2(f583(a457,f632(f609(a789,x23991),x23992)))
% 53.58/53.62 [2401]~P2(f553(a461,x24012))+P2(f553(a461,f470(f559(a775,x24011),x24012)))
% 53.58/53.62 [2402]~P2(f553(a461,x24022))+P2(f553(a461,f470(f585(a810,x24021),x24022)))
% 53.58/53.62 [2403]~P2(f553(a461,x24031))+P2(f553(a461,f470(f585(a810,x24031),x24032)))
% 53.58/53.62 [2404]~P2(f553(a461,x24041))+P2(f553(a461,f470(f585(a791,x24041),x24042)))
% 53.58/53.62 [2407]E(f665(f554(a814,x24071),x24072),a2)+P2(f526(f720(a787,f274(x24071,x24072)),x24071))
% 53.58/53.62 [2408]E(f665(f554(a814,x24081),x24082),a2)+P2(f526(f720(a787,f275(x24081,x24082)),x24082))
% 53.58/53.62 [2409]E(f469(f576(a816,x24091),x24092),a3)+P2(f527(f488(a782,f276(x24091,x24092)),x24091))
% 53.58/53.62 [2410]E(f469(f576(a816,x24101),x24102),a3)+P2(f527(f488(a782,f277(x24101,x24102)),x24102))
% 53.58/53.62 [2411]E(f572(f529(a818,x24111),x24112),a11)+P2(f675(f518(a781,f262(x24111,x24112)),x24111))
% 53.58/53.62 [2412]E(f572(f529(a818,x24121),x24122),a11)+P2(f675(f518(a781,f272(x24121,x24122)),x24122))
% 53.58/53.62 [2448]~P2(x24481)+P2(f509(f504(a807,x24481),f509(f504(a820,x24481),x24482)))
% 53.58/53.62 [2449]~P2(x24491)+P2(f509(f504(a820,x24491),f509(f504(a807,x24491),x24492)))
% 53.58/53.62 [2455]E(f469(f576(a813,x24551),f469(f576(a788,x24552),x24551)),x24552)+~P2(f527(f677(a798,x24551),x24552))
% 53.58/53.62 [2491]P2(f675(f597(a797,x24911),x24912))+P2(f675(f518(a781,f353(x24912,x24911)),x24911))
% 53.58/53.62 [2492]P2(f526(f631(a799,x24921),x24922))+P2(f526(f720(a787,f345(x24922,x24921)),x24921))
% 53.58/53.62 [2493]P2(f527(f677(a798,x24931),x24932))+P2(f527(f488(a782,f354(x24932,x24931)),x24931))
% 53.58/53.62 [2514]~P5(x25141)+E(f665(f554(a812,f665(f554(a780,x25141),x25142)),f665(f554(a814,x25141),x25142)),x25141)
% 53.58/53.62 [2550]P2(f473(a844,x25501))+~P2(f473(a844,f519(f520(a811,x25502),x25501)))
% 53.58/53.62 [2551]P2(f473(a844,x25511))+~P2(f473(a844,f519(f520(a811,x25511),x25512)))
% 53.58/53.62 [2552]P2(f675(a455,x25521))+~P2(f675(a455,f572(f516(a739,x25522),x25521)))
% 53.58/53.62 [2553]P2(f526(a422,x25531))+~P2(f526(a422,f665(f729(a777,x25532),x25531)))
% 53.58/53.62 [2554]P2(f526(a422,x25541))+~P2(f526(a422,f665(f554(a812,x25542),x25541)))
% 53.58/53.62 [2555]P2(f526(a422,x25551))+~P2(f526(a422,f665(f554(a812,x25551),x25552)))
% 53.58/53.62 [2556]P2(f527(a456,x25561))+~P2(f527(a456,f469(f486(a740,x25562),x25561)))
% 53.58/53.62 [2557]P2(f527(a456,x25571))+~P2(f527(a456,f469(f576(a813,x25572),x25571)))
% 53.58/53.62 [2558]P2(f527(a456,x25581))+~P2(f527(a456,f469(f576(a813,x25581),x25582)))
% 53.58/53.62 [2559]P2(f583(a457,x25591))+~P2(f583(a457,f632(f534(a774,x25592),x25591)))
% 53.58/53.62 [2560]P2(f583(a457,x25601))+~P2(f583(a457,f632(f609(a817,x25602),x25601)))
% 53.58/53.62 [2561]P2(f583(a457,x25611))+~P2(f583(a457,f632(f609(a817,x25611),x25612)))
% 53.58/53.62 [2562]P2(f553(a461,x25621))+~P2(f553(a461,f470(f559(a775,x25622),x25621)))
% 53.58/53.62 [2563]P2(f553(a461,x25631))+~P2(f553(a461,f470(f585(a815,x25632),x25631)))
% 53.58/53.62 [2564]P2(f553(a461,x25641))+~P2(f553(a461,f470(f585(a815,x25641),x25642)))
% 53.58/53.62 [2631]E(f469(f576(a788,f469(f486(a740,x26311),x26312)),f469(f486(a740,x26311),a3)),x26312)+P2(f527(f488(a782,x26311),x26312))
% 53.58/53.62 [2632]E(f572(f529(a790,f572(f516(a739,x26321),x26322)),f572(f516(a739,x26321),a11)),x26322)+P2(f675(f518(a781,x26321),x26322))
% 53.58/53.62 [2666]E(x26661,x26662)+~P2(f675(f518(a781,x26661),f572(f516(a739,x26662),a11)))
% 53.58/53.62 [2668]E(x26681,x26682)+~P2(f527(f488(a782,x26681),f469(f486(a740,x26682),a3)))
% 53.58/53.62 [2679]~P2(f509(f504(a807,x26791),x26792))+P2(f509(f504(a807,x26791),f509(f504(a807,x26791),x26792)))
% 53.58/53.62 [2734]P2(x27341)+~P2(f509(f504(a807,x27341),f509(f504(a820,x27341),x27342)))
% 53.58/53.62 [2735]P2(x27351)+~P2(f509(f504(a820,x27351),f509(f504(a807,x27351),x27352)))
% 53.58/53.62 [2761]E(f642(f803(x27611),x27612),x27611)+~P2(f527(f677(a798,x27612),f469(f486(a740,x27611),a3)))
% 53.58/53.62 [2762]E(f535(f804(x27621),x27622),x27621)+~P2(f675(f597(a797,x27622),f572(f516(a739,x27621),a11)))
% 53.58/53.62 [2764]P2(f675(f597(a797,x27641),x27642))+~P2(f675(f518(a781,f353(x27642,x27641)),x27642))
% 53.58/53.62 [2765]P2(f526(f631(a799,x27651),x27652))+~P2(f526(f720(a787,f345(x27652,x27651)),x27652))
% 53.58/53.62 [2766]P2(f527(f677(a798,x27661),x27662))+~P2(f527(f488(a782,f354(x27662,x27661)),x27662))
% 53.58/53.62 [2881]P2(f509(f504(a807,x28811),x28812))+~P2(f509(f504(a807,x28811),f509(f504(a807,x28811),x28812)))
% 53.58/53.62 [3062]~P2(f675(f597(a797,x30621),x30622))+P2(f675(f597(a797,f572(f649(a82,a781),x30621)),f572(f649(a82,a781),x30622)))
% 53.58/53.62 [3063]~P2(f526(f631(a799,x30631),x30632))+P2(f526(f631(a799,f665(f657(a75,a787),x30631)),f665(f657(a75,a787),x30632)))
% 53.58/53.62 [3064]~P2(f527(f677(a798,x30641),x30642))+P2(f527(f677(a798,f469(f539(a99,a782),x30641)),f469(f539(a99,a782),x30642)))
% 53.58/53.62 [3227]P2(f675(f597(a797,x32271),x32272))+~P2(f675(f597(a797,f572(f649(a82,a781),x32271)),f572(f649(a82,a781),x32272)))
% 53.58/53.62 [3228]P2(f526(f631(a799,x32281),x32282))+~P2(f526(f631(a799,f665(f657(a75,a787),x32281)),f665(f657(a75,a787),x32282)))
% 53.58/53.62 [3229]P2(f527(f677(a798,x32291),x32292))+~P2(f527(f677(a798,f469(f539(a99,a782),x32291)),f469(f539(a99,a782),x32292)))
% 53.58/53.62 [3285]P2(f526(f631(a799,x32851),x32852))+~P2(f509(f504(a796,f730(x32851,f162(x32851,x32852))),f730(x32852,f162(x32851,x32852))))
% 53.58/53.62 [3286]P2(f526(f631(a799,x32861),x32862))+~P2(f509(f504(a796,f730(x32861,f182(x32861,x32862))),f730(x32862,f182(x32861,x32862))))
% 53.58/53.62 [3287]P2(f527(f677(a798,x32871),x32872))+~P2(f509(f504(a796,f474(x32871,f171(x32871,x32872))),f474(x32872,f171(x32871,x32872))))
% 53.58/53.62 [3288]P2(f527(f677(a798,x32881),x32882))+~P2(f509(f504(a796,f474(x32881,f185(x32881,x32882))),f474(x32882,f185(x32881,x32882))))
% 53.58/53.62 [2786]E(f469(f486(a740,x27861),f469(f576(a788,x27862),f469(f486(a740,x27861),a3))),x27862)+~P2(f527(f488(a782,x27861),x27862))
% 53.58/53.62 [2787]E(f572(f516(a739,x27871),f572(f529(a790,x27872),f572(f516(a739,x27871),a11))),x27872)+~P2(f675(f518(a781,x27871),x27872))
% 53.58/53.62 [2923]P2(f730(x29232,x29231))+E(f665(a139,f665(f658(a122,f556(f70(a430),f719(a427,x29231))),x29232)),a2)
% 53.58/53.62 [2924]P2(f526(x29242,x29241))+E(f632(a119,f632(f656(a128,f558(f51(a430),f631(a428,x29241))),x29242)),a4)
% 53.58/53.62 [2925]P2(f474(x29252,x29251))+E(f469(a19,f469(f575(a133,f679(f32(a430),f487(a429,x29251))),x29252)),a3)
% 53.58/53.62 [2926]P2(f527(x29262,x29261))+E(f470(a20,f470(f641(a124,f538(f45(a430),f677(a432,x29261))),x29262)),a13)
% 53.58/53.62 [2927]P2(f473(x29272,x29271))+E(f572(a140,f572(f620(a121,f689(f69(a430),f511(a433,x29271))),x29272)),a11)
% 53.58/53.62 [2969]~P2(f730(x29692,x29691))+E(f665(a139,f665(f658(a122,f556(f70(a430),f719(a427,x29691))),x29692)),f665(f729(a777,x29691),a2))
% 53.58/53.62 [2970]~P2(f526(x29702,x29701))+E(f632(a119,f632(f656(a128,f558(f51(a430),f631(a428,x29701))),x29702)),f632(f534(a774,x29701),a4))
% 53.58/53.62 [2971]~P2(f474(x29712,x29711))+E(f469(a19,f469(f575(a133,f679(f32(a430),f487(a429,x29711))),x29712)),f469(f486(a740,x29711),a3))
% 53.58/53.62 [2972]~P2(f527(x29722,x29721))+E(f470(a20,f470(f641(a124,f538(f45(a430),f677(a432,x29721))),x29722)),f470(f559(a775,x29721),a13))
% 53.58/53.62 [2973]~P2(f473(x29732,x29731))+E(f572(a140,f572(f620(a121,f689(f69(a430),f511(a433,x29731))),x29732)),f572(f516(a739,x29731),a11))
% 53.58/53.62 [3012]~P2(f526(a422,x30122))+E(f442(a813,f523(f625(a105,f603(f71(a740),x30121)),a3),a3,x30122),f524(f752(x30121),x30122))
% 53.58/53.62 [3137]E(f642(a829,f469(f539(a99,a782),f469(f576(a788,x31371),f469(f486(a740,x31372),a3)))),f642(f803(x31372),x31371))+P2(f527(f677(a798,x31371),f469(f486(a740,x31372),a3)))
% 53.58/53.62 [3138]E(f535(a831,f572(f649(a82,a781),f572(f529(a790,x31381),f572(f516(a739,x31382),a11)))),f535(f804(x31382),x31381))+P2(f675(f597(a797,x31381),f572(f516(a739,x31382),a11)))
% 53.58/53.62 [3194]P2(f730(x31942,x31941))+E(f665(a139,f665(f658(a122,f556(f70(a430),f719(f610(a73,a427),x31941))),x31942)),a2)
% 53.58/53.62 [3195]P2(f526(x31952,x31951))+E(f632(a119,f632(f656(a128,f558(f51(a430),f631(f548(a78,a428),x31951))),x31952)),a4)
% 53.58/53.62 [3196]P2(f474(x31962,x31961))+E(f469(a19,f469(f575(a133,f679(f32(a430),f487(f592(a80,a429),x31961))),x31962)),a3)
% 53.58/53.62 [3197]P2(f527(x31972,x31971))+E(f470(a20,f470(f641(a124,f538(f45(a430),f677(f551(a81,a432),x31971))),x31972)),a13)
% 53.58/53.62 [3198]P2(f473(x31982,x31981))+E(f572(a140,f572(f620(a121,f689(f69(a430),f511(f693(a92,a433),x31981))),x31982)),a11)
% 53.58/53.62 [3235]~P2(f730(x32352,x32351))+E(f665(a139,f665(f658(a122,f556(f70(a430),f719(f610(a73,a427),x32351))),x32352)),f665(f729(a777,x32351),a2))
% 53.58/53.62 [3236]~P2(f526(x32362,x32361))+E(f632(a119,f632(f656(a128,f558(f51(a430),f631(f548(a78,a428),x32361))),x32362)),f632(f534(a774,x32361),a4))
% 53.58/53.62 [3237]~P2(f474(x32372,x32371))+E(f469(a19,f469(f575(a133,f679(f32(a430),f487(f592(a80,a429),x32371))),x32372)),f469(f486(a740,x32371),a3))
% 53.58/53.62 [3238]~P2(f527(x32382,x32381))+E(f470(a20,f470(f641(a124,f538(f45(a430),f677(f551(a81,a432),x32381))),x32382)),f470(f559(a775,x32381),a13))
% 53.58/53.62 [3239]~P2(f473(x32392,x32391))+E(f572(a140,f572(f620(a121,f689(f69(a430),f511(f693(a92,a433),x32391))),x32392)),f572(f516(a739,x32391),a11))
% 53.58/53.62 [3289]~P2(f526(a422,f665(a139,x32892)))+P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),x32891)),x32892))))
% 53.58/53.62 [3290]~P2(f526(a422,f665(a139,x32901)))+P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),x32901)),x32902))))
% 53.58/53.62 [3291]~P2(f527(a456,f469(a19,x32912)))+P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),x32911)),x32912))))
% 53.58/53.62 [3292]~P2(f527(a456,f469(a19,x32921)))+P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),x32921)),x32922))))
% 53.58/53.62 [3293]~P2(f583(a457,f632(a119,x32932)))+P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a430),x32931)),x32932))))
% 53.58/53.62 [3294]~P2(f583(a457,f632(a119,x32941)))+P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a430),x32941)),x32942))))
% 53.58/53.62 [3295]~P2(f553(a461,f470(a20,x32952)))+P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a430),x32951)),x32952))))
% 53.58/53.62 [3296]~P2(f553(a461,f470(a20,x32961)))+P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a430),x32961)),x32962))))
% 53.58/53.62 [3323]~P2(f526(a422,x33232))+E(f665(f554(f452(f653(f50(f587(a90,a780)),f580(f660(a77,a777),a2))),x33231),x33232),f665(f554(a780,x33231),x33232))
% 53.58/53.62 [3324]~P2(f583(a457,x33242))+E(f632(f609(f443(f530(f66(f564(a104,a789)),f630(f685(a102,a774),a4))),x33241),x33242),f632(f609(a789,x33241),x33242))
% 53.58/53.62 [3325]~P2(f527(a456,x33252))+E(f469(f576(f438(f600(f65(f605(a100,a788)),f687(f581(a79,a740),a3))),x33251),x33252),f469(f576(a788,x33251),x33252))
% 53.58/53.62 [3326]~P2(f553(a461,x33262))+E(f470(f585(f448(f547(f61(f567(a84,a791)),f604(f637(a88,a775),a13))),x33261),x33262),f470(f585(a791,x33261),x33262))
% 53.58/53.62 [3327]~P2(f675(a455,x33272))+E(f572(f529(f440(f646(f49(f591(a107,a790)),f664(f696(a95,a739),a11))),x33271),x33272),f572(f529(a790,x33271),x33272))
% 53.58/53.62 [3380]P2(f526(a422,f665(a139,x33801)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a431),x33802)),x33801))))
% 53.58/53.62 [3381]P2(f526(a422,f665(a139,x33811)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a431),x33811)),x33812))))
% 53.58/53.62 [3382]P2(f527(a456,f469(a19,x33821)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a431),x33822)),x33821))))
% 53.58/53.62 [3383]P2(f527(a456,f469(a19,x33831)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a431),x33831)),x33832))))
% 53.58/53.62 [3384]P2(f583(a457,f632(a119,x33841)))+~P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a431),x33842)),x33841))))
% 53.58/53.62 [3385]P2(f583(a457,f632(a119,x33851)))+~P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a431),x33851)),x33852))))
% 53.58/53.62 [3386]P2(f553(a461,f470(a20,x33861)))+~P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a431),x33862)),x33861))))
% 53.58/53.62 [3387]P2(f553(a461,f470(a20,x33871)))+~P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a431),x33871)),x33872))))
% 53.58/53.62 [3469]P2(f527(f744(x34691),f469(f486(a740,f508(a746,f728(a9,x34692))),a3)))+~P2(f527(f744(f469(f486(a740,f508(a746,f728(a9,x34692))),x34691)),f469(f486(a740,f508(a746,f705(a826,f673(a6,x34692)))),a3)))
% 53.58/53.62 [3525]~P2(f527(f744(x35251),f469(f486(a740,f508(a746,x35252)),a3)))+P2(f527(f744(x35251),f469(f486(a740,f636(f517(f618(a738,f599(f27(f38(a419)),f615(f36(f694(a109,f532(f52(a123),f546(f46(f48(a437)),f146(x35252))))),a436))),x35252),a436)),a3)))
% 53.58/53.62 [2091]E(f498(f491(x20911,x20912),x20912),x20912)+~P2(f458(x20911,x20913))
% 53.58/53.62 [2092]~E(f673(x20922,x20921),f472(a823,x20923))+E(f665(f729(a777,x20921),f17(x20922)),f17(x20922))
% 53.58/53.62 [2093]~E(f481(x20932,x20931),f707(a828,x20933))+E(f469(f486(a740,x20931),f142(x20932)),f142(x20932))
% 53.58/53.62 [2094]~E(f482(x20942,x20941),f482(a825,x20943))+E(f469(f486(a740,x20941),f143(x20942)),f143(x20942))
% 53.58/53.62 [2095]~E(f472(x20952,x20951),f472(a823,x20953))+E(f572(f516(a739,x20951),f144(x20952)),f144(x20952))
% 53.58/53.62 [2195]~E(f472(x21952,x21951),f472(a823,x21953))+P2(f675(f518(a781,x21951),f144(x21952)))
% 53.58/53.62 [2196]~E(f673(x21962,x21961),f472(a823,x21963))+P2(f526(f720(a787,x21961),f17(x21962)))
% 53.58/53.62 [2197]~E(f707(x21972,x21971),f707(a828,x21973))+P2(f526(f720(a787,x21971),f145(x21972)))
% 53.58/53.62 [2198]~E(f726(x21982,x21981),f482(a825,x21983))+P2(f526(f720(a787,x21981),f18(x21982)))
% 53.58/53.62 [2199]~E(f481(x21992,x21991),f707(a828,x21993))+P2(f527(f488(a782,x21991),f142(x21992)))
% 53.58/53.62 [2200]~E(f482(x22002,x22001),f482(a825,x22003))+P2(f527(f488(a782,x22001),f143(x22002)))
% 53.58/53.62 [2257]E(x22571,a10)+E(f17(f478(x22572,x22573,x22571)),f665(f729(a777,x22573),f17(x22572)))
% 53.58/53.62 [2329]~E(x23291,f478(f674(a21,a10),x23292,f472(a823,x23293)))+E(f17(x23291),f665(f729(a777,x23292),a2))
% 53.58/53.62 [2748]~P2(f526(f631(a799,x27481),x27483))+P2(f509(f504(a796,f730(x27481,x27482)),f730(x27483,x27482)))
% 53.58/53.62 [2751]~P2(f527(f677(a798,x27511),x27513))+P2(f509(f504(a796,f474(x27511,x27512)),f474(x27513,x27512)))
% 53.58/53.62 [2205]~P2(f462(x22053,x22051))+E(f642(x22051,f469(f486(a740,x22052),a3)),x22052)
% 53.58/53.62 [2206]~P2(f465(x22063,x22061))+E(f535(x22061,f572(f516(a739,x22062),a11)),x22062)
% 53.58/53.62 [2297]~E(x22971,x22973)+P2(f473(f572(f516(a739,x22971),x22972),x22973))
% 53.58/53.62 [2298]~E(x22981,x22983)+P2(f474(f469(f486(a740,x22981),x22982),x22983))
% 53.58/53.62 [2328]~E(f673(x23281,x23282),a10)+E(f665(f554(a780,f17(x23281)),f665(f729(a777,x23282),x23283)),f665(f554(a780,f17(x23281)),x23283))
% 53.58/53.62 [2421]E(f665(f764(f713(a126,x24211)),x24212),f665(f729(a777,x24211),a2))+~P2(f526(f720(a787,x24213),x24212))
% 53.58/53.62 [2422]E(f471(f743(f714(a117,x24221)),x24222),f665(f729(a777,x24221),a2))+~P2(f527(f488(a782,x24223),x24222))
% 53.58/53.62 [2423]E(f524(f752(f485(a112,x24231)),x24232),f469(f486(a740,x24231),a3))+~P2(f526(f720(a787,x24233),x24232))
% 53.58/53.62 [2424]E(f525(f753(f515(a23,x24241)),x24242),f572(f516(a739,x24241),a11))+~P2(f527(f488(a782,x24243),x24242))
% 53.58/53.62 [2425]E(f622(f754(f490(a115,x24251)),x24252),f469(f486(a740,x24251),a3))+~P2(f675(f518(a781,x24253),x24252))
% 53.58/53.62 [2426]E(f542(f765(f507(a120,x24261)),x24262),f572(f516(a739,x24261),a11))+~P2(f526(f720(a787,x24263),x24262))
% 53.58/53.62 [2427]~P2(f473(x24272,x24273))+P2(f473(f572(f516(a739,x24271),x24272),x24273))
% 53.58/53.62 [2429]~P2(f730(x24292,x24293))+P2(f730(f665(f554(a812,x24291),x24292),x24293))
% 53.58/53.62 [2431]~P2(f730(x24311,x24313))+P2(f730(f665(f554(a812,x24311),x24312),x24313))
% 53.58/53.62 [2432]~P2(f474(x24322,x24323))+P2(f474(f469(f486(a740,x24321),x24322),x24323))
% 53.58/53.62 [2434]~P2(f474(x24342,x24343))+P2(f474(f469(f576(a813,x24341),x24342),x24343))
% 53.58/53.62 [2436]~P2(f474(x24361,x24363))+P2(f474(f469(f576(a813,x24361),x24362),x24363))
% 53.58/53.62 [2438]E(f665(f554(a814,x24381),f665(f729(a777,x24382),x24383)),f665(f554(a814,x24381),x24383))+P2(f526(f720(a787,x24382),x24381))
% 53.58/53.62 [2440]E(f469(f576(a816,x24401),f469(f486(a740,x24402),x24403)),f469(f576(a816,x24401),x24403))+P2(f527(f488(a782,x24402),x24401))
% 53.58/53.62 [2442]E(f572(f529(a818,x24421),f572(f516(a739,x24422),x24423)),f572(f529(a818,x24421),x24423))+P2(f675(f518(a781,x24422),x24421))
% 53.58/53.62 [2444]~E(x24441,x24442)+P2(f675(f518(a781,x24441),f572(f516(a739,x24442),x24443)))
% 53.58/53.62 [2445]~E(x24451,x24452)+P2(f526(f720(a787,x24451),f665(f729(a777,x24452),x24453)))
% 53.58/53.62 [2447]~E(x24471,x24472)+P2(f527(f488(a782,x24471),f469(f486(a740,x24472),x24473)))
% 53.58/53.62 [2458]~E(x24583,a10)+E(f17(f478(x24581,x24582,x24583)),f665(f554(a780,f17(x24581)),f665(f729(a777,x24582),a2)))
% 53.58/53.62 [2515]E(f665(f729(a777,f732(x25151,x25152)),f665(f764(x25151),x25153)),f665(f764(x25151),x25153))+~P2(f526(f720(a787,x25152),x25153))
% 53.58/53.62 [2516]E(f665(f729(a777,f475(x25161,x25162)),f471(f743(x25161),x25163)),f471(f743(x25161),x25163))+~P2(f527(f488(a782,x25162),x25163))
% 53.58/53.62 [2517]E(f469(f486(a740,f508(x25171,x25172)),f622(f754(x25171),x25173)),f622(f754(x25171),x25173))+~P2(f675(f518(a781,x25172),x25173))
% 53.58/53.62 [2518]E(f469(f486(a740,f706(x25181,x25182)),f524(f752(x25181),x25183)),f524(f752(x25181),x25183))+~P2(f526(f720(a787,x25182),x25183))
% 53.58/53.62 [2519]E(f572(f516(a739,f728(x25191,x25192)),f542(f765(x25191),x25193)),f542(f765(x25191),x25193))+~P2(f526(f720(a787,x25192),x25193))
% 53.58/53.62 [2520]E(f572(f516(a739,f497(x25201,x25202)),f525(f753(x25201),x25203)),f525(f753(x25201),x25203))+~P2(f527(f488(a782,x25202),x25203))
% 53.58/53.62 [2641]P2(f526(f742(x26411),x26412))+~P2(f526(f742(x26411),f665(f729(a777,x26413),x26412)))
% 53.58/53.62 [2642]P2(f526(f742(x26421),x26422))+~P2(f526(f742(x26421),f665(f554(a812,x26423),x26422)))
% 53.58/53.62 [2643]P2(f526(f742(x26431),x26432))+~P2(f526(f742(x26431),f665(f554(a812,x26432),x26433)))
% 53.58/53.62 [2644]P2(f527(f744(x26441),x26442))+~P2(f527(f744(x26441),f469(f486(a740,x26443),x26442)))
% 53.58/53.62 [2660]E(f665(f554(a814,x26601),f665(f729(a777,x26602),x26603)),f665(f729(a777,x26602),f665(f554(a814,x26601),x26603)))+~P2(f526(f720(a787,x26602),x26601))
% 53.58/53.62 [2662]E(f469(f576(a816,x26621),f469(f486(a740,x26622),x26623)),f469(f486(a740,x26622),f469(f576(a816,x26621),x26623)))+~P2(f527(f488(a782,x26622),x26621))
% 53.58/53.62 [2664]E(f572(f529(a818,x26641),f572(f516(a739,x26642),x26643)),f572(f516(a739,x26642),f572(f529(a818,x26641),x26643)))+~P2(f675(f518(a781,x26642),x26641))
% 53.58/53.62 [2675]~P2(f509(f504(a796,x26751),x26753))+P2(f509(f504(a796,x26751),f509(f504(a807,x26752),x26753)))
% 53.58/53.62 [2676]~P2(f509(f504(a796,x26761),x26762))+P2(f509(f504(a796,x26761),f509(f504(a807,x26762),x26763)))
% 53.58/53.62 [2680]~P2(f675(f597(a797,x26801),x26803))+P2(f675(f597(a797,x26801),f572(f516(a739,x26802),x26803)))
% 53.58/53.62 [2683]~P2(f675(f518(a781,x26831),x26833))+P2(f675(f518(a781,x26831),f572(f516(a739,x26832),x26833)))
% 53.58/53.62 [2686]~P2(f675(f518(a781,x26861),x26863))+P2(f675(f518(a781,x26861),f572(f529(a819,x26862),x26863)))
% 53.58/53.62 [2689]~P2(f675(f518(a781,x26891),x26892))+P2(f675(f518(a781,x26891),f572(f529(a819,x26892),x26893)))
% 53.58/53.62 [2691]~P2(f526(f720(a787,x26911),x26913))+P2(f526(f720(a787,x26911),f665(f729(a777,x26912),x26913)))
% 53.58/53.62 [2694]~P2(f526(f720(a787,x26941),x26943))+P2(f526(f720(a787,x26941),f665(f554(a812,x26942),x26943)))
% 53.58/53.62 [2697]~P2(f526(f720(a787,x26971),x26972))+P2(f526(f720(a787,x26971),f665(f554(a812,x26972),x26973)))
% 53.58/53.62 [2698]~P2(f526(f631(a799,x26981),x26983))+P2(f526(f631(a799,x26981),f665(f729(a777,x26982),x26983)))
% 53.58/53.62 [2699]~P2(f526(f631(a799,x26991),x26993))+P2(f526(f631(a799,x26991),f665(f554(a812,x26992),x26993)))
% 53.58/53.62 [2700]~P2(f526(f631(a799,x27001),x27002))+P2(f526(f631(a799,x27001),f665(f554(a812,x27002),x27003)))
% 53.58/53.62 [2701]~P2(f527(f677(a798,x27011),x27013))+P2(f527(f677(a798,x27011),f469(f486(a740,x27012),x27013)))
% 53.58/53.62 [2702]~P2(f527(f677(a798,x27021),x27023))+P2(f527(f677(a798,x27021),f469(f576(a813,x27022),x27023)))
% 53.58/53.62 [2703]~P2(f527(f677(a798,x27031),x27032))+P2(f527(f677(a798,x27031),f469(f576(a813,x27032),x27033)))
% 53.58/53.62 [2706]~P2(f527(f488(a782,x27061),x27063))+P2(f527(f488(a782,x27061),f469(f486(a740,x27062),x27063)))
% 53.58/53.62 [2709]~P2(f527(f488(a782,x27091),x27093))+P2(f527(f488(a782,x27091),f469(f576(a813,x27092),x27093)))
% 53.58/53.62 [2712]~P2(f527(f488(a782,x27121),x27122))+P2(f527(f488(a782,x27121),f469(f576(a813,x27122),x27123)))
% 53.58/53.62 [2741]P4(f241(x27411,x27412,x27413))+~P2(f527(f488(a782,x27411),f524(f752(x27412),x27413)))
% 53.58/53.62 [2742]P4(f315(x27421,x27422,x27423))+~P2(f675(f518(a781,x27421),f542(f765(x27422),x27423)))
% 53.58/53.62 [2743]P4(f323(x27431,x27432,x27433))+~P2(f527(f488(a782,x27431),f524(f752(x27432),x27433)))
% 53.58/53.62 [2744]P5(f253(x27441,x27442,x27443))+~P2(f527(f677(a798,x27441),f524(f752(x27442),x27443)))
% 53.58/53.62 [2767]E(f728(x27671,f315(x27672,x27671,x27673)),x27672)+~P2(f675(f518(a781,x27672),f542(f765(x27671),x27673)))
% 53.58/53.62 [2768]E(f508(x27681,f286(x27682,x27681,x27683)),x27682)+~P2(f527(f488(a782,x27682),f622(f754(x27681),x27683)))
% 53.58/53.62 [2769]E(f497(x27691,f290(x27692,x27691,x27693)),x27692)+~P2(f675(f518(a781,x27692),f525(f753(x27691),x27693)))
% 53.58/53.62 [2770]E(f706(x27701,f241(x27702,x27701,x27703)),x27702)+~P2(f527(f488(a782,x27702),f524(f752(x27701),x27703)))
% 53.58/53.62 [2771]E(f706(x27711,f323(x27712,x27711,x27713)),x27712)+~P2(f527(f488(a782,x27712),f524(f752(x27711),x27713)))
% 53.58/53.62 [2788]E(f524(f752(x27881),f253(x27882,x27881,x27883)),x27882)+~P2(f527(f677(a798,x27882),f524(f752(x27881),x27883)))
% 53.58/53.62 [2809]~P2(f526(f720(a787,x28092),x28093))+P2(f675(f518(a781,f728(x28091,x28092)),f542(f765(x28091),x28093)))
% 53.58/53.62 [2810]~P2(f527(f488(a782,x28102),x28103))+P2(f675(f518(a781,f497(x28101,x28102)),f525(f753(x28101),x28103)))
% 53.58/53.62 [2811]~P2(f675(f518(a781,x28112),x28113))+P2(f526(f720(a787,f521(x28111,x28112)),f557(f766(x28111),x28113)))
% 53.58/53.62 [2812]~P2(f675(f518(a781,x28122),x28123))+P2(f527(f488(a782,f508(x28121,x28122)),f622(f754(x28121),x28123)))
% 53.58/53.62 [2813]~P2(f526(f720(a787,x28132),x28133))+P2(f527(f488(a782,f706(x28131,x28132)),f524(f752(x28131),x28133)))
% 53.58/53.62 [2876]P2(f509(f504(a796,x28761),x28762))+~P2(f509(f504(a796,x28761),f509(f504(a820,x28763),x28762)))
% 53.58/53.62 [2878]P2(f509(f504(a796,x28781),x28782))+~P2(f509(f504(a796,x28781),f509(f504(a820,x28782),x28783)))
% 53.58/53.62 [2884]P2(f675(f518(a781,x28841),x28842))+~P2(f675(f518(a781,x28841),f572(f529(a818,x28843),x28842)))
% 53.58/53.62 [2887]P2(f675(f518(a781,x28871),x28872))+~P2(f675(f518(a781,x28871),f572(f529(a818,x28872),x28873)))
% 53.58/53.62 [2890]P2(f675(f518(a781,x28901),x28902))+~P2(f675(f518(a781,x28901),f572(f529(a790,x28902),x28903)))
% 53.58/53.62 [2893]P2(f526(f720(a787,x28931),x28932))+~P2(f526(f720(a787,x28931),f665(f554(a814,x28933),x28932)))
% 53.58/53.62 [2896]P2(f526(f720(a787,x28961),x28962))+~P2(f526(f720(a787,x28961),f665(f554(a814,x28962),x28963)))
% 53.58/53.62 [2899]P2(f526(f720(a787,x28991),x28992))+~P2(f526(f720(a787,x28991),f665(f554(a780,x28992),x28993)))
% 53.58/53.62 [2901]P2(f526(f631(a799,x29011),x29012))+~P2(f526(f631(a799,x29011),f665(f554(a814,x29013),x29012)))
% 53.58/53.62 [2903]P2(f526(f631(a799,x29031),x29032))+~P2(f526(f631(a799,x29031),f665(f554(a814,x29032),x29033)))
% 53.58/53.62 [2905]P2(f527(f677(a798,x29051),x29052))+~P2(f527(f677(a798,x29051),f469(f576(a816,x29053),x29052)))
% 53.58/53.62 [2907]P2(f527(f677(a798,x29071),x29072))+~P2(f527(f677(a798,x29071),f469(f576(a816,x29072),x29073)))
% 53.58/53.62 [2910]P2(f527(f488(a782,x29101),x29102))+~P2(f527(f488(a782,x29101),f469(f576(a816,x29103),x29102)))
% 53.58/53.62 [2913]P2(f527(f488(a782,x29131),x29132))+~P2(f527(f488(a782,x29131),f469(f576(a816,x29132),x29133)))
% 53.58/53.62 [2916]P2(f527(f488(a782,x29161),x29162))+~P2(f527(f488(a782,x29161),f469(f576(a788,x29162),x29163)))
% 53.58/53.62 [2921]~P2(f527(f677(a798,x29212),x29213))+P2(f526(f631(a799,f471(f743(x29211),x29212)),f471(f743(x29211),x29213)))
% 53.58/53.62 [2922]~P2(f526(f631(a799,x29222),x29223))+P2(f527(f677(a798,f524(f752(x29221),x29222)),f524(f752(x29221),x29223)))
% 53.58/53.62 [2954]~P2(f675(f518(a781,x29541),x29542))+~P2(f675(f518(a781,x29541),f572(f529(a790,x29543),x29542)))
% 53.58/53.62 [2957]~P2(f526(f720(a787,x29571),x29572))+~P2(f526(f720(a787,x29571),f665(f554(a780,x29573),x29572)))
% 53.58/53.62 [2960]~P2(f527(f488(a782,x29601),x29602))+~P2(f527(f488(a782,x29601),f469(f576(a788,x29603),x29602)))
% 53.58/53.62 [2961]~P2(f527(f744(x29611),f469(f486(a740,x29612),x29613)))+P2(f527(f744(x29611),f469(f486(a740,x29612),a3)))
% 53.58/53.62 [3014]P2(f509(f504(a807,f730(x30141,x30142)),f730(x30143,x30142)))+~P2(f730(f665(f554(a812,x30141),x30143),x30142))
% 53.58/53.62 [3016]P2(f509(f504(a807,f474(x30161,x30162)),f474(x30163,x30162)))+~P2(f474(f469(f576(a813,x30161),x30163),x30162))
% 53.58/53.62 [3018]P2(f473(x30181,x30182))+~P2(f675(f518(a781,x30182),f572(f529(a818,x30183),f572(a140,x30181))))
% 53.58/53.62 [3019]P2(f730(x30191,x30192))+~P2(f526(f720(a787,x30192),f665(f554(a814,x30193),f665(a139,x30191))))
% 53.58/53.62 [3020]P2(f474(x30201,x30202))+~P2(f527(f488(a782,x30202),f469(f576(a816,x30203),f469(a19,x30201))))
% 53.58/53.62 [3021]P2(f526(x30211,x30212))+~P2(f583(f638(a785,x30212),f632(f609(a809,x30213),f632(a119,x30211))))
% 53.58/53.62 [3022]P2(f527(x30221,x30222))+~P2(f553(f655(a783,x30222),f470(f585(a810,x30223),f470(a20,x30221))))
% 53.58/53.62 [3040]~P2(f509(f504(a807,f730(x30401,x30403)),f730(x30402,x30403)))+P2(f730(f665(f554(a812,x30401),x30402),x30403))
% 53.58/53.62 [3042]~P2(f509(f504(a807,f474(x30421,x30423)),f474(x30422,x30423)))+P2(f474(f469(f576(a813,x30421),x30422),x30423))
% 53.58/53.62 [3053]~P2(f509(f504(a807,x30532),f509(f504(a807,x30531),x30533)))+P2(f509(f504(a807,x30531),f509(f504(a807,x30532),x30533)))
% 53.58/53.62 [3057]P2(f583(f638(a785,x30571),x30572))+~P2(f583(f638(a785,x30571),f632(f609(a809,x30572),f632(a119,x30573))))
% 53.58/53.62 [3058]P2(f553(f655(a783,x30581),x30582))+~P2(f553(f655(a783,x30581),f470(f585(a810,x30582),f470(a20,x30583))))
% 53.58/53.62 [3082]~P2(f675(f597(a797,x30822),x30823))+P2(f675(f597(a797,f572(f516(a739,x30821),x30822)),f572(f516(a739,x30821),x30823)))
% 53.58/53.62 [3083]~P2(f526(f631(a799,x30832),x30833))+P2(f526(f631(a799,f665(f729(a777,x30831),x30832)),f665(f729(a777,x30831),x30833)))
% 53.58/53.62 [3084]~P2(f527(f677(a798,x30842),x30843))+P2(f527(f677(a798,f469(f486(a740,x30841),x30842)),f469(f486(a740,x30841),x30843)))
% 53.58/53.62 [3157]~P2(f527(f488(a782,x31571),f622(f754(x31572),x31573)))+P2(f675(f518(a781,f286(x31571,x31572,x31573)),x31573))
% 53.58/53.62 [3158]~P2(f527(f488(a782,x31581),f524(f752(x31582),x31583)))+P2(f526(f720(a787,f241(x31581,x31582,x31583)),x31583))
% 53.58/53.62 [3159]~P2(f675(f518(a781,x31591),f542(f765(x31592),x31593)))+P2(f526(f720(a787,f315(x31591,x31592,x31593)),x31593))
% 53.58/53.62 [3160]~P2(f527(f488(a782,x31601),f524(f752(x31602),x31603)))+P2(f526(f720(a787,f323(x31601,x31602,x31603)),x31603))
% 53.58/53.62 [3161]~P2(f527(f677(a798,x31611),f524(f752(x31612),x31613)))+P2(f526(f631(a799,f253(x31611,x31612,x31613)),x31613))
% 53.58/53.62 [3162]~P2(f675(f518(a781,x31621),f525(f753(x31622),x31623)))+P2(f527(f488(a782,f290(x31621,x31622,x31623)),x31623))
% 53.58/53.62 [3254]~P2(f509(f504(a820,x32541),f509(f504(a807,x32542),x32543)))+P2(f509(f504(a807,f509(f504(a820,x32541),x32542)),f509(f504(a820,x32541),x32543)))
% 53.58/53.62 [3255]~P2(f509(f504(a807,x32551),f509(f504(a820,x32552),x32553)))+P2(f509(f504(a820,f509(f504(a807,x32551),x32552)),f509(f504(a807,x32551),x32553)))
% 53.58/53.62 [3301]~P2(f509(f504(a820,f509(f504(a807,x33011),x33012)),f509(f504(a807,x33011),x33013)))+P2(f509(f504(a807,x33011),f509(f504(a820,x33012),x33013)))
% 53.58/53.62 [3302]~P2(f509(f504(a807,f509(f504(a820,x33021),x33022)),f509(f504(a820,x33021),x33023)))+P2(f509(f504(a820,x33021),f509(f504(a807,x33022),x33023)))
% 53.58/53.62 [2531]~P2(f583(a457,x25313))+E(f661(f616(f460(a812),x25311),f632(f534(a774,x25312),x25313)),f665(f554(a812,x25312),f661(f616(f460(a812),x25311),x25313)))
% 53.58/53.62 [2532]~P2(f583(a457,x25323))+E(f661(f616(f460(a814),x25321),f632(f534(a774,x25322),x25323)),f665(f554(a814,x25322),f661(f616(f460(a814),x25321),x25323)))
% 53.58/53.62 [2533]~P2(f553(a461,x25333))+E(f541(f579(f459(a813),x25331),f470(f559(a775,x25332),x25333)),f469(f576(a813,x25332),f541(f579(f459(a813),x25331),x25333)))
% 53.58/53.62 [2534]~P2(f553(a461,x25343))+E(f541(f579(f459(a816),x25341),f470(f559(a775,x25342),x25343)),f469(f576(a816,x25342),f541(f579(f459(a816),x25341),x25343)))
% 53.58/53.62 [2541]P2(f526(f720(a787,x25411),x25413))+E(f665(f554(a814,f665(f729(a777,x25411),x25412)),x25413),f665(f554(a814,x25412),x25413))
% 53.58/53.62 [2543]P2(f527(f488(a782,x25431),x25433))+E(f469(f576(a816,f469(f486(a740,x25431),x25432)),x25433),f469(f576(a816,x25432),x25433))
% 53.58/53.62 [2545]P2(f675(f518(a781,x25451),x25453))+E(f572(f529(a818,f572(f516(a739,x25451),x25452)),x25453),f572(f529(a818,x25452),x25453))
% 53.58/53.62 [2654]~P2(f526(f720(a787,x26541),x26543))+E(f665(f554(a780,f665(f729(a777,x26541),x26542)),x26543),f665(f554(a780,x26542),x26543))
% 53.58/53.62 [2656]~P2(f527(f488(a782,x26561),x26563))+E(f469(f576(a788,f469(f486(a740,x26561),x26562)),x26563),f469(f576(a788,x26562),x26563))
% 53.58/53.62 [2658]~P2(f675(f518(a781,x26581),x26583))+E(f572(f529(a790,f572(f516(a739,x26581),x26582)),x26583),f572(f529(a790,x26582),x26583))
% 53.58/53.62 [2713]P4(f411(x27131,x27132,x27133))+P2(f675(f597(a797,f542(f765(x27131),x27133)),x27132))
% 53.58/53.62 [2714]P4(f414(x27141,x27142,x27143))+P2(f526(f631(a799,f665(f764(x27141),x27143)),x27142))
% 53.58/53.62 [2715]P4(f415(x27151,x27152,x27153))+P2(f527(f677(a798,f524(f752(x27151),x27153)),x27152))
% 53.58/53.62 [2779]E(f665(f554(a780,f665(f729(a777,x27791),x27792)),x27793),f665(f729(a777,x27791),f665(f554(a780,x27792),x27793)))+P2(f526(f720(a787,x27791),x27793))
% 53.58/53.62 [2780]E(f469(f576(a788,f469(f486(a740,x27801),x27802)),x27803),f469(f486(a740,x27801),f469(f576(a788,x27802),x27803)))+P2(f527(f488(a782,x27801),x27803))
% 53.58/53.62 [2781]E(f572(f529(a790,f572(f516(a739,x27811),x27812)),x27813),f572(f516(a739,x27811),f572(f529(a790,x27812),x27813)))+P2(f675(f518(a781,x27811),x27813))
% 53.58/53.62 [2837]E(f665(f554(a812,f665(f554(a814,x28371),x28372)),x28373),f665(f554(a814,x28371),f665(f554(a812,x28372),x28373)))+~P2(f526(f631(a799,x28373),x28371))
% 53.58/53.62 [2839]E(f665(f554(a814,f665(f729(a777,x28391),x28392)),x28393),f665(f729(a777,x28391),f665(f554(a814,x28392),x28393)))+~P2(f526(f720(a787,x28391),x28393))
% 53.58/53.62 [2840]E(f469(f576(a813,f469(f576(a816,x28401),x28402)),x28403),f469(f576(a816,x28401),f469(f576(a813,x28402),x28403)))+~P2(f527(f677(a798,x28403),x28401))
% 53.58/53.62 [2842]E(f469(f576(a816,f469(f486(a740,x28421),x28422)),x28423),f469(f486(a740,x28421),f469(f576(a816,x28422),x28423)))+~P2(f527(f488(a782,x28421),x28423))
% 53.58/53.62 [2844]E(f572(f529(a818,f572(f516(a739,x28441),x28442)),x28443),f572(f516(a739,x28441),f572(f529(a818,x28442),x28443)))+~P2(f675(f518(a781,x28441),x28443))
% 53.58/53.62 [2989]~P2(f509(f504(a796,x29892),x29893))+P2(f509(f504(a796,f509(f504(a820,x29891),x29892)),x29893))
% 53.58/53.62 [2990]~P2(f509(f504(a796,x29901),x29903))+P2(f509(f504(a796,f509(f504(a820,x29901),x29902)),x29903))
% 53.58/53.62 [2991]~P2(f526(f631(a799,x29912),x29913))+P2(f526(f631(a799,f665(f554(a814,x29911),x29912)),x29913))
% 53.58/53.62 [2992]~P2(f526(f631(a799,x29921),x29923))+P2(f526(f631(a799,f665(f554(a814,x29921),x29922)),x29923))
% 53.58/53.62 [2993]~P2(f527(f677(a798,x29932),x29933))+P2(f527(f677(a798,f469(f576(a816,x29931),x29932)),x29933))
% 53.58/53.62 [2994]~P2(f527(f677(a798,x29941),x29943))+P2(f527(f677(a798,f469(f576(a816,x29941),x29942)),x29943))
% 53.58/53.62 [3028]~E(f665(f554(a812,f665(f554(a814,x30282),x30283)),x30281),f665(f554(a814,x30282),f665(f554(a812,x30283),x30281)))+P2(f526(f631(a799,x30281),x30282))
% 53.58/53.62 [3029]~E(f469(f576(a813,f469(f576(a816,x30292),x30293)),x30291),f469(f576(a816,x30292),f469(f576(a813,x30293),x30291)))+P2(f527(f677(a798,x30291),x30292))
% 53.58/53.62 [3086]P2(f509(f504(a796,x30861),x30862))+~P2(f509(f504(a796,f509(f504(a807,x30863),x30861)),x30862))
% 53.58/53.62 [3088]P2(f509(f504(a796,x30881),x30882))+~P2(f509(f504(a796,f509(f504(a807,x30881),x30883)),x30882))
% 53.58/53.62 [3089]P2(f675(f597(a797,x30891),x30892))+~P2(f675(f597(a797,f572(f516(a739,x30893),x30891)),x30892))
% 53.58/53.62 [3090]P2(f675(f518(a781,x30901),x30902))+~P2(f675(f597(a797,f572(f516(a739,x30901),x30903)),x30902))
% 53.58/53.62 [3091]P2(f526(f720(a787,x30911),x30912))+~P2(f526(f631(a799,f665(f729(a777,x30911),x30913)),x30912))
% 53.58/53.62 [3092]P2(f526(f631(a799,x30921),x30922))+~P2(f526(f631(a799,f665(f729(a777,x30923),x30921)),x30922))
% 53.58/53.62 [3094]P2(f526(f631(a799,x30941),x30942))+~P2(f526(f631(a799,f665(f554(a812,x30943),x30941)),x30942))
% 53.58/53.62 [3096]P2(f526(f631(a799,x30961),x30962))+~P2(f526(f631(a799,f665(f554(a812,x30961),x30963)),x30962))
% 53.58/53.62 [3097]P2(f527(f677(a798,x30971),x30972))+~P2(f527(f677(a798,f469(f486(a740,x30973),x30971)),x30972))
% 53.58/53.62 [3099]P2(f527(f677(a798,x30991),x30992))+~P2(f527(f677(a798,f469(f576(a813,x30993),x30991)),x30992))
% 53.58/53.62 [3101]P2(f527(f677(a798,x31011),x31012))+~P2(f527(f677(a798,f469(f576(a813,x31011),x31013)),x31012))
% 53.58/53.62 [3102]P2(f527(f488(a782,x31021),x31022))+~P2(f527(f677(a798,f469(f486(a740,x31021),x31023)),x31022))
% 53.58/53.62 [3129]~P2(f509(f504(a807,x31291),f509(f504(a807,x31292),x31293)))+P2(f509(f504(a807,f509(f504(a807,x31291),x31292)),x31293))
% 53.58/53.62 [3130]~P2(f526(f631(a799,x31301),f665(f554(a812,x31302),x31303)))+P2(f526(f631(a799,f665(f554(a780,x31301),x31302)),x31303))
% 53.58/53.62 [3131]~P2(f527(f677(a798,x31311),f469(f576(a813,x31312),x31313)))+P2(f527(f677(a798,f469(f576(a788,x31311),x31312)),x31313))
% 53.58/53.62 [3132]~P2(f675(a455,f572(f529(a790,x31321),x31323)))+P2(f675(a455,f572(f529(a790,x31321),f572(f516(a739,x31322),x31323))))
% 53.58/53.62 [3133]~P2(f526(a422,f665(f554(a780,x31331),x31333)))+P2(f526(a422,f665(f554(a780,x31331),f665(f729(a777,x31332),x31333))))
% 53.58/53.62 [3134]~P2(f527(a456,f469(f576(a788,x31341),x31343)))+P2(f527(a456,f469(f576(a788,x31341),f469(f486(a740,x31342),x31343))))
% 53.58/53.62 [3135]~P2(f583(a457,f632(f609(a789,x31351),x31353)))+P2(f583(a457,f632(f609(a789,x31351),f632(f534(a774,x31352),x31353))))
% 53.58/53.62 [3136]~P2(f553(a461,f470(f585(a791,x31361),x31363)))+P2(f553(a461,f470(f585(a791,x31361),f470(f559(a775,x31362),x31363))))
% 53.58/53.62 [3139]P2(f675(f518(a781,f416(x31391,x31392,x31393)),x31393))+P2(f527(f677(a798,f622(f754(x31391),x31393)),x31392))
% 53.58/53.62 [3140]P2(f675(f518(a781,f417(x31401,x31402,x31403)),x31403))+P2(f526(f631(a799,f557(f766(x31401),x31403)),x31402))
% 53.58/53.62 [3141]P2(f526(f720(a787,f411(x31411,x31412,x31413)),x31413))+P2(f675(f597(a797,f542(f765(x31411),x31413)),x31412))
% 53.58/53.62 [3142]P2(f526(f720(a787,f414(x31421,x31422,x31423)),x31423))+P2(f526(f631(a799,f665(f764(x31421),x31423)),x31422))
% 53.58/53.62 [3143]P2(f526(f720(a787,f415(x31431,x31432,x31433)),x31433))+P2(f527(f677(a798,f524(f752(x31431),x31433)),x31432))
% 53.58/53.62 [3144]P2(f527(f488(a782,f412(x31441,x31442,x31443)),x31443))+P2(f675(f597(a797,f525(f753(x31441),x31443)),x31442))
% 53.58/53.62 [3145]P2(f527(f488(a782,f413(x31451,x31452,x31453)),x31453))+P2(f526(f631(a799,f471(f743(x31451),x31453)),x31452))
% 53.58/53.62 [3212]P2(f509(f504(a807,x32121),f509(f504(a807,x32122),x32123)))+~P2(f509(f504(a807,f509(f504(a807,x32121),x32122)),x32123))
% 53.58/53.62 [3213]P2(f526(f631(a799,x32131),f665(f554(a812,x32132),x32133)))+~P2(f526(f631(a799,f665(f554(a780,x32131),x32132)),x32133))
% 53.58/53.62 [3214]P2(f527(f677(a798,x32141),f469(f576(a813,x32142),x32143)))+~P2(f527(f677(a798,f469(f576(a788,x32141),x32142)),x32143))
% 53.58/53.62 [3268]E(f469(f576(a816,f524(f752(x32681),f665(f554(a780,x32682),x32683))),f524(f752(x32681),f665(f554(a780,x32683),x32682))),a3)+~P2(f526(f742(x32681),f665(f554(a812,x32682),x32683)))
% 53.58/53.62 [3280]P2(f675(a455,f572(f529(a790,x32801),x32802)))+~P2(f675(a455,f572(f529(a790,x32801),f572(f516(a739,x32803),x32802))))
% 53.58/53.62 [3281]P2(f526(a422,f665(f554(a780,x32811),x32812)))+~P2(f526(a422,f665(f554(a780,x32811),f665(f729(a777,x32813),x32812))))
% 53.58/53.62 [3282]P2(f527(a456,f469(f576(a788,x32821),x32822)))+~P2(f527(a456,f469(f576(a788,x32821),f469(f486(a740,x32823),x32822))))
% 53.58/53.62 [3283]P2(f583(a457,f632(f609(a789,x32831),x32832)))+~P2(f583(a457,f632(f609(a789,x32831),f632(f534(a774,x32833),x32832))))
% 53.58/53.62 [3284]P2(f553(a461,f470(f585(a791,x32841),x32842)))+~P2(f553(a461,f470(f585(a791,x32841),f470(f559(a775,x32843),x32842))))
% 53.58/53.62 [3318]P2(f509(f504(a807,f509(f504(a820,x33181),x33182)),f509(f504(a820,x33183),x33182)))+~P2(f509(f504(a820,f509(f504(a807,x33181),x33183)),x33182))
% 53.58/53.62 [3319]P2(f509(f504(a820,f509(f504(a807,x33191),x33192)),f509(f504(a807,x33193),x33192)))+~P2(f509(f504(a807,f509(f504(a820,x33191),x33193)),x33192))
% 53.58/53.62 [3342]~P2(f509(f504(a820,f509(f504(a807,x33421),x33423)),f509(f504(a807,x33422),x33423)))+P2(f509(f504(a807,f509(f504(a820,x33421),x33422)),x33423))
% 53.58/53.62 [3343]~P2(f509(f504(a807,f509(f504(a820,x33431),x33433)),f509(f504(a820,x33432),x33433)))+P2(f509(f504(a820,f509(f504(a807,x33431),x33432)),x33433))
% 53.58/53.62 [3350]~P2(f675(f518(a781,x33503),f572(f529(a819,x33501),x33502)))+P2(f473(f572(f529(a819,f572(f649(a82,a781),x33501)),f572(f649(a82,a781),x33502)),x33503))
% 53.58/53.62 [3351]~P2(f675(f518(a781,x33513),f572(f529(a818,x33511),x33512)))+P2(f473(f572(f529(a818,f572(f649(a82,a781),x33511)),f572(f649(a82,a781),x33512)),x33513))
% 53.58/53.62 [3352]~P2(f526(f720(a787,x33523),f665(f554(a812,x33521),x33522)))+P2(f730(f665(f554(a812,f665(f657(a75,a787),x33521)),f665(f657(a75,a787),x33522)),x33523))
% 53.58/53.62 [3353]~P2(f526(f720(a787,x33533),f665(f554(a814,x33531),x33532)))+P2(f730(f665(f554(a814,f665(f657(a75,a787),x33531)),f665(f657(a75,a787),x33532)),x33533))
% 53.58/53.62 [3354]~P2(f527(f488(a782,x33543),f469(f576(a813,x33541),x33542)))+P2(f474(f469(f576(a813,f469(f539(a99,a782),x33541)),f469(f539(a99,a782),x33542)),x33543))
% 53.58/53.62 [3355]~P2(f527(f488(a782,x33553),f469(f576(a816,x33551),x33552)))+P2(f474(f469(f576(a816,f469(f539(a99,a782),x33551)),f469(f539(a99,a782),x33552)),x33553))
% 53.58/53.62 [3393]P2(f675(f518(a781,x33931),f572(f529(a819,x33932),x33933)))+~P2(f473(f572(f529(a819,f572(f649(a82,a781),x33932)),f572(f649(a82,a781),x33933)),x33931))
% 53.58/53.62 [3394]P2(f675(f518(a781,x33941),f572(f529(a818,x33942),x33943)))+~P2(f473(f572(f529(a818,f572(f649(a82,a781),x33942)),f572(f649(a82,a781),x33943)),x33941))
% 53.58/53.62 [3395]P2(f526(f720(a787,x33951),f665(f554(a812,x33952),x33953)))+~P2(f730(f665(f554(a812,f665(f657(a75,a787),x33952)),f665(f657(a75,a787),x33953)),x33951))
% 53.58/53.62 [3396]P2(f526(f720(a787,x33961),f665(f554(a814,x33962),x33963)))+~P2(f730(f665(f554(a814,f665(f657(a75,a787),x33962)),f665(f657(a75,a787),x33963)),x33961))
% 53.58/53.62 [3397]P2(f527(f488(a782,x33971),f469(f576(a813,x33972),x33973)))+~P2(f474(f469(f576(a813,f469(f539(a99,a782),x33972)),f469(f539(a99,a782),x33973)),x33971))
% 53.58/53.62 [3398]P2(f527(f488(a782,x33981),f469(f576(a816,x33982),x33983)))+~P2(f474(f469(f576(a816,f469(f539(a99,a782),x33982)),f469(f539(a99,a782),x33983)),x33981))
% 53.58/53.62 [3415]~P2(f675(f518(a781,f497(x34151,f412(x34151,x34153,x34152))),x34153))+P2(f675(f597(a797,f525(f753(x34151),x34152)),x34153))
% 53.58/53.62 [3416]~P2(f675(f518(a781,f728(x34161,f411(x34161,x34163,x34162))),x34163))+P2(f675(f597(a797,f542(f765(x34161),x34162)),x34163))
% 53.58/53.62 [3417]~P2(f526(f720(a787,f521(x34171,f417(x34171,x34173,x34172))),x34173))+P2(f526(f631(a799,f557(f766(x34171),x34172)),x34173))
% 53.58/53.62 [3418]~P2(f526(f720(a787,f732(x34181,f414(x34181,x34183,x34182))),x34183))+P2(f526(f631(a799,f665(f764(x34181),x34182)),x34183))
% 53.58/53.62 [3419]~P2(f526(f720(a787,f475(x34191,f413(x34191,x34193,x34192))),x34193))+P2(f526(f631(a799,f471(f743(x34191),x34192)),x34193))
% 53.58/53.62 [3420]~P2(f527(f488(a782,f706(x34201,f415(x34201,x34203,x34202))),x34203))+P2(f527(f677(a798,f524(f752(x34201),x34202)),x34203))
% 53.58/53.62 [3421]~P2(f527(f488(a782,f508(x34211,f416(x34211,x34213,x34212))),x34213))+P2(f527(f677(a798,f622(f754(x34211),x34212)),x34213))
% 53.58/53.62 [2934]P2(f727(x29341,x29342))+P2(f727(f731(f146(f519(f845(x29341),x29343)),x29342),x29342))
% 53.58/53.62 [3332]~P2(f727(f731(f146(f728(a9,x33321)),x33322),x33323))+P2(f727(f731(f146(f705(a826,f673(a6,x33321))),x33322),x33323))
% 53.58/53.62 [3356]P2(f727(f731(f146(f728(a9,x33561)),x33562),x33563))+~P2(f727(f731(f146(f705(a826,f673(a6,x33561))),x33562),x33563))
% 53.58/53.62 [3429]~P2(f526(f742(x34291),f665(f729(a777,x34292),x34293)))+~P2(f527(f488(a782,f706(x34291,x34292)),f524(f752(x34291),f665(f554(a780,x34293),f665(f729(a777,x34292),a2)))))
% 53.58/53.62 [2017]E(x20171,x20172)+~E(f519(f845(x20173),x20171),f519(f845(x20174),x20172))
% 53.58/53.62 [2018]E(x20181,x20182)+~E(f519(f845(x20181),x20183),f519(f845(x20182),x20184))
% 53.58/53.62 [2155]E(x21551,x21552)+~E(f519(f520(a811,x21553),x21551),f519(f520(a811,x21554),x21552))
% 53.58/53.62 [2156]E(x21561,x21562)+~E(f519(f520(a811,x21561),x21563),f519(f520(a811,x21562),x21564))
% 53.58/53.62 [2637]E(f524(f752(f479(x26371,x26372,x26373)),x26374),f524(f752(x26371),x26374))+P2(f526(f720(a787,x26372),x26374))
% 53.58/53.62 [3253]~P2(f526(f720(a787,x32534),x32533))+E(f469(f486(a740,x32531),f524(f752(x32532),f665(f554(a780,x32533),f665(f729(a777,x32534),a2)))),f524(f752(f479(x32532,x32534,x32531)),x32533))
% 53.58/53.62 [3433]P2(f727(f731(f146(x34331),x34332),f259(x34331,x34333,x34332,x34334)))+~P2(f727(f731(f146(f519(f520(a811,x34331),x34333)),x34332),x34334))
% 53.58/53.62 [3454]P2(f727(f731(f146(x34541),f259(x34542,x34541,x34543,x34544)),x34544))+~P2(f727(f731(f146(f519(f520(a811,x34542),x34541)),x34543),x34544))
% 53.58/53.62 [3467]P2(f727(f731(x34671,f172(x34672,x34673,x34674,x34671)),f176(x34672,x34673,x34674,x34671)))+P2(f527(f744(x34672),f469(f486(a740,f636(f517(f618(a738,x34671),x34673),x34674)),a3)))
% 53.58/53.62 [3468]P2(f727(f731(x34681,f269(x34682,x34683,x34684,x34681)),f270(x34682,x34683,x34684,x34681)))+P2(f527(f744(x34683),f469(f486(a740,f636(f517(f618(a738,x34681),x34684),x34682)),a3)))
% 53.58/53.62 [3470]P2(f527(f744(x34701),f469(f486(a740,f636(f517(f618(a738,x34702),f728(a9,x34703)),x34704)),a3)))+~P2(f527(f744(x34701),f469(f486(a740,f636(f517(f618(a738,x34702),f705(a826,f673(a6,x34703))),x34704)),a3)))
% 53.58/53.62 [3506]P2(f527(f744(x35061),f469(f486(a740,f636(f517(f618(a738,x35062),f728(a9,x35063)),x35064)),a3)))+~P2(f527(f744(f469(f486(a740,f636(f517(f618(a738,x35062),f728(a9,x35063)),x35064)),x35061)),f469(f486(a740,f636(f517(f618(a738,x35062),f705(a826,f673(a6,x35063))),x35064)),a3)))
% 53.58/53.62 [3526]P2(f527(f744(x35261),f469(f486(a740,f636(f517(f618(a738,x35262),x35263),x35264)),a3)))+~P2(f527(f744(x35261),f469(f486(a740,f636(f517(f618(a738,f584(a116,f731(f680(a96,a436),f176(x35261,x35263,x35264,x35262)))),x35263),f584(a116,f731(x35264,f172(x35261,x35263,x35264,x35262))))),a3)))
% 53.58/53.62 [3518]~P2(f527(f744(f469(f576(a813,x35181),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35182)),a9)),x35183)),x35184))),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35182)),f688(f68(a826),a6))),x35183)),x35184)))+P2(f527(f744(x35181),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35182)),a9)),x35183)),x35184)))
% 53.58/53.62 [3519]~P2(f527(f747(f469(f576(a813,x35191),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35192)),a9)),x35193)),x35194))),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35192)),f688(f68(a826),a6))),x35193)),x35194)))+P2(f527(f747(x35191),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35192)),a9)),x35193)),x35194)))
% 53.58/53.62 [3434]E(f475(f342(x34341,x34342,x34343,x34344),x34345),f475(x34343,x34345))+~P2(f527(f488(a782,x34345),f334(x34341,x34342,x34343,x34344)))
% 53.58/53.62 [3435]E(f706(f336(x34351,x34352,x34353,x34354),x34355),f706(x34353,x34355))+~P2(f526(f720(a787,x34355),f219(x34351,x34352,x34353,x34354)))
% 53.58/53.62 [3464]E(f706(x34641,f475(f342(x34641,x34642,x34643,x34644),x34645)),x34645)+~P2(f527(f488(a782,x34645),f469(f576(a788,x34644),f334(x34641,x34642,x34643,x34644))))
% 53.58/53.62 [3504]~P2(f527(f488(a782,x35045),f469(f576(a788,x35044),f334(x35041,x35042,x35043,x35044))))+P2(f526(f720(a787,f475(f342(x35041,x35042,x35043,x35044),x35045)),f665(f554(a780,x35042),f471(f743(x35043),f334(x35041,x35042,x35043,x35044)))))
% 53.58/53.62 [3507]~P2(f526(f720(a787,x35071),f219(x35072,x35073,x35074,x35075)))+~P2(f526(f720(a787,x35071),f471(f743(x35072),f469(f576(a788,x35073),f524(f752(x35074),f219(x35072,x35073,x35074,x35075))))))
% 53.58/53.62 [3508]~P2(f527(f488(a782,x35081),f334(x35082,x35083,x35084,x35085)))+~P2(f527(f488(a782,x35081),f524(f752(x35082),f665(f554(a780,x35083),f471(f743(x35084),f334(x35082,x35083,x35084,x35085))))))
% 53.58/53.62 [3514]P2(x35141)+P2(f527(f744(x35142),f469(f486(a740,f636(f517(f618(a738,f499(f662(a101,f686(f44(a98),f546(f46(f48(a430)),x35143))),x35141)),x35144),x35145)),a3)))
% 53.58/53.62 [3515]~P2(f527(f744(x35151),f469(f486(a740,f636(f517(f618(a738,x35152),x35154),x35155)),a3)))+P2(f527(f744(x35151),f469(f486(a740,f636(f517(f618(a738,f499(f662(a101,f686(f44(a98),f546(f46(f48(a430)),x35152))),x35153)),x35154),x35155)),a3)))
% 53.58/53.62 [2525]E(x25251,x25252)+~E(f636(f517(f618(a738,x25253),x25254),x25251),f636(f517(f618(a738,x25255),x25256),x25252))
% 53.58/53.62 [2526]E(x25261,x25262)+~E(f636(f517(f618(a738,x25263),x25261),x25264),f636(f517(f618(a738,x25265),x25262),x25266))
% 53.58/53.62 [2527]E(x25271,x25272)+~E(f636(f517(f618(a738,x25271),x25273),x25274),f636(f517(f618(a738,x25272),x25275),x25276))
% 53.58/53.62 [1871]~P1(x18711)+E(x18711,a420)+E(x18711,a16)
% 53.58/53.62 [1874]~P6(x18741)+~E(x18741,a1)+E(f792(x18741),a2)
% 53.58/53.62 [1876]~P6(x18761)+E(x18761,a1)+~E(f792(x18761),a2)
% 53.58/53.62 [1880]~P6(x18801)+E(x18801,a1)+P4(f221(x18801))
% 53.58/53.62 [1881]~P6(x18811)+E(x18811,a1)+P4(f316(x18811))
% 53.58/53.62 [1882]~P6(x18821)+E(x18821,a1)+P4(f320(x18821))
% 53.58/53.62 [1883]~P5(x18831)+E(x18831,a2)+P4(f186(x18831))
% 53.58/53.62 [1884]~P5(x18841)+E(x18841,a2)+P4(f222(x18841))
% 53.58/53.62 [1885]~P5(x18851)+E(x18851,a2)+P4(f149(x18851))
% 53.58/53.62 [1886]~P5(x18861)+E(x18861,a2)+P4(f227(x18861))
% 53.58/53.62 [1887]~P5(x18871)+E(x18871,a2)+P5(f150(x18871))
% 53.58/53.62 [1933]~P5(x19331)+~E(x19331,a2)+P2(f526(a422,x19331))
% 53.58/53.62 [1934]~P3(x19341)+~E(x19341,a4)+P2(f583(a457,x19341))
% 53.58/53.62 [1910]~P6(x19101)+E(x19101,a1)+E(f707(a828,f221(x19101)),x19101)
% 53.58/53.62 [1911]~P6(x19111)+E(x19111,a1)+E(f707(a828,f316(x19111)),x19111)
% 53.58/53.62 [1912]~P6(x19121)+E(x19121,a1)+E(f707(a828,f320(x19121)),x19121)
% 53.58/53.62 [2013]~P5(x20131)+E(x20131,a2)+E(f665(f729(a777,f149(x20131)),f150(x20131)),x20131)
% 53.58/53.62 [2081]E(x20811,a3)+~P2(f527(a456,x20811))+P2(f527(a456,f385(x20811)))
% 53.58/53.62 [2082]E(x20821,a11)+~P2(f675(a455,x20821))+P2(f675(a455,f379(x20821)))
% 53.58/53.62 [2083]E(x20831,a13)+~P2(f553(a461,x20831))+P2(f553(a461,f383(x20831)))
% 53.58/53.62 [2111]E(x21111,a3)+E(f469(f486(a740,f387(x21111)),f385(x21111)),x21111)+~P2(f527(a456,x21111))
% 53.58/53.62 [2112]E(x21121,a11)+E(f572(f516(a739,f381(x21121)),f379(x21121)),x21121)+~P2(f675(a455,x21121))
% 53.58/53.62 [2113]E(x21131,a13)+E(f470(f559(a775,f384(x21131)),f383(x21131)),x21131)+~P2(f553(a461,x21131))
% 53.58/53.62 [2173]~P5(x21731)+E(x21731,a2)+~P2(f526(f631(a799,x21731),a2))
% 53.58/53.62 [2183]P2(x21831)+~P2(a12)+~P2(f509(f504(a796,x21831),a12))
% 53.58/53.62 [2185]~P2(x21851)+P2(a12)+~P2(f509(f504(a796,x21851),a12))
% 53.58/53.62 [2306]~P5(x23061)+E(x23061,a2)+~P2(f526(f720(a787,f149(x23061)),f150(x23061)))
% 53.58/53.62 [2131]~P5(x21311)+E(x21311,a2)+P2(f526(f720(a787,f186(x21311)),x21311))
% 53.58/53.62 [2132]~P5(x21321)+E(x21321,a2)+P2(f526(f720(a787,f222(x21321)),x21321))
% 53.58/53.62 [2133]~P5(x21331)+E(x21331,a2)+P2(f526(f720(a787,f227(x21331)),x21331))
% 53.58/53.62 [1913]~P4(x19132)+~E(f17(x19131),a2)+E(f673(x19131,x19132),a10)
% 53.58/53.62 [1965]~P4(x19652)+~P5(x19651)+P1(f730(x19651,x19652))
% 53.58/53.62 [1966]~P3(x19661)+~P5(x19662)+P1(f526(x19661,x19662))
% 53.58/53.62 [2030]~E(f472(a823,x20301),f673(a6,x20302))+~P2(a821)+P2(f473(a844,x20301))
% 53.58/53.62 [2039]~P4(x20392)+~P2(f730(x20391,x20392))+~E(f665(a139,x20391),a2)
% 53.58/53.62 [2040]~P5(x20402)+~P2(f526(x20401,x20402))+~E(f632(a119,x20401),a4)
% 53.58/53.62 [1918]~P5(x19182)+~E(x19182,a2)+E(f524(f752(x19181),x19182),a3)
% 53.58/53.62 [1952]~P5(x19521)+E(x19521,a2)+~E(f524(f752(x19522),x19521),a3)
% 53.58/53.62 [1956]~E(x19562,a3)+~E(x19561,a3)+E(f469(f576(a813,x19561),x19562),a3)
% 53.58/53.62 [1958]~E(x19582,a11)+~E(x19581,a11)+E(f572(f529(a819,x19581),x19582),a11)
% 53.58/53.62 [2087]P2(x20871)+P2(x20872)+P2(f509(f504(a796,x20872),x20871))
% 53.58/53.62 [2089]~P2(x20892)+P2(a12)+P2(f509(f504(a807,x20891),x20892))
% 53.58/53.62 [2090]~P2(x20901)+P2(a12)+P2(f509(f504(a807,x20901),x20902))
% 53.58/53.62 [2097]~P2(x20972)+~P2(x20971)+P2(f509(f504(a430,x20971),x20972))
% 53.58/53.62 [2100]~P2(x21002)+~P2(x21001)+P2(f509(f504(a796,x21001),x21002))
% 53.58/53.62 [2124]~P5(x21241)+E(f665(f554(a780,x21241),x21242),x21241)+~E(f665(f554(a814,x21241),x21242),a2)
% 53.58/53.62 [2153]~P6(x21532)+~E(x21532,f707(a828,x21531))+P2(f526(f720(a787,x21531),f792(x21532)))
% 53.58/53.62 [2192]P2(x21921)+P2(x21922)+~P2(f509(f504(a431,x21922),x21921))
% 53.58/53.62 [2193]P2(x21931)+~P2(a12)+~P2(f509(f504(a807,x21932),x21931))
% 53.58/53.62 [2194]P2(x21941)+~P2(a12)+~P2(f509(f504(a807,x21941),x21942))
% 53.58/53.62 [2204]P2(x22041)+~P2(x22042)+~P2(f509(f504(a437,x22042),x22041))
% 53.58/53.62 [2224]~P5(x22242)+~E(f665(f554(a812,x22241),x22242),x22242)+P2(f526(f631(a799,x22241),x22242))
% 53.58/53.62 [2225]~P5(x22251)+~E(f665(f554(a814,x22251),x22252),x22251)+P2(f526(f631(a799,x22251),x22252))
% 53.58/53.62 [2258]P2(x22581)+P2(f509(f504(a807,x22582),x22581))+P2(f509(f504(a796,x22582),x22581))
% 53.58/53.62 [2259]P2(x22591)+P2(f509(f504(a820,x22591),x22592))+P2(f509(f504(a796,x22591),x22592))
% 53.58/53.62 [2260]~P5(x22602)+P5(f242(x22601,x22602))+~P2(f526(f720(a787,x22601),x22602))
% 53.58/53.62 [2261]~P5(x22612)+P5(f245(x22611,x22612))+~P2(f526(f720(a787,x22611),x22612))
% 53.58/53.62 [2277]~P6(x22771)+E(x22771,f707(a828,x22772))+~P2(f526(f720(a787,x22772),f792(x22771)))
% 53.58/53.62 [2282]~P5(x22822)+E(f665(f729(a777,x22821),x22822),x22822)+~P2(f526(f720(a787,x22821),x22822))
% 53.58/53.62 [2286]~P5(x22862)+E(f665(f554(a812,x22861),x22862),x22862)+~P2(f526(f631(a799,x22861),x22862))
% 53.58/53.62 [2288]~P5(x22881)+E(f665(f554(a812,x22881),x22882),x22881)+~P2(f526(f631(a799,x22882),x22881))
% 53.58/53.62 [2290]~P5(x22902)+E(f665(f554(a814,x22901),x22902),x22902)+~P2(f526(f631(a799,x22902),x22901))
% 53.58/53.62 [2293]~P5(x22931)+E(f665(f554(a814,x22931),x22932),x22931)+~P2(f526(f631(a799,x22931),x22932))
% 53.58/53.62 [2310]P2(f526(a422,x23101))+~P2(f526(a422,x23102))+~P2(f526(f631(a799,x23101),x23102))
% 53.58/53.62 [2312]P2(f527(a456,x23121))+~P2(f527(a456,x23122))+~P2(f527(f677(a798,x23121),x23122))
% 53.58/53.62 [2314]P2(f583(a457,x23141))+~P2(f583(a457,x23142))+~P2(f583(f639(a800,x23141),x23142))
% 53.58/53.62 [2316]P2(f553(a461,x23161))+~P2(f553(a461,x23162))+~P2(f553(f565(a801,x23161),x23162))
% 53.58/53.62 [2317]~P5(x23172)+E(f665(f729(a777,x23171),f242(x23171,x23172)),x23172)+~P2(f526(f720(a787,x23171),x23172))
% 53.58/53.62 [2318]~P5(x23182)+E(f665(f729(a777,x23181),f245(x23181,x23182)),x23182)+~P2(f526(f720(a787,x23181),x23182))
% 53.58/53.62 [2362]~P2(x23622)+~P2(f509(f504(a807,x23621),x23622))+P2(f509(f504(a796,x23621),x23622))
% 53.58/53.62 [2363]~P2(x23631)+~P2(f509(f504(a820,x23631),x23632))+P2(f509(f504(a796,x23631),x23632))
% 53.58/53.62 [2365]~P2(x23652)+~P2(f509(f504(a796,x23651),x23652))+P2(f509(f504(a807,x23651),x23652))
% 53.58/53.62 [2366]~P2(x23661)+~P2(f509(f504(a796,x23662),x23661))+P2(f509(f504(a807,x23661),x23662))
% 53.58/53.62 [2367]~P2(x23672)+~P2(f509(f504(a796,x23672),x23671))+P2(f509(f504(a820,x23671),x23672))
% 53.58/53.62 [2369]~P2(x23691)+~P2(f509(f504(a796,x23691),x23692))+P2(f509(f504(a820,x23691),x23692))
% 53.58/53.62 [2468]E(x24681,x24682)+~P2(f527(f677(a798,x24682),x24681))+~P2(f527(f677(a798,x24681),x24682))
% 53.58/53.62 [2471]P2(x24711)+~P2(f509(f504(a820,x24712),x24711))+~P2(f509(f504(a796,x24711),x24712))
% 53.58/53.62 [2473]P2(x24731)+~P2(f509(f504(a807,x24732),x24731))+~P2(f509(f504(a796,x24732),x24731))
% 53.58/53.62 [2474]P2(x24741)+~P2(f509(f504(a807,x24741),x24742))+~P2(f509(f504(a796,x24742),x24741))
% 53.58/53.62 [2476]P2(x24761)+~P2(f509(f504(a820,x24761),x24762))+~P2(f509(f504(a796,x24761),x24762))
% 53.58/53.62 [2635]~P5(x26351)+~P2(f526(f720(a787,x26352),f242(x26352,x26351)))+~P2(f526(f720(a787,x26352),x26351))
% 53.58/53.62 [2636]~P5(x26361)+~P2(f526(f720(a787,x26362),f245(x26362,x26361)))+~P2(f526(f720(a787,x26362),x26361))
% 53.58/53.62 [2137]~P5(x21371)+E(x21371,a2)+E(f524(f752(f485(a112,x21372)),x21371),f469(f486(a740,x21372),a3))
% 53.58/53.62 [2415]P4(f388(x24151,x24152))+P2(f526(a422,x24152))+~P2(f526(a422,f665(f764(x24151),x24152)))
% 53.58/53.62 [2416]P4(f401(x24161,x24162))+P2(f526(a422,x24162))+~P2(f583(a457,f631(f758(x24161),x24162)))
% 53.58/53.62 [2417]P4(f404(x24171,x24172))+P2(f526(a422,x24172))+~P2(f553(a461,f566(f756(x24171),x24172)))
% 53.58/53.62 [2418]P4(f405(x24181,x24182))+P2(f526(a422,x24182))+~P2(f527(a456,f524(f752(x24181),x24182)))
% 53.58/53.62 [2419]P5(f389(x24191,x24192))+P2(f583(a457,x24192))+~P2(f527(a456,f640(f762(x24191),x24192)))
% 53.58/53.62 [2420]P5(f395(x24201,x24202))+P2(f583(a457,x24202))+~P2(f526(a422,f661(f749(x24201),x24202)))
% 53.58/53.62 [2461]~P5(x24612)+E(f665(f554(a812,x24611),f665(f554(a780,x24612),x24611)),x24612)+~P2(f526(f631(a799,x24611),x24612))
% 53.58/53.62 [2500]~P2(f473(a844,x25002))+~P2(f473(a844,x25001))+P2(f473(a844,f519(f520(a811,x25001),x25002)))
% 53.58/53.62 [2502]~P2(f526(a422,x25022))+~P2(f526(a422,x25021))+P2(f526(a422,f665(f554(a812,x25021),x25022)))
% 53.58/53.62 [2505]~P2(f527(a456,x25052))+~P2(f527(a456,x25051))+P2(f527(a456,f469(f576(a813,x25051),x25052)))
% 53.58/53.62 [2508]~P2(f583(a457,x25082))+~P2(f583(a457,x25081))+P2(f583(a457,f632(f609(a817,x25081),x25082)))
% 53.58/53.62 [2511]~P2(f553(a461,x25112))+~P2(f553(a461,x25111))+P2(f553(a461,f470(f585(a815,x25111),x25112)))
% 53.58/53.62 [2513]P2(f526(a422,x25131))+~P2(f526(f742(x25132),x25131))+~P2(f527(a456,f524(f752(x25132),x25131)))
% 53.58/53.62 [2627]~P2(f526(a422,x26272))+P2(f526(f741(x26271),x26272))+~P2(f526(f631(a799,x26272),f665(f764(x26271),x26272)))
% 53.58/53.62 [2628]~P2(f527(a456,x26282))+P2(f527(f771(x26281),x26282))+~P2(f527(f677(a798,x26282),f469(f760(x26281),x26282)))
% 53.58/53.62 [2629]~P2(f583(a457,x26292))+P2(f583(f769(x26291),x26292))+~P2(f583(f639(a800,x26292),f632(f757(x26291),x26292)))
% 53.58/53.62 [2630]~P2(f553(a461,x26302))+P2(f553(f770(x26301),x26302))+~P2(f553(f565(a801,x26302),f470(f759(x26301),x26302)))
% 53.58/53.62 [2638]~P5(x26382)+E(f665(f554(a780,f665(f729(a777,x26381),x26382)),f665(f729(a777,x26381),a2)),x26382)+P2(f526(f720(a787,x26381),x26382))
% 53.58/53.62 [2671]P2(f526(a422,x26711))+~P2(f526(a422,x26712))+~P2(f526(a422,f665(f554(a780,x26711),x26712)))
% 53.58/53.62 [2672]P2(f527(a456,x26721))+~P2(f527(a456,x26722))+~P2(f527(a456,f469(f576(a788,x26721),x26722)))
% 53.58/53.62 [2673]P2(f583(a457,x26731))+~P2(f583(a457,x26732))+~P2(f583(a457,f632(f609(a789,x26731),x26732)))
% 53.58/53.62 [2674]P2(f553(a461,x26741))+~P2(f553(a461,x26742))+~P2(f553(a461,f470(f585(a791,x26741),x26742)))
% 53.58/53.62 [2778]~P4(x27781)+E(f545(f805(x27781),x27782),x27781)+~P2(f526(f631(a799,x27782),f665(f729(a777,x27781),a2)))
% 53.58/53.62 [2790]P2(f675(a455,x27901))+P2(f675(f518(a781,f390(x27902,x27901)),x27901))+~P2(f527(a456,f622(f754(x27902),x27901)))
% 53.58/53.62 [2791]P2(f675(a455,x27911))+P2(f675(f518(a781,f392(x27912,x27911)),x27911))+~P2(f526(a422,f557(f766(x27912),x27911)))
% 53.58/53.62 [2792]P2(f526(a422,x27921))+P2(f526(f720(a787,f388(x27922,x27921)),x27921))+~P2(f526(a422,f665(f764(x27922),x27921)))
% 53.58/53.62 [2793]P2(f526(a422,x27931))+P2(f526(f720(a787,f401(x27932,x27931)),x27931))+~P2(f583(a457,f631(f758(x27932),x27931)))
% 53.58/53.62 [2794]P2(f526(a422,x27941))+P2(f526(f720(a787,f404(x27942,x27941)),x27941))+~P2(f553(a461,f566(f756(x27942),x27941)))
% 53.58/53.62 [2795]P2(f526(a422,x27951))+P2(f526(f720(a787,f405(x27952,x27951)),x27951))+~P2(f527(a456,f524(f752(x27952),x27951)))
% 53.58/53.62 [2796]P2(f527(a456,x27961))+P2(f527(f488(a782,f391(x27962,x27961)),x27961))+~P2(f527(a456,f469(f760(x27962),x27961)))
% 53.58/53.62 [2797]P2(f527(a456,x27971))+P2(f527(f488(a782,f394(x27972,x27971)),x27971))+~P2(f526(a422,f471(f743(x27972),x27971)))
% 53.58/53.62 [2798]P2(f527(a456,x27981))+P2(f527(f488(a782,f402(x27982,x27981)),x27981))+~P2(f583(a457,f571(f751(x27982),x27981)))
% 53.58/53.62 [2799]P2(f527(a456,x27991))+P2(f527(f488(a782,f403(x27992,x27991)),x27991))+~P2(f553(a461,f677(f763(x27992),x27991)))
% 53.58/53.62 [2800]P2(f583(a457,x28001))+P2(f583(f638(a785,f389(x28002,x28001)),x28001))+~P2(f527(a456,f640(f762(x28002),x28001)))
% 53.58/53.62 [2801]P2(f583(a457,x28011))+P2(f583(f638(a785,f395(x28012,x28011)),x28011))+~P2(f526(a422,f661(f749(x28012),x28011)))
% 53.58/53.62 [2802]P2(f553(a461,x28021))+P2(f553(f655(a783,f393(x28022,x28021)),x28021))+~P2(f527(a456,f541(f750(x28022),x28021)))
% 53.58/53.62 [2803]P2(f553(a461,x28031))+P2(f553(f655(a783,f396(x28032,x28031)),x28031))+~P2(f526(a422,f596(f755(x28032),x28031)))
% 53.58/53.62 [2805]E(x28051,a3)+E(x28051,f469(f486(a740,x28052),a3))+~P2(f527(f677(a798,x28051),f469(f486(a740,x28052),a3)))
% 53.58/53.62 [2806]E(x28061,a11)+E(x28061,f572(f516(a739,x28062),a11))+~P2(f675(f597(a797,x28061),f572(f516(a739,x28062),a11)))
% 53.58/53.62 [2807]~P5(x28072)+E(f665(f729(a777,x28071),f665(f554(a780,x28072),f665(f729(a777,x28071),a2))),x28072)+~P2(f526(f720(a787,x28071),x28072))
% 53.58/53.62 [3148]~P4(x31482)+E(f545(a833,f665(f657(a75,a787),f665(f554(a780,x31481),f665(f729(a777,x31482),a2)))),f545(f805(x31482),x31481))+P2(f526(f631(a799,x31481),f665(f729(a777,x31482),a2)))
% 53.58/53.62 [3328]~P2(f526(a422,f665(a139,x33282)))+~P2(f526(a422,f665(a139,x33281)))+P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a431),x33281)),x33282))))
% 53.58/53.62 [3329]~P2(f527(a456,f469(a19,x33292)))+~P2(f527(a456,f469(a19,x33291)))+P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a431),x33291)),x33292))))
% 53.58/53.62 [3330]~P2(f583(a457,f632(a119,x33302)))+~P2(f583(a457,f632(a119,x33301)))+P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a431),x33301)),x33302))))
% 53.58/53.62 [3331]~P2(f553(a461,f470(a20,x33312)))+~P2(f553(a461,f470(a20,x33311)))+P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a431),x33311)),x33312))))
% 53.58/53.62 [3463]~P2(f526(a422,x34632))+P2(f527(f744(x34631),f524(f752(f550(f55(a746),a9)),x34632)))+~P2(f527(f744(f469(f576(a813,x34631),f524(f752(f550(f55(a746),a9)),x34632))),f524(f752(f550(f55(a746),f688(f68(a826),a6))),x34632)))
% 53.58/53.62 [3472]P2(f675(a455,x34721))+~P2(f526(a422,f557(f766(x34722),x34721)))+~P2(f675(a455,f572(a140,f572(f620(a121,f689(f69(a430),f572(f649(a82,a781),x34721))),f718(f663(a110,f678(f26(a427),x34722)),f521(x34722,f392(x34722,x34721)))))))
% 53.58/53.62 [3473]P2(f675(a455,x34731))+~P2(f527(a456,f622(f754(x34732),x34731)))+~P2(f675(a455,f572(a140,f572(f620(a121,f689(f69(a430),f572(f649(a82,a781),x34731))),f492(f613(a74,f635(f31(a429),x34732)),f508(x34732,f390(x34732,x34731)))))))
% 53.58/53.62 [3474]P2(f526(a422,x34741))+~P2(f526(a422,f665(f764(x34742),x34741)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x34741))),f719(f610(a73,f549(f63(a427),x34742)),f732(x34742,f388(x34742,x34741)))))))
% 53.58/53.62 [3475]P2(f526(a422,x34751))+~P2(f527(a456,f524(f752(x34752),x34751)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x34751))),f480(f619(a93,f633(f43(a429),x34752)),f706(x34752,f405(x34752,x34751)))))))
% 53.58/53.62 [3476]P2(f526(a422,x34761))+~P2(f583(a457,f631(f758(x34762),x34761)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x34761))),f665(f657(a75,f643(f58(a428),x34762)),f719(x34762,f401(x34762,x34761)))))))
% 53.58/53.62 [3477]P2(f526(a422,x34771))+~P2(f553(a461,f566(f756(x34772),x34771)))+~P2(f526(a422,f665(a139,f665(f658(a122,f556(f70(a430),f665(f657(a75,a787),x34771))),f471(f647(a85,f531(f72(a432),x34772)),f722(x34772,f404(x34772,x34771)))))))
% 53.58/53.62 [3478]P2(f527(a456,x34781))+~P2(f526(a422,f471(f743(x34782),x34781)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x34781))),f722(f578(a91,f667(f30(a427),x34782)),f475(x34782,f394(x34782,x34781)))))))
% 53.58/53.62 [3479]P2(f527(a456,x34791))+~P2(f527(a456,f469(f760(x34792),x34791)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x34791))),f487(f592(a80,f648(f35(a429),x34792)),f498(x34792,f391(x34792,x34791)))))))
% 53.58/53.62 [3480]P2(f527(a456,x34801))+~P2(f583(a457,f571(f751(x34802),x34801)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x34801))),f524(f651(a94,f624(f39(a428),x34802)),f480(x34802,f402(x34802,x34801)))))))
% 53.58/53.62 [3481]P2(f527(a456,x34811))+~P2(f553(a461,f677(f763(x34812),x34811)))+~P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),f469(f539(a99,a782),x34811))),f469(f539(a99,f537(f67(a432),x34812)),f487(x34812,f403(x34812,x34811)))))))
% 53.58/53.62 [3482]P2(f583(a457,x34821))+~P2(f526(a422,f661(f749(x34822),x34821)))+~P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a430),f632(f533(a97,a785),x34821))),f720(f607(a76,f555(f64(a427),x34822)),f545(x34822,f395(x34822,x34821)))))))
% 53.58/53.62 [3483]P2(f583(a457,x34831))+~P2(f527(a456,f640(f762(x34832),x34831)))+~P2(f583(a457,f632(a119,f632(f656(a128,f558(f51(a430),f632(f533(a97,a785),x34831))),f489(f540(a89,f601(f42(a429),x34832)),f536(x34832,f389(x34832,x34831)))))))
% 53.58/53.62 [3484]P2(f553(a461,x34841))+~P2(f526(a422,f596(f755(x34842),x34841)))+~P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a430),f470(f544(a86,a783),x34841))),f708(f669(a87,f644(f33(a427),x34842)),f676(x34842,f396(x34842,x34841)))))))
% 53.58/53.62 [3485]P2(f553(a461,x34851))+~P2(f527(a456,f541(f750(x34852),x34851)))+~P2(f553(a461,f470(a20,f470(f641(a124,f538(f45(a430),f470(f544(a86,a783),x34851))),f488(f560(a103,f645(f41(a429),x34852)),f642(x34852,f393(x34852,x34851)))))))
% 53.58/53.62 [3527]~P2(a15)+P2(f527(f744(x35271),f469(f486(a740,f508(a746,x35272)),a3)))+~P2(f527(f744(x35271),f469(f486(a740,f636(f517(f618(a738,f599(f27(f38(a419)),f615(f36(f694(a109,f532(f52(a123),f546(f46(f48(a437)),f146(x35272))))),a436))),x35272),a436)),a3)))
% 53.58/53.62 [2281]~E(x22813,f707(a828,x22812))+P2(f730(x22811,x22812))+P4(f187(x22812,x22811,x22813))
% 53.58/53.62 [2108]~P4(x21082)+E(f732(f713(x21081,x21082),x21082),x21082)+~P2(f467(x21081,x21083))
% 53.58/53.62 [2201]~E(x22011,f572(f516(a739,x22012),x22013))+~P2(f675(a455,x22013))+P2(f675(a455,x22011))
% 53.58/53.62 [2202]~E(x22021,f469(f486(a740,x22022),x22023))+~P2(f527(a456,x22023))+P2(f527(a456,x22021))
% 53.58/53.62 [2203]~E(x22031,f470(f559(a775,x22032),x22033))+~P2(f553(a461,x22033))+P2(f553(a461,x22031))
% 53.58/53.62 [2217]~E(x22173,a11)+~E(x22173,f572(f516(a739,x22171),x22172))+P2(f675(f518(a781,x22171),x22172))
% 53.58/53.62 [2218]~E(x22183,a3)+~E(x22183,f469(f486(a740,x22181),x22182))+P2(f527(f488(a782,x22181),x22182))
% 53.58/53.62 [2296]~P2(f527(f744(x22963),x22962))+P2(f527(f744(x22961),x22962))+~P2(f527(f744(x22961),x22963))
% 53.58/53.62 [2349]P2(f730(x23491,x23492))+~P2(f730(x23493,x23492))+~P2(f526(f631(a799,x23493),x23491))
% 53.58/53.62 [2351]P2(f474(x23511,x23512))+~P2(f474(x23513,x23512))+~P2(f527(f677(a798,x23513),x23511))
% 53.58/53.62 [2456]P2(f527(f744(x24561),x24562))+~P2(f527(f744(x24563),x24562))+~P2(f527(f677(a798,x24563),x24561))
% 53.58/53.62 [2457]P2(f527(f744(x24571),x24572))+~P2(f527(f744(x24571),x24573))+~P2(f527(f677(a798,x24572),x24573))
% 53.58/53.62 [2599]~P2(f509(f504(a796,x25991),x25993))+P2(f509(f504(a796,x25991),x25992))+~P2(f509(f504(a796,x25993),x25992))
% 53.58/53.62 [2603]~P2(f675(f518(a781,x26031),x26033))+P2(f675(f518(a781,x26031),x26032))+~P2(f675(f597(a797,x26033),x26032))
% 53.58/53.62 [2607]~P2(f526(f720(a787,x26071),x26073))+~P2(f526(f631(a799,x26073),x26072))+P2(f526(f720(a787,x26071),x26072))
% 53.58/53.62 [2610]~P2(f526(f631(a799,x26101),x26103))+P2(f526(f631(a799,x26101),x26102))+~P2(f526(f631(a799,x26103),x26102))
% 53.58/53.62 [2613]~P2(f527(f677(a798,x26131),x26133))+P2(f527(f677(a798,x26131),x26132))+~P2(f527(f677(a798,x26133),x26132))
% 53.58/53.62 [2617]~P2(f527(f488(a782,x26171),x26173))+P2(f527(f488(a782,x26171),x26172))+~P2(f527(f677(a798,x26173),x26172))
% 53.58/53.62 [2928]~E(x29283,f472(a823,x29282))+P2(f473(x29281,x29282))+~P2(f473(x29281,f188(x29282,x29281,x29283)))
% 53.58/53.62 [2929]~E(x29293,f707(a828,x29292))+P2(f730(x29291,x29292))+~P2(f730(x29291,f187(x29292,x29291,x29293)))
% 53.58/53.62 [2930]~E(x29303,f482(a825,x29302))+P2(f474(x29301,x29302))+~P2(f474(x29301,f189(x29302,x29301,x29303)))
% 53.58/53.62 [3059]~E(x30593,f472(a823,x30592))+P2(f473(x30591,x30592))+P2(f675(f518(a781,f188(x30592,x30591,x30593)),f793(x30593)))
% 53.58/53.62 [3060]~E(x30603,f707(a828,x30602))+P2(f730(x30601,x30602))+P2(f526(f720(a787,f187(x30602,x30601,x30603)),f792(x30603)))
% 53.58/53.62 [3061]~E(x30613,f482(a825,x30612))+P2(f474(x30611,x30612))+P2(f527(f488(a782,f189(x30612,x30611,x30613)),f794(x30613)))
% 53.58/53.62 [2219]~P4(x22192)+~P2(f425(x22193,x22191))+E(f545(x22191,f665(f729(a777,x22192),a2)),x22192)
% 53.58/53.62 [2301]E(x23011,a3)+~E(f524(f752(x23013),x23012),x23011)+P2(f527(f773(f322(x23012,x23011)),x23011))
% 53.58/53.62 [2583]E(x25831,x25832)+P2(f473(x25833,x25832))+~P2(f473(f572(f516(a739,x25831),x25833),x25832))
% 53.58/53.62 [2584]E(x25841,x25842)+P2(f474(x25843,x25842))+~P2(f474(f469(f486(a740,x25841),x25843),x25842))
% 53.58/53.62 [2585]P2(f526(a422,x25851))+~P2(f526(a422,x25852))+~P2(f526(f631(a799,x25851),f665(f764(x25853),x25852)))
% 53.58/53.62 [2586]P2(f526(a422,x25861))+~P2(f527(a456,x25862))+~P2(f526(f631(a799,x25861),f471(f743(x25863),x25862)))
% 53.58/53.62 [2587]P2(f526(a422,x25871))+~P2(f583(a457,x25872))+~P2(f526(f631(a799,x25871),f661(f749(x25873),x25872)))
% 53.58/53.62 [2588]P2(f526(a422,x25881))+~P2(f553(a461,x25882))+~P2(f526(f631(a799,x25881),f596(f755(x25883),x25882)))
% 53.58/53.62 [2589]P2(f527(a456,x25891))+~P2(f526(a422,x25892))+~P2(f527(f677(a798,x25891),f524(f752(x25893),x25892)))
% 53.58/53.62 [2590]P2(f527(a456,x25901))+~P2(f583(a457,x25902))+~P2(f527(f677(a798,x25901),f640(f762(x25903),x25902)))
% 53.58/53.62 [2591]P2(f527(a456,x25911))+~P2(f553(a461,x25912))+~P2(f527(f677(a798,x25911),f541(f750(x25913),x25912)))
% 53.58/53.62 [2592]P2(f583(a457,x25921))+~P2(f526(a422,x25922))+~P2(f583(f639(a800,x25921),f631(f758(x25923),x25922)))
% 53.58/53.62 [2593]P2(f583(a457,x25931))+~P2(f527(a456,x25932))+~P2(f583(f639(a800,x25931),f571(f751(x25933),x25932)))
% 53.58/53.62 [2594]P2(f553(a461,x25941))+~P2(f526(a422,x25942))+~P2(f553(f565(a801,x25941),f566(f756(x25943),x25942)))
% 53.58/53.62 [2595]P2(f553(a461,x25951))+~P2(f527(a456,x25952))+~P2(f553(f565(a801,x25951),f677(f763(x25953),x25952)))
% 53.58/53.62 [2639]P2(f730(x26391,x26392))+P2(f730(x26393,x26392))+~P2(f730(f665(f554(a812,x26393),x26391),x26392))
% 53.58/53.62 [2640]P2(f474(x26401,x26402))+P2(f474(x26403,x26402))+~P2(f474(f469(f576(a813,x26403),x26401),x26402))
% 53.58/53.62 [2733]E(f469(f576(a788,x27331),f469(f576(a788,x27332),x27333)),x27333)+~P2(f527(f677(a798,x27331),x27332))+~P2(f527(f677(a798,x27333),x27331))
% 53.58/53.62 [2789]~P4(x27892)+E(f521(x27891,f292(x27892,x27891,x27893)),x27892)+~P2(f526(f720(a787,x27892),f557(f766(x27891),x27893)))
% 53.58/53.62 [2808]~P5(x28082)+E(f471(f743(x28081),f249(x28082,x28081,x28083)),x28082)+~P2(f526(f631(a799,x28082),f471(f743(x28081),x28083)))
% 53.58/53.62 [2826]P3(f356(x28261,x28262,x28263))+~P2(f527(a456,x28263))+~P2(f527(f677(a798,x28263),f640(f762(x28261),x28262)))
% 53.58/53.62 [2827]P5(f357(x28271,x28272,x28273))+~P2(f553(a461,x28273))+~P2(f553(f565(a801,x28273),f566(f756(x28271),x28272)))
% 53.58/53.62 [2828]P5(f369(x28281,x28282,x28283))+~P2(f527(a456,x28283))+~P2(f527(f677(a798,x28283),f524(f752(x28281),x28282)))
% 53.58/53.62 [2846]E(f677(f763(x28461),f361(x28461,x28462,x28463)),x28463)+~P2(f553(a461,x28463))+~P2(f553(f565(a801,x28463),f677(f763(x28461),x28462)))
% 53.58/53.62 [2847]E(f566(f756(x28471),f357(x28471,x28472,x28473)),x28473)+~P2(f553(a461,x28473))+~P2(f553(f565(a801,x28473),f566(f756(x28471),x28472)))
% 53.58/53.62 [2848]E(f640(f762(x28481),f356(x28481,x28482,x28483)),x28483)+~P2(f527(a456,x28483))+~P2(f527(f677(a798,x28483),f640(f762(x28481),x28482)))
% 53.58/53.62 [2849]E(f541(f750(x28491),f359(x28491,x28492,x28493)),x28493)+~P2(f527(a456,x28493))+~P2(f527(f677(a798,x28493),f541(f750(x28491),x28492)))
% 53.58/53.62 [2850]E(f524(f752(x28501),f369(x28501,x28502,x28503)),x28503)+~P2(f527(a456,x28503))+~P2(f527(f677(a798,x28503),f524(f752(x28501),x28502)))
% 53.58/53.62 [2858]~P2(f675(f518(a781,x28581),x28583))+P2(f675(f518(a781,x28581),x28582))+P2(f675(f518(a781,x28581),f572(f529(a790,x28583),x28582)))
% 53.58/53.62 [2862]~P2(f526(f720(a787,x28621),x28623))+P2(f526(f720(a787,x28621),x28622))+P2(f526(f720(a787,x28621),f665(f554(a780,x28623),x28622)))
% 53.58/53.62 [2866]~P2(f527(f488(a782,x28661),x28663))+P2(f527(f488(a782,x28661),x28662))+P2(f527(f488(a782,x28661),f469(f576(a788,x28663),x28662)))
% 53.58/53.62 [2918]E(x29181,x29182)+P2(f675(f518(a781,x29181),x29183))+~P2(f675(f518(a781,x29181),f572(f516(a739,x29182),x29183)))
% 53.58/53.62 [2920]E(x29201,x29202)+P2(f527(f488(a782,x29201),x29203))+~P2(f527(f488(a782,x29201),f469(f486(a740,x29202),x29203)))
% 53.58/53.62 [2937]~P2(f509(f504(a796,x29371),x29372))+~P2(f509(f504(a796,x29371),x29373))+P2(f509(f504(a796,x29371),f509(f504(a820,x29372),x29373)))
% 53.58/53.62 [2939]~P2(f675(f518(a781,x29391),x29392))+~P2(f675(f518(a781,x29391),x29393))+P2(f675(f518(a781,x29391),f572(f529(a818,x29392),x29393)))
% 53.58/53.62 [2941]~P2(f526(f720(a787,x29411),x29412))+~P2(f526(f720(a787,x29411),x29413))+P2(f526(f720(a787,x29411),f665(f554(a814,x29412),x29413)))
% 53.58/53.62 [2945]~P2(f526(f631(a799,x29451),x29452))+~P2(f526(f631(a799,x29451),x29453))+P2(f526(f631(a799,x29451),f665(f554(a814,x29452),x29453)))
% 53.58/53.62 [2949]~P2(f527(f677(a798,x29491),x29492))+~P2(f527(f677(a798,x29491),x29493))+P2(f527(f677(a798,x29491),f469(f576(a816,x29492),x29493)))
% 53.58/53.62 [2951]~P2(f527(f488(a782,x29511),x29512))+~P2(f527(f488(a782,x29511),x29513))+P2(f527(f488(a782,x29511),f469(f576(a816,x29512),x29513)))
% 53.58/53.62 [2974]~P2(f473(x29743,x29741))+~P2(f675(f518(a781,x29741),x29742))+P2(f675(f518(a781,x29741),f572(f529(a818,x29742),f572(a140,x29743))))
% 53.58/53.62 [2975]~P2(f730(x29753,x29751))+~P2(f526(f720(a787,x29751),x29752))+P2(f526(f720(a787,x29751),f665(f554(a814,x29752),f665(a139,x29753))))
% 53.58/53.62 [2976]~P2(f474(x29763,x29761))+~P2(f527(f488(a782,x29761),x29762))+P2(f527(f488(a782,x29761),f469(f576(a816,x29762),f469(a19,x29763))))
% 53.58/53.62 [2977]~P2(f526(x29773,x29771))+~P2(f583(f638(a785,x29771),x29772))+P2(f583(f638(a785,x29771),f632(f609(a809,x29772),f632(a119,x29773))))
% 53.58/53.62 [2978]~P2(f527(x29783,x29781))+~P2(f553(f655(a783,x29781),x29782))+P2(f553(f655(a783,x29781),f470(f585(a810,x29782),f470(a20,x29783))))
% 53.58/53.62 [2998]P2(f675(f597(a797,x29981),x29982))+P2(f675(f518(a781,x29983),x29981))+~P2(f675(f597(a797,x29981),f572(f516(a739,x29983),x29982)))
% 53.58/53.62 [3000]P2(f675(f518(a781,x30001),x30003))+P2(f675(f518(a781,x30001),x30002))+~P2(f675(f518(a781,x30001),f572(f529(a819,x30003),x30002)))
% 53.58/53.62 [3003]P2(f526(f720(a787,x30031),x30033))+P2(f526(f720(a787,x30031),x30032))+~P2(f526(f720(a787,x30031),f665(f554(a812,x30033),x30032)))
% 53.58/53.62 [3004]P2(f526(f720(a787,x30041),x30042))+P2(f526(f631(a799,x30042),x30043))+~P2(f526(f631(a799,x30042),f665(f729(a777,x30041),x30043)))
% 53.58/53.62 [3006]P2(f527(f677(a798,x30061),x30062))+P2(f527(f488(a782,x30063),x30061))+~P2(f527(f677(a798,x30061),f469(f486(a740,x30063),x30062)))
% 53.58/53.62 [3008]P2(f527(f488(a782,x30081),x30083))+P2(f527(f488(a782,x30081),x30082))+~P2(f527(f488(a782,x30081),f469(f576(a813,x30083),x30082)))
% 53.58/53.62 [3023]~P2(f553(a461,x30233))+P2(f526(a422,f357(x30231,x30232,x30233)))+~P2(f553(f565(a801,x30233),f566(f756(x30231),x30232)))
% 53.58/53.62 [3024]~P2(f527(a456,x30243))+P2(f526(a422,f369(x30241,x30242,x30243)))+~P2(f527(f677(a798,x30243),f524(f752(x30241),x30242)))
% 53.58/53.62 [3025]~P2(f553(a461,x30253))+P2(f527(a456,f361(x30251,x30252,x30253)))+~P2(f553(f565(a801,x30253),f677(f763(x30251),x30252)))
% 53.58/53.62 [3026]~P2(f527(a456,x30263))+P2(f583(a457,f356(x30261,x30262,x30263)))+~P2(f527(f677(a798,x30263),f640(f762(x30261),x30262)))
% 53.58/53.62 [3027]~P2(f527(a456,x30273))+P2(f553(a461,f359(x30271,x30272,x30273)))+~P2(f527(f677(a798,x30273),f541(f750(x30271),x30272)))
% 53.58/53.62 [3038]~P2(f527(f744(x30381),x30383))+P2(f527(f744(x30381),f469(f486(a740,x30382),x30383)))+~P2(f527(f744(x30381),f469(f486(a740,x30382),a3)))
% 53.58/53.62 [3146]P1(f329(x31461,x31462,x31463))+~P2(f623(a468,x31463))+P2(f509(f504(a796,f623(f503(f449(a807),x31461),x31463)),f509(f504(a807,x31462),x31461)))
% 53.58/53.62 [3147]P5(f327(x31471,x31472,x31473))+~P2(f583(a457,x31473))+P2(f526(f631(a799,f661(f616(f460(a812),x31471),x31473)),f665(f554(a812,x31472),x31471)))
% 53.58/53.62 [3154]~P2(f623(a468,x31542))+~P2(f623(f503(a786,x31543),x31542))+P2(f509(f504(a796,f623(f503(f449(a820),x31541),x31542)),f509(f504(a820,x31543),x31541)))
% 53.58/53.62 [3155]~P2(f583(a457,x31552))+~P2(f583(f638(a785,x31553),x31552))+P2(f526(f631(a799,f661(f616(f460(a814),x31551),x31552)),f665(f554(a814,x31553),x31551)))
% 53.58/53.62 [3156]~P2(f553(a461,x31562))+~P2(f553(f655(a783,x31563),x31562))+P2(f527(f677(a798,f541(f579(f459(a816),x31561),x31562)),f469(f576(a816,x31563),x31561)))
% 53.58/53.62 [3181]~P4(x31811)+~P2(f526(f720(a787,x31811),f557(f766(x31812),x31813)))+P2(f675(f518(a781,f292(x31811,x31812,x31813)),x31813))
% 53.58/53.62 [3182]~P5(x31821)+~P2(f526(f631(a799,x31821),f471(f743(x31822),x31823)))+P2(f527(f677(a798,f249(x31821,x31822,x31823)),x31823))
% 53.58/53.62 [3205]~P2(f553(a461,x32053))+~P2(f553(f565(a801,x32053),f566(f756(x32051),x32052)))+P2(f526(f631(a799,f357(x32051,x32052,x32053)),x32052))
% 53.58/53.62 [3206]~P2(f527(a456,x32063))+~P2(f527(f677(a798,x32063),f524(f752(x32061),x32062)))+P2(f526(f631(a799,f369(x32061,x32062,x32063)),x32062))
% 53.58/53.62 [3207]~P2(f553(a461,x32073))+~P2(f553(f565(a801,x32073),f677(f763(x32071),x32072)))+P2(f527(f677(a798,f361(x32071,x32072,x32073)),x32072))
% 53.58/53.62 [3208]~P2(f527(a456,x32083))+~P2(f527(f677(a798,x32083),f640(f762(x32081),x32082)))+P2(f583(f639(a800,f356(x32081,x32082,x32083)),x32082))
% 53.58/53.62 [3209]~P2(f527(a456,x32093))+~P2(f527(f677(a798,x32093),f541(f750(x32091),x32092)))+P2(f553(f565(a801,f359(x32091,x32092,x32093)),x32092))
% 53.58/53.62 [3333]~P2(f623(a468,x33333))+P2(f623(f503(a786,f329(x33331,x33332,x33333)),x33333))+P2(f509(f504(a796,f623(f503(f449(a807),x33331),x33333)),f509(f504(a807,x33332),x33331)))
% 53.58/53.62 [3334]~P2(f583(a457,x33343))+P2(f583(f638(a785,f327(x33341,x33342,x33343)),x33343))+P2(f526(f631(a799,f661(f616(f460(a812),x33341),x33343)),f665(f554(a812,x33342),x33341)))
% 53.58/53.62 [3335]~P2(f553(a461,x33353))+P2(f553(f655(a783,f330(x33351,x33352,x33353)),x33353))+P2(f527(f677(a798,f541(f579(f459(a813),x33351),x33353)),f469(f576(a813,x33352),x33351)))
% 53.58/53.62 [3372]~P2(f623(a468,x33722))+~P2(f509(f504(a796,f329(x33721,x33723,x33722)),x33723))+P2(f509(f504(a796,f623(f503(f449(a807),x33721),x33722)),f509(f504(a807,x33723),x33721)))
% 53.58/53.62 [3373]~P2(f583(a457,x33732))+~P2(f526(f631(a799,f327(x33731,x33733,x33732)),x33733))+P2(f526(f631(a799,f661(f616(f460(a812),x33731),x33732)),f665(f554(a812,x33733),x33731)))
% 53.58/53.62 [3374]~P2(f553(a461,x33742))+~P2(f527(f677(a798,f330(x33741,x33743,x33742)),x33743))+P2(f527(f677(a798,f541(f579(f459(a813),x33741),x33742)),f469(f576(a813,x33743),x33741)))
% 53.58/53.62 [3068]~P2(f509(f504(a796,x30682),x30683))+~P2(f509(f504(a796,x30681),x30683))+P2(f509(f504(a796,f509(f504(a807,x30681),x30682)),x30683))
% 53.58/53.62 [3069]~P2(f675(f597(a797,x30692),x30693))+~P2(f675(f518(a781,x30691),x30693))+P2(f675(f597(a797,f572(f516(a739,x30691),x30692)),x30693))
% 53.58/53.62 [3070]~P2(f526(f720(a787,x30701),x30703))+~P2(f526(f631(a799,x30702),x30703))+P2(f526(f631(a799,f665(f729(a777,x30701),x30702)),x30703))
% 53.58/53.62 [3074]~P2(f526(f631(a799,x30742),x30743))+~P2(f526(f631(a799,x30741),x30743))+P2(f526(f631(a799,f665(f554(a812,x30741),x30742)),x30743))
% 53.58/53.62 [3075]~P2(f527(f677(a798,x30752),x30753))+~P2(f527(f488(a782,x30751),x30753))+P2(f527(f677(a798,f469(f486(a740,x30751),x30752)),x30753))
% 53.58/53.62 [3079]~P2(f527(f677(a798,x30792),x30793))+~P2(f527(f677(a798,x30791),x30793))+P2(f527(f677(a798,f469(f576(a813,x30791),x30792)),x30793))
% 53.58/53.62 [3103]~P2(f623(a468,x31033))+~P2(f623(f503(f449(a807),x31032),f697(f505(a776,x31031),x31033)))+P2(f509(f504(a807,x31031),f623(f503(f449(a807),x31032),x31033)))
% 53.58/53.62 [3106]~P2(f623(a468,x31063))+P2(f623(f503(f449(a807),x31061),f697(f505(a776,x31062),x31063)))+~P2(f509(f504(a807,x31062),f623(f503(f449(a807),x31061),x31063)))
% 53.58/53.62 [3118]P1(f324(x31181,x31182,x31183))+~P2(f623(a468,x31183))+P2(f509(f504(a796,f509(f504(a820,x31182),x31181)),f623(f503(f449(a820),x31181),x31183)))
% 53.58/53.62 [3119]P5(f325(x31191,x31192,x31193))+~P2(f583(a457,x31193))+P2(f526(f631(a799,f665(f554(a814,x31192),x31191)),f661(f616(f460(a814),x31191),x31193)))
% 53.58/53.62 [3124]~P2(f623(a468,x31243))+~P2(f623(f503(a786,x31241),x31243))+P2(f509(f504(a796,f509(f504(a807,x31241),x31242)),f623(f503(f449(a807),x31242),x31243)))
% 53.58/53.62 [3125]~P2(f583(a457,x31253))+~P2(f583(f638(a785,x31251),x31253))+P2(f526(f631(a799,f665(f554(a812,x31251),x31252)),f661(f616(f460(a812),x31252),x31253)))
% 53.58/53.62 [3126]~P2(f553(a461,x31263))+~P2(f553(f655(a783,x31261),x31263))+P2(f527(f677(a798,f469(f576(a813,x31261),x31262)),f541(f579(f459(a813),x31262),x31263)))
% 53.58/53.62 [3315]~P2(f623(a468,x33153))+~P2(f509(f504(a796,x33151),f324(x33152,x33151,x33153)))+P2(f509(f504(a796,f509(f504(a820,x33151),x33152)),f623(f503(f449(a820),x33152),x33153)))
% 53.58/53.62 [3316]~P2(f583(a457,x33163))+~P2(f526(f631(a799,x33161),f325(x33162,x33161,x33163)))+P2(f526(f631(a799,f665(f554(a814,x33161),x33162)),f661(f616(f460(a814),x33162),x33163)))
% 53.58/53.62 [3317]~P2(f553(a461,x33173))+~P2(f527(f677(a798,x33171),f326(x33172,x33171,x33173)))+P2(f527(f677(a798,f469(f576(a816,x33171),x33172)),f541(f579(f459(a816),x33172),x33173)))
% 53.58/53.62 [3320]~P2(f623(a468,x33203))+P2(f623(f503(a786,f324(x33201,x33202,x33203)),x33203))+P2(f509(f504(a796,f509(f504(a820,x33202),x33201)),f623(f503(f449(a820),x33201),x33203)))
% 53.58/53.62 [3321]~P2(f583(a457,x33213))+P2(f583(f638(a785,f325(x33211,x33212,x33213)),x33213))+P2(f526(f631(a799,f665(f554(a814,x33212),x33211)),f661(f616(f460(a814),x33211),x33213)))
% 53.58/53.62 [3322]~P2(f553(a461,x33223))+P2(f553(f655(a783,f326(x33221,x33222,x33223)),x33223))+P2(f527(f677(a798,f469(f576(a816,x33222),x33221)),f541(f579(f459(a816),x33221),x33223)))
% 53.58/53.62 [3104]E(x31041,a3)+~E(f524(f752(x31043),x31042),x31041)+P2(f526(f631(a799,f471(f743(f322(x31042,x31041)),x31041)),x31042))
% 53.58/53.62 [3357]~P2(f526(f742(x33571),x33573))+P2(f526(f742(x33571),f665(f729(a777,x33572),x33573)))+P2(f527(f488(a782,f706(x33571,x33572)),f524(f752(x33571),f665(f554(a780,x33573),f665(f729(a777,x33572),a2)))))
% 53.58/53.62 [3363]~P2(f675(f518(a781,x33632),x33631))+~P2(f675(f597(a797,x33631),f572(f516(a739,x33632),x33633)))+P2(f675(f597(a797,f572(f529(a790,x33631),f572(f516(a739,x33632),a11))),x33633))
% 53.58/53.62 [3364]~P2(f526(f720(a787,x33642),x33641))+~P2(f526(f631(a799,x33641),f665(f729(a777,x33642),x33643)))+P2(f526(f631(a799,f665(f554(a780,x33641),f665(f729(a777,x33642),a2))),x33643))
% 53.58/53.62 [3365]~P2(f527(f488(a782,x33652),x33651))+~P2(f527(f677(a798,x33651),f469(f486(a740,x33652),x33653)))+P2(f527(f677(a798,f469(f576(a788,x33651),f469(f486(a740,x33652),a3))),x33653))
% 53.58/53.62 [3402]~P2(f675(f518(a781,x34022),x34021))+P2(f675(f597(a797,x34021),f572(f516(a739,x34022),x34023)))+~P2(f675(f597(a797,f572(f529(a790,x34021),f572(f516(a739,x34022),a11))),x34023))
% 53.58/53.62 [3405]~P2(f526(f720(a787,x34052),x34051))+P2(f526(f631(a799,x34051),f665(f729(a777,x34052),x34053)))+~P2(f526(f631(a799,f665(f554(a780,x34051),f665(f729(a777,x34052),a2))),x34053))
% 53.58/53.62 [3408]~P2(f527(f488(a782,x34082),x34081))+P2(f527(f677(a798,x34081),f469(f486(a740,x34082),x34083)))+~P2(f527(f677(a798,f469(f576(a788,x34081),f469(f486(a740,x34082),a3))),x34083))
% 53.58/53.62 [3466]~P2(f527(f744(a3),f469(f486(a740,f508(a746,x34662)),a3)))+~P2(f527(f747(a3),f469(f486(a740,f636(f517(f618(a738,x34661),x34662),x34663)),a3)))+P2(f527(f744(a3),f469(f486(a740,f636(f517(f618(a738,x34661),x34662),x34663)),a3)))
% 53.58/53.62 [2851]~P2(f474(x28511,x28514))+P2(f474(x28511,f168(x28511,x28512,x28513)))+~P2(f527(f488(a782,x28514),x28513))
% 53.58/53.62 [2852]~P2(f474(x28521,x28524))+P2(f474(x28521,f168(x28521,x28522,x28523)))+~P2(f527(f488(a782,x28524),x28522))
% 53.58/53.62 [3036]P2(f474(x30361,x30362))+~P2(f474(x30361,f157(x30361,x30363,x30364)))+~P2(f527(f488(a782,x30362),x30364))
% 53.58/53.62 [3037]P2(f474(x30371,x30372))+~P2(f474(x30371,f157(x30371,x30373,x30374)))+~P2(f527(f488(a782,x30372),x30373))
% 53.58/53.62 [3045]~E(x30452,x30454)+P4(f236(x30451,x30453,x30452,x30454))+E(f524(f752(x30451),x30452),f524(f752(x30453),x30454))
% 53.58/53.62 [3390]~E(x33902,x33904)+~E(f706(x33901,f236(x33901,x33903,x33902,x33904)),f706(x33903,f236(x33901,x33903,x33902,x33904)))+E(f524(f752(x33901),x33902),f524(f752(x33903),x33904))
% 53.58/53.62 [2413]~E(x24132,x24133)+~E(x24131,x24134)+E(f469(f486(a740,x24131),f469(f486(a740,x24132),a3)),f469(f486(a740,x24133),f469(f486(a740,x24134),a3)))
% 53.58/53.62 [2414]~E(x24142,x24143)+~E(x24141,x24144)+E(f572(f516(a739,x24141),f572(f516(a739,x24142),a11)),f572(f516(a739,x24143),f572(f516(a739,x24144),a11)))
% 53.58/53.62 [2450]~P2(f467(x24504,x24501))+~P2(f526(a422,x24503))+E(f545(x24501,f665(f729(a777,x24502),x24503)),f545(f717(f446(x24504),x24502),x24503))
% 53.58/53.62 [2451]~P2(f426(x24514,x24511))+~P2(f583(a457,x24513))+E(f661(x24511,f632(f534(a774,x24512),x24513)),f661(f616(f460(x24514),x24512),x24513))
% 53.58/53.62 [2452]~P2(f464(x24524,x24521))+~P2(f553(a461,x24523))+E(f541(x24521,f470(f559(a775,x24522),x24523)),f541(f579(f459(x24524),x24522),x24523))
% 53.58/53.62 [2453]~P2(f458(x24534,x24531))+~P2(f527(a456,x24533))+E(f642(x24531,f469(f486(a740,x24532),x24533)),f642(f484(f453(x24534),x24532),x24533))
% 53.58/53.62 [2454]~P2(f463(x24544,x24541))+~P2(f675(a455,x24543))+E(f535(x24541,f572(f516(a739,x24542),x24543)),f535(f514(f477(x24544),x24542),x24543))
% 53.58/53.62 [2567]~E(x25671,f497(x25672,x25674))+~P2(f527(f488(a782,x25674),x25673))+P2(f675(f518(a781,x25671),f525(f753(x25672),x25673)))
% 53.58/53.62 [2568]~E(x25681,f728(x25682,x25684))+~P2(f526(f720(a787,x25684),x25683))+P2(f675(f518(a781,x25681),f542(f765(x25682),x25683)))
% 53.58/53.62 [2570]~E(x25701,f521(x25702,x25704))+~P2(f675(f518(a781,x25704),x25703))+P2(f526(f720(a787,x25701),f557(f766(x25702),x25703)))
% 53.58/53.62 [2573]~E(x25731,f706(x25732,x25734))+~P2(f526(f720(a787,x25734),x25733))+P2(f527(f488(a782,x25731),f524(f752(x25732),x25733)))
% 53.58/53.62 [2574]~E(x25741,f508(x25742,x25744))+~P2(f675(f518(a781,x25744),x25743))+P2(f527(f488(a782,x25741),f622(f754(x25742),x25743)))
% 53.58/53.62 [2645]E(x26451,x26452)+E(x26453,x26451)+~E(f469(f486(a740,x26451),f469(f486(a740,x26454),a3)),f469(f486(a740,x26452),f469(f486(a740,x26453),a3)))
% 53.58/53.62 [2646]E(x26461,x26462)+E(x26463,x26461)+~E(f469(f486(a740,x26463),f469(f486(a740,x26462),a3)),f469(f486(a740,x26464),f469(f486(a740,x26461),a3)))
% 53.58/53.62 [2647]E(x26471,x26472)+E(x26473,x26471)+~E(f572(f516(a739,x26471),f572(f516(a739,x26474),a11)),f572(f516(a739,x26472),f572(f516(a739,x26473),a11)))
% 53.58/53.62 [2648]E(x26481,x26482)+E(x26483,x26481)+~E(f572(f516(a739,x26483),f572(f516(a739,x26482),a11)),f572(f516(a739,x26484),f572(f516(a739,x26481),a11)))
% 53.58/53.62 [2649]E(x26491,x26492)+E(x26491,x26493)+~E(f469(f486(a740,x26493),f469(f486(a740,x26492),a3)),f469(f486(a740,x26494),f469(f486(a740,x26491),a3)))
% 53.58/53.62 [2650]E(x26501,x26502)+E(x26501,x26503)+~E(f469(f486(a740,x26501),f469(f486(a740,x26504),a3)),f469(f486(a740,x26502),f469(f486(a740,x26503),a3)))
% 53.58/53.62 [2651]E(x26511,x26512)+E(x26511,x26513)+~E(f572(f516(a739,x26513),f572(f516(a739,x26512),a11)),f572(f516(a739,x26514),f572(f516(a739,x26511),a11)))
% 53.58/53.62 [2652]E(x26521,x26522)+E(x26521,x26523)+~E(f572(f516(a739,x26521),f572(f516(a739,x26524),a11)),f572(f516(a739,x26522),f572(f516(a739,x26523),a11)))
% 53.58/53.62 [2669]E(x26691,x26692)+~P2(f727(f731(f146(x26693),x26694),x26692))+~P2(f727(f731(f146(x26693),x26694),x26691))
% 53.58/53.62 [3115]~P2(f526(f742(x31151),x31154))+P2(f526(f742(f479(x31151,x31152,x31153)),x31154))+P2(f527(f488(a782,x31153),f524(f752(x31151),x31154)))
% 53.58/53.62 [3166]~P2(f509(f504(a796,x31662),x31664))+~P2(f509(f504(a796,x31661),x31663))+P2(f509(f504(a796,f509(f504(a807,x31661),x31662)),f509(f504(a807,x31663),x31664)))
% 53.58/53.62 [3167]~P2(f509(f504(a796,x31672),x31674))+~P2(f509(f504(a796,x31671),x31673))+P2(f509(f504(a796,f509(f504(a820,x31671),x31672)),f509(f504(a820,x31673),x31674)))
% 53.58/53.62 [3169]~P2(f526(f631(a799,x31692),x31694))+~P2(f526(f631(a799,x31691),x31693))+P2(f526(f631(a799,f665(f554(a812,x31691),x31692)),f665(f554(a812,x31693),x31694)))
% 53.58/53.62 [3171]~P2(f526(f631(a799,x31712),x31714))+~P2(f526(f631(a799,x31711),x31713))+P2(f526(f631(a799,f665(f554(a814,x31711),x31712)),f665(f554(a814,x31713),x31714)))
% 53.58/53.62 [3172]~P2(f526(f631(a799,x31724),x31722))+~P2(f526(f631(a799,x31721),x31723))+P2(f526(f631(a799,f665(f554(a780,x31721),x31722)),f665(f554(a780,x31723),x31724)))
% 53.58/53.62 [3174]~P2(f527(f677(a798,x31742),x31744))+~P2(f527(f677(a798,x31741),x31743))+P2(f527(f677(a798,f469(f576(a813,x31741),x31742)),f469(f576(a813,x31743),x31744)))
% 53.58/53.62 [3176]~P2(f527(f677(a798,x31762),x31764))+~P2(f527(f677(a798,x31761),x31763))+P2(f527(f677(a798,f469(f576(a816,x31761),x31762)),f469(f576(a816,x31763),x31764)))
% 53.58/53.62 [3177]~P2(f527(f677(a798,x31774),x31772))+~P2(f527(f677(a798,x31771),x31773))+P2(f527(f677(a798,f469(f576(a788,x31771),x31772)),f469(f576(a788,x31773),x31774)))
% 53.58/53.62 [3221]P2(f474(x32211,x32212))+~P2(f527(f488(a782,x32212),x32214))+P2(f527(f488(a782,f157(x32211,x32213,x32214)),f469(f576(a813,x32213),x32214)))
% 53.58/53.62 [3222]P2(f474(x32221,x32222))+~P2(f527(f488(a782,x32222),x32223))+P2(f527(f488(a782,f157(x32221,x32223,x32224)),f469(f576(a813,x32223),x32224)))
% 53.58/53.62 [3230]~P2(f474(x32301,x32304))+~P2(f527(f488(a782,x32304),x32303))+P2(f527(f488(a782,f168(x32301,x32302,x32303)),f469(f576(a813,x32302),x32303)))
% 53.58/53.62 [3231]~P2(f474(x32311,x32314))+~P2(f527(f488(a782,x32314),x32312))+P2(f527(f488(a782,f168(x32311,x32312,x32313)),f469(f576(a813,x32312),x32313)))
% 53.58/53.62 [3368]P4(f293(x33681,x33682,x33683,x33684))+~P2(f526(f631(a799,x33683),x33684))+P2(f526(f631(a799,f665(f554(a814,x33683),f665(a139,x33682))),f665(f554(a814,x33684),f665(a139,x33681))))
% 53.58/53.62 [3369]P5(f295(x33691,x33692,x33693,x33694))+~P2(f583(f639(a800,x33693),x33694))+P2(f583(f639(a800,f632(f609(a809,x33693),f632(a119,x33692))),f632(f609(a809,x33694),f632(a119,x33691))))
% 53.58/53.62 [3424]P2(f473(x34241,f294(x34242,x34241,x34243,x34244)))+~P2(f675(f597(a797,x34243),x34244))+P2(f675(f597(a797,f572(f529(a818,x34243),f572(a140,x34241))),f572(f529(a818,x34244),f572(a140,x34242))))
% 53.58/53.62 [3425]P2(f730(x34251,f293(x34252,x34251,x34253,x34254)))+~P2(f526(f631(a799,x34253),x34254))+P2(f526(f631(a799,f665(f554(a814,x34253),f665(a139,x34251))),f665(f554(a814,x34254),f665(a139,x34252))))
% 53.58/53.62 [3426]P2(f474(x34261,f296(x34262,x34261,x34263,x34264)))+~P2(f527(f677(a798,x34263),x34264))+P2(f527(f677(a798,f469(f576(a816,x34263),f469(a19,x34261))),f469(f576(a816,x34264),f469(a19,x34262))))
% 53.58/53.62 [3427]P2(f526(x34271,f295(x34272,x34271,x34273,x34274)))+~P2(f583(f639(a800,x34273),x34274))+P2(f583(f639(a800,f632(f609(a809,x34273),f632(a119,x34271))),f632(f609(a809,x34274),f632(a119,x34272))))
% 53.58/53.62 [3428]P2(f527(x34281,f297(x34282,x34281,x34283,x34284)))+~P2(f553(f565(a801,x34283),x34284))+P2(f553(f565(a801,f470(f585(a810,x34283),f470(a20,x34281))),f470(f585(a810,x34284),f470(a20,x34282))))
% 53.58/53.62 [3432]~E(x34322,x34324)+E(f524(f752(x34321),x34322),f524(f752(x34323),x34324))+P2(f526(f720(a787,f236(x34321,x34323,x34322,x34324)),x34324))
% 53.58/53.62 [3436]~P2(f473(x34364,f294(x34364,x34362,x34361,x34363)))+~P2(f675(f597(a797,x34361),x34363))+P2(f675(f597(a797,f572(f529(a818,x34361),f572(a140,x34362))),f572(f529(a818,x34363),f572(a140,x34364))))
% 53.58/53.62 [3437]~P2(f730(x34374,f293(x34374,x34372,x34371,x34373)))+~P2(f526(f631(a799,x34371),x34373))+P2(f526(f631(a799,f665(f554(a814,x34371),f665(a139,x34372))),f665(f554(a814,x34373),f665(a139,x34374))))
% 53.58/53.62 [3438]~P2(f474(x34384,f296(x34384,x34382,x34381,x34383)))+~P2(f527(f677(a798,x34381),x34383))+P2(f527(f677(a798,f469(f576(a816,x34381),f469(a19,x34382))),f469(f576(a816,x34383),f469(a19,x34384))))
% 53.58/53.62 [3439]~P2(f526(x34394,f295(x34394,x34392,x34391,x34393)))+~P2(f583(f639(a800,x34391),x34393))+P2(f583(f639(a800,f632(f609(a809,x34391),f632(a119,x34392))),f632(f609(a809,x34393),f632(a119,x34394))))
% 53.58/53.62 [3440]~P2(f527(x34404,f297(x34404,x34402,x34401,x34403)))+~P2(f553(f565(a801,x34401),x34403))+P2(f553(f565(a801,f470(f585(a810,x34401),f470(a20,x34402))),f470(f585(a810,x34403),f470(a20,x34404))))
% 53.58/53.62 [3447]~P2(f675(f597(a797,x34473),x34474))+P2(f675(f518(a781,f294(x34471,x34472,x34473,x34474)),x34473))+P2(f675(f597(a797,f572(f529(a818,x34473),f572(a140,x34472))),f572(f529(a818,x34474),f572(a140,x34471))))
% 53.58/53.62 [3448]~P2(f526(f631(a799,x34483),x34484))+P2(f526(f720(a787,f293(x34481,x34482,x34483,x34484)),x34483))+P2(f526(f631(a799,f665(f554(a814,x34483),f665(a139,x34482))),f665(f554(a814,x34484),f665(a139,x34481))))
% 53.58/53.62 [3449]~P2(f527(f677(a798,x34493),x34494))+P2(f527(f488(a782,f296(x34491,x34492,x34493,x34494)),x34493))+P2(f527(f677(a798,f469(f576(a816,x34493),f469(a19,x34492))),f469(f576(a816,x34494),f469(a19,x34491))))
% 53.58/53.62 [3450]~P2(f583(f639(a800,x34503),x34504))+P2(f583(f638(a785,f295(x34501,x34502,x34503,x34504)),x34503))+P2(f583(f639(a800,f632(f609(a809,x34503),f632(a119,x34502))),f632(f609(a809,x34504),f632(a119,x34501))))
% 53.58/53.62 [3451]~P2(f553(f565(a801,x34513),x34514))+P2(f553(f655(a783,f297(x34511,x34512,x34513,x34514)),x34513))+P2(f553(f565(a801,f470(f585(a810,x34513),f470(a20,x34512))),f470(f585(a810,x34514),f470(a20,x34511))))
% 53.58/53.62 [3105]E(x31051,x31052)+P2(f727(x31053,x31051))+~P2(f727(f731(f146(f519(f845(x31053),x31054)),x31051),x31052))
% 53.58/53.62 [3399]E(x33991,x33992)+P2(f727(f731(f146(x33993),x33991),f258(x33994,x33993,x33991,x33992)))+~P2(f727(f731(f146(f519(f845(x33994),x33993)),x33991),x33992))
% 53.58/53.62 [3409]~P2(f727(x34093,x34092))+P2(f727(f731(f146(x34091),x34092),f258(x34093,x34091,x34092,x34094)))+~P2(f727(f731(f146(f519(f845(x34093),x34091)),x34092),x34094))
% 53.58/53.62 [3452]E(x34521,x34522)+P2(f727(f731(f146(f519(f845(x34523),x34524)),f258(x34523,x34524,x34521,x34522)),x34522))+~P2(f727(f731(f146(f519(f845(x34523),x34524)),x34521),x34522))
% 53.58/53.62 [3453]~P2(f727(x34531,x34533))+P2(f727(f731(f146(f519(f845(x34531),x34532)),f258(x34531,x34532,x34533,x34534)),x34534))+~P2(f727(f731(f146(f519(f845(x34531),x34532)),x34533),x34534))
% 53.58/53.62 [3465]~P4(x34655)+E(f475(x34651,f706(f336(x34651,x34652,x34653,x34654),x34655)),x34655)+~P2(f526(f720(a787,x34655),f665(f554(a780,x34654),f219(x34651,x34652,x34653,x34654))))
% 53.58/53.62 [3505]~P4(x35055)+~P2(f526(f720(a787,x35055),f665(f554(a780,x35054),f219(x35051,x35052,x35053,x35054))))+P2(f527(f488(a782,f706(f336(x35051,x35052,x35053,x35054),x35055)),f469(f576(a788,x35052),f524(f752(x35053),f219(x35051,x35052,x35053,x35054)))))
% 53.58/53.62 [3303]~P2(f727(f731(f146(x33031),x33033),x33035))+~P2(f727(f731(f146(x33032),x33035),x33034))+P2(f727(f731(f146(f519(f520(a811,x33031),x33032)),x33033),x33034))
% 53.58/53.62 [3509]P2(f727(f731(x35091,f177(x35091,x35092,x35093,x35094,x35095)),f178(x35091,x35092,x35093,x35094,x35095)))+P2(f527(f744(x35092),f469(f486(a740,f636(f517(f618(a738,x35091),x35094),x35095)),a3)))+~P2(f527(f744(x35092),f469(f486(a740,f636(f517(f618(a738,x35093),x35094),x35095)),a3)))
% 53.58/53.62 [3510]P2(f727(f731(x35101,f179(x35102,x35103,x35104,x35105,x35101)),f180(x35102,x35103,x35104,x35105,x35101)))+~P2(f527(f744(x35103),f469(f486(a740,f636(f517(f618(a738,x35104),x35105),x35101)),a3)))+P2(f527(f744(x35103),f469(f486(a740,f636(f517(f618(a738,x35104),x35105),x35102)),a3)))
% 53.58/53.63 [3511]~P2(f727(f731(x35115,f177(x35112,x35111,x35115,x35113,x35114)),f178(x35112,x35111,x35115,x35113,x35114)))+~P2(f527(f744(x35111),f469(f486(a740,f636(f517(f618(a738,x35115),x35113),x35114)),a3)))+P2(f527(f744(x35111),f469(f486(a740,f636(f517(f618(a738,x35112),x35113),x35114)),a3)))
% 53.58/53.63 [3512]~P2(f727(f731(x35124,f179(x35124,x35121,x35122,x35123,x35125)),f180(x35124,x35121,x35122,x35123,x35125)))+~P2(f527(f744(x35121),f469(f486(a740,f636(f517(f618(a738,x35122),x35123),x35125)),a3)))+P2(f527(f744(x35121),f469(f486(a740,f636(f517(f618(a738,x35122),x35123),x35124)),a3)))
% 53.58/53.63 [3517]~P2(f526(f720(a787,x35173),x35175))+P2(f527(f744(x35171),f469(f486(a740,f636(f517(f618(a738,f715(x35172,x35173)),f728(a9,x35173)),f715(x35174,x35173))),a3)))+~P2(f527(f744(f469(f576(a813,x35171),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35172)),a9)),x35174)),x35175))),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35172)),f688(f68(a826),a6))),x35174)),x35175)))
% 53.58/53.63 [3516]~P2(f727(f731(x35164,f269(x35164,x35161,x35163,x35162)),f271(x35164,x35161,x35163,x35162,x35165,x35166)))+~P2(f527(f744(x35161),f469(f486(a740,f636(f517(f618(a738,x35165),x35163),x35166)),a3)))+P2(f527(f744(x35161),f469(f486(a740,f636(f517(f618(a738,x35162),x35163),x35164)),a3)))
% 53.58/53.63 [3521]P2(f727(f731(x35211,f181(x35212,x35211,x35213,x35214,x35215,x35216)),f184(x35212,x35211,x35213,x35214,x35215,x35216)))+P2(f527(f744(x35213),f469(f486(a740,f636(f517(f618(a738,x35211),x35215),x35212)),a3)))+~P2(f527(f744(x35213),f469(f486(a740,f636(f517(f618(a738,x35214),x35215),x35216)),a3)))
% 53.58/53.63 [3524]~P2(f727(f731(x35244,f181(x35244,x35242,x35241,x35245,x35243,x35246)),f183(x35244,x35242,x35241,x35245,x35243,x35246)))+~P2(f527(f744(x35241),f469(f486(a740,f636(f517(f618(a738,x35245),x35243),x35246)),a3)))+P2(f527(f744(x35241),f469(f486(a740,f636(f517(f618(a738,x35242),x35243),x35244)),a3)))
% 53.58/53.63 [3471]~P2(f527(f744(x34711),f469(f486(a740,f636(f517(f618(a738,x34712),x34713),x34716)),a3)))+~P2(f527(f744(x34711),f469(f486(a740,f636(f517(f618(a738,x34716),x34714),x34715)),a3)))+P2(f527(f744(x34711),f469(f486(a740,f636(f517(f618(a738,x34712),f519(f520(a811,x34713),x34714)),x34715)),a3)))
% 53.58/53.63 [2009]~P5(x20091)+E(x20091,a2)+P4(f376(x20091))+~P2(f526(a422,x20091))
% 53.58/53.63 [2010]~P5(x20101)+E(x20101,a2)+P5(f377(x20101))+~P2(f526(a422,x20101))
% 53.58/53.63 [2011]~P3(x20111)+E(x20111,a4)+P3(f378(x20111))+~P2(f583(a457,x20111))
% 53.58/53.63 [2012]~P3(x20121)+E(x20121,a4)+P5(f382(x20121))+~P2(f583(a457,x20121))
% 53.58/53.63 [2101]~P5(x21011)+E(x21011,a2)+~P2(f526(a422,x21011))+P2(f526(a422,f377(x21011)))
% 53.58/53.63 [2102]~P3(x21021)+E(x21021,a4)+~P2(f583(a457,x21021))+P2(f583(a457,f378(x21021)))
% 53.58/53.63 [2129]~P5(x21291)+E(x21291,a2)+E(f665(f729(a777,f376(x21291)),f377(x21291)),x21291)+~P2(f526(a422,x21291))
% 53.58/53.63 [2130]~P3(x21301)+E(x21301,a4)+E(f632(f534(a774,f382(x21301)),f378(x21301)),x21301)+~P2(f583(a457,x21301))
% 53.58/53.63 [2845]~P2(a821)+~P2(a15)+~P2(f473(a844,x28451))+P2(f527(f744(a3),f469(f486(a740,f508(a746,x28451)),a3)))
% 53.58/53.63 [1950]~P4(x19502)+~P6(x19501)+~E(x19501,a1)+~E(x19501,f707(a828,x19502))
% 53.58/53.63 [1995]~P4(x19952)+~P4(x19951)+E(x19951,x19952)+~E(f707(a828,x19951),f707(a828,x19952))
% 53.58/53.63 [1996]~P4(x19962)+~P4(x19961)+E(x19961,x19962)+~E(f728(a9,x19961),f728(a9,x19962))
% 53.58/53.63 [2241]P2(f583(x22411,x22412))+P3(f366(x22411,x22412))+~P2(f583(x22411,a4))+~P2(f583(a457,x22412))
% 53.58/53.63 [2242]P2(f526(x22421,x22422))+P4(f371(x22421,x22422))+~P2(f526(x22421,a2))+~P2(f526(a422,x22422))
% 53.58/53.63 [2243]P2(f583(x22431,x22432))+P5(f367(x22431,x22432))+~P2(f583(x22431,a4))+~P2(f583(a457,x22432))
% 53.58/53.63 [2244]P2(f526(x22441,x22442))+P5(f374(x22441,x22442))+~P2(f526(x22441,a2))+~P2(f526(a422,x22442))
% 53.58/53.63 [2245]~P2(f583(x22451,x22452))+P3(f278(x22451,x22452))+P2(f583(x22451,a4))+~P2(f583(a457,x22452))
% 53.58/53.63 [2246]~P2(f526(x22461,x22462))+P4(f279(x22461,x22462))+P2(f526(x22461,a2))+~P2(f526(a422,x22462))
% 53.58/53.63 [2247]~P2(f526(x22471,x22472))+P5(f282(x22471,x22472))+P2(f526(x22471,a2))+~P2(f526(a422,x22472))
% 53.58/53.63 [2248]~P2(f583(x22481,x22482))+P5(f283(x22481,x22482))+P2(f583(x22481,a4))+~P2(f583(a457,x22482))
% 53.58/53.63 [2033]~P5(x20332)+~P5(x20331)+E(x20331,a2)+~E(f665(f554(a812,x20332),x20331),a2)
% 53.58/53.63 [2035]~P5(x20352)+~P5(x20351)+E(x20351,a2)+~E(f665(f554(a812,x20351),x20352),a2)
% 53.58/53.63 [2107]~P2(x21072)+~P2(x21071)+~P2(a12)+P2(f509(f504(a807,x21071),x21072))
% 53.58/53.63 [2191]~P4(x21912)+~P4(x21911)+E(x21911,x21912)+~E(f665(f729(a777,x21911),a2),f665(f729(a777,x21912),a2))
% 53.58/53.63 [2207]P2(x22071)+P2(x22072)+P2(a12)+~P2(f509(f504(a807,x22072),x22071))
% 53.58/53.63 [2213]~P4(x22132)+~P4(x22131)+E(x22131,x22132)+~P2(f730(f719(a427,x22131),x22132))
% 53.58/53.63 [2214]~P5(x22142)+~P5(x22141)+E(x22141,x22142)+~P2(f526(f631(a428,x22141),x22142))
% 53.58/53.63 [2338]P2(f675(x23381,x23382))+~P2(f675(x23381,a11))+~P2(f675(a455,x23382))+P2(f675(a455,f368(x23381,x23382)))
% 53.58/53.63 [2339]P2(f526(x23391,x23392))+~P2(f526(x23391,a2))+~P2(f526(a422,x23392))+P2(f526(a422,f374(x23391,x23392)))
% 53.58/53.63 [2340]P2(f527(x23401,x23402))+~P2(f527(x23401,a3))+~P2(f527(a456,x23402))+P2(f527(a456,f380(x23401,x23402)))
% 53.58/53.63 [2341]P2(f583(x23411,x23412))+~P2(f583(x23411,a4))+~P2(f583(a457,x23412))+P2(f583(a457,f366(x23411,x23412)))
% 53.58/53.63 [2342]P2(f553(x23421,x23422))+~P2(f553(x23421,a13))+~P2(f553(a461,x23422))+P2(f553(a461,f372(x23421,x23422)))
% 53.58/53.63 [2343]~P2(f675(x23431,x23432))+~P2(f675(a455,x23432))+P2(f675(x23431,a11))+P2(f675(a455,f280(x23431,x23432)))
% 53.58/53.63 [2344]~P2(f526(x23441,x23442))+~P2(f526(a422,x23442))+P2(f526(x23441,a2))+P2(f526(a422,f282(x23441,x23442)))
% 53.58/53.63 [2345]~P2(f527(x23451,x23452))+~P2(f527(a456,x23452))+P2(f527(x23451,a3))+P2(f527(a456,f284(x23451,x23452)))
% 53.58/53.63 [2346]~P2(f583(x23461,x23462))+~P2(f583(a457,x23462))+P2(f583(x23461,a4))+P2(f583(a457,f278(x23461,x23462)))
% 53.58/53.63 [2347]~P2(f553(x23471,x23472))+~P2(f553(a461,x23472))+P2(f553(x23471,a13))+P2(f553(a461,f287(x23471,x23472)))
% 53.58/53.63 [2352]P2(f675(x23521,x23522))+~P2(f675(x23521,a11))+~P2(f675(a455,x23522))+P2(f675(x23521,f368(x23521,x23522)))
% 53.58/53.63 [2353]P2(f526(x23531,x23532))+~P2(f526(x23531,a2))+~P2(f526(a422,x23532))+P2(f526(x23531,f374(x23531,x23532)))
% 53.58/53.63 [2354]P2(f527(x23541,x23542))+~P2(f527(x23541,a3))+~P2(f527(a456,x23542))+P2(f527(x23541,f380(x23541,x23542)))
% 53.58/53.63 [2355]P2(f583(x23551,x23552))+~P2(f583(x23551,a4))+~P2(f583(a457,x23552))+P2(f583(x23551,f366(x23551,x23552)))
% 53.58/53.63 [2356]P2(f553(x23561,x23562))+~P2(f553(x23561,a13))+~P2(f553(a461,x23562))+P2(f553(x23561,f372(x23561,x23562)))
% 53.58/53.63 [2357]~P2(f675(x23571,x23572))+~P2(f675(a455,x23572))+P2(f675(x23571,a11))+P2(f675(x23571,f280(x23571,x23572)))
% 53.58/53.63 [2358]~P2(f526(x23581,x23582))+~P2(f526(a422,x23582))+P2(f526(x23581,a2))+P2(f526(x23581,f282(x23581,x23582)))
% 53.58/53.63 [2359]~P2(f527(x23591,x23592))+~P2(f527(a456,x23592))+P2(f527(x23591,a3))+P2(f527(x23591,f284(x23591,x23592)))
% 53.58/53.63 [2360]~P2(f583(x23601,x23602))+~P2(f583(a457,x23602))+P2(f583(x23601,a4))+P2(f583(x23601,f278(x23601,x23602)))
% 53.58/53.63 [2361]~P2(f553(x23611,x23612))+~P2(f553(a461,x23612))+P2(f553(x23611,a13))+P2(f553(x23611,f287(x23611,x23612)))
% 53.58/53.63 [2488]P2(x24881)+~P2(x24882)+~P2(f509(f504(a796,x24881),x24882))+~P2(f509(f504(a796,x24882),x24881))
% 53.58/53.63 [2736]~P2(f675(x27361,x27362))+~P2(f675(a455,x27362))+P2(f675(x27361,a11))+P2(f675(f518(a781,f281(x27361,x27362)),f280(x27361,x27362)))
% 53.58/53.63 [2737]~P2(f526(x27371,x27372))+~P2(f526(a422,x27372))+P2(f526(x27371,a2))+P2(f526(f720(a787,f279(x27371,x27372)),f282(x27371,x27372)))
% 53.58/53.63 [2738]~P2(f527(x27381,x27382))+~P2(f527(a456,x27382))+P2(f527(x27381,a3))+P2(f527(f488(a782,f285(x27381,x27382)),f284(x27381,x27382)))
% 53.58/53.63 [2739]~P2(f583(x27391,x27392))+~P2(f583(a457,x27392))+P2(f583(x27391,a4))+P2(f583(f638(a785,f283(x27391,x27392)),f278(x27391,x27392)))
% 53.58/53.63 [2740]~P2(f553(x27401,x27402))+~P2(f553(a461,x27402))+P2(f553(x27401,a13))+P2(f553(f655(a783,f288(x27401,x27402)),f287(x27401,x27402)))
% 53.58/53.63 [2984]P2(f675(x29841,x29842))+~P2(f675(x29841,a11))+~P2(f675(a455,x29842))+~P2(f675(f518(a781,f370(x29841,x29842)),f368(x29841,x29842)))
% 53.58/53.63 [2985]P2(f526(x29851,x29852))+~P2(f526(x29851,a2))+~P2(f526(a422,x29852))+~P2(f526(f720(a787,f371(x29851,x29852)),f374(x29851,x29852)))
% 53.58/53.63 [2986]P2(f527(x29861,x29862))+~P2(f527(x29861,a3))+~P2(f527(a456,x29862))+~P2(f527(f488(a782,f375(x29861,x29862)),f380(x29861,x29862)))
% 53.58/53.63 [2987]P2(f583(x29871,x29872))+~P2(f583(x29871,a4))+~P2(f583(a457,x29872))+~P2(f583(f638(a785,f367(x29871,x29872)),f366(x29871,x29872)))
% 53.58/53.63 [2988]P2(f553(x29881,x29882))+~P2(f553(x29881,a13))+~P2(f553(a461,x29882))+~P2(f553(f655(a783,f373(x29881,x29882)),f372(x29881,x29882)))
% 53.58/53.63 [2755]~P4(x27552)+~P4(x27551)+E(x27551,x27552)+~P2(f526(f720(a787,x27551),f665(f729(a777,x27552),a2)))
% 53.58/53.63 [2818]~P5(x28181)+E(x28181,a2)+E(x28181,f665(f729(a777,x28182),a2))+~P2(f526(f631(a799,x28181),f665(f729(a777,x28182),a2)))
% 53.58/53.63 [3273]P2(f675(x32731,x32732))+~P2(f675(x32731,a11))+~P2(f675(a455,x32732))+~P2(f675(x32731,f572(f516(a739,f370(x32731,x32732)),f368(x32731,x32732))))
% 53.58/53.63 [3274]P2(f526(x32741,x32742))+~P2(f526(x32741,a2))+~P2(f526(a422,x32742))+~P2(f526(x32741,f665(f729(a777,f371(x32741,x32742)),f374(x32741,x32742))))
% 53.58/53.63 [3275]P2(f527(x32751,x32752))+~P2(f527(x32751,a3))+~P2(f527(a456,x32752))+~P2(f527(x32751,f469(f486(a740,f375(x32751,x32752)),f380(x32751,x32752))))
% 53.58/53.63 [3276]P2(f583(x32761,x32762))+~P2(f583(x32761,a4))+~P2(f583(a457,x32762))+~P2(f583(x32761,f632(f534(a774,f367(x32761,x32762)),f366(x32761,x32762))))
% 53.58/53.63 [3277]P2(f553(x32771,x32772))+~P2(f553(x32771,a13))+~P2(f553(a461,x32772))+~P2(f553(x32771,f470(f559(a775,f373(x32771,x32772)),f372(x32771,x32772))))
% 53.58/53.63 [2933]P4(f273(x29331,x29332))+~P2(a15)+~P2(f473(a844,x29331))+P2(f527(f744(x29332),f469(f486(a740,f508(a746,x29331)),a3)))
% 53.58/53.63 [2995]E(f469(f760(x29951),x29952),x29952)+~P2(f527(a456,x29952))+~P2(f527(f771(x29951),x29952))+~P2(f527(f677(a798,f469(f760(x29951),x29952)),x29952))
% 53.58/53.63 [2996]E(f470(f759(x29961),x29962),x29962)+~P2(f553(a461,x29962))+~P2(f553(f770(x29961),x29962))+~P2(f553(f565(a801,f470(f759(x29961),x29962)),x29962))
% 53.58/53.63 [3065]~P2(a15)+~P2(f473(a844,x30651))+P2(f526(f720(a787,f273(x30651,x30652)),f17(a6)))+P2(f527(f744(x30652),f469(f486(a740,f508(a746,x30651)),a3)))
% 53.58/53.63 [3189]~P2(f583(a457,x31892))+~P2(f583(a457,x31891))+E(f632(f609(a809,x31891),x31892),a4)+E(f665(f554(a814,f661(a8,f632(f609(a817,x31891),x31892))),f661(a8,f632(f609(a809,x31891),x31892))),f665(f554(a814,f661(a8,x31891)),f661(a8,x31892)))
% 53.58/53.63 [3190]~P2(f553(a461,x31902))+~P2(f553(a461,x31901))+E(f470(f585(a810,x31901),x31902),a13)+E(f469(f576(a816,f541(a7,f470(f585(a815,x31901),x31902))),f541(a7,f470(f585(a810,x31901),x31902))),f469(f576(a816,f541(a7,x31901)),f541(a7,x31902)))
% 53.58/53.63 [3410]~P2(f675(x34101,x34102))+~P2(f675(a455,x34102))+P2(f675(x34101,a11))+~P2(f675(x34101,f572(f529(a790,f280(x34101,x34102)),f572(f516(a739,f281(x34101,x34102)),a11))))
% 53.58/53.63 [3411]~P2(f526(x34111,x34112))+~P2(f526(a422,x34112))+P2(f526(x34111,a2))+~P2(f526(x34111,f665(f554(a780,f282(x34111,x34112)),f665(f729(a777,f279(x34111,x34112)),a2))))
% 53.58/53.63 [3412]~P2(f527(x34121,x34122))+~P2(f527(a456,x34122))+P2(f527(x34121,a3))+~P2(f527(x34121,f469(f576(a788,f284(x34121,x34122)),f469(f486(a740,f285(x34121,x34122)),a3))))
% 53.58/53.63 [3413]~P2(f583(x34131,x34132))+~P2(f583(a457,x34132))+P2(f583(x34131,a4))+~P2(f583(x34131,f632(f609(a789,f278(x34131,x34132)),f632(f534(a774,f283(x34131,x34132)),a4))))
% 53.58/53.63 [3414]~P2(f553(x34141,x34142))+~P2(f553(a461,x34142))+P2(f553(x34141,a13))+~P2(f553(x34141,f470(f585(a791,f287(x34141,x34142)),f470(f559(a775,f288(x34141,x34142)),a13))))
% 53.58/53.63 [3446]~P2(a15)+~P2(f473(a844,x34462))+P2(f527(f744(x34461),f469(f486(a740,f508(a746,x34462)),a3)))+~P2(f527(f744(x34461),f469(f486(a740,f508(a746,f728(a9,f273(x34462,x34461)))),a3)))
% 53.58/53.63 [2371]P2(x23711)+P2(x23712)+~P2(f509(f504(a796,x23713),x23711))+P2(f509(f504(a796,x23713),x23712))
% 53.58/53.63 [2373]P2(x23731)+P2(x23732)+~P2(f509(f504(a796,x23731),x23733))+P2(f509(f504(a796,x23732),x23733))
% 53.58/53.63 [2378]~P2(x23782)+~P2(x23783)+~P2(f509(f504(a796,x23781),x23783))+P2(f509(f504(a796,x23781),x23782))
% 53.58/53.63 [2380]~P2(x23801)+~P2(x23803)+~P2(f509(f504(a796,x23803),x23802))+P2(f509(f504(a796,x23801),x23802))
% 53.58/53.63 [2523]E(x25231,x25232)+~E(f572(f516(a739,x25233),x25231),f572(f516(a739,x25233),x25232))+P2(f675(f518(a781,x25233),x25231))+P2(f675(f518(a781,x25233),x25232))
% 53.58/53.63 [2524]E(x25241,x25242)+~E(f469(f486(a740,x25243),x25241),f469(f486(a740,x25243),x25242))+P2(f527(f488(a782,x25243),x25241))+P2(f527(f488(a782,x25243),x25242))
% 53.58/53.63 [2307]~P5(x23071)+E(x23071,a2)+~E(f471(f743(x23073),x23072),x23071)+P2(f526(f742(f331(x23072,x23071)),x23071))
% 53.58/53.63 [2325]~E(x23251,x23253)+~P4(x23253)+~P4(x23251)+P2(f730(f665(f729(a777,x23251),x23252),x23253))
% 53.58/53.63 [2460]~P4(x24601)+~P4(x24603)+~P2(f730(x24602,x24603))+P2(f730(f665(f729(a777,x24601),x24602),x24603))
% 53.58/53.63 [2760]~P5(x27603)+E(f665(f554(a780,x27601),f665(f554(a780,x27602),x27603)),x27603)+~P2(f526(f631(a799,x27601),x27602))+~P2(f526(f631(a799,x27603),x27601))
% 53.58/53.63 [2834]~P5(x28343)+P3(f358(x28341,x28342,x28343))+~P2(f526(a422,x28343))+~P2(f526(f631(a799,x28343),f661(f749(x28341),x28342)))
% 53.58/53.63 [2835]~P3(x28353)+P5(f360(x28351,x28352,x28353))+~P2(f583(a457,x28353))+~P2(f583(f639(a800,x28353),f631(f758(x28351),x28352)))
% 53.58/53.63 [2836]~P5(x28363)+P5(f365(x28361,x28362,x28363))+~P2(f526(a422,x28363))+~P2(f526(f631(a799,x28363),f665(f764(x28361),x28362)))
% 53.58/53.63 [2867]~P5(x28673)+E(f665(f764(x28671),f365(x28671,x28672,x28673)),x28673)+~P2(f526(a422,x28673))+~P2(f526(f631(a799,x28673),f665(f764(x28671),x28672)))
% 53.58/53.63 [2868]~P3(x28683)+E(f631(f758(x28681),f360(x28681,x28682,x28683)),x28683)+~P2(f583(a457,x28683))+~P2(f583(f639(a800,x28683),f631(f758(x28681),x28682)))
% 53.58/53.63 [2869]~P5(x28693)+E(f471(f743(x28691),f364(x28691,x28692,x28693)),x28693)+~P2(f526(a422,x28693))+~P2(f526(f631(a799,x28693),f471(f743(x28691),x28692)))
% 53.58/53.63 [2870]~P3(x28703)+E(f571(f751(x28701),f362(x28701,x28702,x28703)),x28703)+~P2(f583(a457,x28703))+~P2(f583(f639(a800,x28703),f571(f751(x28701),x28702)))
% 53.58/53.63 [2871]~P5(x28713)+E(f661(f749(x28711),f358(x28711,x28712,x28713)),x28713)+~P2(f526(a422,x28713))+~P2(f526(f631(a799,x28713),f661(f749(x28711),x28712)))
% 53.58/53.63 [2872]~P5(x28723)+E(f596(f755(x28721),f363(x28721,x28722,x28723)),x28723)+~P2(f526(a422,x28723))+~P2(f526(f631(a799,x28723),f596(f755(x28721),x28722)))
% 53.58/53.63 [3030]~P3(x30303)+~P2(f583(a457,x30303))+P2(f526(a422,f360(x30301,x30302,x30303)))+~P2(f583(f639(a800,x30303),f631(f758(x30301),x30302)))
% 53.58/53.63 [3031]~P5(x30313)+~P2(f526(a422,x30313))+P2(f526(a422,f365(x30311,x30312,x30313)))+~P2(f526(f631(a799,x30313),f665(f764(x30311),x30312)))
% 53.58/53.63 [3032]~P3(x30323)+~P2(f583(a457,x30323))+P2(f527(a456,f362(x30321,x30322,x30323)))+~P2(f583(f639(a800,x30323),f571(f751(x30321),x30322)))
% 53.58/53.63 [3033]~P5(x30333)+~P2(f526(a422,x30333))+P2(f527(a456,f364(x30331,x30332,x30333)))+~P2(f526(f631(a799,x30333),f471(f743(x30331),x30332)))
% 53.58/53.63 [3034]~P5(x30343)+~P2(f526(a422,x30343))+P2(f583(a457,f358(x30341,x30342,x30343)))+~P2(f526(f631(a799,x30343),f661(f749(x30341),x30342)))
% 53.58/53.63 [3035]~P5(x30353)+~P2(f526(a422,x30353))+P2(f553(a461,f363(x30351,x30352,x30353)))+~P2(f526(f631(a799,x30353),f596(f755(x30351),x30352)))
% 53.58/53.63 [3215]~P3(x32153)+~P2(f583(a457,x32153))+~P2(f583(f639(a800,x32153),f631(f758(x32151),x32152)))+P2(f526(f631(a799,f360(x32151,x32152,x32153)),x32152))
% 53.58/53.63 [3216]~P5(x32163)+~P2(f526(a422,x32163))+~P2(f526(f631(a799,x32163),f665(f764(x32161),x32162)))+P2(f526(f631(a799,f365(x32161,x32162,x32163)),x32162))
% 53.58/53.63 [3217]~P3(x32173)+~P2(f583(a457,x32173))+~P2(f583(f639(a800,x32173),f571(f751(x32171),x32172)))+P2(f527(f677(a798,f362(x32171,x32172,x32173)),x32172))
% 53.58/53.63 [3218]~P5(x32183)+~P2(f526(a422,x32183))+~P2(f526(f631(a799,x32183),f471(f743(x32181),x32182)))+P2(f527(f677(a798,f364(x32181,x32182,x32183)),x32182))
% 53.58/53.63 [3219]~P5(x32193)+~P2(f526(a422,x32193))+~P2(f526(f631(a799,x32193),f661(f749(x32191),x32192)))+P2(f583(f639(a800,f358(x32191,x32192,x32193)),x32192))
% 53.58/53.63 [3220]~P5(x32203)+~P2(f526(a422,x32203))+~P2(f526(f631(a799,x32203),f596(f755(x32201),x32202)))+P2(f553(f565(a801,f363(x32201,x32202,x32203)),x32202))
% 53.58/53.63 [3011]E(x30111,a3)+E(f524(f752(f328(x30112,x30111)),x30112),x30111)+~P2(f527(f773(x30113),x30111))+~P2(f526(f631(a799,f471(f743(x30113),x30111)),x30112))
% 53.58/53.63 [3344]~P2(f526(f742(x33441),x33443))+~P2(f526(f742(x33441),x33442))+~E(f469(f576(a816,f524(f752(x33441),f665(f554(a780,x33442),x33443))),f524(f752(x33441),f665(f554(a780,x33443),x33442))),a3)+P2(f526(f742(x33441),f665(f554(a812,x33442),x33443)))
% 53.58/53.63 [3107]~P5(x31071)+E(x31071,a2)+~E(f471(f743(x31073),x31072),x31071)+P2(f527(f677(a798,f524(f752(f331(x31072,x31071)),x31071)),x31072))
% 53.58/53.63 [2521]~P4(x25212)+P2(f730(x25211,x25212))+P4(f156(x25211,x25213,x25214))+~P2(f526(f720(a787,x25212),x25214))
% 53.58/53.63 [2522]~P4(x25222)+P2(f730(x25221,x25222))+P4(f156(x25221,x25223,x25224))+~P2(f526(f720(a787,x25222),x25223))
% 53.58/53.63 [2529]~P4(x25294)+~P2(f730(x25291,x25294))+P4(f163(x25291,x25292,x25293))+~P2(f526(f720(a787,x25294),x25293))
% 53.58/53.63 [2530]~P4(x25304)+~P2(f730(x25301,x25304))+P4(f163(x25301,x25302,x25303))+~P2(f526(f720(a787,x25304),x25302))
% 53.58/53.63 [2535]~P2(f467(x25351,x25353))+E(f732(f713(x25351,x25352),f545(x25353,x25354)),f545(x25353,x25354))+~P2(f526(a422,x25354))+~P2(f526(f720(a787,x25352),x25354))
% 53.58/53.63 [2536]~P2(f426(x25361,x25363))+E(f665(f554(x25361,x25362),f661(x25363,x25364)),f661(x25363,x25364))+~P2(f583(a457,x25364))+~P2(f583(f638(a785,x25362),x25364))
% 53.58/53.63 [2537]~P2(f464(x25371,x25373))+E(f469(f576(x25371,x25372),f541(x25373,x25374)),f541(x25373,x25374))+~P2(f553(a461,x25374))+~P2(f553(f655(a783,x25372),x25374))
% 53.58/53.63 [2538]~P2(f458(x25381,x25383))+E(f498(f491(x25381,x25382),f642(x25383,x25384)),f642(x25383,x25384))+~P2(f527(a456,x25384))+~P2(f527(f488(a782,x25382),x25384))
% 53.58/53.63 [2539]~P2(f463(x25391,x25393))+E(f519(f520(x25391,x25392),f535(x25393,x25394)),f535(x25393,x25394))+~P2(f675(a455,x25394))+~P2(f675(f518(a781,x25392),x25394))
% 53.58/53.63 [2575]~E(x25751,x25752)+~E(f469(f576(a816,x25753),x25754),a3)+~P2(f527(f488(a782,x25752),x25754))+~P2(f527(f488(a782,x25751),x25753))
% 53.58/53.63 [2576]~E(x25761,x25762)+~E(f572(f529(a818,x25763),x25764),a11)+~P2(f675(f518(a781,x25762),x25764))+~P2(f675(f518(a781,x25761),x25763))
% 53.58/53.63 [2873]~P4(x28734)+~P2(f730(x28731,x28734))+P2(f730(x28731,f163(x28731,x28732,x28733)))+~P2(f526(f720(a787,x28734),x28733))
% 53.58/53.63 [2874]~P4(x28744)+~P2(f730(x28741,x28744))+P2(f730(x28741,f163(x28741,x28742,x28743)))+~P2(f526(f720(a787,x28744),x28742))
% 53.58/53.63 [3043]~P4(x30432)+P2(f730(x30431,x30432))+~P2(f730(x30431,f156(x30431,x30433,x30434)))+~P2(f526(f720(a787,x30432),x30434))
% 53.58/53.63 [3044]~P4(x30442)+P2(f730(x30441,x30442))+~P2(f730(x30441,f156(x30441,x30443,x30444)))+~P2(f526(f720(a787,x30442),x30443))
% 53.58/53.63 [3199]~E(f665(x31991,x31993),x31992)+P5(f263(x31991,x31992,x31993,x31994))+P2(f526(f631(a799,x31992),f665(x31991,x31994)))+~P2(f526(f631(a799,x31993),x31994))
% 53.58/53.63 [3200]~E(f665(x32001,x32003),x32002)+P5(f266(x32001,x32002,x32003,x32004))+P2(f526(f631(a799,x32002),f665(x32001,x32004)))+~P2(f526(f631(a799,x32003),x32004))
% 53.58/53.63 [3455]~E(f665(x34552,x34554),x34551)+~P2(f526(f631(a799,x34554),x34553))+P2(f526(f631(a799,f266(x34552,x34551,x34554,x34553)),f263(x34552,x34551,x34554,x34553)))+P2(f526(f631(a799,x34551),f665(x34552,x34553)))
% 53.58/53.63 [3456]~E(f469(x34562,x34564),x34561)+~P2(f527(f677(a798,x34564),x34563))+P2(f527(f677(a798,f267(x34562,x34561,x34564,x34563)),f268(x34562,x34561,x34564,x34563)))+P2(f527(f677(a798,x34561),f469(x34562,x34563)))
% 53.58/53.63 [2477]E(x24771,a3)+~P2(f458(x24774,x24772))+~P2(f527(a456,x24771))+E(f642(x24772,f469(f486(a740,x24773),x24771)),f498(f491(x24774,x24773),f642(x24772,x24771)))
% 53.58/53.63 [2478]E(x24781,a11)+~P2(f463(x24782,x24784))+~P2(f675(a455,x24781))+E(f519(f520(x24782,x24783),f535(x24784,x24781)),f535(x24784,f572(f516(a739,x24783),x24781)))
% 53.58/53.63 [2479]E(x24791,a13)+~P2(f464(x24794,x24792))+~P2(f553(a461,x24791))+E(f541(x24792,f470(f559(a775,x24793),x24791)),f469(f576(x24794,x24793),f541(x24792,x24791)))
% 53.58/53.63 [2578]~P2(f425(x25784,x25781))+~P2(f526(a422,x25783))+E(f545(x25781,f665(f729(a777,x25782),x25783)),f545(f717(f446(x25784),x25782),x25783))+P2(f526(f720(a787,x25782),x25783))
% 53.58/53.63 [2579]~P2(f441(x25794,x25791))+~P2(f583(a457,x25793))+E(f661(x25791,f632(f534(a774,x25792),x25793)),f661(f616(f460(x25794),x25792),x25793))+P2(f583(f638(a785,x25792),x25793))
% 53.58/53.63 [2580]~P2(f447(x25804,x25801))+~P2(f553(a461,x25803))+E(f541(x25801,f470(f559(a775,x25802),x25803)),f541(f579(f459(x25804),x25802),x25803))+P2(f553(f655(a783,x25802),x25803))
% 53.58/53.63 [2581]~P2(f462(x25814,x25811))+~P2(f527(a456,x25813))+E(f642(x25811,f469(f486(a740,x25812),x25813)),f642(f484(f453(x25814),x25812),x25813))+P2(f527(f488(a782,x25812),x25813))
% 53.58/53.63 [2582]~P2(f465(x25824,x25821))+~P2(f675(a455,x25823))+E(f535(x25821,f572(f516(a739,x25822),x25823)),f535(f514(f477(x25824),x25822),x25823))+P2(f675(f518(a781,x25822),x25823))
% 53.58/53.63 [2596]~P5(x25961)+~E(x25961,f471(f743(x25962),x25964))+~P2(f527(f677(a798,x25964),x25963))+P2(f526(f631(a799,x25961),f471(f743(x25962),x25963)))
% 53.58/53.63 [2597]~P5(x25974)+~E(x25971,f524(f752(x25972),x25974))+~P2(f526(f631(a799,x25974),x25973))+P2(f527(f677(a798,x25971),f524(f752(x25972),x25973)))
% 53.58/53.63 [2726]~P2(f447(x27264,x27261))+~P2(f553(a461,x27263))+E(f541(x27261,f470(f559(a775,x27262),x27263)),x27262)+~E(f470(f585(a791,x27263),f470(f559(a775,x27262),a13)),a13)
% 53.58/53.63 [2727]~P2(f462(x27274,x27271))+~P2(f527(a456,x27273))+E(f642(x27271,f469(f486(a740,x27272),x27273)),x27272)+~E(f469(f576(a788,x27273),f469(f486(a740,x27272),a3)),a3)
% 53.58/53.63 [2728]~P2(f465(x27284,x27281))+~P2(f675(a455,x27283))+E(f535(x27281,f572(f516(a739,x27282),x27283)),x27282)+~E(f572(f529(a790,x27283),f572(f516(a739,x27282),a11)),a11)
% 53.58/53.63 [3046]E(f469(f576(a816,f524(f752(x30461),x30462)),f524(f752(x30461),x30463)),f524(f752(x30461),f665(f554(a814,x30462),x30463)))+~P2(f526(f742(x30461),x30464))+~P2(f526(f631(a799,x30463),x30464))+~P2(f526(f631(a799,x30462),x30464))
% 53.58/53.63 [3047]E(f469(f576(a788,f524(f752(x30471),x30472)),f524(f752(x30471),x30473)),f524(f752(x30471),f665(f554(a780,x30472),x30473)))+~P2(f526(f742(x30471),x30474))+~P2(f526(f631(a799,x30473),x30474))+~P2(f526(f631(a799,x30472),x30474))
% 53.58/53.63 [3225]~P4(x32252)+P2(f730(x32251,x32252))+~P2(f526(f720(a787,x32252),x32254))+P2(f526(f720(a787,f156(x32251,x32253,x32254)),f665(f554(a812,x32253),x32254)))
% 53.58/53.63 [3226]~P4(x32262)+P2(f730(x32261,x32262))+~P2(f526(f720(a787,x32262),x32263))+P2(f526(f720(a787,f156(x32261,x32263,x32264)),f665(f554(a812,x32263),x32264)))
% 53.58/53.63 [3240]~E(x32402,f665(x32403,x32404))+P5(f254(x32401,x32402,x32403,x32404))+~P2(f526(f631(a799,x32401),x32404))+P2(f526(f631(a799,f665(x32403,x32401)),x32402))
% 53.58/53.63 [3241]~E(x32412,f665(x32413,x32414))+P5(f257(x32411,x32412,x32413,x32414))+~P2(f526(f631(a799,x32411),x32414))+P2(f526(f631(a799,f665(x32413,x32411)),x32412))
% 53.58/53.63 [3242]~P4(x32424)+~P2(f730(x32421,x32424))+~P2(f526(f720(a787,x32424),x32423))+P2(f526(f720(a787,f163(x32421,x32422,x32423)),f665(f554(a812,x32422),x32423)))
% 53.58/53.63 [3243]~P4(x32434)+~P2(f730(x32431,x32434))+~P2(f526(f720(a787,x32434),x32432))+P2(f526(f720(a787,f163(x32431,x32432,x32433)),f665(f554(a812,x32432),x32433)))
% 53.58/53.63 [3278]~P2(f474(x32781,x32784))+P2(f474(x32781,f170(x32781,x32782,x32783)))+P2(f474(x32781,f169(x32781,x32782,x32783)))+~P2(f527(f488(a782,x32784),f469(f576(a813,x32782),x32783)))
% 53.58/53.63 [3336]~P2(f474(x33361,x33364))+P2(f474(x33361,f169(x33361,x33362,x33363)))+P2(f527(f488(a782,f170(x33361,x33362,x33363)),x33363))+~P2(f527(f488(a782,x33364),f469(f576(a813,x33362),x33363)))
% 53.58/53.63 [3337]~P2(f474(x33371,x33374))+P2(f474(x33371,f170(x33371,x33372,x33373)))+P2(f527(f488(a782,f169(x33371,x33372,x33373)),x33372))+~P2(f527(f488(a782,x33374),f469(f576(a813,x33372),x33373)))
% 53.58/53.63 [3338]P2(f474(x33381,x33382))+~P2(f474(x33381,f166(x33381,x33383,x33384)))+~P2(f474(x33381,f165(x33381,x33383,x33384)))+~P2(f527(f488(a782,x33382),f469(f576(a813,x33383),x33384)))
% 53.58/53.63 [3345]P2(f474(x33451,x33452))+~P2(f474(x33451,f166(x33451,x33453,x33454)))+P2(f527(f488(a782,f165(x33451,x33453,x33454)),x33453))+~P2(f527(f488(a782,x33452),f469(f576(a813,x33453),x33454)))
% 53.58/53.63 [3346]P2(f474(x33461,x33462))+~P2(f474(x33461,f165(x33461,x33463,x33464)))+P2(f527(f488(a782,f166(x33461,x33463,x33464)),x33464))+~P2(f527(f488(a782,x33462),f469(f576(a813,x33463),x33464)))
% 53.58/53.63 [3366]P2(f474(x33661,x33662))+P2(f527(f488(a782,f166(x33661,x33663,x33664)),x33664))+P2(f527(f488(a782,f165(x33661,x33663,x33664)),x33663))+~P2(f527(f488(a782,x33662),f469(f576(a813,x33663),x33664)))
% 53.58/53.63 [3370]~P2(f474(x33701,x33704))+P2(f527(f488(a782,f170(x33701,x33702,x33703)),x33703))+P2(f527(f488(a782,f169(x33701,x33702,x33703)),x33702))+~P2(f527(f488(a782,x33704),f469(f576(a813,x33702),x33703)))
% 53.58/53.63 [3459]~E(x34593,f665(x34591,x34594))+~P2(f526(f631(a799,x34592),x34594))+P2(f526(f631(a799,f257(x34592,x34593,x34591,x34594)),f254(x34592,x34593,x34591,x34594)))+P2(f526(f631(a799,f665(x34591,x34592)),x34593))
% 53.58/53.63 [3460]~E(x34603,f469(x34601,x34604))+~P2(f527(f677(a798,x34602),x34604))+P2(f527(f677(a798,f260(x34602,x34603,x34601,x34604)),f261(x34602,x34603,x34601,x34604)))+P2(f527(f677(a798,f469(x34601,x34602)),x34603))
% 53.58/53.63 [3496]~E(f665(x34962,x34964),x34961)+~P2(f526(f631(a799,x34964),x34963))+P2(f526(f631(a799,x34961),f665(x34962,x34963)))+~P2(f526(f631(a799,f665(x34962,f266(x34962,x34961,x34964,x34963))),f665(x34962,f263(x34962,x34961,x34964,x34963))))
% 53.58/53.63 [3497]~E(f469(x34972,x34974),x34971)+~P2(f527(f677(a798,x34974),x34973))+P2(f527(f677(a798,x34971),f469(x34972,x34973)))+~P2(f527(f677(a798,f469(x34972,f267(x34972,x34971,x34974,x34973))),f469(x34972,f268(x34972,x34971,x34974,x34973))))
% 53.58/53.63 [3500]~E(x35003,f665(x35001,x35004))+~P2(f526(f631(a799,x35002),x35004))+~P2(f526(f631(a799,f665(x35001,f257(x35002,x35003,x35001,x35004))),f665(x35001,f254(x35002,x35003,x35001,x35004))))+P2(f526(f631(a799,f665(x35001,x35002)),x35003))
% 53.58/53.63 [3501]~E(x35013,f469(x35011,x35014))+~P2(f527(f677(a798,x35012),x35014))+~P2(f527(f677(a798,f469(x35011,f260(x35012,x35013,x35011,x35014))),f469(x35011,f261(x35012,x35013,x35011,x35014))))+P2(f527(f677(a798,f469(x35011,x35012)),x35013))
% 53.58/53.63 [3191]~P2(f462(x31913,x31914))+~P2(f527(a456,x31911))+E(f469(f576(a788,x31911),f469(f486(a740,x31912),a3)),a3)+E(f498(f491(x31913,x31912),f642(x31914,f469(f576(a788,x31911),f469(f486(a740,x31912),a3)))),f642(x31914,f469(f486(a740,x31912),x31911)))
% 53.58/53.63 [3192]~P2(f447(x31923,x31924))+~P2(f553(a461,x31921))+E(f470(f585(a791,x31921),f470(f559(a775,x31922),a13)),a13)+E(f469(f576(x31923,x31922),f541(x31924,f470(f585(a791,x31921),f470(f559(a775,x31922),a13)))),f541(x31924,f470(f559(a775,x31922),x31921)))
% 53.58/53.63 [3193]~P2(f465(x31933,x31934))+~P2(f675(a455,x31931))+E(f572(f529(a790,x31931),f572(f516(a739,x31932),a11)),a11)+E(f519(f520(x31933,x31932),f535(x31934,f572(f529(a790,x31931),f572(f516(a739,x31932),a11)))),f535(x31934,f572(f516(a739,x31932),x31931)))
% 53.58/53.63 [3349]~P2(f727(x33491,x33493))+~P2(f727(f731(f146(x33492),x33493),x33495))+~P2(f727(f731(f146(f519(f845(x33491),x33492)),x33495),x33494))+P2(f727(f731(f146(f519(f845(x33491),x33492)),x33493),x33494))
% 53.58/53.63 [3513]~P2(f727(f731(x35137,x35132),f270(x35133,x35134,x35135,x35136)))+P2(f727(f731(x35131,x35132),f271(x35133,x35134,x35135,x35136,x35137,x35131)))+P2(f527(f744(x35134),f469(f486(a740,f636(f517(f618(a738,x35136),x35135),x35133)),a3)))+~P2(f527(f744(x35134),f469(f486(a740,f636(f517(f618(a738,x35137),x35135),x35131)),a3)))
% 53.58/53.63 [3520]~P2(f727(f731(x35206,x35202),f184(x35203,x35204,x35205,x35206,x35207,x35201)))+P2(f727(f731(x35201,x35202),f183(x35203,x35204,x35205,x35206,x35207,x35201)))+P2(f527(f744(x35205),f469(f486(a740,f636(f517(f618(a738,x35204),x35207),x35203)),a3)))+~P2(f527(f744(x35205),f469(f486(a740,f636(f517(f618(a738,x35206),x35207),x35201)),a3)))
% 53.58/53.63 [3522]P4(f173(x35221,x35222,x35223,x35224,x35225,x35226,x35227))+~P2(f526(a422,x35227))+P2(f527(f744(x35223),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35221)),x35225)),x35222)),x35227)))+~P2(f527(f744(x35223),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35224)),x35225)),x35226)),x35227)))
% 53.58/53.63 [3523]P5(f174(x35231,x35232,x35233,x35234,x35235,x35236,x35237))+~P2(f583(a457,x35237))+P2(f527(f744(x35233),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35231)),x35235)),x35232)),x35237)))+~P2(f527(f744(x35233),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35234)),x35235)),x35236)),x35237)))
% 53.58/53.63 [3528]~P2(f583(a457,x35285))+P2(f527(f744(x35281),f469(f486(a740,f636(f517(f618(a738,f691(x35286,f174(x35282,x35284,x35281,x35286,x35283,x35287,x35285))),f671(x35283,f174(x35282,x35284,x35281,x35286,x35283,x35287,x35285))),f691(x35287,f174(x35282,x35284,x35281,x35286,x35283,x35287,x35285)))),a3)))+~P2(f527(f744(x35281),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35286)),x35283)),x35287)),x35285)))+P2(f527(f744(x35281),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35282)),x35283)),x35284)),x35285)))
% 53.58/53.63 [3529]~P2(f553(a461,x35295))+P2(f527(f744(x35291),f469(f486(a740,f636(f517(f618(a738,f563(x35296,f175(x35292,x35294,x35291,x35296,x35293,x35297,x35295))),f569(x35293,f175(x35292,x35294,x35291,x35296,x35293,x35297,x35295))),f563(x35297,f175(x35292,x35294,x35291,x35296,x35293,x35297,x35295)))),a3)))+~P2(f527(f744(x35291),f541(f750(f650(f692(a135,f683(f626(a127,f617(f54(a738),x35296)),x35293)),x35297)),x35295)))+P2(f527(f744(x35291),f541(f750(f650(f692(a135,f683(f626(a127,f617(f54(a738),x35292)),x35293)),x35294)),x35295)))
% 53.58/53.63 [3530]~P2(f526(a422,x35305))+P2(f527(f744(x35301),f469(f486(a740,f636(f517(f618(a738,f715(x35306,f173(x35302,x35304,x35301,x35306,x35303,x35307,x35305))),f728(x35303,f173(x35302,x35304,x35301,x35306,x35303,x35307,x35305))),f715(x35307,f173(x35302,x35304,x35301,x35306,x35303,x35307,x35305)))),a3)))+~P2(f527(f744(x35301),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35306)),x35303)),x35307)),x35305)))+P2(f527(f744(x35301),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35302)),x35303)),x35304)),x35305)))
% 53.58/53.63 [3531]~P2(f583(a457,x35315))+~P2(f527(f744(x35311),f469(f486(a740,f636(f517(f618(a738,f691(x35312,f174(x35312,x35314,x35311,x35316,x35313,x35317,x35315))),f671(x35313,f174(x35312,x35314,x35311,x35316,x35313,x35317,x35315))),f691(x35314,f174(x35312,x35314,x35311,x35316,x35313,x35317,x35315)))),a3)))+P2(f527(f744(x35311),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35312)),x35313)),x35314)),x35315)))+~P2(f527(f744(x35311),f640(f762(f682(f681(a136,f614(f652(a132,f562(f47(a738),x35316)),x35313)),x35317)),x35315)))
% 53.58/53.63 [3532]~P2(f553(a461,x35325))+~P2(f527(f744(x35321),f469(f486(a740,f636(f517(f618(a738,f563(x35322,f175(x35322,x35324,x35321,x35326,x35323,x35327,x35325))),f569(x35323,f175(x35322,x35324,x35321,x35326,x35323,x35327,x35325))),f563(x35324,f175(x35322,x35324,x35321,x35326,x35323,x35327,x35325)))),a3)))+P2(f527(f744(x35321),f541(f750(f650(f692(a135,f683(f626(a127,f617(f54(a738),x35322)),x35323)),x35324)),x35325)))+~P2(f527(f744(x35321),f541(f750(f650(f692(a135,f683(f626(a127,f617(f54(a738),x35326)),x35323)),x35327)),x35325)))
% 53.58/53.63 [3533]~P2(f526(a422,x35335))+~P2(f527(f744(x35331),f469(f486(a740,f636(f517(f618(a738,f715(x35332,f173(x35332,x35334,x35331,x35336,x35333,x35337,x35335))),f728(x35333,f173(x35332,x35334,x35331,x35336,x35333,x35337,x35335))),f715(x35334,f173(x35332,x35334,x35331,x35336,x35333,x35337,x35335)))),a3)))+P2(f527(f744(x35331),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35332)),x35333)),x35334)),x35335)))+~P2(f527(f744(x35331),f524(f752(f695(f582(a129,f634(f594(a125,f668(f53(a738),x35336)),x35333)),x35337)),x35335)))
% 53.58/53.63 [1998]~P5(x19982)+~P5(x19981)+~E(x19982,a2)+~E(x19981,a2)+E(f665(f554(a812,x19981),x19982),a2)
% 53.58/53.63 [2499]~P5(x24992)+~P5(x24991)+E(x24991,x24992)+~P2(f526(f631(a799,x24992),x24991))+~P2(f526(f631(a799,x24991),x24992))
% 53.58/53.63 [3009]~P5(x30092)+E(f665(f764(x30091),x30092),x30092)+~P2(f526(a422,x30092))+~P2(f526(f741(x30091),x30092))+~P2(f526(f631(a799,f665(f764(x30091),x30092)),x30092))
% 53.58/53.63 [3010]~P3(x30102)+E(f632(f757(x30101),x30102),x30102)+~P2(f583(a457,x30102))+~P2(f583(f769(x30101),x30102))+~P2(f583(f639(a800,f632(f757(x30101),x30102)),x30102))
% 53.58/53.63 [3108]E(x31081,a3)+~E(f204(x31082,x31081),a3)+P2(f527(x31082,x31081))+~P2(f527(a456,x31081))+~P2(f527(x31082,f469(f486(a740,f205(x31082,x31081)),a3)))
% 53.58/53.63 [3109]E(x31091,a11)+~E(f196(x31092,x31091),a11)+P2(f675(x31092,x31091))+~P2(f675(a455,x31091))+~P2(f675(x31092,f572(f516(a739,f190(x31092,x31091)),a11)))
% 53.58/53.63 [3110]E(x31101,a13)+~E(f199(x31102,x31101),a13)+P2(f553(x31102,x31101))+~P2(f553(a461,x31101))+~P2(f553(x31102,f470(f559(a775,f200(x31102,x31101)),a13)))
% 53.58/53.63 [3163]E(x31631,a3)+P2(f527(x31632,x31631))+~P2(f527(a456,x31631))+P2(f527(a456,f204(x31632,x31631)))+~P2(f527(x31632,f469(f486(a740,f205(x31632,x31631)),a3)))
% 53.58/53.63 [3164]E(x31641,a11)+P2(f675(x31642,x31641))+~P2(f675(a455,x31641))+P2(f675(a455,f196(x31642,x31641)))+~P2(f675(x31642,f572(f516(a739,f190(x31642,x31641)),a11)))
% 53.58/53.63 [3165]E(x31651,a13)+P2(f553(x31652,x31651))+~P2(f553(a461,x31651))+P2(f553(a461,f199(x31652,x31651)))+~P2(f553(x31652,f470(f559(a775,f200(x31652,x31651)),a13)))
% 53.58/53.63 [3178]E(x31781,a3)+P2(f527(x31782,x31781))+~P2(f527(a456,x31781))+P2(f527(x31782,f204(x31782,x31781)))+~P2(f527(x31782,f469(f486(a740,f205(x31782,x31781)),a3)))
% 53.58/53.63 [3179]E(x31791,a11)+P2(f675(x31792,x31791))+~P2(f675(a455,x31791))+P2(f675(x31792,f196(x31792,x31791)))+~P2(f675(x31792,f572(f516(a739,f190(x31792,x31791)),a11)))
% 53.58/53.63 [3180]E(x31801,a13)+P2(f553(x31802,x31801))+~P2(f553(a461,x31801))+P2(f553(x31802,f199(x31802,x31801)))+~P2(f553(x31802,f470(f559(a775,f200(x31802,x31801)),a13)))
% 53.58/53.63 [3310]E(x33101,a3)+P2(f527(x33102,x33101))+~P2(f527(a456,x33101))+~P2(f527(f488(a782,f206(x33102,x33101)),f204(x33102,x33101)))+~P2(f527(x33102,f469(f486(a740,f205(x33102,x33101)),a3)))
% 53.58/53.63 [3311]E(x33111,a11)+P2(f675(x33112,x33111))+~P2(f675(a455,x33111))+~P2(f675(f518(a781,f191(x33112,x33111)),f196(x33112,x33111)))+~P2(f675(x33112,f572(f516(a739,f190(x33112,x33111)),a11)))
% 53.58/53.63 [3312]E(x33121,a13)+P2(f553(x33122,x33121))+~P2(f553(a461,x33121))+~P2(f553(f655(a783,f201(x33122,x33121)),f199(x33122,x33121)))+~P2(f553(x33122,f470(f559(a775,f200(x33122,x33121)),a13)))
% 53.58/53.63 [3375]E(x33751,a3)+P2(f527(x33752,x33751))+~P2(f527(a456,x33751))+~P2(f527(x33752,f469(f486(a740,f206(x33752,x33751)),f204(x33752,x33751))))+~P2(f527(x33752,f469(f486(a740,f205(x33752,x33751)),a3)))
% 53.58/53.63 [3376]E(x33761,a11)+P2(f675(x33762,x33761))+~P2(f675(a455,x33761))+~P2(f675(x33762,f572(f516(a739,f191(x33762,x33761)),f196(x33762,x33761))))+~P2(f675(x33762,f572(f516(a739,f190(x33762,x33761)),a11)))
% 53.58/53.63 [3377]E(x33771,a13)+P2(f553(x33772,x33771))+~P2(f553(a461,x33771))+~P2(f553(x33772,f470(f559(a775,f201(x33772,x33771)),f199(x33772,x33771))))+~P2(f553(x33772,f470(f559(a775,f200(x33772,x33771)),a13)))
% 53.58/53.63 [2729]P2(f526(x27291,x27292))+P4(f347(x27291,x27293,x27292))+~P2(f526(x27291,a2))+~P2(f526(a422,x27292))+~P2(f526(f631(a799,x27292),x27293))
% 53.58/53.63 [2730]P2(f526(x27301,x27302))+P5(f350(x27301,x27303,x27302))+~P2(f526(x27301,a2))+~P2(f526(a422,x27302))+~P2(f526(f631(a799,x27302),x27303))
% 53.58/53.63 [2731]P2(f583(x27311,x27312))+P3(f339(x27311,x27313,x27312))+~P2(f583(x27311,a4))+~P2(f583(a457,x27312))+~P2(f583(f639(a800,x27312),x27313))
% 53.58/53.63 [2732]P2(f583(x27321,x27322))+P5(f340(x27321,x27323,x27322))+~P2(f583(x27321,a4))+~P2(f583(a457,x27322))+~P2(f583(f639(a800,x27322),x27323))
% 53.58/53.63 [2964]P2(f675(x29641,x29642))+~P2(f675(x29641,a11))+~P2(f675(a455,x29642))+~P2(f675(f597(a797,x29642),x29643))+P2(f675(a455,f341(x29641,x29643,x29642)))
% 53.58/53.63 [2965]P2(f526(x29651,x29652))+~P2(f526(x29651,a2))+~P2(f526(a422,x29652))+~P2(f526(f631(a799,x29652),x29653))+P2(f526(a422,f350(x29651,x29653,x29652)))
% 53.58/53.63 [2966]P2(f527(x29661,x29662))+~P2(f527(x29661,a3))+~P2(f527(a456,x29662))+~P2(f527(f677(a798,x29662),x29663))+P2(f527(a456,f351(x29661,x29663,x29662)))
% 53.58/53.63 [2967]P2(f583(x29671,x29672))+~P2(f583(x29671,a4))+~P2(f583(a457,x29672))+~P2(f583(f639(a800,x29672),x29673))+P2(f583(a457,f339(x29671,x29673,x29672)))
% 53.58/53.63 [2968]P2(f553(x29681,x29682))+~P2(f553(x29681,a13))+~P2(f553(a461,x29682))+~P2(f553(f565(a801,x29682),x29683))+P2(f553(a461,f348(x29681,x29683,x29682)))
% 53.58/53.63 [2979]P2(f675(x29791,x29792))+~P2(f675(x29791,a11))+~P2(f675(a455,x29792))+P2(f675(x29791,f341(x29791,x29793,x29792)))+~P2(f675(f597(a797,x29792),x29793))
% 53.58/53.63 [2980]P2(f526(x29801,x29802))+~P2(f526(x29801,a2))+~P2(f526(a422,x29802))+P2(f526(x29801,f350(x29801,x29803,x29802)))+~P2(f526(f631(a799,x29802),x29803))
% 53.58/53.63 [2981]P2(f527(x29811,x29812))+~P2(f527(x29811,a3))+~P2(f527(a456,x29812))+P2(f527(x29811,f351(x29811,x29813,x29812)))+~P2(f527(f677(a798,x29812),x29813))
% 53.58/53.63 [2982]P2(f583(x29821,x29822))+~P2(f583(x29821,a4))+~P2(f583(a457,x29822))+P2(f583(x29821,f339(x29821,x29823,x29822)))+~P2(f583(f639(a800,x29822),x29823))
% 53.58/53.63 [2983]P2(f553(x29831,x29832))+~P2(f553(x29831,a13))+~P2(f553(a461,x29832))+P2(f553(x29831,f348(x29831,x29833,x29832)))+~P2(f553(f565(a801,x29832),x29833))
% 53.58/53.63 [3358]P2(f675(x33581,x33582))+~P2(f675(x33581,a11))+~P2(f675(a455,x33582))+~P2(f675(f518(a781,f335(x33581,x33583,x33582)),f341(x33581,x33583,x33582)))+~P2(f675(f597(a797,x33582),x33583))
% 53.58/53.63 [3359]P2(f526(x33591,x33592))+~P2(f526(x33591,a2))+~P2(f526(a422,x33592))+~P2(f526(f720(a787,f347(x33591,x33593,x33592)),f350(x33591,x33593,x33592)))+~P2(f526(f631(a799,x33592),x33593))
% 53.58/53.63 [3360]P2(f527(x33601,x33602))+~P2(f527(x33601,a3))+~P2(f527(a456,x33602))+~P2(f527(f488(a782,f352(x33601,x33603,x33602)),f351(x33601,x33603,x33602)))+~P2(f527(f677(a798,x33602),x33603))
% 53.58/53.63 [3361]P2(f583(x33611,x33612))+~P2(f583(x33611,a4))+~P2(f583(a457,x33612))+~P2(f583(f638(a785,f340(x33611,x33613,x33612)),f339(x33611,x33613,x33612)))+~P2(f583(f639(a800,x33612),x33613))
% 53.58/53.63 [3362]P2(f553(x33621,x33622))+~P2(f553(x33621,a13))+~P2(f553(a461,x33622))+~P2(f553(f655(a783,f349(x33621,x33623,x33622)),f348(x33621,x33623,x33622)))+~P2(f553(f565(a801,x33622),x33623))
% 53.58/53.63 [2619]~P4(x26192)+~P4(x26191)+E(x26191,x26192)+P2(f730(x26193,x26192))+~P2(f730(f665(f729(a777,x26191),x26193),x26192))
% 53.58/53.63 [2804]~P5(x28042)+~P5(x28041)+E(x28041,x28042)+~E(f524(f752(x28043),x28041),f524(f752(x28043),x28042))+~P2(f526(f742(x28043),f665(f554(a812,x28041),x28042)))
% 53.58/53.63 [2932]~P4(x29322)+~P4(x29321)+E(x29321,x29322)+P2(f526(f720(a787,x29321),x29323))+~P2(f526(f720(a787,x29321),f665(f729(a777,x29322),x29323)))
% 53.58/53.63 [3149]P2(f675(x31491,x31492))+~P2(f675(x31491,a11))+~P2(f675(a455,x31492))+~P2(f675(f597(a797,x31492),x31493))+P2(f675(f518(a781,f335(x31491,x31493,x31492)),x31493))
% 53.58/53.63 [3150]P2(f526(x31501,x31502))+~P2(f526(x31501,a2))+~P2(f526(a422,x31502))+~P2(f526(f631(a799,x31502),x31503))+P2(f526(f720(a787,f347(x31501,x31503,x31502)),x31503))
% 53.58/53.63 [3151]P2(f527(x31511,x31512))+~P2(f527(x31511,a3))+~P2(f527(a456,x31512))+~P2(f527(f677(a798,x31512),x31513))+P2(f527(f488(a782,f352(x31511,x31513,x31512)),x31513))
% 53.58/53.63 [3152]P2(f583(x31521,x31522))+~P2(f583(x31521,a4))+~P2(f583(a457,x31522))+~P2(f583(f639(a800,x31522),x31523))+P2(f583(f638(a785,f340(x31521,x31523,x31522)),x31523))
% 53.58/53.63 [3153]P2(f553(x31531,x31532))+~P2(f553(x31531,a13))+~P2(f553(a461,x31532))+~P2(f553(f565(a801,x31532),x31533))+P2(f553(f655(a783,f349(x31531,x31533,x31532)),x31533))
% 53.58/53.63 [3441]P2(f675(x34411,x34412))+~P2(f675(x34411,a11))+~P2(f675(a455,x34412))+~P2(f675(f597(a797,x34412),x34413))+~P2(f675(x34411,f572(f516(a739,f335(x34411,x34413,x34412)),f341(x34411,x34413,x34412))))
% 53.58/53.63 [3442]P2(f526(x34421,x34422))+~P2(f526(x34421,a2))+~P2(f526(a422,x34422))+~P2(f526(f631(a799,x34422),x34423))+~P2(f526(x34421,f665(f729(a777,f347(x34421,x34423,x34422)),f350(x34421,x34423,x34422))))
% 53.58/53.63 [3443]P2(f527(x34431,x34432))+~P2(f527(x34431,a3))+~P2(f527(a456,x34432))+~P2(f527(f677(a798,x34432),x34433))+~P2(f527(x34431,f469(f486(a740,f352(x34431,x34433,x34432)),f351(x34431,x34433,x34432))))
% 53.58/53.63 [3444]P2(f583(x34441,x34442))+~P2(f583(x34441,a4))+~P2(f583(a457,x34442))+~P2(f583(f639(a800,x34442),x34443))+~P2(f583(x34441,f632(f534(a774,f340(x34441,x34443,x34442)),f339(x34441,x34443,x34442))))
% 53.58/53.63 [3445]P2(f553(x34451,x34452))+~P2(f553(x34451,a13))+~P2(f553(a461,x34452))+~P2(f553(f565(a801,x34452),x34453))+~P2(f553(x34451,f470(f559(a775,f349(x34451,x34453,x34452)),f348(x34451,x34453,x34452))))
% 53.58/53.63 [3017]~P5(x30171)+E(x30171,a2)+E(f471(f743(f332(x30172,x30171)),x30172),x30171)+~P2(f526(f742(x30173),x30171))+~P2(f527(f677(a798,f524(f752(x30173),x30171)),x30172))
% 53.58/53.63 [3486]E(x34861,a3)+~P2(f462(x34863,x34862))+~P2(f527(a456,x34861))+P2(f527(f488(a782,f642(x34862,x34861)),x34861))+~P2(f527(f488(a782,f498(f491(x34863,f233(x34861,x34863,x34862)),f234(x34861,x34863,x34862))),f469(f486(a740,f233(x34861,x34863,x34862)),f469(f486(a740,f234(x34861,x34863,x34862)),a3))))
% 53.58/53.63 [3487]E(x34871,a11)+~P2(f465(x34873,x34872))+~P2(f675(a455,x34871))+P2(f675(f518(a781,f535(x34872,x34871)),x34871))+~P2(f675(f518(a781,f519(f520(x34873,f224(x34871,x34873,x34872)),f225(x34871,x34873,x34872))),f572(f516(a739,f224(x34871,x34873,x34872)),f572(f516(a739,f225(x34871,x34873,x34872)),a11))))
% 53.58/53.63 [3488]E(x34881,a13)+~P2(f447(x34883,x34882))+~P2(f553(a461,x34881))+P2(f553(f655(a783,f541(x34882,x34881)),x34881))+~P2(f553(f655(a783,f469(f576(x34883,f237(x34881,x34883,x34882)),f238(x34881,x34883,x34882))),f470(f559(a775,f237(x34881,x34883,x34882)),f470(f559(a775,f238(x34881,x34883,x34882)),a13))))
% 53.58/53.63 [2723]E(x27231,a3)+~P2(f458(x27232,x27233))+E(f498(f491(x27232,f642(x27233,x27231)),f642(x27233,x27234)),f642(x27233,x27234))+~P2(f527(a456,x27234))+~P2(f527(f677(a798,x27231),x27234))
% 53.58/53.63 [2724]E(x27241,a11)+~P2(f463(x27242,x27243))+E(f519(f520(x27242,f535(x27243,x27241)),f535(x27243,x27244)),f535(x27243,x27244))+~P2(f675(a455,x27244))+~P2(f675(f597(a797,x27241),x27244))
% 53.58/53.63 [2725]E(x27251,a13)+~P2(f464(x27252,x27253))+E(f469(f576(x27252,f541(x27253,x27251)),f541(x27253,x27254)),f541(x27253,x27254))+~P2(f553(a461,x27254))+~P2(f553(f565(a801,x27251),x27254))
% 53.58/53.63 [3203]P2(x32031)+P1(f264(x32031,x32032,x32033,x32034))+P2(f509(x32032,x32033))+P2(f509(f504(a796,x32031),f509(x32032,x32034)))+~P2(f509(f504(a796,x32033),x32034))
% 53.58/53.63 [3204]P2(x32041)+P1(f265(x32041,x32042,x32043,x32044))+P2(f509(x32042,x32043))+P2(f509(f504(a796,x32041),f509(x32042,x32044)))+~P2(f509(f504(a796,x32043),x32044))
% 53.58/53.63 [3223]~P2(x32231)+~P2(f509(x32232,x32233))+P1(f264(x32231,x32232,x32233,x32234))+P2(f509(f504(a796,x32231),f509(x32232,x32234)))+~P2(f509(f504(a796,x32233),x32234))
% 53.58/53.63 [3224]~P2(x32241)+~P2(f509(x32242,x32243))+P1(f265(x32241,x32242,x32243,x32244))+P2(f509(f504(a796,x32241),f509(x32242,x32244)))+~P2(f509(f504(a796,x32243),x32244))
% 53.58/53.63 [3457]P2(x34571)+P2(f509(x34572,x34573))+P2(f509(f504(a796,f265(x34571,x34572,x34573,x34574)),f264(x34571,x34572,x34573,x34574)))+~P2(f509(f504(a796,x34573),x34574))+P2(f509(f504(a796,x34571),f509(x34572,x34574)))
% 53.58/53.63 [3458]~P2(x34581)+~P2(f509(x34582,x34584))+~P2(f509(f504(a796,x34584),x34583))+P2(f509(f504(a796,f265(x34581,x34582,x34584,x34583)),f264(x34581,x34582,x34584,x34583)))+P2(f509(f504(a796,x34581),f509(x34582,x34583)))
% 53.58/53.63 [2489]~P5(x24891)+E(x24891,a2)+~P2(f467(x24894,x24892))+~P2(f526(a422,x24891))+E(f545(x24892,f665(f729(a777,x24893),x24891)),f732(f713(x24894,x24893),f545(x24892,x24891)))
% 53.58/53.63 [2490]~P3(x24901)+E(x24901,a4)+~P2(f426(x24904,x24902))+~P2(f583(a457,x24901))+E(f661(x24902,f632(f534(a774,x24903),x24901)),f665(f554(x24904,x24903),f661(x24902,x24901)))
% 53.58/53.63 [2620]E(x26201,a3)+~P2(f462(x26204,x26202))+~P2(f527(a456,x26201))+E(f642(x26202,f469(f486(a740,x26203),x26201)),f498(f491(x26204,x26203),f642(x26202,x26201)))+P2(f527(f488(a782,x26203),x26201))
% 53.58/53.63 [2621]E(x26211,a11)+~P2(f465(x26212,x26214))+~P2(f675(a455,x26211))+E(f519(f520(x26212,x26213),f535(x26214,x26211)),f535(x26214,f572(f516(a739,x26213),x26211)))+P2(f675(f518(a781,x26213),x26211))
% 53.58/53.63 [2622]E(x26221,a13)+~P2(f447(x26224,x26222))+~P2(f553(a461,x26221))+E(f541(x26222,f470(f559(a775,x26223),x26221)),f469(f576(x26224,x26223),f541(x26222,x26221)))+P2(f553(f655(a783,x26223),x26221))
% 53.58/53.63 [2752]~P4(x27522)+~P2(f425(x27524,x27521))+~P2(f526(a422,x27523))+E(f545(x27521,f665(f729(a777,x27522),x27523)),x27522)+~E(f665(f554(a780,x27523),f665(f729(a777,x27522),a2)),a2)
% 53.58/53.63 [2753]~P5(x27532)+~P2(f441(x27534,x27531))+~P2(f583(a457,x27533))+E(f661(x27531,f632(f534(a774,x27532),x27533)),x27532)+~E(f632(f609(a789,x27533),f632(f534(a774,x27532),a4)),a4)
% 53.58/53.63 [2823]E(f541(x28231,x28232),x28233)+~P2(f447(x28234,x28231))+~P2(f553(a461,x28232))+~P2(f553(f655(a783,x28233),x28232))+~E(f470(f585(a791,x28232),f470(f559(a775,x28233),a13)),a13)
% 53.58/53.63 [2824]E(f642(x28241,x28242),x28243)+~P2(f462(x28244,x28241))+~P2(f527(a456,x28242))+~P2(f527(f488(a782,x28243),x28242))+~E(f469(f576(a788,x28242),f469(f486(a740,x28243),a3)),a3)
% 53.58/53.63 [2825]E(f535(x28251,x28252),x28253)+~P2(f465(x28254,x28251))+~P2(f675(a455,x28252))+~P2(f675(f518(a781,x28253),x28252))+~E(f572(f529(a790,x28252),f572(f516(a739,x28253),a11)),a11)
% 53.58/53.63 [3080]~P4(x30802)+P4(f159(x30801,x30803,x30804))+P2(f730(x30801,x30802))+P4(f158(x30801,x30803,x30804))+~P2(f526(f720(a787,x30802),f665(f554(a812,x30803),x30804)))
% 53.58/53.63 [3081]~P4(x30814)+P4(f167(x30811,x30812,x30813))+~P2(f730(x30811,x30814))+P4(f164(x30811,x30812,x30813))+~P2(f526(f720(a787,x30814),f665(f554(a812,x30812),x30813)))
% 53.58/53.63 [3187]~P4(x31874)+~P2(f730(x31871,x31874))+P4(f164(x31871,x31872,x31873))+P2(f730(x31871,f167(x31871,x31872,x31873)))+~P2(f526(f720(a787,x31874),f665(f554(a812,x31872),x31873)))
% 53.58/53.63 [3188]~P4(x31884)+~P2(f730(x31881,x31884))+P4(f167(x31881,x31882,x31883))+P2(f730(x31881,f164(x31881,x31882,x31883)))+~P2(f526(f720(a787,x31884),f665(f554(a812,x31882),x31883)))
% 53.58/53.63 [3246]P2(x32461)+P1(f255(x32464,x32462,x32463,x32461))+P2(f509(x32462,x32463))+~P2(f509(f504(a796,x32464),x32463))+P2(f509(f504(a796,f509(x32462,x32464)),x32461))
% 53.58/53.63 [3247]P2(x32471)+P1(f256(x32474,x32472,x32473,x32471))+P2(f509(x32472,x32473))+~P2(f509(f504(a796,x32474),x32473))+P2(f509(f504(a796,f509(x32472,x32474)),x32471))
% 53.58/53.63 [3256]~P2(x32564)+~P2(f509(x32562,x32563))+P1(f255(x32561,x32562,x32563,x32564))+~P2(f509(f504(a796,x32561),x32563))+P2(f509(f504(a796,f509(x32562,x32561)),x32564))
% 53.58/53.63 [3257]~P2(x32574)+~P2(f509(x32572,x32573))+P1(f256(x32571,x32572,x32573,x32574))+~P2(f509(f504(a796,x32571),x32573))+P2(f509(f504(a796,f509(x32572,x32571)),x32574))
% 53.58/53.63 [3271]~P4(x32712)+P2(f730(x32711,x32712))+P4(f158(x32711,x32713,x32714))+~P2(f730(x32711,f159(x32711,x32713,x32714)))+~P2(f526(f720(a787,x32712),f665(f554(a812,x32713),x32714)))
% 53.58/53.63 [3272]~P4(x32722)+P2(f730(x32721,x32722))+P4(f159(x32721,x32723,x32724))+~P2(f730(x32721,f158(x32721,x32723,x32724)))+~P2(f526(f720(a787,x32722),f665(f554(a812,x32723),x32724)))
% 53.58/53.63 [3279]~P4(x32794)+~P2(f730(x32791,x32794))+P2(f730(x32791,f167(x32791,x32792,x32793)))+P2(f730(x32791,f164(x32791,x32792,x32793)))+~P2(f526(f720(a787,x32794),f665(f554(a812,x32792),x32793)))
% 53.58/53.63 [3297]~P4(x32972)+P2(f730(x32971,x32972))+P4(f158(x32971,x32973,x32974))+P2(f526(f720(a787,f159(x32971,x32973,x32974)),x32974))+~P2(f526(f720(a787,x32972),f665(f554(a812,x32973),x32974)))
% 53.58/53.63 [3298]~P4(x32982)+P2(f730(x32981,x32982))+P4(f159(x32981,x32983,x32984))+P2(f526(f720(a787,f158(x32981,x32983,x32984)),x32983))+~P2(f526(f720(a787,x32982),f665(f554(a812,x32983),x32984)))
% 53.58/53.63 [3299]~P4(x32994)+~P2(f730(x32991,x32994))+P4(f164(x32991,x32992,x32993))+P2(f526(f720(a787,f167(x32991,x32992,x32993)),x32993))+~P2(f526(f720(a787,x32994),f665(f554(a812,x32992),x32993)))
% 53.58/53.63 [3300]~P4(x33004)+~P2(f730(x33001,x33004))+P4(f167(x33001,x33002,x33003))+P2(f526(f720(a787,f164(x33001,x33002,x33003)),x33002))+~P2(f526(f720(a787,x33004),f665(f554(a812,x33002),x33003)))
% 53.58/53.63 [3339]~P4(x33394)+~P2(f730(x33391,x33394))+P2(f730(x33391,f164(x33391,x33392,x33393)))+P2(f526(f720(a787,f167(x33391,x33392,x33393)),x33393))+~P2(f526(f720(a787,x33394),f665(f554(a812,x33392),x33393)))
% 53.58/53.63 [3340]~P4(x33404)+~P2(f730(x33401,x33404))+P2(f730(x33401,f167(x33401,x33402,x33403)))+P2(f526(f720(a787,f164(x33401,x33402,x33403)),x33402))+~P2(f526(f720(a787,x33404),f665(f554(a812,x33402),x33403)))
% 53.58/53.63 [3341]~P4(x33412)+P2(f730(x33411,x33412))+~P2(f730(x33411,f159(x33411,x33413,x33414)))+~P2(f730(x33411,f158(x33411,x33413,x33414)))+~P2(f526(f720(a787,x33412),f665(f554(a812,x33413),x33414)))
% 53.58/53.63 [3347]~P4(x33472)+P2(f730(x33471,x33472))+~P2(f730(x33471,f159(x33471,x33473,x33474)))+P2(f526(f720(a787,f158(x33471,x33473,x33474)),x33473))+~P2(f526(f720(a787,x33472),f665(f554(a812,x33473),x33474)))
% 53.58/53.63 [3348]~P4(x33482)+P2(f730(x33481,x33482))+~P2(f730(x33481,f158(x33481,x33483,x33484)))+P2(f526(f720(a787,f159(x33481,x33483,x33484)),x33484))+~P2(f526(f720(a787,x33482),f665(f554(a812,x33483),x33484)))
% 53.58/53.63 [3367]~P4(x33672)+P2(f730(x33671,x33672))+P2(f526(f720(a787,f159(x33671,x33673,x33674)),x33674))+P2(f526(f720(a787,f158(x33671,x33673,x33674)),x33673))+~P2(f526(f720(a787,x33672),f665(f554(a812,x33673),x33674)))
% 53.58/53.63 [3371]~P4(x33714)+~P2(f730(x33711,x33714))+P2(f526(f720(a787,f167(x33711,x33712,x33713)),x33713))+P2(f526(f720(a787,f164(x33711,x33712,x33713)),x33712))+~P2(f526(f720(a787,x33714),f665(f554(a812,x33712),x33713)))
% 53.58/53.63 [3461]P2(x34611)+P2(f509(x34612,x34613))+P2(f509(f504(a796,f256(x34614,x34612,x34613,x34611)),f255(x34614,x34612,x34613,x34611)))+~P2(f509(f504(a796,x34614),x34613))+P2(f509(f504(a796,f509(x34612,x34614)),x34611))
% 53.58/53.63 [3462]~P2(x34623)+~P2(f509(x34621,x34624))+~P2(f509(f504(a796,x34622),x34624))+P2(f509(f504(a796,f256(x34622,x34621,x34624,x34623)),f255(x34622,x34621,x34624,x34623)))+P2(f509(f504(a796,f509(x34621,x34622)),x34623))
% 53.58/53.63 [3491]E(x34911,a3)+~P2(f458(x34914,x34912))+~P2(f527(a456,x34911))+~E(f498(f491(x34914,f498(x34913,f213(x34911,x34913,x34914,x34912))),f498(x34913,f214(x34911,x34913,x34914,x34912))),f498(x34913,f498(f491(x34914,f213(x34911,x34913,x34914,x34912)),f214(x34911,x34913,x34914,x34912))))+E(f642(x34912,f469(f760(x34913),x34911)),f498(x34913,f642(x34912,x34911)))
% 53.58/53.63 [3492]E(x34921,a11)+~P2(f463(x34924,x34922))+~P2(f675(a455,x34921))+~E(f519(f520(x34924,f519(x34923,f215(x34921,x34923,x34924,x34922))),f519(x34923,f216(x34921,x34923,x34924,x34922))),f519(x34923,f519(f520(x34924,f215(x34921,x34923,x34924,x34922)),f216(x34921,x34923,x34924,x34922))))+E(f535(x34922,f572(f767(x34923),x34921)),f519(x34923,f535(x34922,x34921)))
% 53.58/53.63 [3493]E(x34931,a13)+~P2(f464(x34934,x34932))+~P2(f553(a461,x34931))+~E(f469(f576(x34934,f469(x34933,f210(x34931,x34933,x34934,x34932))),f469(x34933,f211(x34931,x34933,x34934,x34932))),f469(x34933,f469(f576(x34934,f210(x34931,x34933,x34934,x34932)),f211(x34931,x34933,x34934,x34932))))+E(f541(x34932,f470(f759(x34933),x34931)),f469(x34933,f541(x34932,x34931)))
% 53.58/53.63 [3498]P2(x34981)+P2(f509(x34982,x34983))+~P2(f509(f504(a796,x34983),x34984))+P2(f509(f504(a796,x34981),f509(x34982,x34984)))+~P2(f509(f504(a796,f509(x34982,f265(x34981,x34982,x34983,x34984))),f509(x34982,f264(x34981,x34982,x34983,x34984))))
% 53.58/53.63 [3499]~P2(x34991)+~P2(f509(x34992,x34994))+~P2(f509(f504(a796,x34994),x34993))+P2(f509(f504(a796,x34991),f509(x34992,x34993)))+~P2(f509(f504(a796,f509(x34992,f265(x34991,x34992,x34994,x34993))),f509(x34992,f264(x34991,x34992,x34994,x34993))))
% 53.58/53.63 [3502]P2(x35021)+P2(f509(x35022,x35023))+~P2(f509(f504(a796,x35024),x35023))+~P2(f509(f504(a796,f509(x35022,f256(x35024,x35022,x35023,x35021))),f509(x35022,f255(x35024,x35022,x35023,x35021))))+P2(f509(f504(a796,f509(x35022,x35024)),x35021))
% 53.58/53.63 [3503]~P2(x35033)+~P2(f509(x35031,x35034))+~P2(f509(f504(a796,x35032),x35034))+~P2(f509(f504(a796,f509(x35031,f256(x35032,x35031,x35034,x35033))),f509(x35031,f255(x35032,x35031,x35034,x35033))))+P2(f509(f504(a796,f509(x35031,x35032)),x35033))
% 53.58/53.63 [3248]~P2(f425(x32483,x32484))+~P2(f526(a422,x32482))+~P2(f526(a422,x32481))+E(f665(f554(a814,x32481),x32482),a2)+E(f732(f713(x32483,f545(x32484,f665(f554(a812,x32481),x32482))),f545(x32484,f665(f554(a814,x32481),x32482))),f732(f713(x32483,f545(x32484,x32481)),f545(x32484,x32482)))
% 53.58/53.63 [3249]~P2(f441(x32493,x32494))+~P2(f583(a457,x32492))+~P2(f583(a457,x32491))+E(f632(f609(a809,x32491),x32492),a4)+E(f665(f554(x32493,f661(x32494,f632(f609(a817,x32491),x32492))),f661(x32494,f632(f609(a809,x32491),x32492))),f665(f554(x32493,f661(x32494,x32491)),f661(x32494,x32492)))
% 53.58/53.63 [3250]~P2(f462(x32503,x32504))+~P2(f527(a456,x32502))+~P2(f527(a456,x32501))+E(f469(f576(a816,x32501),x32502),a3)+E(f498(f491(x32503,f642(x32504,f469(f576(a813,x32501),x32502))),f642(x32504,f469(f576(a816,x32501),x32502))),f498(f491(x32503,f642(x32504,x32501)),f642(x32504,x32502)))
% 53.58/53.63 [3251]~P2(f447(x32513,x32514))+~P2(f553(a461,x32512))+~P2(f553(a461,x32511))+E(f470(f585(a810,x32511),x32512),a13)+E(f469(f576(x32513,f541(x32514,f470(f585(a815,x32511),x32512))),f541(x32514,f470(f585(a810,x32511),x32512))),f469(f576(x32513,f541(x32514,x32511)),f541(x32514,x32512)))
% 53.58/53.63 [3252]~P2(f465(x32523,x32524))+~P2(f675(a455,x32522))+~P2(f675(a455,x32521))+E(f572(f529(a818,x32521),x32522),a11)+E(f519(f520(x32523,f535(x32524,f572(f529(a819,x32521),x32522))),f535(x32524,f572(f529(a818,x32521),x32522))),f519(f520(x32523,f535(x32524,x32521)),f535(x32524,x32522)))
% 53.58/53.63 [3201]~P4(x32012)+~P2(f425(x32013,x32014))+~P2(f526(a422,x32011))+E(f665(f554(a780,x32011),f665(f729(a777,x32012),a2)),a2)+E(f732(f713(x32013,x32012),f545(x32014,f665(f554(a780,x32011),f665(f729(a777,x32012),a2)))),f545(x32014,f665(f729(a777,x32012),x32011)))
% 53.58/53.63 [3202]~P5(x32022)+~P2(f441(x32023,x32024))+~P2(f583(a457,x32021))+E(f632(f609(a789,x32021),f632(f534(a774,x32022),a4)),a4)+E(f665(f554(x32023,x32022),f661(x32024,f632(f609(a789,x32021),f632(f534(a774,x32022),a4)))),f661(x32024,f632(f534(a774,x32022),x32021)))
% 53.58/53.63 [3232]~P2(f462(x32323,x32324))+~P2(f527(a456,x32321))+~P2(f527(f488(a782,x32322),x32321))+E(f469(f576(a788,x32321),f469(f486(a740,x32322),a3)),a3)+E(f498(f491(x32323,x32322),f642(x32324,f469(f576(a788,x32321),f469(f486(a740,x32322),a3)))),f642(x32324,x32321))
% 53.58/53.63 [3233]~P2(f447(x32333,x32334))+~P2(f553(a461,x32331))+~P2(f553(f655(a783,x32332),x32331))+E(f470(f585(a791,x32331),f470(f559(a775,x32332),a13)),a13)+E(f469(f576(x32333,x32332),f541(x32334,f470(f585(a791,x32331),f470(f559(a775,x32332),a13)))),f541(x32334,x32331))
% 53.58/53.63 [3234]~P2(f465(x32343,x32344))+~P2(f675(a455,x32341))+~P2(f675(f518(a781,x32342),x32341))+E(f572(f529(a790,x32341),f572(f516(a739,x32342),a11)),a11)+E(f519(f520(x32343,x32342),f535(x32344,f572(f529(a790,x32341),f572(f516(a739,x32342),a11)))),f535(x32344,x32341))
% 53.58/53.63 [2208]~P5(x22081)+E(x22081,a2)+P2(f526(x22082,x22081))+~E(f202(x22082,x22081),a2)+P4(f194(x22082,x22081))+~P2(f526(a422,x22081))
% 53.58/53.63 [2209]~P3(x22091)+E(x22091,a4)+P2(f583(x22092,x22091))+~E(f197(x22092,x22091),a4)+P5(f195(x22092,x22091))+~P2(f583(a457,x22091))
% 53.58/53.63 [2226]~P5(x22261)+E(x22261,a2)+P4(f203(x22262,x22261))+P2(f526(x22262,x22261))+P4(f194(x22262,x22261))+~P2(f526(a422,x22261))
% 53.58/53.63 [2227]~P5(x22271)+E(x22271,a2)+P5(f202(x22272,x22271))+P2(f526(x22272,x22271))+P4(f194(x22272,x22271))+~P2(f526(a422,x22271))
% 53.58/53.63 [2228]~P3(x22281)+E(x22281,a4)+P5(f195(x22282,x22281))+P2(f583(x22282,x22281))+P3(f197(x22282,x22281))+~P2(f583(a457,x22281))
% 53.58/53.63 [2229]~P3(x22291)+E(x22291,a4)+P5(f198(x22292,x22291))+P2(f583(x22292,x22291))+P5(f195(x22292,x22291))+~P2(f583(a457,x22291))
% 53.58/53.63 [2326]~P5(x23261)+E(x23261,a2)+P2(f526(x23262,x23261))+P4(f194(x23262,x23261))+~P2(f526(a422,x23261))+P2(f526(a422,f202(x23262,x23261)))
% 53.58/53.63 [2327]~P3(x23271)+E(x23271,a4)+P2(f583(x23272,x23271))+P5(f195(x23272,x23271))+~P2(f583(a457,x23271))+P2(f583(a457,f197(x23272,x23271)))
% 53.58/53.63 [2330]~P5(x23301)+E(x23301,a2)+P2(f526(x23302,x23301))+P4(f194(x23302,x23301))+~P2(f526(a422,x23301))+P2(f526(x23302,f202(x23302,x23301)))
% 53.58/53.63 [2331]~P3(x23311)+E(x23311,a4)+P2(f583(x23312,x23311))+P5(f195(x23312,x23311))+~P2(f583(a457,x23311))+P2(f583(x23312,f197(x23312,x23311)))
% 53.58/53.63 [2962]~P5(x29621)+E(x29621,a2)+P2(f526(x29622,x29621))+P4(f194(x29622,x29621))+~P2(f526(a422,x29621))+~P2(f526(f720(a787,f203(x29622,x29621)),f202(x29622,x29621)))
% 53.58/53.63 [2963]~P3(x29631)+E(x29631,a4)+P2(f583(x29632,x29631))+P5(f195(x29632,x29631))+~P2(f583(a457,x29631))+~P2(f583(f638(a785,f198(x29632,x29631)),f197(x29632,x29631)))
% 53.58/53.63 [2670]E(x26701,a13)+E(x26702,a13)+~P2(f553(a461,x26701))+~P2(f553(a461,x26702))+~E(f470(f585(a810,x26702),x26701),a13)+E(f469(f576(a816,f541(a7,x26702)),f541(a7,x26701)),f541(a7,f470(f585(a815,x26702),x26701)))
% 53.58/53.63 [3269]~P5(x32691)+E(x32691,a2)+P2(f526(x32692,x32691))+P4(f194(x32692,x32691))+~P2(f526(a422,x32691))+~P2(f526(x32692,f665(f729(a777,f203(x32692,x32691)),f202(x32692,x32691))))
% 53.58/53.63 [3270]~P3(x32701)+E(x32701,a4)+P2(f583(x32702,x32701))+P5(f195(x32702,x32701))+~P2(f583(a457,x32701))+~P2(f583(x32702,f632(f534(a774,f198(x32702,x32701)),f197(x32702,x32701))))
% 53.58/53.63 [3116]~P5(x31161)+E(x31161,a2)+~E(f202(x31162,x31161),a2)+P2(f526(x31162,x31161))+~P2(f526(a422,x31161))+~P2(f526(x31162,f665(f729(a777,f194(x31162,x31161)),a2)))
% 53.58/53.63 [3117]~P3(x31171)+E(x31171,a4)+~E(f197(x31172,x31171),a4)+P2(f583(x31172,x31171))+~P2(f583(a457,x31171))+~P2(f583(x31172,f632(f534(a774,f195(x31172,x31171)),a4)))
% 53.58/53.63 [3120]~P5(x31201)+E(x31201,a2)+P2(f526(x31202,x31201))+P4(f203(x31202,x31201))+~P2(f526(a422,x31201))+~P2(f526(x31202,f665(f729(a777,f194(x31202,x31201)),a2)))
% 53.58/53.63 [3121]~P5(x31211)+E(x31211,a2)+P2(f526(x31212,x31211))+P5(f202(x31212,x31211))+~P2(f526(a422,x31211))+~P2(f526(x31212,f665(f729(a777,f194(x31212,x31211)),a2)))
% 53.58/53.63 [3122]~P3(x31221)+E(x31221,a4)+P2(f583(x31222,x31221))+P3(f197(x31222,x31221))+~P2(f583(a457,x31221))+~P2(f583(x31222,f632(f534(a774,f195(x31222,x31221)),a4)))
% 53.58/53.63 [3123]~P3(x31231)+E(x31231,a4)+P2(f583(x31232,x31231))+P5(f198(x31232,x31231))+~P2(f583(a457,x31231))+~P2(f583(x31232,f632(f534(a774,f195(x31232,x31231)),a4)))
% 53.58/53.63 [3183]~P5(x31831)+E(x31831,a2)+P2(f526(x31832,x31831))+~P2(f526(a422,x31831))+P2(f526(a422,f202(x31832,x31831)))+~P2(f526(x31832,f665(f729(a777,f194(x31832,x31831)),a2)))
% 53.58/53.63 [3184]~P3(x31841)+E(x31841,a4)+P2(f583(x31842,x31841))+~P2(f583(a457,x31841))+P2(f583(a457,f197(x31842,x31841)))+~P2(f583(x31842,f632(f534(a774,f195(x31842,x31841)),a4)))
% 53.58/53.63 [3185]~P5(x31851)+E(x31851,a2)+P2(f526(x31852,x31851))+~P2(f526(a422,x31851))+P2(f526(x31852,f202(x31852,x31851)))+~P2(f526(x31852,f665(f729(a777,f194(x31852,x31851)),a2)))
% 53.58/53.63 [3186]~P3(x31861)+E(x31861,a4)+P2(f583(x31862,x31861))+~P2(f583(a457,x31861))+P2(f583(x31862,f197(x31862,x31861)))+~P2(f583(x31862,f632(f534(a774,f195(x31862,x31861)),a4)))
% 53.58/53.63 [3313]~P5(x33131)+E(x33131,a2)+P2(f526(x33132,x33131))+~P2(f526(a422,x33131))+~P2(f526(f720(a787,f203(x33132,x33131)),f202(x33132,x33131)))+~P2(f526(x33132,f665(f729(a777,f194(x33132,x33131)),a2)))
% 53.58/53.63 [3314]~P3(x33141)+E(x33141,a4)+P2(f583(x33142,x33141))+~P2(f583(a457,x33141))+~P2(f583(f638(a785,f198(x33142,x33141)),f197(x33142,x33141)))+~P2(f583(x33142,f632(f534(a774,f195(x33142,x33141)),a4)))
% 53.58/53.63 [3378]~P5(x33781)+E(x33781,a2)+P2(f526(x33782,x33781))+~P2(f526(a422,x33781))+~P2(f526(x33782,f665(f729(a777,f203(x33782,x33781)),f202(x33782,x33781))))+~P2(f526(x33782,f665(f729(a777,f194(x33782,x33781)),a2)))
% 53.58/53.63 [3379]~P3(x33791)+E(x33791,a4)+P2(f583(x33792,x33791))+~P2(f583(a457,x33791))+~P2(f583(x33792,f632(f534(a774,f198(x33792,x33791)),f197(x33792,x33791))))+~P2(f583(x33792,f632(f534(a774,f195(x33792,x33791)),a4)))
% 53.58/53.63 [2253]~P4(x22532)+~P5(x22531)+~P5(x22533)+~E(x22531,f665(f729(a777,x22532),x22533))+~P2(f526(a422,x22533))+P2(f526(a422,x22531))
% 53.58/53.63 [2254]~P3(x22541)+~P3(x22543)+~P5(x22542)+~E(x22541,f632(f534(a774,x22542),x22543))+~P2(f583(a457,x22543))+P2(f583(a457,x22541))
% 53.58/53.63 [2278]~P4(x22781)+~P5(x22783)+~P5(x22782)+~E(x22783,a2)+~E(x22783,f665(f729(a777,x22781),x22782))+P2(f526(f720(a787,x22781),x22782))
% 53.58/53.63 [2528]~P5(x25282)+~P5(x25281)+E(x25281,x25282)+~E(f665(f729(a777,x25283),x25281),f665(f729(a777,x25283),x25282))+P2(f526(f720(a787,x25283),x25281))+P2(f526(f720(a787,x25283),x25282))
% 53.58/53.63 [2819]~P5(x28191)+E(x28191,a2)+~P2(f425(x28192,x28193))+P4(f223(x28191,x28192,x28193))+~P2(f526(a422,x28191))+P2(f526(f720(a787,f545(x28193,x28191)),x28191))
% 53.58/53.63 [2820]~P5(x28201)+E(x28201,a2)+~P2(f425(x28202,x28203))+P4(f226(x28201,x28202,x28203))+~P2(f526(a422,x28201))+P2(f526(f720(a787,f545(x28203,x28201)),x28201))
% 53.58/53.63 [2821]~P3(x28211)+E(x28211,a4)+~P2(f441(x28212,x28213))+P5(f232(x28211,x28212,x28213))+~P2(f583(a457,x28211))+P2(f583(f638(a785,f661(x28213,x28211)),x28211))
% 53.58/53.63 [2822]~P3(x28221)+E(x28221,a4)+~P2(f441(x28222,x28223))+P5(f235(x28221,x28222,x28223))+~P2(f583(a457,x28221))+P2(f583(f638(a785,f661(x28223,x28221)),x28221))
% 53.58/53.63 [3489]~P5(x34891)+E(x34891,a2)+~P2(f425(x34893,x34892))+~P2(f526(a422,x34891))+P2(f526(f720(a787,f545(x34892,x34891)),x34891))+~P2(f526(f720(a787,f732(f713(x34893,f223(x34891,x34893,x34892)),f226(x34891,x34893,x34892))),f665(f729(a777,f223(x34891,x34893,x34892)),f665(f729(a777,f226(x34891,x34893,x34892)),a2))))
% 53.58/53.63 [3490]~P3(x34901)+E(x34901,a4)+~P2(f441(x34903,x34902))+~P2(f583(a457,x34901))+P2(f583(f638(a785,f661(x34902,x34901)),x34901))+~P2(f583(f638(a785,f665(f554(x34903,f232(x34901,x34903,x34902)),f235(x34901,x34903,x34902))),f632(f534(a774,f232(x34901,x34903,x34902)),f632(f534(a774,f235(x34901,x34903,x34902)),a4))))
% 53.58/53.63 [2618]~P4(x26182)+~P4(x26181)+~E(x26181,x26182)+~E(f665(f554(a814,x26183),x26184),a2)+~P2(f526(f720(a787,x26182),x26184))+~P2(f526(f720(a787,x26181),x26183))
% 53.58/53.63 [2745]~P5(x27451)+E(x27451,a2)+~P2(f467(x27452,x27453))+E(f732(f713(x27452,f545(x27453,x27451)),f545(x27453,x27454)),f545(x27453,x27454))+~P2(f526(a422,x27454))+~P2(f526(f631(a799,x27451),x27454))
% 53.58/53.63 [2746]~P3(x27461)+E(x27461,a4)+~P2(f426(x27462,x27463))+E(f665(f554(x27462,f661(x27463,x27461)),f661(x27463,x27464)),f661(x27463,x27464))+~P2(f583(a457,x27464))+~P2(f583(f639(a800,x27461),x27464))
% 53.58/53.63 [2633]~P5(x26331)+E(x26331,a2)+~P2(f425(x26334,x26332))+~P2(f526(a422,x26331))+E(f545(x26332,f665(f729(a777,x26333),x26331)),f732(f713(x26334,x26333),f545(x26332,x26331)))+P2(f526(f720(a787,x26333),x26331))
% 53.58/53.63 [2634]~P3(x26341)+E(x26341,a4)+~P2(f441(x26344,x26342))+~P2(f583(a457,x26341))+E(f661(x26342,f632(f534(a774,x26343),x26341)),f665(f554(x26344,x26343),f661(x26342,x26341)))+P2(f583(f638(a785,x26343),x26341))
% 53.58/53.63 [2716]E(x27161,a3)+E(x27162,a3)+~P2(f458(x27163,x27164))+~P2(f527(a456,x27161))+~P2(f527(a456,x27162))+E(f498(f491(x27163,f642(x27164,x27162)),f642(x27164,x27161)),f642(x27164,f469(f576(a813,x27162),x27161)))
% 53.58/53.63 [2717]E(x27171,a11)+E(x27172,a11)+~P2(f463(x27173,x27174))+~P2(f675(a455,x27171))+~P2(f675(a455,x27172))+E(f519(f520(x27173,f535(x27174,x27172)),f535(x27174,x27171)),f535(x27174,f572(f529(a819,x27172),x27171)))
% 53.58/53.63 [2718]E(x27181,a13)+E(x27182,a13)+~P2(f464(x27183,x27184))+~P2(f553(a461,x27181))+~P2(f553(a461,x27182))+E(f469(f576(x27183,f541(x27184,x27182)),f541(x27184,x27181)),f541(x27184,f470(f585(a815,x27182),x27181)))
% 53.58/53.63 [2832]~P4(x28323)+E(f545(x28321,x28322),x28323)+~P2(f425(x28324,x28321))+~P2(f526(a422,x28322))+~P2(f526(f720(a787,x28323),x28322))+~E(f665(f554(a780,x28322),f665(f729(a777,x28323),a2)),a2)
% 53.58/53.63 [2833]~P5(x28333)+E(f661(x28331,x28332),x28333)+~P2(f441(x28334,x28331))+~P2(f583(a457,x28332))+~P2(f583(f638(a785,x28333),x28332))+~E(f632(f609(a789,x28332),f632(f534(a774,x28333),a4)),a4)
% 53.58/53.63 [3111]~P5(x31111)+E(x31111,a2)+~P2(f467(x31114,x31112))+P4(f207(x31111,x31113,x31114,x31112))+~P2(f526(a422,x31111))+E(f545(x31112,f665(f764(x31113),x31111)),f732(x31113,f545(x31112,x31111)))
% 53.58/53.63 [3112]~P5(x31121)+E(x31121,a2)+~P2(f467(x31124,x31122))+P4(f212(x31121,x31123,x31124,x31122))+~P2(f526(a422,x31121))+E(f545(x31122,f665(f764(x31123),x31121)),f732(x31123,f545(x31122,x31121)))
% 53.58/53.63 [3113]~P3(x31131)+E(x31131,a4)+~P2(f426(x31134,x31132))+P5(f208(x31131,x31133,x31134,x31132))+~P2(f583(a457,x31131))+E(f661(x31132,f632(f757(x31133),x31131)),f665(x31133,f661(x31132,x31131)))
% 53.58/53.63 [3114]~P3(x31141)+E(x31141,a4)+~P2(f426(x31144,x31142))+P5(f209(x31141,x31143,x31144,x31142))+~P2(f583(a457,x31141))+E(f661(x31142,f632(f757(x31143),x31141)),f665(x31143,f661(x31142,x31141)))
% 53.58/53.63 [3494]~P5(x34941)+E(x34941,a2)+~P2(f467(x34944,x34942))+~P2(f526(a422,x34941))+~E(f732(f713(x34944,f732(x34943,f207(x34941,x34943,x34944,x34942))),f732(x34943,f212(x34941,x34943,x34944,x34942))),f732(x34943,f732(f713(x34944,f207(x34941,x34943,x34944,x34942)),f212(x34941,x34943,x34944,x34942))))+E(f545(x34942,f665(f764(x34943),x34941)),f732(x34943,f545(x34942,x34941)))
% 53.58/53.63 [3495]~P3(x34951)+E(x34951,a4)+~P2(f426(x34954,x34952))+~P2(f583(a457,x34951))+~E(f665(f554(x34954,f665(x34953,f208(x34951,x34953,x34954,x34952))),f665(x34953,f209(x34951,x34953,x34954,x34952))),f665(x34953,f665(f554(x34954,f208(x34951,x34953,x34954,x34952)),f209(x34951,x34953,x34954,x34952))))+E(f661(x34952,f632(f757(x34953),x34951)),f665(x34953,f661(x34952,x34951)))
% 53.58/53.63 [3244]~P4(x32442)+~P2(f425(x32443,x32444))+~P2(f526(a422,x32441))+~P2(f526(f720(a787,x32442),x32441))+E(f665(f554(a780,x32441),f665(f729(a777,x32442),a2)),a2)+E(f732(f713(x32443,x32442),f545(x32444,f665(f554(a780,x32441),f665(f729(a777,x32442),a2)))),f545(x32444,x32441))
% 53.58/53.63 [3245]~P5(x32452)+~P2(f441(x32453,x32454))+~P2(f583(a457,x32451))+~P2(f583(f638(a785,x32452),x32451))+E(f632(f609(a789,x32451),f632(f534(a774,x32452),a4)),a4)+E(f665(f554(x32453,x32452),f661(x32454,f632(f609(a789,x32451),f632(f534(a774,x32452),a4)))),f661(x32454,x32451))
% 53.58/53.63 [2480]~E(x24802,x24803)+~E(x24801,x24804)+~P4(x24803)+~P4(x24802)+~P4(x24804)+~P4(x24801)+E(f665(f729(a777,x24801),f665(f729(a777,x24802),a2)),f665(f729(a777,x24803),f665(f729(a777,x24804),a2)))
% 53.58/53.63 [2782]~P4(x27824)+~P4(x27822)+~P4(x27821)+~P4(x27823)+E(x27821,x27822)+E(x27823,x27821)+~E(f665(f729(a777,x27821),f665(f729(a777,x27824),a2)),f665(f729(a777,x27822),f665(f729(a777,x27823),a2)))
% 53.58/53.63 [2783]~P4(x27834)+~P4(x27832)+~P4(x27831)+~P4(x27833)+E(x27831,x27832)+E(x27833,x27831)+~E(f665(f729(a777,x27833),f665(f729(a777,x27832),a2)),f665(f729(a777,x27834),f665(f729(a777,x27831),a2)))
% 53.58/53.63 [2784]~P4(x27844)+~P4(x27842)+~P4(x27843)+~P4(x27841)+E(x27841,x27842)+E(x27841,x27843)+~E(f665(f729(a777,x27843),f665(f729(a777,x27842),a2)),f665(f729(a777,x27844),f665(f729(a777,x27841),a2)))
% 53.58/53.63 [2785]~P4(x27854)+~P4(x27852)+~P4(x27853)+~P4(x27851)+E(x27851,x27852)+E(x27851,x27853)+~E(f665(f729(a777,x27851),f665(f729(a777,x27854),a2)),f665(f729(a777,x27852),f665(f729(a777,x27853),a2)))
% 53.58/53.63 [2829]E(x28291,a3)+E(x28292,a3)+~P2(f462(x28293,x28294))+~P2(f527(a456,x28291))+~P2(f527(a456,x28292))+E(f498(f491(x28293,f642(x28294,x28292)),f642(x28294,x28291)),f642(x28294,f469(f576(a813,x28292),x28291)))+~E(f469(f576(a816,x28292),x28291),a3)
% 53.58/53.63 [2830]E(x28301,a11)+E(x28302,a11)+~P2(f465(x28303,x28304))+~P2(f675(a455,x28301))+~P2(f675(a455,x28302))+E(f519(f520(x28303,f535(x28304,x28302)),f535(x28304,x28301)),f535(x28304,f572(f529(a819,x28302),x28301)))+~E(f572(f529(a818,x28302),x28301),a11)
% 53.58/53.63 [2831]E(x28311,a13)+E(x28312,a13)+~P2(f447(x28313,x28314))+~P2(f553(a461,x28311))+~P2(f553(a461,x28312))+E(f469(f576(x28313,f541(x28314,x28312)),f541(x28314,x28311)),f541(x28314,f470(f585(a815,x28312),x28311)))+~E(f470(f585(a810,x28312),x28311),a13)
% 53.58/53.63 [2756]~P3(x27561)+~P3(x27562)+E(x27561,a4)+E(x27562,a4)+~P2(f583(a457,x27561))+~P2(f583(a457,x27562))+~E(f632(f609(a809,x27561),x27562),a4)+E(f665(f554(a814,f661(a8,x27561)),f661(a8,x27562)),f661(a8,f632(f609(a817,x27561),x27562)))
% 53.58/53.63 [2758]~P5(x27581)+~P5(x27582)+E(x27581,a2)+E(x27582,a2)+~P2(f467(x27583,x27584))+~P2(f526(a422,x27581))+~P2(f526(a422,x27582))+E(f732(f713(x27583,f545(x27584,x27581)),f545(x27584,x27582)),f545(x27584,f665(f554(a812,x27581),x27582)))
% 53.58/53.63 [2759]~P3(x27591)+~P3(x27592)+E(x27591,a4)+E(x27592,a4)+~P2(f426(x27593,x27594))+~P2(f583(a457,x27591))+~P2(f583(a457,x27592))+E(f665(f554(x27593,f661(x27594,x27591)),f661(x27594,x27592)),f661(x27594,f632(f609(a817,x27591),x27592)))
% 53.58/53.63 [2853]~P5(x28531)+~P5(x28532)+E(x28531,a2)+E(x28532,a2)+~P2(f425(x28533,x28534))+~P2(f526(a422,x28531))+~P2(f526(a422,x28532))+E(f732(f713(x28533,f545(x28534,x28531)),f545(x28534,x28532)),f545(x28534,f665(f554(a812,x28531),x28532)))+~E(f665(f554(a814,x28531),x28532),a2)
% 53.58/53.63 [2854]~P3(x28541)+~P3(x28542)+E(x28541,a4)+E(x28542,a4)+~P2(f441(x28543,x28544))+~P2(f583(a457,x28541))+~P2(f583(a457,x28542))+E(f665(f554(x28543,f661(x28544,x28541)),f661(x28544,x28542)),f661(x28544,f632(f609(a817,x28541),x28542)))+~E(f632(f609(a809,x28541),x28542),a4)
% 53.58/53.63 %EqnAxiom
% 53.58/53.63 [1]E(x11,x11)
% 53.58/53.63 [2]E(x22,x21)+~E(x21,x22)
% 53.58/53.63 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 53.58/53.63 [4]~E(x41,x42)+E(f792(x41),f792(x42))
% 53.58/53.63 [5]~E(x51,x52)+E(f793(x51),f793(x52))
% 53.58/53.63 [6]~E(x61,x62)+E(f794(x61),f794(x62))
% 53.58/53.63 [7]~E(x71,x72)+E(f836(x71),f836(x72))
% 53.58/53.63 [8]~E(x81,x82)+E(f841(x81),f841(x82))
% 53.58/53.63 [9]~E(x91,x92)+E(f423(x91),f423(x92))
% 53.58/53.63 [10]~E(x101,x102)+E(f444(x101),f444(x102))
% 53.58/53.63 [11]~E(x111,x112)+E(f450(x111),f450(x112))
% 53.58/53.63 [12]~E(x121,x122)+E(f451(x121),f451(x122))
% 53.58/53.63 [13]~E(x131,x132)+E(f454(x131),f454(x132))
% 53.58/53.63 [14]~E(x141,x142)+E(f445(x141),f445(x142))
% 53.58/53.63 [15]~E(x151,x152)+E(f778(x151),f778(x152))
% 53.58/53.63 [16]~E(x161,x162)+E(f594(x161,x163),f594(x162,x163))
% 53.58/53.63 [17]~E(x171,x172)+E(f594(x173,x171),f594(x173,x172))
% 53.58/53.63 [18]~E(x181,x182)+E(f53(x181),f53(x182))
% 53.58/53.63 [19]~E(x191,x192)+E(f526(x191,x193),f526(x192,x193))
% 53.58/53.63 [20]~E(x201,x202)+E(f526(x203,x201),f526(x203,x202))
% 53.58/53.63 [21]~E(x211,x212)+E(f527(x211,x213),f527(x212,x213))
% 53.58/53.63 [22]~E(x221,x222)+E(f527(x223,x221),f527(x223,x222))
% 53.58/53.63 [23]~E(x231,x232)+E(f752(x231),f752(x232))
% 53.58/53.63 [24]~E(x241,x242)+E(f695(x241,x243),f695(x242,x243))
% 53.58/53.63 [25]~E(x251,x252)+E(f695(x253,x251),f695(x253,x252))
% 53.58/53.63 [26]~E(x261,x262)+E(f582(x261,x263),f582(x262,x263))
% 53.58/53.63 [27]~E(x271,x272)+E(f582(x273,x271),f582(x273,x272))
% 53.58/53.63 [28]~E(x281,x282)+E(f779(x281),f779(x282))
% 53.58/53.63 [29]~E(x291,x292)+E(f741(x291),f741(x292))
% 53.58/53.63 [30]~E(x301,x302)+E(f742(x301),f742(x302))
% 53.58/53.63 [31]~E(x311,x312)+E(f772(x311),f772(x312))
% 53.58/53.63 [32]~E(x321,x322)+E(f17(x321),f17(x322))
% 53.58/53.63 [33]~E(x331,x332)+E(f145(x331),f145(x332))
% 53.58/53.63 [34]~E(x341,x342)+E(f18(x341),f18(x342))
% 53.58/53.63 [35]~E(x351,x352)+E(f469(x351,x353),f469(x352,x353))
% 53.58/53.63 [36]~E(x361,x362)+E(f469(x363,x361),f469(x363,x362))
% 53.58/53.63 [37]~E(x371,x372)+E(f470(x371,x373),f470(x372,x373))
% 53.58/53.63 [38]~E(x381,x382)+E(f470(x383,x381),f470(x383,x382))
% 53.58/53.63 [39]~E(x391,x392)+E(f743(x391),f743(x392))
% 53.58/53.63 [40]~E(x401,x402)+E(f471(x401,x403),f471(x402,x403))
% 53.58/53.63 [41]~E(x411,x412)+E(f471(x413,x411),f471(x413,x412))
% 53.58/53.63 [42]~E(x421,x422)+E(f585(x421,x423),f585(x422,x423))
% 53.58/53.63 [43]~E(x431,x432)+E(f585(x433,x431),f585(x433,x432))
% 53.58/53.63 [44]~E(x441,x442)+E(f524(x441,x443),f524(x442,x443))
% 53.58/53.63 [45]~E(x451,x452)+E(f524(x453,x451),f524(x453,x452))
% 53.58/53.63 [46]~E(x461,x462)+E(f753(x461),f753(x462))
% 53.58/53.63 [47]~E(x471,x472)+E(f525(x471,x473),f525(x472,x473))
% 53.58/53.63 [48]~E(x481,x482)+E(f525(x483,x481),f525(x483,x482))
% 53.58/53.63 [49]~E(x491,x492)+E(f754(x491),f754(x492))
% 53.58/53.63 [50]~E(x501,x502)+E(f622(x501,x503),f622(x502,x503))
% 53.58/53.63 [51]~E(x511,x512)+E(f622(x513,x511),f622(x513,x512))
% 53.58/53.63 [52]~E(x521,x522)+E(f472(x521,x523),f472(x522,x523))
% 53.58/53.63 [53]~E(x531,x532)+E(f472(x533,x531),f472(x533,x532))
% 53.58/53.63 [54]~E(x541,x542)+E(f673(x541,x543),f673(x542,x543))
% 53.58/53.63 [55]~E(x551,x552)+E(f673(x553,x551),f673(x553,x552))
% 53.58/53.63 [56]~E(x561,x562)+E(f674(x561,x563),f674(x562,x563))
% 53.58/53.63 [57]~E(x571,x572)+E(f674(x573,x571),f674(x573,x572))
% 53.58/53.63 [58]~E(x581,x582)+E(f583(x581,x583),f583(x582,x583))
% 53.58/53.63 [59]~E(x591,x592)+E(f583(x593,x591),f583(x593,x592))
% 53.58/53.63 [60]~E(x601,x602)+E(f473(x601,x603),f473(x602,x603))
% 53.58/53.63 [61]~E(x611,x612)+E(f473(x613,x611),f473(x613,x612))
% 53.58/53.63 [62]~E(x621,x622)+E(f675(x621,x623),f675(x622,x623))
% 53.58/53.63 [63]~E(x631,x632)+E(f675(x633,x631),f675(x633,x632))
% 53.58/53.63 [64]~E(x641,x642)+E(f750(x641),f750(x642))
% 53.58/53.63 [65]~E(x651,x652)+E(f559(x651,x653),f559(x652,x653))
% 53.58/53.63 [66]~E(x661,x662)+E(f559(x663,x661),f559(x663,x662))
% 53.58/53.63 [67]~E(x671,x672)+E(f237(x671,x673,x674),f237(x672,x673,x674))
% 53.58/53.63 [68]~E(x681,x682)+E(f237(x683,x681,x684),f237(x683,x682,x684))
% 53.58/53.63 [69]~E(x691,x692)+E(f237(x693,x694,x691),f237(x693,x694,x692))
% 53.58/53.63 [70]~E(x701,x702)+E(f169(x701,x703,x704),f169(x702,x703,x704))
% 53.58/53.63 [71]~E(x711,x712)+E(f169(x713,x711,x714),f169(x713,x712,x714))
% 53.58/53.63 [72]~E(x721,x722)+E(f169(x723,x724,x721),f169(x723,x724,x722))
% 53.58/53.63 [73]~E(x731,x732)+E(f553(x731,x733),f553(x732,x733))
% 53.58/53.63 [74]~E(x741,x742)+E(f553(x743,x741),f553(x743,x742))
% 53.58/53.63 [75]~E(x751,x752)+E(f465(x751,x753),f465(x752,x753))
% 53.58/53.63 [76]~E(x761,x762)+E(f465(x763,x761),f465(x763,x762))
% 53.58/53.63 [77]~E(x771,x772)+E(f425(x771,x773),f425(x772,x773))
% 53.58/53.63 [78]~E(x781,x782)+E(f425(x783,x781),f425(x783,x782))
% 53.58/53.63 [79]~E(x791,x792)+E(f462(x791,x793),f462(x792,x793))
% 53.58/53.63 [80]~E(x801,x802)+E(f462(x803,x801),f462(x803,x802))
% 53.58/53.63 [81]~E(x811,x812)+E(f441(x811,x813),f441(x812,x813))
% 53.58/53.63 [82]~E(x821,x822)+E(f441(x823,x821),f441(x823,x822))
% 53.58/53.63 [83]~E(x831,x832)+E(f447(x831,x833),f447(x832,x833))
% 53.58/53.63 [84]~E(x841,x842)+E(f447(x843,x841),f447(x843,x842))
% 53.58/53.63 [85]~E(x851,x852)+E(f463(x851,x853),f463(x852,x853))
% 53.58/53.63 [86]~E(x861,x862)+E(f463(x863,x861),f463(x863,x862))
% 53.58/53.63 [87]~E(x871,x872)+E(f467(x871,x873),f467(x872,x873))
% 53.58/53.63 [88]~E(x881,x882)+E(f467(x883,x881),f467(x883,x882))
% 53.58/53.63 [89]~E(x891,x892)+E(f458(x891,x893),f458(x892,x893))
% 53.58/53.63 [90]~E(x901,x902)+E(f458(x903,x901),f458(x903,x902))
% 53.58/53.63 [91]~E(x911,x912)+E(f426(x911,x913),f426(x912,x913))
% 53.58/53.63 [92]~E(x921,x922)+E(f426(x923,x921),f426(x923,x922))
% 53.58/53.63 [93]~E(x931,x932)+E(f464(x931,x933),f464(x932,x933))
% 53.58/53.63 [94]~E(x941,x942)+E(f464(x943,x941),f464(x943,x942))
% 53.58/53.63 [95]~E(x951,x952)+E(f623(x951,x953),f623(x952,x953))
% 53.58/53.63 [96]~E(x961,x962)+E(f623(x963,x961),f623(x963,x962))
% 53.58/53.63 [97]~E(x971,x972)+E(f727(x971,x973),f727(x972,x973))
% 53.58/53.63 [98]~E(x981,x982)+E(f727(x983,x981),f727(x983,x982))
% 53.58/53.63 [99]~E(x991,x992)+E(f474(x991,x993),f474(x992,x993))
% 53.58/53.63 [100]~E(x1001,x1002)+E(f474(x1003,x1001),f474(x1003,x1002))
% 53.58/53.63 [101]~E(x1011,x1012)+E(f699(x1011,x1013),f699(x1012,x1013))
% 53.58/53.63 [102]~E(x1021,x1022)+E(f699(x1023,x1021),f699(x1023,x1022))
% 53.58/53.63 [103]~E(x1031,x1032)+E(f504(x1031,x1033),f504(x1032,x1033))
% 53.58/53.63 [104]~E(x1041,x1042)+E(f504(x1043,x1041),f504(x1043,x1042))
% 53.58/53.63 [105]~E(x1051,x1052)+E(f595(x1051,x1053),f595(x1052,x1053))
% 53.58/53.63 [106]~E(x1061,x1062)+E(f595(x1063,x1061),f595(x1063,x1062))
% 53.58/53.63 [107]~E(x1071,x1072)+E(f665(x1071,x1073),f665(x1072,x1073))
% 53.58/53.63 [108]~E(x1081,x1082)+E(f665(x1083,x1081),f665(x1083,x1082))
% 53.58/53.63 [109]~E(x1091,x1092)+E(f655(x1091,x1093),f655(x1092,x1093))
% 53.58/53.63 [110]~E(x1101,x1102)+E(f655(x1103,x1101),f655(x1103,x1102))
% 53.58/53.63 [111]~E(x1111,x1112)+E(f554(x1111,x1113),f554(x1112,x1113))
% 53.58/53.63 [112]~E(x1121,x1122)+E(f554(x1123,x1121),f554(x1123,x1122))
% 53.58/53.63 [113]~E(x1131,x1132)+E(f627(x1131,x1133),f627(x1132,x1133))
% 53.58/53.63 [114]~E(x1141,x1142)+E(f627(x1143,x1141),f627(x1143,x1142))
% 53.58/53.63 [115]~E(x1151,x1152)+E(f528(x1151,x1153),f528(x1152,x1153))
% 53.58/53.63 [116]~E(x1161,x1162)+E(f528(x1163,x1161),f528(x1163,x1162))
% 53.58/53.63 [117]~E(x1171,x1172)+E(f489(x1171,x1173),f489(x1172,x1173))
% 53.58/53.63 [118]~E(x1181,x1182)+E(f489(x1183,x1181),f489(x1183,x1182))
% 53.58/53.63 [119]~E(x1191,x1192)+E(f571(x1191,x1193),f571(x1192,x1193))
% 53.58/53.63 [120]~E(x1201,x1202)+E(f571(x1203,x1201),f571(x1203,x1202))
% 53.58/53.63 [121]~E(x1211,x1212)+E(f521(x1211,x1213),f521(x1212,x1213))
% 53.58/53.63 [122]~E(x1221,x1222)+E(f521(x1223,x1221),f521(x1223,x1222))
% 53.58/53.63 [123]~E(x1231,x1232)+E(f475(x1231,x1233),f475(x1232,x1233))
% 53.58/53.63 [124]~E(x1241,x1242)+E(f475(x1243,x1241),f475(x1243,x1242))
% 53.58/53.63 [125]~E(x1251,x1252)+E(f676(x1251,x1253),f676(x1252,x1253))
% 53.58/53.63 [126]~E(x1261,x1262)+E(f676(x1263,x1261),f676(x1263,x1262))
% 53.58/53.63 [127]~E(x1271,x1272)+E(f842(x1271,x1273),f842(x1272,x1273))
% 53.58/53.63 [128]~E(x1281,x1282)+E(f842(x1283,x1281),f842(x1283,x1282))
% 53.58/53.63 [129]~E(x1291,x1292)+E(f493(x1291,x1293),f493(x1292,x1293))
% 53.58/53.63 [130]~E(x1301,x1302)+E(f493(x1303,x1301),f493(x1303,x1302))
% 53.58/53.63 [131]~E(x1311,x1312)+E(f480(x1311,x1313),f480(x1312,x1313))
% 53.58/53.63 [132]~E(x1321,x1322)+E(f480(x1323,x1321),f480(x1323,x1322))
% 53.58/53.63 [133]~E(x1331,x1332)+E(f698(x1331,x1333),f698(x1332,x1333))
% 53.58/53.63 [134]~E(x1341,x1342)+E(f698(x1343,x1341),f698(x1343,x1342))
% 53.58/53.63 [135]~E(x1351,x1352)+E(f557(x1351,x1353),f557(x1352,x1353))
% 53.58/53.63 [136]~E(x1361,x1362)+E(f557(x1363,x1361),f557(x1363,x1362))
% 53.58/53.63 [137]~E(x1371,x1372)+E(f628(x1371,x1373),f628(x1372,x1373))
% 53.58/53.63 [138]~E(x1381,x1382)+E(f628(x1383,x1381),f628(x1383,x1382))
% 53.58/53.63 [139]~E(x1391,x1392)+E(f324(x1391,x1393,x1394),f324(x1392,x1393,x1394))
% 53.58/53.63 [140]~E(x1401,x1402)+E(f324(x1403,x1401,x1404),f324(x1403,x1402,x1404))
% 53.58/53.63 [141]~E(x1411,x1412)+E(f324(x1413,x1414,x1411),f324(x1413,x1414,x1412))
% 53.58/53.63 [142]~E(x1421,x1422)+E(f596(x1421,x1423),f596(x1422,x1423))
% 53.58/53.63 [143]~E(x1431,x1432)+E(f596(x1433,x1431),f596(x1433,x1432))
% 53.58/53.63 [144]~E(x1441,x1442)+E(f481(x1441,x1443),f481(x1442,x1443))
% 53.58/53.63 [145]~E(x1451,x1452)+E(f481(x1453,x1451),f481(x1453,x1452))
% 53.58/53.63 [146]~E(x1461,x1462)+E(f494(x1461,x1463),f494(x1462,x1463))
% 53.58/53.63 [147]~E(x1471,x1472)+E(f494(x1473,x1471),f494(x1473,x1472))
% 53.58/53.63 [148]~E(x1481,x1482)+E(f509(x1481,x1483),f509(x1482,x1483))
% 53.58/53.63 [149]~E(x1491,x1492)+E(f509(x1493,x1491),f509(x1493,x1492))
% 53.58/53.63 [150]~E(x1501,x1502)+E(f495(x1501,x1503),f495(x1502,x1503))
% 53.58/53.63 [151]~E(x1511,x1512)+E(f495(x1513,x1511),f495(x1513,x1512))
% 53.58/53.63 [152]~E(x1521,x1522)+E(f632(x1521,x1523),f632(x1522,x1523))
% 53.58/53.63 [153]~E(x1531,x1532)+E(f632(x1533,x1531),f632(x1533,x1532))
% 53.58/53.63 [154]~E(x1541,x1542)+E(f506(x1541,x1543),f506(x1542,x1543))
% 53.58/53.63 [155]~E(x1551,x1552)+E(f506(x1553,x1551),f506(x1553,x1552))
% 53.58/53.63 [156]~E(x1561,x1562)+E(f677(x1561,x1563),f677(x1562,x1563))
% 53.58/53.63 [157]~E(x1571,x1572)+E(f677(x1573,x1571),f677(x1573,x1572))
% 53.58/53.63 [158]~E(x1581,x1582)+E(f496(x1581,x1583),f496(x1582,x1583))
% 53.58/53.63 [159]~E(x1591,x1592)+E(f496(x1593,x1591),f496(x1593,x1592))
% 53.58/53.63 [160]~E(x1601,x1602)+E(f572(x1601,x1603),f572(x1602,x1603))
% 53.58/53.63 [161]~E(x1611,x1612)+E(f572(x1613,x1611),f572(x1613,x1612))
% 53.58/53.63 [162]~E(x1621,x1622)+E(f500(x1621,x1623),f500(x1622,x1623))
% 53.58/53.63 [163]~E(x1631,x1632)+E(f500(x1633,x1631),f500(x1633,x1632))
% 53.58/53.63 [164]~E(x1641,x1642)+E(f576(x1641,x1643),f576(x1642,x1643))
% 53.58/53.63 [165]~E(x1651,x1652)+E(f576(x1653,x1651),f576(x1653,x1652))
% 53.58/53.63 [166]~E(x1661,x1662)+E(f713(x1661,x1663),f713(x1662,x1663))
% 53.58/53.63 [167]~E(x1671,x1672)+E(f713(x1673,x1671),f713(x1673,x1672))
% 53.58/53.63 [168]~E(x1681,x1682)+E(f650(x1681,x1683),f650(x1682,x1683))
% 53.58/53.63 [169]~E(x1691,x1692)+E(f650(x1693,x1691),f650(x1693,x1692))
% 53.58/53.63 [170]~E(x1701,x1702)+E(f685(x1701,x1703),f685(x1702,x1703))
% 53.58/53.63 [171]~E(x1711,x1712)+E(f685(x1713,x1711),f685(x1713,x1712))
% 53.58/53.63 [172]~E(x1721,x1722)+E(f720(x1721,x1723),f720(x1722,x1723))
% 53.58/53.63 [173]~E(x1731,x1732)+E(f720(x1733,x1731),f720(x1733,x1732))
% 53.58/53.63 [174]~E(x1741,x1742)+E(f335(x1741,x1743,x1744),f335(x1742,x1743,x1744))
% 53.58/53.63 [175]~E(x1751,x1752)+E(f335(x1753,x1751,x1754),f335(x1753,x1752,x1754))
% 53.58/53.63 [176]~E(x1761,x1762)+E(f335(x1763,x1764,x1761),f335(x1763,x1764,x1762))
% 53.58/53.63 [177]~E(x1771,x1772)+E(f269(x1771,x1773,x1774,x1775),f269(x1772,x1773,x1774,x1775))
% 53.58/53.63 [178]~E(x1781,x1782)+E(f269(x1783,x1781,x1784,x1785),f269(x1783,x1782,x1784,x1785))
% 53.58/53.63 [179]~E(x1791,x1792)+E(f269(x1793,x1794,x1791,x1795),f269(x1793,x1794,x1792,x1795))
% 53.58/53.63 [180]~E(x1801,x1802)+E(f269(x1803,x1804,x1805,x1801),f269(x1803,x1804,x1805,x1802))
% 53.58/53.63 [181]~E(x1811,x1812)+E(f731(x1811,x1813),f731(x1812,x1813))
% 53.58/53.63 [182]~E(x1821,x1822)+E(f731(x1823,x1821),f731(x1823,x1822))
% 53.58/53.63 [183]~E(x1831,x1832)+E(f367(x1831,x1833),f367(x1832,x1833))
% 53.58/53.63 [184]~E(x1841,x1842)+E(f367(x1843,x1841),f367(x1843,x1842))
% 53.58/53.63 [185]~E(x1851,x1852)+E(f518(x1851,x1853),f518(x1852,x1853))
% 53.58/53.63 [186]~E(x1861,x1862)+E(f518(x1863,x1861),f518(x1863,x1862))
% 53.58/53.63 [187]~E(x1871,x1872)+E(f258(x1871,x1873,x1874,x1875),f258(x1872,x1873,x1874,x1875))
% 53.58/53.63 [188]~E(x1881,x1882)+E(f258(x1883,x1881,x1884,x1885),f258(x1883,x1882,x1884,x1885))
% 53.58/53.63 [189]~E(x1891,x1892)+E(f258(x1893,x1894,x1891,x1895),f258(x1893,x1894,x1892,x1895))
% 53.58/53.63 [190]~E(x1901,x1902)+E(f258(x1903,x1904,x1905,x1901),f258(x1903,x1904,x1905,x1902))
% 53.58/53.63 [191]~E(x1911,x1912)+E(f642(x1911,x1913),f642(x1912,x1913))
% 53.58/53.63 [192]~E(x1921,x1922)+E(f642(x1923,x1921),f642(x1923,x1922))
% 53.58/53.63 [193]~E(x1931,x1932)+E(f394(x1931,x1933),f394(x1932,x1933))
% 53.58/53.63 [194]~E(x1941,x1942)+E(f394(x1943,x1941),f394(x1943,x1942))
% 53.58/53.63 [195]~E(x1951,x1952)+E(f764(x1951),f764(x1952))
% 53.58/53.63 [196]~E(x1961,x1962)+E(f146(x1961),f146(x1962))
% 53.58/53.63 [197]~E(x1971,x1972)+E(f529(x1971,x1973),f529(x1972,x1973))
% 53.58/53.63 [198]~E(x1981,x1982)+E(f529(x1983,x1981),f529(x1983,x1982))
% 53.58/53.63 [199]~E(x1991,x1992)+E(f517(x1991,x1993),f517(x1992,x1993))
% 53.58/53.63 [200]~E(x2001,x2002)+E(f517(x2003,x2001),f517(x2003,x2002))
% 53.58/53.63 [201]~E(x2011,x2012)+E(f732(x2011,x2013),f732(x2012,x2013))
% 53.58/53.63 [202]~E(x2021,x2022)+E(f732(x2023,x2021),f732(x2023,x2022))
% 53.58/53.63 [203]~E(x2031,x2032)+E(f488(x2031,x2033),f488(x2032,x2033))
% 53.58/53.63 [204]~E(x2041,x2042)+E(f488(x2043,x2041),f488(x2043,x2042))
% 53.58/53.63 [205]~E(x2051,x2052)+E(f545(x2051,x2053),f545(x2052,x2053))
% 53.58/53.63 [206]~E(x2061,x2062)+E(f545(x2063,x2061),f545(x2063,x2062))
% 53.58/53.63 [207]~E(x2071,x2072)+E(f636(x2071,x2073),f636(x2072,x2073))
% 53.58/53.63 [208]~E(x2081,x2082)+E(f636(x2083,x2081),f636(x2083,x2082))
% 53.58/53.63 [209]~E(x2091,x2092)+E(f339(x2091,x2093,x2094),f339(x2092,x2093,x2094))
% 53.58/53.63 [210]~E(x2101,x2102)+E(f339(x2103,x2101,x2104),f339(x2103,x2102,x2104))
% 53.58/53.63 [211]~E(x2111,x2112)+E(f339(x2113,x2114,x2111),f339(x2113,x2114,x2112))
% 53.58/53.63 [212]~E(x2121,x2122)+E(f729(x2121,x2123),f729(x2122,x2123))
% 53.58/53.63 [213]~E(x2131,x2132)+E(f729(x2133,x2131),f729(x2133,x2132))
% 53.58/53.63 [214]~E(x2141,x2142)+E(f618(x2141,x2143),f618(x2142,x2143))
% 53.58/53.63 [215]~E(x2151,x2152)+E(f618(x2153,x2151),f618(x2153,x2152))
% 53.58/53.63 [216]~E(x2161,x2162)+E(f668(x2161,x2163),f668(x2162,x2163))
% 53.58/53.63 [217]~E(x2171,x2172)+E(f668(x2173,x2171),f668(x2173,x2172))
% 53.58/53.63 [218]~E(x2181,x2182)+E(f744(x2181),f744(x2182))
% 53.58/53.63 [219]~E(x2191,x2192)+E(f508(x2191,x2193),f508(x2192,x2193))
% 53.58/53.63 [220]~E(x2201,x2202)+E(f508(x2203,x2201),f508(x2203,x2202))
% 53.58/53.63 [221]~E(x2211,x2212)+E(f631(x2211,x2213),f631(x2212,x2213))
% 53.58/53.63 [222]~E(x2221,x2222)+E(f631(x2223,x2221),f631(x2223,x2222))
% 53.58/53.63 [223]~E(x2231,x2232)+E(f165(x2231,x2233,x2234),f165(x2232,x2233,x2234))
% 53.58/53.63 [224]~E(x2241,x2242)+E(f165(x2243,x2241,x2244),f165(x2243,x2242,x2244))
% 53.58/53.63 [225]~E(x2251,x2252)+E(f165(x2253,x2254,x2251),f165(x2253,x2254,x2252))
% 53.58/53.63 [226]~E(x2261,x2262)+E(f579(x2261,x2263),f579(x2262,x2263))
% 53.58/53.63 [227]~E(x2271,x2272)+E(f579(x2273,x2271),f579(x2273,x2272))
% 53.58/53.63 [228]~E(x2281,x2282)+E(f486(x2281,x2283),f486(x2282,x2283))
% 53.58/53.63 [229]~E(x2291,x2292)+E(f486(x2293,x2291),f486(x2293,x2292))
% 53.58/53.63 [230]~E(x2301,x2302)+E(f503(x2301,x2303),f503(x2302,x2303))
% 53.58/53.63 [231]~E(x2311,x2312)+E(f503(x2313,x2311),f503(x2313,x2312))
% 53.58/53.63 [232]~E(x2321,x2322)+E(f516(x2321,x2323),f516(x2322,x2323))
% 53.58/53.63 [233]~E(x2331,x2332)+E(f516(x2333,x2331),f516(x2333,x2332))
% 53.58/53.63 [234]~E(x2341,x2342)+E(f715(x2341,x2343),f715(x2342,x2343))
% 53.58/53.63 [235]~E(x2351,x2352)+E(f715(x2353,x2351),f715(x2353,x2352))
% 53.58/53.63 [236]~E(x2361,x2362)+E(f696(x2361,x2363),f696(x2362,x2363))
% 53.58/53.63 [237]~E(x2371,x2372)+E(f696(x2373,x2371),f696(x2373,x2372))
% 53.58/53.63 [238]~E(x2381,x2382)+E(f351(x2381,x2383,x2384),f351(x2382,x2383,x2384))
% 53.58/53.63 [239]~E(x2391,x2392)+E(f351(x2393,x2391,x2394),f351(x2393,x2392,x2394))
% 53.58/53.63 [240]~E(x2401,x2402)+E(f351(x2403,x2404,x2401),f351(x2403,x2404,x2402))
% 53.58/53.63 [241]~E(x2411,x2412)+E(f459(x2411),f459(x2412))
% 53.58/53.63 [242]~E(x2421,x2422)+E(f765(x2421),f765(x2422))
% 53.58/53.63 [243]~E(x2431,x2432)+E(f51(x2431),f51(x2432))
% 53.58/53.63 [244]~E(x2441,x2442)+E(f389(x2441,x2443),f389(x2442,x2443))
% 53.58/53.63 [245]~E(x2451,x2452)+E(f389(x2453,x2451),f389(x2453,x2452))
% 53.58/53.63 [246]~E(x2461,x2462)+E(f52(x2461),f52(x2462))
% 53.58/53.63 [247]~E(x2471,x2472)+E(f565(x2471,x2473),f565(x2472,x2473))
% 53.58/53.63 [248]~E(x2481,x2482)+E(f565(x2483,x2481),f565(x2483,x2482))
% 53.58/53.63 [249]~E(x2491,x2492)+E(f705(x2491,x2493),f705(x2492,x2493))
% 53.58/53.63 [250]~E(x2501,x2502)+E(f705(x2503,x2501),f705(x2503,x2502))
% 53.58/53.63 [251]~E(x2511,x2512)+E(f482(x2511,x2513),f482(x2512,x2513))
% 53.58/53.63 [252]~E(x2521,x2522)+E(f482(x2523,x2521),f482(x2523,x2522))
% 53.58/53.63 [253]~E(x2531,x2532)+E(f700(x2531,x2533),f700(x2532,x2533))
% 53.58/53.63 [254]~E(x2541,x2542)+E(f700(x2543,x2541),f700(x2543,x2542))
% 53.58/53.63 [255]~E(x2551,x2552)+E(f449(x2551),f449(x2552))
% 53.58/53.63 [256]~E(x2561,x2562)+E(f773(x2561),f773(x2562))
% 53.58/53.63 [257]~E(x2571,x2572)+E(f697(x2571,x2573),f697(x2572,x2573))
% 53.58/53.63 [258]~E(x2581,x2582)+E(f697(x2583,x2581),f697(x2583,x2582))
% 53.58/53.63 [259]~E(x2591,x2592)+E(f719(x2591,x2593),f719(x2592,x2593))
% 53.58/53.63 [260]~E(x2601,x2602)+E(f719(x2603,x2601),f719(x2603,x2602))
% 53.58/53.63 [261]~E(x2611,x2612)+E(f149(x2611),f149(x2612))
% 53.58/53.63 [262]~E(x2621,x2622)+E(f166(x2621,x2623,x2624),f166(x2622,x2623,x2624))
% 53.58/53.63 [263]~E(x2631,x2632)+E(f166(x2633,x2631,x2634),f166(x2633,x2632,x2634))
% 53.58/53.63 [264]~E(x2641,x2642)+E(f166(x2643,x2644,x2641),f166(x2643,x2644,x2642))
% 53.58/53.63 [265]~E(x2651,x2652)+E(f638(x2651,x2653),f638(x2652,x2653))
% 53.58/53.63 [266]~E(x2661,x2662)+E(f638(x2663,x2661),f638(x2663,x2662))
% 53.58/53.63 [267]~E(x2671,x2672)+E(f597(x2671,x2673),f597(x2672,x2673))
% 53.58/53.63 [268]~E(x2681,x2682)+E(f597(x2683,x2681),f597(x2683,x2682))
% 53.58/53.63 [269]~E(x2691,x2692)+E(f757(x2691),f757(x2692))
% 53.58/53.63 [270]~E(x2701,x2702)+E(f640(x2701,x2703),f640(x2702,x2703))
% 53.58/53.63 [271]~E(x2711,x2712)+E(f640(x2713,x2711),f640(x2713,x2712))
% 53.58/53.63 [272]~E(x2721,x2722)+E(f762(x2721),f762(x2722))
% 53.58/53.63 [273]~E(x2731,x2732)+E(f542(x2731,x2733),f542(x2732,x2733))
% 53.58/53.63 [274]~E(x2741,x2742)+E(f542(x2743,x2741),f542(x2743,x2742))
% 53.58/53.63 [275]~E(x2751,x2752)+E(f761(x2751),f761(x2752))
% 53.58/53.63 [276]~E(x2761,x2762)+E(f271(x2761,x2763,x2764,x2765,x2766,x2767),f271(x2762,x2763,x2764,x2765,x2766,x2767))
% 53.58/53.63 [277]~E(x2771,x2772)+E(f271(x2773,x2771,x2774,x2775,x2776,x2777),f271(x2773,x2772,x2774,x2775,x2776,x2777))
% 53.58/53.63 [278]~E(x2781,x2782)+E(f271(x2783,x2784,x2781,x2785,x2786,x2787),f271(x2783,x2784,x2782,x2785,x2786,x2787))
% 53.58/53.63 [279]~E(x2791,x2792)+E(f271(x2793,x2794,x2795,x2791,x2796,x2797),f271(x2793,x2794,x2795,x2792,x2796,x2797))
% 53.58/53.63 [280]~E(x2801,x2802)+E(f271(x2803,x2804,x2805,x2806,x2801,x2807),f271(x2803,x2804,x2805,x2806,x2802,x2807))
% 53.58/53.63 [281]~E(x2811,x2812)+E(f271(x2813,x2814,x2815,x2816,x2817,x2811),f271(x2813,x2814,x2815,x2816,x2817,x2812))
% 53.58/53.63 [282]~E(x2821,x2822)+E(f656(x2821,x2823),f656(x2822,x2823))
% 53.58/53.63 [283]~E(x2831,x2832)+E(f656(x2833,x2831),f656(x2833,x2832))
% 53.58/53.63 [284]~E(x2841,x2842)+E(f692(x2841,x2843),f692(x2842,x2843))
% 53.58/53.63 [285]~E(x2851,x2852)+E(f692(x2853,x2851),f692(x2853,x2852))
% 53.58/53.63 [286]~E(x2861,x2862)+E(f768(x2861),f768(x2862))
% 53.58/53.63 [287]~E(x2871,x2872)+E(f730(x2871,x2873),f730(x2872,x2873))
% 53.58/53.63 [288]~E(x2881,x2882)+E(f730(x2883,x2881),f730(x2883,x2882))
% 53.58/53.63 [289]~E(x2891,x2892)+E(f541(x2891,x2893),f541(x2892,x2893))
% 53.58/53.63 [290]~E(x2901,x2902)+E(f541(x2903,x2901),f541(x2903,x2902))
% 53.58/53.63 [291]~E(x2911,x2912)+E(f322(x2911,x2913),f322(x2912,x2913))
% 53.58/53.63 [292]~E(x2921,x2922)+E(f322(x2923,x2921),f322(x2923,x2922))
% 53.58/53.63 [293]~E(x2931,x2932)+E(f414(x2931,x2933,x2934),f414(x2932,x2933,x2934))
% 53.58/53.63 [294]~E(x2941,x2942)+E(f414(x2943,x2941,x2944),f414(x2943,x2942,x2944))
% 53.58/53.63 [295]~E(x2951,x2952)+E(f414(x2953,x2954,x2951),f414(x2953,x2954,x2952))
% 53.58/53.63 [296]~E(x2961,x2962)+E(f238(x2961,x2963,x2964),f238(x2962,x2963,x2964))
% 53.58/53.63 [297]~E(x2971,x2972)+E(f238(x2973,x2971,x2974),f238(x2973,x2972,x2974))
% 53.58/53.63 [298]~E(x2981,x2982)+E(f238(x2983,x2984,x2981),f238(x2983,x2984,x2982))
% 53.58/53.63 [299]~E(x2991,x2992)+E(f215(x2991,x2993,x2994,x2995),f215(x2992,x2993,x2994,x2995))
% 53.58/53.63 [300]~E(x3001,x3002)+E(f215(x3003,x3001,x3004,x3005),f215(x3003,x3002,x3004,x3005))
% 53.58/53.63 [301]~E(x3011,x3012)+E(f215(x3013,x3014,x3011,x3015),f215(x3013,x3014,x3012,x3015))
% 53.58/53.63 [302]~E(x3021,x3022)+E(f215(x3023,x3024,x3025,x3021),f215(x3023,x3024,x3025,x3022))
% 53.58/53.63 [303]~E(x3031,x3032)+E(f539(x3031,x3033),f539(x3032,x3033))
% 53.58/53.63 [304]~E(x3041,x3042)+E(f539(x3043,x3041),f539(x3043,x3042))
% 53.58/53.63 [305]~E(x3051,x3052)+E(f714(x3051,x3053),f714(x3052,x3053))
% 53.58/53.63 [306]~E(x3061,x3062)+E(f714(x3063,x3061),f714(x3063,x3062))
% 53.58/53.63 [307]~E(x3071,x3072)+E(f706(x3071,x3073),f706(x3072,x3073))
% 53.58/53.63 [308]~E(x3081,x3082)+E(f706(x3083,x3081),f706(x3083,x3082))
% 53.58/53.63 [309]~E(x3091,x3092)+E(f391(x3091,x3093),f391(x3092,x3093))
% 53.58/53.63 [310]~E(x3101,x3102)+E(f391(x3103,x3101),f391(x3103,x3102))
% 53.58/53.63 [311]~E(x3111,x3112)+E(f653(x3111,x3113),f653(x3112,x3113))
% 53.58/53.63 [312]~E(x3121,x3122)+E(f653(x3123,x3121),f653(x3123,x3122))
% 53.58/53.63 [313]~E(x3131,x3132)+E(f42(x3131),f42(x3132))
% 53.58/53.63 [314]~E(x3141,x3142)+E(f639(x3141,x3143),f639(x3142,x3143))
% 53.58/53.63 [315]~E(x3151,x3152)+E(f639(x3153,x3151),f639(x3153,x3152))
% 53.58/53.63 [316]~E(x3161,x3162)+E(f535(x3161,x3163),f535(x3162,x3163))
% 53.58/53.63 [317]~E(x3171,x3172)+E(f535(x3173,x3171),f535(x3173,x3172))
% 53.58/53.63 [318]~E(x3181,x3182)+E(f747(x3181),f747(x3182))
% 53.58/53.63 [319]~E(x3191,x3192)+E(f507(x3191,x3193),f507(x3192,x3193))
% 53.58/53.63 [320]~E(x3201,x3202)+E(f507(x3203,x3201),f507(x3203,x3202))
% 53.58/53.63 [321]~E(x3211,x3212)+E(f728(x3211,x3213),f728(x3212,x3213))
% 53.58/53.63 [322]~E(x3221,x3222)+E(f728(x3223,x3221),f728(x3223,x3222))
% 53.58/53.63 [323]~E(x3231,x3232)+E(f490(x3231,x3233),f490(x3232,x3233))
% 53.58/53.63 [324]~E(x3241,x3242)+E(f490(x3243,x3241),f490(x3243,x3242))
% 53.58/53.63 [325]~E(x3251,x3252)+E(f341(x3251,x3253,x3254),f341(x3252,x3253,x3254))
% 53.58/53.63 [326]~E(x3261,x3262)+E(f341(x3263,x3261,x3264),f341(x3263,x3262,x3264))
% 53.58/53.63 [327]~E(x3271,x3272)+E(f341(x3273,x3274,x3271),f341(x3273,x3274,x3272))
% 53.58/53.63 [328]~E(x3281,x3282)+E(f202(x3281,x3283),f202(x3282,x3283))
% 53.58/53.63 [329]~E(x3291,x3292)+E(f202(x3293,x3291),f202(x3293,x3292))
% 53.58/53.63 [330]~E(x3301,x3302)+E(f255(x3301,x3303,x3304,x3305),f255(x3302,x3303,x3304,x3305))
% 53.58/53.63 [331]~E(x3311,x3312)+E(f255(x3313,x3311,x3314,x3315),f255(x3313,x3312,x3314,x3315))
% 53.58/53.63 [332]~E(x3321,x3322)+E(f255(x3323,x3324,x3321,x3325),f255(x3323,x3324,x3322,x3325))
% 53.58/53.63 [333]~E(x3331,x3332)+E(f255(x3333,x3334,x3335,x3331),f255(x3333,x3334,x3335,x3332))
% 53.58/53.63 [334]~E(x3341,x3342)+E(f515(x3341,x3343),f515(x3342,x3343))
% 53.58/53.63 [335]~E(x3351,x3352)+E(f515(x3353,x3351),f515(x3353,x3352))
% 53.58/53.63 [336]~E(x3361,x3362)+E(f497(x3361,x3363),f497(x3362,x3363))
% 53.58/53.63 [337]~E(x3371,x3372)+E(f497(x3373,x3371),f497(x3373,x3372))
% 53.58/53.63 [338]~E(x3381,x3382)+E(f485(x3381,x3383),f485(x3382,x3383))
% 53.58/53.63 [339]~E(x3391,x3392)+E(f485(x3393,x3391),f485(x3393,x3392))
% 53.58/53.63 [340]~E(x3401,x3402)+E(f340(x3401,x3403,x3404),f340(x3402,x3403,x3404))
% 53.58/53.63 [341]~E(x3411,x3412)+E(f340(x3413,x3411,x3414),f340(x3413,x3412,x3414))
% 53.58/53.63 [342]~E(x3421,x3422)+E(f340(x3423,x3424,x3421),f340(x3423,x3424,x3422))
% 53.58/53.63 [343]~E(x3431,x3432)+E(f584(x3431,x3433),f584(x3432,x3433))
% 53.58/53.63 [344]~E(x3441,x3442)+E(f584(x3443,x3441),f584(x3443,x3442))
% 53.58/53.63 [345]~E(x3451,x3452)+E(f262(x3451,x3453),f262(x3452,x3453))
% 53.58/53.63 [346]~E(x3461,x3462)+E(f262(x3463,x3461),f262(x3463,x3462))
% 53.58/53.63 [347]~E(x3471,x3472)+E(f581(x3471,x3473),f581(x3472,x3473))
% 53.58/53.63 [348]~E(x3481,x3482)+E(f581(x3483,x3481),f581(x3483,x3482))
% 53.58/53.63 [349]~E(x3491,x3492)+E(f519(x3491,x3493),f519(x3492,x3493))
% 53.58/53.63 [350]~E(x3501,x3502)+E(f519(x3503,x3501),f519(x3503,x3502))
% 53.58/53.63 [351]~E(x3511,x3512)+E(f476(x3511,x3513),f476(x3512,x3513))
% 53.58/53.63 [352]~E(x3521,x3522)+E(f476(x3523,x3521),f476(x3523,x3522))
% 53.58/53.63 [353]~E(x3531,x3532)+E(f837(x3531),f837(x3532))
% 53.58/53.63 [354]~E(x3541,x3542)+E(f755(x3541),f755(x3542))
% 53.58/53.63 [355]~E(x3551,x3552)+E(f197(x3551,x3553),f197(x3552,x3553))
% 53.58/53.63 [356]~E(x3561,x3562)+E(f197(x3563,x3561),f197(x3563,x3562))
% 53.58/53.63 [357]~E(x3571,x3572)+E(f707(x3571,x3573),f707(x3572,x3573))
% 53.58/53.63 [358]~E(x3581,x3582)+E(f707(x3583,x3581),f707(x3583,x3582))
% 53.58/53.63 [359]~E(x3591,x3592)+E(f158(x3591,x3593,x3594),f158(x3592,x3593,x3594))
% 53.58/53.63 [360]~E(x3601,x3602)+E(f158(x3603,x3601,x3604),f158(x3603,x3602,x3604))
% 53.58/53.63 [361]~E(x3611,x3612)+E(f158(x3613,x3614,x3611),f158(x3613,x3614,x3612))
% 53.58/53.63 [362]~E(x3621,x3622)+E(f282(x3621,x3623),f282(x3622,x3623))
% 53.58/53.63 [363]~E(x3631,x3632)+E(f282(x3633,x3631),f282(x3633,x3632))
% 53.58/53.63 [364]~E(x3641,x3642)+E(f661(x3641,x3643),f661(x3642,x3643))
% 53.58/53.63 [365]~E(x3651,x3652)+E(f661(x3653,x3651),f661(x3653,x3652))
% 53.58/53.63 [366]~E(x3661,x3662)+E(f69(x3661),f69(x3662))
% 53.58/53.63 [367]~E(x3671,x3672)+E(f260(x3671,x3673,x3674,x3675),f260(x3672,x3673,x3674,x3675))
% 53.58/53.63 [368]~E(x3681,x3682)+E(f260(x3683,x3681,x3684,x3685),f260(x3683,x3682,x3684,x3685))
% 53.58/53.63 [369]~E(x3691,x3692)+E(f260(x3693,x3694,x3691,x3695),f260(x3693,x3694,x3692,x3695))
% 53.58/53.63 [370]~E(x3701,x3702)+E(f260(x3703,x3704,x3705,x3701),f260(x3703,x3704,x3705,x3702))
% 53.58/53.63 [371]~E(x3711,x3712)+E(f533(x3711,x3713),f533(x3712,x3713))
% 53.58/53.63 [372]~E(x3721,x3722)+E(f533(x3723,x3721),f533(x3723,x3722))
% 53.58/53.63 [373]~E(x3731,x3732)+E(f769(x3731),f769(x3732))
% 53.58/53.63 [374]~E(x3741,x3742)+E(f683(x3741,x3743),f683(x3742,x3743))
% 53.58/53.63 [375]~E(x3751,x3752)+E(f683(x3753,x3751),f683(x3753,x3752))
% 53.58/53.63 [376]~E(x3761,x3762)+E(f534(x3761,x3763),f534(x3762,x3763))
% 53.58/53.63 [377]~E(x3771,x3772)+E(f534(x3773,x3771),f534(x3773,x3772))
% 53.58/53.63 [378]~E(x3781,x3782)+E(f56(x3781),f56(x3782))
% 53.58/53.63 [379]~E(x3791,x3792)+E(f418(x3791),f418(x3792))
% 53.58/53.63 [380]~E(x3801,x3802)+E(f751(x3801),f751(x3802))
% 53.58/53.63 [381]~E(x3811,x3812)+E(f241(x3811,x3813,x3814),f241(x3812,x3813,x3814))
% 53.58/53.63 [382]~E(x3821,x3822)+E(f241(x3823,x3821,x3824),f241(x3823,x3822,x3824))
% 53.58/53.63 [383]~E(x3831,x3832)+E(f241(x3833,x3834,x3831),f241(x3833,x3834,x3832))
% 53.58/53.63 [384]~E(x3841,x3842)+E(f479(x3841,x3843,x3844),f479(x3842,x3843,x3844))
% 53.58/53.63 [385]~E(x3851,x3852)+E(f479(x3853,x3851,x3854),f479(x3853,x3852,x3854))
% 53.58/53.63 [386]~E(x3861,x3862)+E(f479(x3863,x3864,x3861),f479(x3863,x3864,x3862))
% 53.58/53.63 [387]~E(x3871,x3872)+E(f256(x3871,x3873,x3874,x3875),f256(x3872,x3873,x3874,x3875))
% 53.58/53.63 [388]~E(x3881,x3882)+E(f256(x3883,x3881,x3884,x3885),f256(x3883,x3882,x3884,x3885))
% 53.58/53.63 [389]~E(x3891,x3892)+E(f256(x3893,x3894,x3891,x3895),f256(x3893,x3894,x3892,x3895))
% 53.58/53.63 [390]~E(x3901,x3902)+E(f256(x3903,x3904,x3905,x3901),f256(x3903,x3904,x3905,x3902))
% 53.58/53.63 [391]~E(x3911,x3912)+E(f409(x3911),f409(x3912))
% 53.58/53.63 [392]~E(x3921,x3922)+E(f265(x3921,x3923,x3924,x3925),f265(x3922,x3923,x3924,x3925))
% 53.58/53.63 [393]~E(x3931,x3932)+E(f265(x3933,x3931,x3934,x3935),f265(x3933,x3932,x3934,x3935))
% 53.58/53.63 [394]~E(x3941,x3942)+E(f265(x3943,x3944,x3941,x3945),f265(x3943,x3944,x3942,x3945))
% 53.58/53.63 [395]~E(x3951,x3952)+E(f265(x3953,x3954,x3955,x3951),f265(x3953,x3954,x3955,x3952))
% 53.58/53.63 [396]~E(x3961,x3962)+E(f32(x3961),f32(x3962))
% 53.58/53.63 [397]~E(x3971,x3972)+E(f626(x3971,x3973),f626(x3972,x3973))
% 53.58/53.63 [398]~E(x3981,x3982)+E(f626(x3983,x3981),f626(x3983,x3982))
% 53.58/53.63 [399]~E(x3991,x3992)+E(f520(x3991,x3993),f520(x3992,x3993))
% 53.58/53.63 [400]~E(x4001,x4002)+E(f520(x4003,x4001),f520(x4003,x4002))
% 53.58/53.63 [401]~E(x4011,x4012)+E(f27(x4011),f27(x4012))
% 53.58/53.63 [402]~E(x4021,x4022)+E(f63(x4021),f63(x4022))
% 53.58/53.63 [403]~E(x4031,x4032)+E(f152(x4031),f152(x4032))
% 53.58/53.63 [404]~E(x4041,x4042)+E(f634(x4041,x4043),f634(x4042,x4043))
% 53.58/53.63 [405]~E(x4051,x4052)+E(f634(x4053,x4051),f634(x4053,x4052))
% 53.58/53.63 [406]~E(x4061,x4062)+E(f657(x4061,x4063),f657(x4062,x4063))
% 53.58/53.63 [407]~E(x4071,x4072)+E(f657(x4073,x4071),f657(x4073,x4072))
% 53.58/53.63 [408]~E(x4081,x4082)+E(f203(x4081,x4083),f203(x4082,x4083))
% 53.58/53.63 [409]~E(x4091,x4092)+E(f203(x4093,x4091),f203(x4093,x4092))
% 53.58/53.63 [410]~E(x4101,x4102)+E(f558(x4101,x4103),f558(x4102,x4103))
% 53.58/53.63 [411]~E(x4111,x4112)+E(f558(x4113,x4111),f558(x4113,x4112))
% 53.58/53.63 [412]~E(x4121,x4122)+E(f575(x4121,x4123),f575(x4122,x4123))
% 53.58/53.63 [413]~E(x4131,x4132)+E(f575(x4133,x4131),f575(x4133,x4132))
% 53.58/53.63 [414]~E(x4141,x4142)+E(f212(x4141,x4143,x4144,x4145),f212(x4142,x4143,x4144,x4145))
% 53.58/53.63 [415]~E(x4151,x4152)+E(f212(x4153,x4151,x4154,x4155),f212(x4153,x4152,x4154,x4155))
% 53.58/53.63 [416]~E(x4161,x4162)+E(f212(x4163,x4164,x4161,x4165),f212(x4163,x4164,x4162,x4165))
% 53.58/53.63 [417]~E(x4171,x4172)+E(f212(x4173,x4174,x4175,x4171),f212(x4173,x4174,x4175,x4172))
% 53.58/53.63 [418]~E(x4181,x4182)+E(f290(x4181,x4183,x4184),f290(x4182,x4183,x4184))
% 53.58/53.63 [419]~E(x4191,x4192)+E(f290(x4193,x4191,x4194),f290(x4193,x4192,x4194))
% 53.58/53.63 [420]~E(x4201,x4202)+E(f290(x4203,x4204,x4201),f290(x4203,x4204,x4202))
% 53.58/53.63 [421]~E(x4211,x4212)+E(f231(x4211,x4213),f231(x4212,x4213))
% 53.58/53.63 [422]~E(x4221,x4222)+E(f231(x4223,x4221),f231(x4223,x4222))
% 53.58/53.63 [423]~E(x4231,x4232)+E(f198(x4231,x4233),f198(x4232,x4233))
% 53.58/53.63 [424]~E(x4241,x4242)+E(f198(x4243,x4241),f198(x4243,x4242))
% 53.58/53.63 [425]~E(x4251,x4252)+E(f266(x4251,x4253,x4254,x4255),f266(x4252,x4253,x4254,x4255))
% 53.58/53.63 [426]~E(x4261,x4262)+E(f266(x4263,x4261,x4264,x4265),f266(x4263,x4262,x4264,x4265))
% 53.58/53.63 [427]~E(x4271,x4272)+E(f266(x4273,x4274,x4271,x4275),f266(x4273,x4274,x4272,x4275))
% 53.58/53.63 [428]~E(x4281,x4282)+E(f266(x4283,x4284,x4285,x4281),f266(x4283,x4284,x4285,x4282))
% 53.58/53.63 [429]~E(x4291,x4292)+E(f487(x4291,x4293),f487(x4292,x4293))
% 53.58/53.63 [430]~E(x4301,x4302)+E(f487(x4303,x4301),f487(x4303,x4302))
% 53.58/53.63 [431]~E(x4311,x4312)+E(f377(x4311),f377(x4312))
% 53.58/53.63 [432]~E(x4321,x4322)+E(f151(x4321),f151(x4322))
% 53.58/53.63 [433]~E(x4331,x4332)+E(f511(x4331,x4333),f511(x4332,x4333))
% 53.58/53.63 [434]~E(x4341,x4342)+E(f511(x4343,x4341),f511(x4343,x4342))
% 53.58/53.63 [435]~E(x4351,x4352)+E(f679(x4351,x4353),f679(x4352,x4353))
% 53.58/53.63 [436]~E(x4361,x4362)+E(f679(x4363,x4361),f679(x4363,x4362))
% 53.58/53.63 [437]~E(x4371,x4372)+E(f609(x4371,x4373),f609(x4372,x4373))
% 53.58/53.63 [438]~E(x4381,x4382)+E(f609(x4383,x4381),f609(x4383,x4382))
% 53.58/53.63 [439]~E(x4391,x4392)+E(f227(x4391),f227(x4392))
% 53.58/53.63 [440]~E(x4401,x4402)+E(f845(x4401),f845(x4402))
% 53.58/53.63 [441]~E(x4411,x4412)+E(f658(x4411,x4413),f658(x4412,x4413))
% 53.58/53.63 [442]~E(x4421,x4422)+E(f658(x4423,x4421),f658(x4423,x4422))
% 53.58/53.63 [443]~E(x4431,x4432)+E(f352(x4431,x4433,x4434),f352(x4432,x4433,x4434))
% 53.58/53.63 [444]~E(x4441,x4442)+E(f352(x4443,x4441,x4444),f352(x4443,x4442,x4444))
% 53.58/53.63 [445]~E(x4451,x4452)+E(f352(x4453,x4454,x4451),f352(x4453,x4454,x4452))
% 53.58/53.63 [446]~E(x4461,x4462)+E(f190(x4461,x4463),f190(x4462,x4463))
% 53.58/53.63 [447]~E(x4471,x4472)+E(f190(x4473,x4471),f190(x4473,x4472))
% 53.58/53.63 [448]~E(x4481,x4482)+E(f620(x4481,x4483),f620(x4482,x4483))
% 53.58/53.63 [449]~E(x4491,x4492)+E(f620(x4493,x4491),f620(x4493,x4492))
% 53.58/53.63 [450]~E(x4501,x4502)+E(f375(x4501,x4503),f375(x4502,x4503))
% 53.58/53.63 [451]~E(x4511,x4512)+E(f375(x4513,x4511),f375(x4513,x4512))
% 53.58/53.63 [452]~E(x4521,x4522)+E(f617(x4521,x4523),f617(x4522,x4523))
% 53.58/53.63 [453]~E(x4531,x4532)+E(f617(x4533,x4531),f617(x4533,x4532))
% 53.58/53.63 [454]~E(x4541,x4542)+E(f383(x4541),f383(x4542))
% 53.58/53.63 [455]~E(x4551,x4552)+E(f243(x4551,x4553),f243(x4552,x4553))
% 53.58/53.63 [456]~E(x4561,x4562)+E(f243(x4563,x4561),f243(x4563,x4562))
% 53.58/53.63 [457]~E(x4571,x4572)+E(f491(x4571,x4573),f491(x4572,x4573))
% 53.58/53.63 [458]~E(x4581,x4582)+E(f491(x4583,x4581),f491(x4583,x4582))
% 53.58/53.63 [459]~E(x4591,x4592)+E(f175(x4591,x4593,x4594,x4595,x4596,x4597,x4598),f175(x4592,x4593,x4594,x4595,x4596,x4597,x4598))
% 53.58/53.63 [460]~E(x4601,x4602)+E(f175(x4603,x4601,x4604,x4605,x4606,x4607,x4608),f175(x4603,x4602,x4604,x4605,x4606,x4607,x4608))
% 53.58/53.63 [461]~E(x4611,x4612)+E(f175(x4613,x4614,x4611,x4615,x4616,x4617,x4618),f175(x4613,x4614,x4612,x4615,x4616,x4617,x4618))
% 53.58/53.63 [462]~E(x4621,x4622)+E(f175(x4623,x4624,x4625,x4621,x4626,x4627,x4628),f175(x4623,x4624,x4625,x4622,x4626,x4627,x4628))
% 53.58/53.63 [463]~E(x4631,x4632)+E(f175(x4633,x4634,x4635,x4636,x4631,x4637,x4638),f175(x4633,x4634,x4635,x4636,x4632,x4637,x4638))
% 53.58/53.63 [464]~E(x4641,x4642)+E(f175(x4643,x4644,x4645,x4646,x4647,x4641,x4648),f175(x4643,x4644,x4645,x4646,x4647,x4642,x4648))
% 53.58/53.63 [465]~E(x4651,x4652)+E(f175(x4653,x4654,x4655,x4656,x4657,x4658,x4651),f175(x4653,x4654,x4655,x4656,x4657,x4658,x4652))
% 53.58/53.63 [466]~E(x4661,x4662)+E(f390(x4661,x4663),f390(x4662,x4663))
% 53.58/53.63 [467]~E(x4671,x4672)+E(f390(x4673,x4671),f390(x4673,x4672))
% 53.58/53.63 [468]~E(x4681,x4682)+E(f614(x4681,x4683),f614(x4682,x4683))
% 53.58/53.63 [469]~E(x4691,x4692)+E(f614(x4693,x4691),f614(x4693,x4692))
% 53.58/53.63 [470]~E(x4701,x4702)+E(f563(x4701,x4703),f563(x4702,x4703))
% 53.58/53.63 [471]~E(x4711,x4712)+E(f563(x4713,x4711),f563(x4713,x4712))
% 53.58/53.63 [472]~E(x4721,x4722)+E(f288(x4721,x4723),f288(x4722,x4723))
% 53.58/53.63 [473]~E(x4731,x4732)+E(f288(x4733,x4731),f288(x4733,x4732))
% 53.58/53.63 [474]~E(x4741,x4742)+E(f283(x4741,x4743),f283(x4742,x4743))
% 53.58/53.63 [475]~E(x4751,x4752)+E(f283(x4753,x4751),f283(x4753,x4752))
% 53.58/53.63 [476]~E(x4761,x4762)+E(f326(x4761,x4763,x4764),f326(x4762,x4763,x4764))
% 53.58/53.63 [477]~E(x4771,x4772)+E(f326(x4773,x4771,x4774),f326(x4773,x4772,x4774))
% 53.58/53.63 [478]~E(x4781,x4782)+E(f326(x4783,x4784,x4781),f326(x4783,x4784,x4782))
% 53.58/53.63 [479]~E(x4791,x4792)+E(f689(x4791,x4793),f689(x4792,x4793))
% 53.58/53.63 [480]~E(x4801,x4802)+E(f689(x4803,x4801),f689(x4803,x4802))
% 53.58/53.63 [481]~E(x4811,x4812)+E(f233(x4811,x4813,x4814),f233(x4812,x4813,x4814))
% 53.58/53.63 [482]~E(x4821,x4822)+E(f233(x4823,x4821,x4824),f233(x4823,x4822,x4824))
% 53.58/53.63 [483]~E(x4831,x4832)+E(f233(x4833,x4834,x4831),f233(x4833,x4834,x4832))
% 53.58/53.63 [484]~E(x4841,x4842)+E(f749(x4841),f749(x4842))
% 53.58/53.63 [485]~E(x4851,x4852)+E(f660(x4851,x4853),f660(x4852,x4853))
% 53.58/53.63 [486]~E(x4861,x4862)+E(f660(x4863,x4861),f660(x4863,x4862))
% 53.58/53.63 [487]~E(x4871,x4872)+E(f280(x4871,x4873),f280(x4872,x4873))
% 53.58/53.63 [488]~E(x4881,x4882)+E(f280(x4883,x4881),f280(x4883,x4882))
% 53.58/53.63 [489]~E(x4891,x4892)+E(f566(x4891,x4893),f566(x4892,x4893))
% 53.58/53.63 [490]~E(x4901,x4902)+E(f566(x4903,x4901),f566(x4903,x4902))
% 53.58/53.63 [491]~E(x4911,x4912)+E(f278(x4911,x4913),f278(x4912,x4913))
% 53.58/53.63 [492]~E(x4921,x4922)+E(f278(x4923,x4921),f278(x4923,x4922))
% 53.58/53.63 [493]~E(x4931,x4932)+E(f649(x4931,x4933),f649(x4932,x4933))
% 53.58/53.63 [494]~E(x4941,x4942)+E(f649(x4943,x4941),f649(x4943,x4942))
% 53.58/53.63 [495]~E(x4951,x4952)+E(f405(x4951,x4953),f405(x4952,x4953))
% 53.58/53.63 [496]~E(x4961,x4962)+E(f405(x4963,x4961),f405(x4963,x4962))
% 53.58/53.63 [497]~E(x4971,x4972)+E(f756(x4971),f756(x4972))
% 53.58/53.63 [498]~E(x4981,x4982)+E(f334(x4981,x4983,x4984,x4985),f334(x4982,x4983,x4984,x4985))
% 53.58/53.63 [499]~E(x4991,x4992)+E(f334(x4993,x4991,x4994,x4995),f334(x4993,x4992,x4994,x4995))
% 53.58/53.63 [500]~E(x5001,x5002)+E(f334(x5003,x5004,x5001,x5005),f334(x5003,x5004,x5002,x5005))
% 53.58/53.63 [501]~E(x5011,x5012)+E(f334(x5013,x5014,x5015,x5011),f334(x5013,x5014,x5015,x5012))
% 53.58/53.63 [502]~E(x5021,x5022)+E(f531(x5021,x5023),f531(x5022,x5023))
% 53.58/53.63 [503]~E(x5031,x5032)+E(f531(x5033,x5031),f531(x5033,x5032))
% 53.58/53.63 [504]~E(x5041,x5042)+E(f365(x5041,x5043,x5044),f365(x5042,x5043,x5044))
% 53.58/53.63 [505]~E(x5051,x5052)+E(f365(x5053,x5051,x5054),f365(x5053,x5052,x5054))
% 53.58/53.63 [506]~E(x5061,x5062)+E(f365(x5063,x5064,x5061),f365(x5063,x5064,x5062))
% 53.58/53.63 [507]~E(x5071,x5072)+E(f388(x5071,x5073),f388(x5072,x5073))
% 53.58/53.63 [508]~E(x5081,x5082)+E(f388(x5083,x5081),f388(x5083,x5082))
% 53.58/53.63 [509]~E(x5091,x5092)+E(f222(x5091),f222(x5092))
% 53.58/53.63 [510]~E(x5101,x5102)+E(f232(x5101,x5103,x5104),f232(x5102,x5103,x5104))
% 53.58/53.63 [511]~E(x5111,x5112)+E(f232(x5113,x5111,x5114),f232(x5113,x5112,x5114))
% 53.58/53.63 [512]~E(x5121,x5122)+E(f232(x5123,x5124,x5121),f232(x5123,x5124,x5122))
% 53.58/53.63 [513]~E(x5131,x5132)+E(f55(x5131),f55(x5132))
% 53.58/53.63 [514]~E(x5141,x5142)+E(f264(x5141,x5143,x5144,x5145),f264(x5142,x5143,x5144,x5145))
% 53.58/53.63 [515]~E(x5151,x5152)+E(f264(x5153,x5151,x5154,x5155),f264(x5153,x5152,x5154,x5155))
% 53.58/53.63 [516]~E(x5161,x5162)+E(f264(x5163,x5164,x5161,x5165),f264(x5163,x5164,x5162,x5165))
% 53.58/53.63 [517]~E(x5171,x5172)+E(f264(x5173,x5174,x5175,x5171),f264(x5173,x5174,x5175,x5172))
% 53.58/53.63 [518]~E(x5181,x5182)+E(f159(x5181,x5183,x5184),f159(x5182,x5183,x5184))
% 53.58/53.63 [519]~E(x5191,x5192)+E(f159(x5193,x5191,x5194),f159(x5193,x5192,x5194))
% 53.58/53.63 [520]~E(x5201,x5202)+E(f159(x5203,x5204,x5201),f159(x5203,x5204,x5202))
% 53.58/53.63 [521]~E(x5211,x5212)+E(f70(x5211),f70(x5212))
% 53.58/53.63 [522]~E(x5221,x5222)+E(f199(x5221,x5223),f199(x5222,x5223))
% 53.58/53.63 [523]~E(x5231,x5232)+E(f199(x5233,x5231),f199(x5233,x5232))
% 53.58/53.63 [524]~E(x5241,x5242)+E(f173(x5241,x5243,x5244,x5245,x5246,x5247,x5248),f173(x5242,x5243,x5244,x5245,x5246,x5247,x5248))
% 53.58/53.63 [525]~E(x5251,x5252)+E(f173(x5253,x5251,x5254,x5255,x5256,x5257,x5258),f173(x5253,x5252,x5254,x5255,x5256,x5257,x5258))
% 53.58/53.63 [526]~E(x5261,x5262)+E(f173(x5263,x5264,x5261,x5265,x5266,x5267,x5268),f173(x5263,x5264,x5262,x5265,x5266,x5267,x5268))
% 53.58/53.63 [527]~E(x5271,x5272)+E(f173(x5273,x5274,x5275,x5271,x5276,x5277,x5278),f173(x5273,x5274,x5275,x5272,x5276,x5277,x5278))
% 53.58/53.63 [528]~E(x5281,x5282)+E(f173(x5283,x5284,x5285,x5286,x5281,x5287,x5288),f173(x5283,x5284,x5285,x5286,x5282,x5287,x5288))
% 53.58/53.63 [529]~E(x5291,x5292)+E(f173(x5293,x5294,x5295,x5296,x5297,x5291,x5298),f173(x5293,x5294,x5295,x5296,x5297,x5292,x5298))
% 53.58/53.63 [530]~E(x5301,x5302)+E(f173(x5303,x5304,x5305,x5306,x5307,x5308,x5301),f173(x5303,x5304,x5305,x5306,x5307,x5308,x5302))
% 53.58/53.63 [531]~E(x5311,x5312)+E(f613(x5311,x5313),f613(x5312,x5313))
% 53.58/53.63 [532]~E(x5321,x5322)+E(f613(x5323,x5321),f613(x5323,x5322))
% 53.58/53.63 [533]~E(x5331,x5332)+E(f167(x5331,x5333,x5334),f167(x5332,x5333,x5334))
% 53.58/53.63 [534]~E(x5341,x5342)+E(f167(x5343,x5341,x5344),f167(x5343,x5342,x5344))
% 53.58/53.63 [535]~E(x5351,x5352)+E(f167(x5353,x5354,x5351),f167(x5353,x5354,x5352))
% 53.58/53.63 [536]~E(x5361,x5362)+E(f364(x5361,x5363,x5364),f364(x5362,x5363,x5364))
% 53.58/53.63 [537]~E(x5371,x5372)+E(f364(x5373,x5371,x5374),f364(x5373,x5372,x5374))
% 53.58/53.63 [538]~E(x5381,x5382)+E(f364(x5383,x5384,x5381),f364(x5383,x5384,x5382))
% 53.58/53.63 [539]~E(x5391,x5392)+E(f369(x5391,x5393,x5394),f369(x5392,x5393,x5394))
% 53.58/53.63 [540]~E(x5401,x5402)+E(f369(x5403,x5401,x5404),f369(x5403,x5402,x5404))
% 53.58/53.63 [541]~E(x5411,x5412)+E(f369(x5413,x5414,x5411),f369(x5413,x5414,x5412))
% 53.58/53.63 [542]~E(x5421,x5422)+E(f195(x5421,x5423),f195(x5422,x5423))
% 53.58/53.63 [543]~E(x5431,x5432)+E(f195(x5433,x5431),f195(x5433,x5432))
% 53.58/53.63 [544]~E(x5441,x5442)+E(f54(x5441),f54(x5442))
% 53.58/53.63 [545]~E(x5451,x5452)+E(f186(x5451),f186(x5452))
% 53.58/53.63 [546]~E(x5461,x5462)+E(f245(x5461,x5463),f245(x5462,x5463))
% 53.58/53.63 [547]~E(x5471,x5472)+E(f245(x5473,x5471),f245(x5473,x5472))
% 53.58/53.63 [548]~E(x5481,x5482)+E(f514(x5481,x5483),f514(x5482,x5483))
% 53.58/53.63 [549]~E(x5491,x5492)+E(f514(x5493,x5491),f514(x5493,x5492))
% 53.58/53.63 [550]~E(x5501,x5502)+E(f544(x5501,x5503),f544(x5502,x5503))
% 53.58/53.63 [551]~E(x5511,x5512)+E(f544(x5513,x5511),f544(x5513,x5512))
% 53.58/53.63 [552]~E(x5521,x5522)+E(f229(x5521,x5523),f229(x5522,x5523))
% 53.58/53.63 [553]~E(x5531,x5532)+E(f229(x5533,x5531),f229(x5533,x5532))
% 53.58/53.63 [554]~E(x5541,x5542)+E(f556(x5541,x5543),f556(x5542,x5543))
% 53.58/53.63 [555]~E(x5551,x5552)+E(f556(x5553,x5551),f556(x5553,x5552))
% 53.58/53.63 [556]~E(x5561,x5562)+E(f174(x5561,x5563,x5564,x5565,x5566,x5567,x5568),f174(x5562,x5563,x5564,x5565,x5566,x5567,x5568))
% 53.58/53.63 [557]~E(x5571,x5572)+E(f174(x5573,x5571,x5574,x5575,x5576,x5577,x5578),f174(x5573,x5572,x5574,x5575,x5576,x5577,x5578))
% 53.58/53.63 [558]~E(x5581,x5582)+E(f174(x5583,x5584,x5581,x5585,x5586,x5587,x5588),f174(x5583,x5584,x5582,x5585,x5586,x5587,x5588))
% 53.58/53.63 [559]~E(x5591,x5592)+E(f174(x5593,x5594,x5595,x5591,x5596,x5597,x5598),f174(x5593,x5594,x5595,x5592,x5596,x5597,x5598))
% 53.58/53.63 [560]~E(x5601,x5602)+E(f174(x5603,x5604,x5605,x5606,x5601,x5607,x5608),f174(x5603,x5604,x5605,x5606,x5602,x5607,x5608))
% 53.58/53.63 [561]~E(x5611,x5612)+E(f174(x5613,x5614,x5615,x5616,x5617,x5611,x5618),f174(x5613,x5614,x5615,x5616,x5617,x5612,x5618))
% 53.58/53.63 [562]~E(x5621,x5622)+E(f174(x5623,x5624,x5625,x5626,x5627,x5628,x5621),f174(x5623,x5624,x5625,x5626,x5627,x5628,x5622))
% 53.58/53.63 [563]~E(x5631,x5632)+E(f477(x5631),f477(x5632))
% 53.58/53.63 [564]~E(x5641,x5642)+E(f43(x5641),f43(x5642))
% 53.58/53.63 [565]~E(x5651,x5652)+E(f808(x5651,x5653),f808(x5652,x5653))
% 53.58/53.63 [566]~E(x5661,x5662)+E(f808(x5663,x5661),f808(x5663,x5662))
% 53.58/53.63 [567]~E(x5671,x5672)+E(f294(x5671,x5673,x5674,x5675),f294(x5672,x5673,x5674,x5675))
% 53.58/53.63 [568]~E(x5681,x5682)+E(f294(x5683,x5681,x5684,x5685),f294(x5683,x5682,x5684,x5685))
% 53.58/53.63 [569]~E(x5691,x5692)+E(f294(x5693,x5694,x5691,x5695),f294(x5693,x5694,x5692,x5695))
% 53.58/53.63 [570]~E(x5701,x5702)+E(f294(x5703,x5704,x5705,x5701),f294(x5703,x5704,x5705,x5702))
% 53.58/53.63 [571]~E(x5711,x5712)+E(f510(x5711,x5713),f510(x5712,x5713))
% 53.58/53.63 [572]~E(x5721,x5722)+E(f510(x5723,x5721),f510(x5723,x5722))
% 53.58/53.63 [573]~E(x5731,x5732)+E(f442(x5731,x5733,x5734,x5735),f442(x5732,x5733,x5734,x5735))
% 53.58/53.63 [574]~E(x5741,x5742)+E(f442(x5743,x5741,x5744,x5745),f442(x5743,x5742,x5744,x5745))
% 53.58/53.63 [575]~E(x5751,x5752)+E(f442(x5753,x5754,x5751,x5755),f442(x5753,x5754,x5752,x5755))
% 53.58/53.63 [576]~E(x5761,x5762)+E(f442(x5763,x5764,x5765,x5761),f442(x5763,x5764,x5765,x5762))
% 53.58/53.63 [577]~E(x5771,x5772)+E(f498(x5771,x5773),f498(x5772,x5773))
% 53.58/53.63 [578]~E(x5781,x5782)+E(f498(x5783,x5781),f498(x5783,x5782))
% 53.58/53.63 [579]~E(x5791,x5792)+E(f368(x5791,x5793),f368(x5792,x5793))
% 53.58/53.63 [580]~E(x5801,x5802)+E(f368(x5803,x5801),f368(x5803,x5802))
% 53.58/53.63 [581]~E(x5811,x5812)+E(f687(x5811,x5813),f687(x5812,x5813))
% 53.58/53.63 [582]~E(x5821,x5822)+E(f687(x5823,x5821),f687(x5823,x5822))
% 53.58/53.63 [583]~E(x5831,x5832)+E(f366(x5831,x5833),f366(x5832,x5833))
% 53.58/53.63 [584]~E(x5841,x5842)+E(f366(x5843,x5841),f366(x5843,x5842))
% 53.58/53.63 [585]~E(x5851,x5852)+E(f501(x5851,x5853),f501(x5852,x5853))
% 53.58/53.63 [586]~E(x5861,x5862)+E(f501(x5863,x5861),f501(x5863,x5862))
% 53.58/53.63 [587]~E(x5871,x5872)+E(f702(x5871,x5873),f702(x5872,x5873))
% 53.58/53.63 [588]~E(x5881,x5882)+E(f702(x5883,x5881),f702(x5883,x5882))
% 53.58/53.63 [589]~E(x5891,x5892)+E(f703(x5891,x5893),f703(x5892,x5893))
% 53.58/53.63 [590]~E(x5901,x5902)+E(f703(x5903,x5901),f703(x5903,x5902))
% 53.58/53.63 [591]~E(x5911,x5912)+E(f374(x5911,x5913),f374(x5912,x5913))
% 53.58/53.63 [592]~E(x5921,x5922)+E(f374(x5923,x5921),f374(x5923,x5922))
% 53.58/53.63 [593]~E(x5931,x5932)+E(f460(x5931),f460(x5932))
% 53.58/53.63 [594]~E(x5941,x5942)+E(f363(x5941,x5943,x5944),f363(x5942,x5943,x5944))
% 53.58/53.63 [595]~E(x5951,x5952)+E(f363(x5953,x5951,x5954),f363(x5953,x5952,x5954))
% 53.58/53.63 [596]~E(x5961,x5962)+E(f363(x5963,x5964,x5961),f363(x5963,x5964,x5962))
% 53.58/53.63 [597]~E(x5971,x5972)+E(f45(x5971),f45(x5972))
% 53.58/53.63 [598]~E(x5981,x5982)+E(f538(x5981,x5983),f538(x5982,x5983))
% 53.58/53.63 [599]~E(x5991,x5992)+E(f538(x5993,x5991),f538(x5993,x5992))
% 53.58/53.63 [600]~E(x6001,x6002)+E(f688(x6001,x6003),f688(x6002,x6003))
% 53.58/53.63 [601]~E(x6011,x6012)+E(f688(x6013,x6011),f688(x6013,x6012))
% 53.58/53.63 [602]~E(x6021,x6022)+E(f610(x6021,x6023),f610(x6022,x6023))
% 53.58/53.63 [603]~E(x6031,x6032)+E(f610(x6033,x6031),f610(x6033,x6032))
% 53.58/53.63 [604]~E(x6041,x6042)+E(f47(x6041),f47(x6042))
% 53.58/53.63 [605]~E(x6051,x6052)+E(f693(x6051,x6053),f693(x6052,x6053))
% 53.58/53.63 [606]~E(x6061,x6062)+E(f693(x6063,x6061),f693(x6063,x6062))
% 53.58/53.63 [607]~E(x6071,x6072)+E(f24(x6071),f24(x6072))
% 53.58/53.63 [608]~E(x6081,x6082)+E(f164(x6081,x6083,x6084),f164(x6082,x6083,x6084))
% 53.58/53.63 [609]~E(x6091,x6092)+E(f164(x6093,x6091,x6094),f164(x6093,x6092,x6094))
% 53.58/53.63 [610]~E(x6101,x6102)+E(f164(x6103,x6104,x6101),f164(x6103,x6104,x6102))
% 53.58/53.63 [611]~E(x6111,x6112)+E(f378(x6111),f378(x6112))
% 53.58/53.63 [612]~E(x6121,x6122)+E(f292(x6121,x6123,x6124),f292(x6122,x6123,x6124))
% 53.58/53.63 [613]~E(x6131,x6132)+E(f292(x6133,x6131,x6134),f292(x6133,x6132,x6134))
% 53.58/53.63 [614]~E(x6141,x6142)+E(f292(x6143,x6144,x6141),f292(x6143,x6144,x6142))
% 53.58/53.63 [615]~E(x6151,x6152)+E(f296(x6151,x6153,x6154,x6155),f296(x6152,x6153,x6154,x6155))
% 53.58/53.63 [616]~E(x6161,x6162)+E(f296(x6163,x6161,x6164,x6165),f296(x6163,x6162,x6164,x6165))
% 53.58/53.63 [617]~E(x6171,x6172)+E(f296(x6173,x6174,x6171,x6175),f296(x6173,x6174,x6172,x6175))
% 53.58/53.63 [618]~E(x6181,x6182)+E(f296(x6183,x6184,x6185,x6181),f296(x6183,x6184,x6185,x6182))
% 53.58/53.63 [619]~E(x6191,x6192)+E(f25(x6191),f25(x6192))
% 53.58/53.63 [620]~E(x6201,x6202)+E(f598(x6201,x6203),f598(x6202,x6203))
% 53.58/53.63 [621]~E(x6211,x6212)+E(f598(x6213,x6211),f598(x6213,x6212))
% 53.58/53.63 [622]~E(x6221,x6222)+E(f157(x6221,x6223,x6224),f157(x6222,x6223,x6224))
% 53.58/53.63 [623]~E(x6231,x6232)+E(f157(x6233,x6231,x6234),f157(x6233,x6232,x6234))
% 53.58/53.63 [624]~E(x6241,x6242)+E(f157(x6243,x6244,x6241),f157(x6243,x6244,x6242))
% 53.58/53.63 [625]~E(x6251,x6252)+E(f452(x6251),f452(x6252))
% 53.58/53.63 [626]~E(x6261,x6262)+E(f616(x6261,x6263),f616(x6262,x6263))
% 53.58/53.63 [627]~E(x6271,x6272)+E(f616(x6273,x6271),f616(x6273,x6272))
% 53.58/53.63 [628]~E(x6281,x6282)+E(f26(x6281),f26(x6282))
% 53.58/53.63 [629]~E(x6291,x6292)+E(f678(x6291,x6293),f678(x6292,x6293))
% 53.58/53.63 [630]~E(x6301,x6302)+E(f678(x6303,x6301),f678(x6303,x6302))
% 53.58/53.63 [631]~E(x6311,x6312)+E(f204(x6311,x6313),f204(x6312,x6313))
% 53.58/53.63 [632]~E(x6321,x6322)+E(f204(x6323,x6321),f204(x6323,x6322))
% 53.58/53.63 [633]~E(x6331,x6332)+E(f194(x6331,x6333),f194(x6332,x6333))
% 53.58/53.63 [634]~E(x6341,x6342)+E(f194(x6343,x6341),f194(x6343,x6342))
% 53.58/53.63 [635]~E(x6351,x6352)+E(f633(x6351,x6353),f633(x6352,x6353))
% 53.58/53.63 [636]~E(x6361,x6362)+E(f633(x6363,x6361),f633(x6363,x6362))
% 53.58/53.63 [637]~E(x6371,x6372)+E(f694(x6371,x6373),f694(x6372,x6373))
% 53.58/53.63 [638]~E(x6381,x6382)+E(f694(x6383,x6381),f694(x6383,x6382))
% 53.58/53.63 [639]~E(x6391,x6392)+E(f184(x6391,x6393,x6394,x6395,x6396,x6397),f184(x6392,x6393,x6394,x6395,x6396,x6397))
% 53.58/53.63 [640]~E(x6401,x6402)+E(f184(x6403,x6401,x6404,x6405,x6406,x6407),f184(x6403,x6402,x6404,x6405,x6406,x6407))
% 53.58/53.63 [641]~E(x6411,x6412)+E(f184(x6413,x6414,x6411,x6415,x6416,x6417),f184(x6413,x6414,x6412,x6415,x6416,x6417))
% 53.58/53.63 [642]~E(x6421,x6422)+E(f184(x6423,x6424,x6425,x6421,x6426,x6427),f184(x6423,x6424,x6425,x6422,x6426,x6427))
% 53.58/53.63 [643]~E(x6431,x6432)+E(f184(x6433,x6434,x6435,x6436,x6431,x6437),f184(x6433,x6434,x6435,x6436,x6432,x6437))
% 53.58/53.63 [644]~E(x6441,x6442)+E(f184(x6443,x6444,x6445,x6446,x6447,x6441),f184(x6443,x6444,x6445,x6446,x6447,x6442))
% 53.58/53.63 [645]~E(x6451,x6452)+E(f349(x6451,x6453,x6454),f349(x6452,x6453,x6454))
% 53.58/53.63 [646]~E(x6461,x6462)+E(f349(x6463,x6461,x6464),f349(x6463,x6462,x6464))
% 53.58/53.63 [647]~E(x6471,x6472)+E(f349(x6473,x6474,x6471),f349(x6473,x6474,x6472))
% 53.58/53.63 [648]~E(x6481,x6482)+E(f354(x6481,x6483),f354(x6482,x6483))
% 53.58/53.63 [649]~E(x6491,x6492)+E(f354(x6493,x6491),f354(x6493,x6492))
% 53.58/53.63 [650]~E(x6501,x6502)+E(f182(x6501,x6503),f182(x6502,x6503))
% 53.58/53.63 [651]~E(x6511,x6512)+E(f182(x6513,x6511),f182(x6513,x6512))
% 53.58/53.63 [652]~E(x6521,x6522)+E(f57(x6521),f57(x6522))
% 53.58/53.63 [653]~E(x6531,x6532)+E(f478(x6531,x6533,x6534),f478(x6532,x6533,x6534))
% 53.58/53.63 [654]~E(x6541,x6542)+E(f478(x6543,x6541,x6544),f478(x6543,x6542,x6544))
% 53.58/53.63 [655]~E(x6551,x6552)+E(f478(x6553,x6554,x6551),f478(x6553,x6554,x6552))
% 53.58/53.63 [656]~E(x6561,x6562)+E(f156(x6561,x6563,x6564),f156(x6562,x6563,x6564))
% 53.58/53.63 [657]~E(x6571,x6572)+E(f156(x6573,x6571,x6574),f156(x6573,x6572,x6574))
% 53.58/53.63 [658]~E(x6581,x6582)+E(f156(x6583,x6584,x6581),f156(x6583,x6584,x6582))
% 53.58/53.63 [659]~E(x6591,x6592)+E(f396(x6591,x6593),f396(x6592,x6593))
% 53.58/53.63 [660]~E(x6601,x6602)+E(f396(x6603,x6601),f396(x6603,x6602))
% 53.58/53.63 [661]~E(x6611,x6612)+E(f270(x6611,x6613,x6614,x6615),f270(x6612,x6613,x6614,x6615))
% 53.58/53.63 [662]~E(x6621,x6622)+E(f270(x6623,x6621,x6624,x6625),f270(x6623,x6622,x6624,x6625))
% 53.58/53.63 [663]~E(x6631,x6632)+E(f270(x6633,x6634,x6631,x6635),f270(x6633,x6634,x6632,x6635))
% 53.58/53.63 [664]~E(x6641,x6642)+E(f270(x6643,x6644,x6645,x6641),f270(x6643,x6644,x6645,x6642))
% 53.58/53.63 [665]~E(x6651,x6652)+E(f356(x6651,x6653,x6654),f356(x6652,x6653,x6654))
% 53.58/53.63 [666]~E(x6661,x6662)+E(f356(x6663,x6661,x6664),f356(x6663,x6662,x6664))
% 53.58/53.63 [667]~E(x6671,x6672)+E(f356(x6673,x6674,x6671),f356(x6673,x6674,x6672))
% 53.58/53.63 [668]~E(x6681,x6682)+E(f549(x6681,x6683),f549(x6682,x6683))
% 53.58/53.63 [669]~E(x6691,x6692)+E(f549(x6693,x6691),f549(x6693,x6692))
% 53.58/53.63 [670]~E(x6701,x6702)+E(f652(x6701,x6703),f652(x6702,x6703))
% 53.58/53.63 [671]~E(x6711,x6712)+E(f652(x6713,x6711),f652(x6713,x6712))
% 53.58/53.63 [672]~E(x6721,x6722)+E(f49(x6721),f49(x6722))
% 53.58/53.63 [673]~E(x6731,x6732)+E(f600(x6731,x6733),f600(x6732,x6733))
% 53.58/53.63 [674]~E(x6741,x6742)+E(f600(x6743,x6741),f600(x6743,x6742))
% 53.58/53.63 [675]~E(x6751,x6752)+E(f58(x6751),f58(x6752))
% 53.58/53.63 [676]~E(x6761,x6762)+E(f643(x6761,x6763),f643(x6762,x6763))
% 53.58/53.63 [677]~E(x6771,x6772)+E(f643(x6773,x6771),f643(x6773,x6772))
% 53.58/53.63 [678]~E(x6781,x6782)+E(f325(x6781,x6783,x6784),f325(x6782,x6783,x6784))
% 53.58/53.63 [679]~E(x6791,x6792)+E(f325(x6793,x6791,x6794),f325(x6793,x6792,x6794))
% 53.58/53.63 [680]~E(x6801,x6802)+E(f325(x6803,x6804,x6801),f325(x6803,x6804,x6802))
% 53.58/53.63 [681]~E(x6811,x6812)+E(f168(x6811,x6813,x6814),f168(x6812,x6813,x6814))
% 53.58/53.63 [682]~E(x6821,x6822)+E(f168(x6823,x6821,x6824),f168(x6823,x6822,x6824))
% 53.58/53.63 [683]~E(x6831,x6832)+E(f168(x6833,x6834,x6831),f168(x6833,x6834,x6832))
% 53.58/53.63 [684]~E(x6841,x6842)+E(f150(x6841),f150(x6842))
% 53.58/53.63 [685]~E(x6851,x6852)+E(f28(x6851),f28(x6852))
% 53.58/53.63 [686]~E(x6861,x6862)+E(f577(x6861,x6863),f577(x6862,x6863))
% 53.58/53.63 [687]~E(x6871,x6872)+E(f577(x6873,x6871),f577(x6873,x6872))
% 53.58/53.63 [688]~E(x6881,x6882)+E(f48(x6881),f48(x6882))
% 53.58/53.63 [689]~E(x6891,x6892)+E(f196(x6891,x6893),f196(x6892,x6893))
% 53.58/53.63 [690]~E(x6901,x6902)+E(f196(x6903,x6901),f196(x6903,x6902))
% 53.58/53.63 [691]~E(x6911,x6912)+E(f216(x6911,x6913,x6914,x6915),f216(x6912,x6913,x6914,x6915))
% 53.58/53.63 [692]~E(x6921,x6922)+E(f216(x6923,x6921,x6924,x6925),f216(x6923,x6922,x6924,x6925))
% 53.58/53.63 [693]~E(x6931,x6932)+E(f216(x6933,x6934,x6931,x6935),f216(x6933,x6934,x6932,x6935))
% 53.58/53.63 [694]~E(x6941,x6942)+E(f216(x6943,x6944,x6945,x6941),f216(x6943,x6944,x6945,x6942))
% 53.58/53.63 [695]~E(x6951,x6952)+E(f38(x6951),f38(x6952))
% 53.58/53.63 [696]~E(x6961,x6962)+E(f522(x6961,x6963),f522(x6962,x6963))
% 53.58/53.63 [697]~E(x6971,x6972)+E(f522(x6973,x6971),f522(x6973,x6972))
% 53.58/53.63 [698]~E(x6981,x6982)+E(f530(x6981,x6983),f530(x6982,x6983))
% 53.58/53.63 [699]~E(x6991,x6992)+E(f530(x6993,x6991),f530(x6993,x6992))
% 53.58/53.63 [700]~E(x7001,x7002)+E(f532(x7001,x7003),f532(x7002,x7003))
% 53.58/53.63 [701]~E(x7011,x7012)+E(f532(x7013,x7011),f532(x7013,x7012))
% 53.58/53.63 [702]~E(x7021,x7022)+E(f548(x7021,x7023),f548(x7022,x7023))
% 53.58/53.63 [703]~E(x7031,x7032)+E(f548(x7033,x7031),f548(x7033,x7032))
% 53.58/53.63 [704]~E(x7041,x7042)+E(f59(x7041),f59(x7042))
% 53.58/53.63 [705]~E(x7051,x7052)+E(f172(x7051,x7053,x7054,x7055),f172(x7052,x7053,x7054,x7055))
% 53.58/53.63 [706]~E(x7061,x7062)+E(f172(x7063,x7061,x7064,x7065),f172(x7063,x7062,x7064,x7065))
% 53.58/53.63 [707]~E(x7071,x7072)+E(f172(x7073,x7074,x7071,x7075),f172(x7073,x7074,x7072,x7075))
% 53.58/53.63 [708]~E(x7081,x7082)+E(f172(x7083,x7084,x7085,x7081),f172(x7083,x7084,x7085,x7082))
% 53.58/53.63 [709]~E(x7091,x7092)+E(f336(x7091,x7093,x7094,x7095),f336(x7092,x7093,x7094,x7095))
% 53.58/53.63 [710]~E(x7101,x7102)+E(f336(x7103,x7101,x7104,x7105),f336(x7103,x7102,x7104,x7105))
% 53.58/53.63 [711]~E(x7111,x7112)+E(f336(x7113,x7114,x7111,x7115),f336(x7113,x7114,x7112,x7115))
% 53.58/53.63 [712]~E(x7121,x7122)+E(f336(x7123,x7124,x7125,x7121),f336(x7123,x7124,x7125,x7122))
% 53.58/53.63 [713]~E(x7131,x7132)+E(f382(x7131),f382(x7132))
% 53.58/53.63 [714]~E(x7141,x7142)+E(f50(x7141),f50(x7142))
% 53.58/53.63 [715]~E(x7151,x7152)+E(f29(x7151),f29(x7152))
% 53.58/53.63 [716]~E(x7161,x7162)+E(f588(x7161,x7163),f588(x7162,x7163))
% 53.58/53.63 [717]~E(x7171,x7172)+E(f588(x7173,x7171),f588(x7173,x7172))
% 53.58/53.63 [718]~E(x7181,x7182)+E(f315(x7181,x7183,x7184),f315(x7182,x7183,x7184))
% 53.58/53.63 [719]~E(x7191,x7192)+E(f315(x7193,x7191,x7194),f315(x7193,x7192,x7194))
% 53.58/53.63 [720]~E(x7201,x7202)+E(f315(x7203,x7204,x7201),f315(x7203,x7204,x7202))
% 53.58/53.63 [721]~E(x7211,x7212)+E(f562(x7211,x7213),f562(x7212,x7213))
% 53.58/53.63 [722]~E(x7221,x7222)+E(f562(x7223,x7221),f562(x7223,x7222))
% 53.58/53.63 [723]~E(x7231,x7232)+E(f44(x7231),f44(x7232))
% 53.58/53.63 [724]~E(x7241,x7242)+E(f30(x7241),f30(x7242))
% 53.58/53.63 [725]~E(x7251,x7252)+E(f667(x7251,x7253),f667(x7252,x7253))
% 53.58/53.63 [726]~E(x7261,x7262)+E(f667(x7263,x7261),f667(x7263,x7262))
% 53.58/53.63 [727]~E(x7271,x7272)+E(f353(x7271,x7273),f353(x7272,x7273))
% 53.58/53.63 [728]~E(x7281,x7282)+E(f353(x7283,x7281),f353(x7283,x7282))
% 53.58/53.63 [729]~E(x7291,x7292)+E(f592(x7291,x7293),f592(x7292,x7293))
% 53.58/53.63 [730]~E(x7301,x7302)+E(f592(x7303,x7301),f592(x7303,x7302))
% 53.58/53.63 [731]~E(x7311,x7312)+E(f758(x7311),f758(x7312))
% 53.58/53.63 [732]~E(x7321,x7322)+E(f39(x7321),f39(x7322))
% 53.58/53.63 [733]~E(x7331,x7332)+E(f624(x7331,x7333),f624(x7332,x7333))
% 53.58/53.63 [734]~E(x7341,x7342)+E(f624(x7343,x7341),f624(x7343,x7342))
% 53.58/53.63 [735]~E(x7351,x7352)+E(f641(x7351,x7353),f641(x7352,x7353))
% 53.58/53.63 [736]~E(x7361,x7362)+E(f641(x7363,x7361),f641(x7363,x7362))
% 53.58/53.63 [737]~E(x7371,x7372)+E(f402(x7371,x7373),f402(x7372,x7373))
% 53.58/53.63 [738]~E(x7381,x7382)+E(f402(x7383,x7381),f402(x7383,x7382))
% 53.58/53.63 [739]~E(x7391,x7392)+E(f682(x7391,x7393),f682(x7392,x7393))
% 53.58/53.63 [740]~E(x7401,x7402)+E(f682(x7403,x7401),f682(x7403,x7402))
% 53.58/53.63 [741]~E(x7411,x7412)+E(f60(x7411),f60(x7412))
% 53.58/53.63 [742]~E(x7421,x7422)+E(f605(x7421,x7423),f605(x7422,x7423))
% 53.58/53.63 [743]~E(x7431,x7432)+E(f605(x7433,x7431),f605(x7433,x7432))
% 53.58/53.63 [744]~E(x7441,x7442)+E(f213(x7441,x7443,x7444,x7445),f213(x7442,x7443,x7444,x7445))
% 53.58/53.63 [745]~E(x7451,x7452)+E(f213(x7453,x7451,x7454,x7455),f213(x7453,x7452,x7454,x7455))
% 53.58/53.63 [746]~E(x7461,x7462)+E(f213(x7463,x7464,x7461,x7465),f213(x7463,x7464,x7462,x7465))
% 53.58/53.63 [747]~E(x7471,x7472)+E(f213(x7473,x7474,x7475,x7471),f213(x7473,x7474,x7475,x7472))
% 53.58/53.63 [748]~E(x7481,x7482)+E(f252(x7481),f252(x7482))
% 53.58/53.63 [749]~E(x7491,x7492)+E(f205(x7491,x7493),f205(x7492,x7493))
% 53.58/53.63 [750]~E(x7501,x7502)+E(f205(x7503,x7501),f205(x7503,x7502))
% 53.58/53.63 [751]~E(x7511,x7512)+E(f64(x7511),f64(x7512))
% 53.58/53.63 [752]~E(x7521,x7522)+E(f555(x7521,x7523),f555(x7522,x7523))
% 53.58/53.63 [753]~E(x7531,x7532)+E(f555(x7533,x7531),f555(x7533,x7532))
% 53.58/53.63 [754]~E(x7541,x7542)+E(f257(x7541,x7543,x7544,x7545),f257(x7542,x7543,x7544,x7545))
% 53.58/53.63 [755]~E(x7551,x7552)+E(f257(x7553,x7551,x7554,x7555),f257(x7553,x7552,x7554,x7555))
% 53.58/53.63 [756]~E(x7561,x7562)+E(f257(x7563,x7564,x7561,x7565),f257(x7563,x7564,x7562,x7565))
% 53.58/53.63 [757]~E(x7571,x7572)+E(f257(x7573,x7574,x7575,x7571),f257(x7573,x7574,x7575,x7572))
% 53.58/53.63 [758]~E(x7581,x7582)+E(f329(x7581,x7583,x7584),f329(x7582,x7583,x7584))
% 53.58/53.63 [759]~E(x7591,x7592)+E(f329(x7593,x7591,x7594),f329(x7593,x7592,x7594))
% 53.58/53.63 [760]~E(x7601,x7602)+E(f329(x7603,x7604,x7601),f329(x7603,x7604,x7602))
% 53.58/53.63 [761]~E(x7611,x7612)+E(f142(x7611),f142(x7612))
% 53.58/53.63 [762]~E(x7621,x7622)+E(f40(x7621),f40(x7622))
% 53.58/53.63 [763]~E(x7631,x7632)+E(f236(x7631,x7633,x7634,x7635),f236(x7632,x7633,x7634,x7635))
% 53.58/53.63 [764]~E(x7641,x7642)+E(f236(x7643,x7641,x7644,x7645),f236(x7643,x7642,x7644,x7645))
% 53.58/53.63 [765]~E(x7651,x7652)+E(f236(x7653,x7654,x7651,x7655),f236(x7653,x7654,x7652,x7655))
% 53.58/53.63 [766]~E(x7661,x7662)+E(f236(x7663,x7664,x7665,x7661),f236(x7663,x7664,x7665,x7662))
% 53.58/53.63 [767]~E(x7671,x7672)+E(f240(x7671,x7673),f240(x7672,x7673))
% 53.58/53.63 [768]~E(x7681,x7682)+E(f240(x7683,x7681),f240(x7683,x7682))
% 53.58/53.63 [769]~E(x7691,x7692)+E(f379(x7691),f379(x7692))
% 53.58/53.63 [770]~E(x7701,x7702)+E(f766(x7701),f766(x7702))
% 53.58/53.63 [771]~E(x7711,x7712)+E(f33(x7711),f33(x7712))
% 53.58/53.63 [772]~E(x7721,x7722)+E(f644(x7721,x7723),f644(x7722,x7723))
% 53.58/53.63 [773]~E(x7731,x7732)+E(f644(x7733,x7731),f644(x7733,x7732))
% 53.58/53.63 [774]~E(x7741,x7742)+E(f760(x7741),f760(x7742))
% 53.58/53.63 [775]~E(x7751,x7752)+E(f46(x7751),f46(x7752))
% 53.58/53.63 [776]~E(x7761,x7762)+E(f708(x7761,x7763),f708(x7762,x7763))
% 53.58/53.63 [777]~E(x7771,x7772)+E(f708(x7773,x7771),f708(x7773,x7772))
% 53.58/53.63 [778]~E(x7781,x7782)+E(f65(x7781),f65(x7782))
% 53.58/53.63 [779]~E(x7791,x7792)+E(f293(x7791,x7793,x7794,x7795),f293(x7792,x7793,x7794,x7795))
% 53.58/53.63 [780]~E(x7801,x7802)+E(f293(x7803,x7801,x7804,x7805),f293(x7803,x7802,x7804,x7805))
% 53.58/53.63 [781]~E(x7811,x7812)+E(f293(x7813,x7814,x7811,x7815),f293(x7813,x7814,x7812,x7815))
% 53.58/53.63 [782]~E(x7821,x7822)+E(f293(x7823,x7824,x7825,x7821),f293(x7823,x7824,x7825,x7822))
% 53.58/53.63 [783]~E(x7831,x7832)+E(f295(x7831,x7833,x7834,x7835),f295(x7832,x7833,x7834,x7835))
% 53.58/53.63 [784]~E(x7841,x7842)+E(f295(x7843,x7841,x7844,x7845),f295(x7843,x7842,x7844,x7845))
% 53.58/53.63 [785]~E(x7851,x7852)+E(f295(x7853,x7854,x7851,x7855),f295(x7853,x7854,x7852,x7855))
% 53.58/53.63 [786]~E(x7861,x7862)+E(f295(x7863,x7864,x7865,x7861),f295(x7863,x7864,x7865,x7862))
% 53.58/53.63 [787]~E(x7871,x7872)+E(f247(x7871,x7873),f247(x7872,x7873))
% 53.58/53.63 [788]~E(x7881,x7882)+E(f247(x7883,x7881),f247(x7883,x7882))
% 53.58/53.63 [789]~E(x7891,x7892)+E(f67(x7891),f67(x7892))
% 53.58/53.63 [790]~E(x7901,x7902)+E(f41(x7901),f41(x7902))
% 53.58/53.63 [791]~E(x7911,x7912)+E(f645(x7911,x7913),f645(x7912,x7913))
% 53.58/53.63 [792]~E(x7921,x7922)+E(f645(x7923,x7921),f645(x7923,x7922))
% 53.58/53.63 [793]~E(x7931,x7932)+E(f331(x7931,x7933),f331(x7932,x7933))
% 53.58/53.63 [794]~E(x7941,x7942)+E(f331(x7943,x7941),f331(x7943,x7942))
% 53.58/53.63 [795]~E(x7951,x7952)+E(f621(x7951,x7953),f621(x7952,x7953))
% 53.58/53.63 [796]~E(x7961,x7962)+E(f621(x7963,x7961),f621(x7963,x7962))
% 53.58/53.63 [797]~E(x7971,x7972)+E(f207(x7971,x7973,x7974,x7975),f207(x7972,x7973,x7974,x7975))
% 53.58/53.63 [798]~E(x7981,x7982)+E(f207(x7983,x7981,x7984,x7985),f207(x7983,x7982,x7984,x7985))
% 53.58/53.63 [799]~E(x7991,x7992)+E(f207(x7993,x7994,x7991,x7995),f207(x7993,x7994,x7992,x7995))
% 53.58/53.63 [800]~E(x8001,x8002)+E(f207(x8003,x8004,x8005,x8001),f207(x8003,x8004,x8005,x8002))
% 53.58/53.63 [801]~E(x8011,x8012)+E(f68(x8011),f68(x8012))
% 53.58/53.63 [802]~E(x8021,x8022)+E(f200(x8021,x8023),f200(x8022,x8023))
% 53.58/53.63 [803]~E(x8031,x8032)+E(f200(x8033,x8031),f200(x8033,x8032))
% 53.58/53.63 [804]~E(x8041,x8042)+E(f380(x8041,x8043),f380(x8042,x8043))
% 53.58/53.63 [805]~E(x8051,x8052)+E(f380(x8053,x8051),f380(x8053,x8052))
% 53.58/53.63 [806]~E(x8061,x8062)+E(f802(x8061,x8063,x8064),f802(x8062,x8063,x8064))
% 53.58/53.63 [807]~E(x8071,x8072)+E(f802(x8073,x8071,x8074),f802(x8073,x8072,x8074))
% 53.58/53.63 [808]~E(x8081,x8082)+E(f802(x8083,x8084,x8081),f802(x8083,x8084,x8082))
% 53.58/53.63 [809]~E(x8091,x8092)+E(f327(x8091,x8093,x8094),f327(x8092,x8093,x8094))
% 53.58/53.63 [810]~E(x8101,x8102)+E(f327(x8103,x8101,x8104),f327(x8103,x8102,x8104))
% 53.58/53.63 [811]~E(x8111,x8112)+E(f327(x8113,x8114,x8111),f327(x8113,x8114,x8112))
% 53.58/53.63 [812]~E(x8121,x8122)+E(f185(x8121,x8123),f185(x8122,x8123))
% 53.58/53.63 [813]~E(x8131,x8132)+E(f185(x8133,x8131),f185(x8133,x8132))
% 53.58/53.63 [814]~E(x8141,x8142)+E(f601(x8141,x8143),f601(x8142,x8143))
% 53.58/53.63 [815]~E(x8151,x8152)+E(f601(x8153,x8151),f601(x8153,x8152))
% 53.58/53.63 [816]~E(x8161,x8162)+E(f376(x8161),f376(x8162))
% 53.58/53.63 [817]~E(x8171,x8172)+E(f536(x8171,x8173),f536(x8172,x8173))
% 53.58/53.63 [818]~E(x8181,x8182)+E(f536(x8183,x8181),f536(x8183,x8182))
% 53.58/53.63 [819]~E(x8191,x8192)+E(f192(x8191),f192(x8192))
% 53.58/53.63 [820]~E(x8201,x8202)+E(f219(x8201,x8203,x8204,x8205),f219(x8202,x8203,x8204,x8205))
% 53.58/53.63 [821]~E(x8211,x8212)+E(f219(x8213,x8211,x8214,x8215),f219(x8213,x8212,x8214,x8215))
% 53.58/53.63 [822]~E(x8221,x8222)+E(f219(x8223,x8224,x8221,x8225),f219(x8223,x8224,x8222,x8225))
% 53.58/53.63 [823]~E(x8231,x8232)+E(f219(x8233,x8234,x8235,x8231),f219(x8233,x8234,x8235,x8232))
% 53.58/53.63 [824]~E(x8241,x8242)+E(f646(x8241,x8243),f646(x8242,x8243))
% 53.58/53.63 [825]~E(x8251,x8252)+E(f646(x8253,x8251),f646(x8253,x8252))
% 53.58/53.63 [826]~E(x8261,x8262)+E(f438(x8261),f438(x8262))
% 53.58/53.63 [827]~E(x8271,x8272)+E(f267(x8271,x8273,x8274,x8275),f267(x8272,x8273,x8274,x8275))
% 53.58/53.63 [828]~E(x8281,x8282)+E(f267(x8283,x8281,x8284,x8285),f267(x8283,x8282,x8284,x8285))
% 53.58/53.63 [829]~E(x8291,x8292)+E(f267(x8293,x8294,x8291,x8295),f267(x8293,x8294,x8292,x8295))
% 53.58/53.63 [830]~E(x8301,x8302)+E(f267(x8303,x8304,x8305,x8301),f267(x8303,x8304,x8305,x8302))
% 53.58/53.63 [831]~E(x8311,x8312)+E(f246(x8311,x8313),f246(x8312,x8313))
% 53.58/53.63 [832]~E(x8321,x8322)+E(f246(x8323,x8321),f246(x8323,x8322))
% 53.58/53.63 [833]~E(x8331,x8332)+E(f66(x8331),f66(x8332))
% 53.58/53.63 [834]~E(x8341,x8342)+E(f763(x8341),f763(x8342))
% 53.58/53.63 [835]~E(x8351,x8352)+E(f546(x8351,x8353),f546(x8352,x8353))
% 53.58/53.63 [836]~E(x8361,x8362)+E(f546(x8363,x8361),f546(x8363,x8362))
% 53.58/53.63 [837]~E(x8371,x8372)+E(f551(x8371,x8373),f551(x8372,x8373))
% 53.58/53.63 [838]~E(x8381,x8382)+E(f551(x8383,x8381),f551(x8383,x8382))
% 53.58/53.63 [839]~E(x8391,x8392)+E(f72(x8391),f72(x8392))
% 53.58/53.63 [840]~E(x8401,x8402)+E(f61(x8401),f61(x8402))
% 53.58/53.63 [841]~E(x8411,x8412)+E(f547(x8411,x8413),f547(x8412,x8413))
% 53.58/53.63 [842]~E(x8421,x8422)+E(f547(x8423,x8421),f547(x8423,x8422))
% 53.58/53.63 [843]~E(x8431,x8432)+E(f316(x8431),f316(x8432))
% 53.58/53.63 [844]~E(x8441,x8442)+E(f392(x8441,x8443),f392(x8442,x8443))
% 53.58/53.63 [845]~E(x8451,x8452)+E(f392(x8453,x8451),f392(x8453,x8452))
% 53.58/53.63 [846]~E(x8461,x8462)+E(f191(x8461,x8463),f191(x8462,x8463))
% 53.58/53.63 [847]~E(x8471,x8472)+E(f191(x8473,x8471),f191(x8473,x8472))
% 53.58/53.63 [848]~E(x8481,x8482)+E(f268(x8481,x8483,x8484,x8485),f268(x8482,x8483,x8484,x8485))
% 53.58/53.63 [849]~E(x8491,x8492)+E(f268(x8493,x8491,x8494,x8495),f268(x8493,x8492,x8494,x8495))
% 53.58/53.63 [850]~E(x8501,x8502)+E(f268(x8503,x8504,x8501,x8505),f268(x8503,x8504,x8502,x8505))
% 53.58/53.63 [851]~E(x8511,x8512)+E(f268(x8513,x8514,x8515,x8511),f268(x8513,x8514,x8515,x8512))
% 53.58/53.63 [852]~E(x8521,x8522)+E(f235(x8521,x8523,x8524),f235(x8522,x8523,x8524))
% 53.58/53.63 [853]~E(x8531,x8532)+E(f235(x8533,x8531,x8534),f235(x8533,x8532,x8534))
% 53.58/53.63 [854]~E(x8541,x8542)+E(f235(x8543,x8544,x8541),f235(x8543,x8544,x8542))
% 53.58/53.63 [855]~E(x8551,x8552)+E(f406(x8551,x8553),f406(x8552,x8553))
% 53.58/53.63 [856]~E(x8561,x8562)+E(f406(x8563,x8561),f406(x8563,x8562))
% 53.58/53.63 [857]~E(x8571,x8572)+E(f724(x8571,x8573),f724(x8572,x8573))
% 53.58/53.63 [858]~E(x8581,x8582)+E(f724(x8583,x8581),f724(x8583,x8582))
% 53.58/53.63 [859]~E(x8591,x8592)+E(f591(x8591,x8593),f591(x8592,x8593))
% 53.58/53.63 [860]~E(x8601,x8602)+E(f591(x8603,x8601),f591(x8603,x8602))
% 53.58/53.63 [861]~E(x8611,x8612)+E(f590(x8611,x8613),f590(x8612,x8613))
% 53.58/53.63 [862]~E(x8621,x8622)+E(f590(x8623,x8621),f590(x8623,x8622))
% 53.58/53.63 [863]~E(x8631,x8632)+E(f537(x8631,x8633),f537(x8632,x8633))
% 53.58/53.63 [864]~E(x8641,x8642)+E(f537(x8643,x8641),f537(x8643,x8642))
% 53.58/53.63 [865]~E(x8651,x8652)+E(f648(x8651,x8653),f648(x8652,x8653))
% 53.58/53.63 [866]~E(x8661,x8662)+E(f648(x8663,x8661),f648(x8663,x8662))
% 53.58/53.63 [867]~E(x8671,x8672)+E(f412(x8671,x8673,x8674),f412(x8672,x8673,x8674))
% 53.58/53.63 [868]~E(x8681,x8682)+E(f412(x8683,x8681,x8684),f412(x8683,x8682,x8684))
% 53.58/53.63 [869]~E(x8691,x8692)+E(f412(x8693,x8694,x8691),f412(x8693,x8694,x8692))
% 53.58/53.63 [870]~E(x8701,x8702)+E(f569(x8701,x8703),f569(x8702,x8703))
% 53.58/53.63 [871]~E(x8711,x8712)+E(f569(x8713,x8711),f569(x8713,x8712))
% 53.58/53.63 [872]~E(x8721,x8722)+E(f403(x8721,x8723),f403(x8722,x8723))
% 53.58/53.63 [873]~E(x8731,x8732)+E(f403(x8733,x8731),f403(x8733,x8732))
% 53.58/53.63 [874]~E(x8741,x8742)+E(f550(x8741,x8743),f550(x8742,x8743))
% 53.58/53.63 [875]~E(x8751,x8752)+E(f550(x8753,x8751),f550(x8753,x8752))
% 53.58/53.63 [876]~E(x8761,x8762)+E(f170(x8761,x8763,x8764),f170(x8762,x8763,x8764))
% 53.58/53.63 [877]~E(x8771,x8772)+E(f170(x8773,x8771,x8774),f170(x8773,x8772,x8774))
% 53.58/53.63 [878]~E(x8781,x8782)+E(f170(x8783,x8784,x8781),f170(x8783,x8784,x8782))
% 53.58/53.63 [879]~E(x8791,x8792)+E(f759(x8791),f759(x8792))
% 53.58/53.63 [880]~E(x8801,x8802)+E(f187(x8801,x8803,x8804),f187(x8802,x8803,x8804))
% 53.58/53.63 [881]~E(x8811,x8812)+E(f187(x8813,x8811,x8814),f187(x8813,x8812,x8814))
% 53.58/53.63 [882]~E(x8821,x8822)+E(f187(x8823,x8824,x8821),f187(x8823,x8824,x8822))
% 53.58/53.63 [883]~E(x8831,x8832)+E(f35(x8831),f35(x8832))
% 53.58/53.63 [884]~E(x8841,x8842)+E(f180(x8841,x8843,x8844,x8845,x8846),f180(x8842,x8843,x8844,x8845,x8846))
% 53.58/53.63 [885]~E(x8851,x8852)+E(f180(x8853,x8851,x8854,x8855,x8856),f180(x8853,x8852,x8854,x8855,x8856))
% 53.58/53.63 [886]~E(x8861,x8862)+E(f180(x8863,x8864,x8861,x8865,x8866),f180(x8863,x8864,x8862,x8865,x8866))
% 53.58/53.63 [887]~E(x8871,x8872)+E(f180(x8873,x8874,x8875,x8871,x8876),f180(x8873,x8874,x8875,x8872,x8876))
% 53.58/53.63 [888]~E(x8881,x8882)+E(f180(x8883,x8884,x8885,x8886,x8881),f180(x8883,x8884,x8885,x8886,x8882))
% 53.58/53.63 [889]~E(x8891,x8892)+E(f210(x8891,x8893,x8894,x8895),f210(x8892,x8893,x8894,x8895))
% 53.58/53.63 [890]~E(x8901,x8902)+E(f210(x8903,x8901,x8904,x8905),f210(x8903,x8902,x8904,x8905))
% 53.58/53.63 [891]~E(x8911,x8912)+E(f210(x8913,x8914,x8911,x8915),f210(x8913,x8914,x8912,x8915))
% 53.58/53.63 [892]~E(x8921,x8922)+E(f210(x8923,x8924,x8925,x8921),f210(x8923,x8924,x8925,x8922))
% 53.58/53.63 [893]~E(x8931,x8932)+E(f360(x8931,x8933,x8934),f360(x8932,x8933,x8934))
% 53.58/53.63 [894]~E(x8941,x8942)+E(f360(x8943,x8941,x8944),f360(x8943,x8942,x8944))
% 53.58/53.63 [895]~E(x8951,x8952)+E(f360(x8953,x8954,x8951),f360(x8953,x8954,x8952))
% 53.58/53.63 [896]~E(x8961,x8962)+E(f348(x8961,x8963,x8964),f348(x8962,x8963,x8964))
% 53.58/53.63 [897]~E(x8971,x8972)+E(f348(x8973,x8971,x8974),f348(x8973,x8972,x8974))
% 53.58/53.63 [898]~E(x8981,x8982)+E(f348(x8983,x8984,x8981),f348(x8983,x8984,x8982))
% 53.58/53.63 [899]~E(x8991,x8992)+E(f721(x8991,x8993),f721(x8992,x8993))
% 53.58/53.63 [900]~E(x9001,x9002)+E(f721(x9003,x9001),f721(x9003,x9002))
% 53.58/53.63 [901]~E(x9011,x9012)+E(f384(x9011),f384(x9012))
% 53.58/53.63 [902]~E(x9021,x9022)+E(f722(x9021,x9023),f722(x9022,x9023))
% 53.58/53.63 [903]~E(x9031,x9032)+E(f722(x9033,x9031),f722(x9033,x9032))
% 53.58/53.63 [904]~E(x9041,x9042)+E(f606(x9041,x9043),f606(x9042,x9043))
% 53.58/53.63 [905]~E(x9051,x9052)+E(f606(x9053,x9051),f606(x9053,x9052))
% 53.58/53.63 [906]~E(x9061,x9062)+E(f523(x9061,x9063),f523(x9062,x9063))
% 53.58/53.63 [907]~E(x9071,x9072)+E(f523(x9073,x9071),f523(x9073,x9072))
% 53.58/53.63 [908]~E(x9081,x9082)+E(f570(x9081,x9083),f570(x9082,x9083))
% 53.58/53.63 [909]~E(x9091,x9092)+E(f570(x9093,x9091),f570(x9093,x9092))
% 53.58/53.63 [910]~E(x9101,x9102)+E(f254(x9101,x9103,x9104,x9105),f254(x9102,x9103,x9104,x9105))
% 53.58/53.63 [911]~E(x9111,x9112)+E(f254(x9113,x9111,x9114,x9115),f254(x9113,x9112,x9114,x9115))
% 53.58/53.63 [912]~E(x9121,x9122)+E(f254(x9123,x9124,x9121,x9125),f254(x9123,x9124,x9122,x9125))
% 53.58/53.63 [913]~E(x9131,x9132)+E(f254(x9133,x9134,x9135,x9131),f254(x9133,x9134,x9135,x9132))
% 53.58/53.63 [914]~E(x9141,x9142)+E(f253(x9141,x9143,x9144),f253(x9142,x9143,x9144))
% 53.58/53.63 [915]~E(x9151,x9152)+E(f253(x9153,x9151,x9154),f253(x9153,x9152,x9154))
% 53.58/53.63 [916]~E(x9161,x9162)+E(f253(x9163,x9164,x9161),f253(x9163,x9164,x9162))
% 53.58/53.63 [917]~E(x9171,x9172)+E(f285(x9171,x9173),f285(x9172,x9173))
% 53.58/53.63 [918]~E(x9181,x9182)+E(f285(x9183,x9181),f285(x9183,x9182))
% 53.58/53.63 [919]~E(x9191,x9192)+E(f223(x9191,x9193,x9194),f223(x9192,x9193,x9194))
% 53.58/53.63 [920]~E(x9201,x9202)+E(f223(x9203,x9201,x9204),f223(x9203,x9202,x9204))
% 53.58/53.63 [921]~E(x9211,x9212)+E(f223(x9213,x9214,x9211),f223(x9213,x9214,x9212))
% 53.58/53.63 [922]~E(x9221,x9222)+E(f358(x9221,x9223,x9224),f358(x9222,x9223,x9224))
% 53.58/53.63 [923]~E(x9231,x9232)+E(f358(x9233,x9231,x9234),f358(x9233,x9232,x9234))
% 53.58/53.63 [924]~E(x9241,x9242)+E(f358(x9243,x9244,x9241),f358(x9243,x9244,x9242))
% 53.58/53.63 [925]~E(x9251,x9252)+E(f599(x9251,x9253),f599(x9252,x9253))
% 53.58/53.63 [926]~E(x9261,x9262)+E(f599(x9263,x9261),f599(x9263,x9262))
% 53.58/53.63 [927]~E(x9271,x9272)+E(f320(x9271),f320(x9272))
% 53.58/53.63 [928]~E(x9281,x9282)+E(f734(x9281,x9283),f734(x9282,x9283))
% 53.58/53.63 [929]~E(x9291,x9292)+E(f734(x9293,x9291),f734(x9293,x9292))
% 53.58/53.63 [930]~E(x9301,x9302)+E(f483(x9301,x9303),f483(x9302,x9303))
% 53.58/53.63 [931]~E(x9311,x9312)+E(f483(x9313,x9311),f483(x9313,x9312))
% 53.58/53.63 [932]~E(x9321,x9322)+E(f373(x9321,x9323),f373(x9322,x9323))
% 53.58/53.63 [933]~E(x9331,x9332)+E(f373(x9333,x9331),f373(x9333,x9332))
% 53.58/53.63 [934]~E(x9341,x9342)+E(f672(x9341,x9343),f672(x9342,x9343))
% 53.58/53.63 [935]~E(x9351,x9352)+E(f672(x9353,x9351),f672(x9353,x9352))
% 53.58/53.63 [936]~E(x9361,x9362)+E(f513(x9361,x9363),f513(x9362,x9363))
% 53.58/53.63 [937]~E(x9371,x9372)+E(f513(x9373,x9371),f513(x9373,x9372))
% 53.58/53.63 [938]~E(x9381,x9382)+E(f323(x9381,x9383,x9384),f323(x9382,x9383,x9384))
% 53.58/53.63 [939]~E(x9391,x9392)+E(f323(x9393,x9391,x9394),f323(x9393,x9392,x9394))
% 53.58/53.63 [940]~E(x9401,x9402)+E(f323(x9403,x9404,x9401),f323(x9403,x9404,x9402))
% 53.58/53.63 [941]~E(x9411,x9412)+E(f654(x9411,x9413),f654(x9412,x9413))
% 53.58/53.63 [942]~E(x9421,x9422)+E(f654(x9423,x9421),f654(x9423,x9422))
% 53.58/53.63 [943]~E(x9431,x9432)+E(f552(x9431,x9433),f552(x9432,x9433))
% 53.58/53.63 [944]~E(x9441,x9442)+E(f552(x9443,x9441),f552(x9443,x9442))
% 53.58/53.63 [945]~E(x9451,x9452)+E(f543(x9451,x9453),f543(x9452,x9453))
% 53.58/53.63 [946]~E(x9461,x9462)+E(f543(x9463,x9461),f543(x9463,x9462))
% 53.58/53.63 [947]~E(x9471,x9472)+E(f737(x9471,x9473),f737(x9472,x9473))
% 53.58/53.63 [948]~E(x9481,x9482)+E(f737(x9483,x9481),f737(x9483,x9482))
% 53.58/53.63 [949]~E(x9491,x9492)+E(f355(x9491),f355(x9492))
% 53.58/53.63 [950]~E(x9501,x9502)+E(f411(x9501,x9503,x9504),f411(x9502,x9503,x9504))
% 53.58/53.63 [951]~E(x9511,x9512)+E(f411(x9513,x9511,x9514),f411(x9513,x9512,x9514))
% 53.58/53.63 [952]~E(x9521,x9522)+E(f411(x9523,x9524,x9521),f411(x9523,x9524,x9522))
% 53.58/53.63 [953]~E(x9531,x9532)+E(f361(x9531,x9533,x9534),f361(x9532,x9533,x9534))
% 53.58/53.63 [954]~E(x9541,x9542)+E(f361(x9543,x9541,x9544),f361(x9543,x9542,x9544))
% 53.58/53.63 [955]~E(x9551,x9552)+E(f361(x9553,x9554,x9551),f361(x9553,x9554,x9552))
% 53.58/53.63 [956]~E(x9561,x9562)+E(f214(x9561,x9563,x9564,x9565),f214(x9562,x9563,x9564,x9565))
% 53.58/53.63 [957]~E(x9571,x9572)+E(f214(x9573,x9571,x9574,x9575),f214(x9573,x9572,x9574,x9575))
% 53.58/53.63 [958]~E(x9581,x9582)+E(f214(x9583,x9584,x9581,x9585),f214(x9583,x9584,x9582,x9585))
% 53.58/53.63 [959]~E(x9591,x9592)+E(f214(x9593,x9594,x9595,x9591),f214(x9593,x9594,x9595,x9592))
% 53.58/53.63 [960]~E(x9601,x9602)+E(f723(x9601,x9603),f723(x9602,x9603))
% 53.58/53.63 [961]~E(x9611,x9612)+E(f723(x9613,x9611),f723(x9613,x9612))
% 53.58/53.63 [962]~E(x9621,x9622)+E(f357(x9621,x9623,x9624),f357(x9622,x9623,x9624))
% 53.58/53.63 [963]~E(x9631,x9632)+E(f357(x9633,x9631,x9634),f357(x9633,x9632,x9634))
% 53.58/53.63 [964]~E(x9641,x9642)+E(f357(x9643,x9644,x9641),f357(x9643,x9644,x9642))
% 53.58/53.63 [965]~E(x9651,x9652)+E(f784(x9651),f784(x9652))
% 53.58/53.63 [966]~E(x9661,x9662)+E(f62(x9661),f62(x9662))
% 53.58/53.63 [967]~E(x9671,x9672)+E(f690(x9671,x9673),f690(x9672,x9673))
% 53.58/53.63 [968]~E(x9681,x9682)+E(f690(x9683,x9681),f690(x9683,x9682))
% 53.58/53.63 [969]~E(x9691,x9692)+E(f725(x9691,x9693),f725(x9692,x9693))
% 53.58/53.63 [970]~E(x9701,x9702)+E(f725(x9703,x9701),f725(x9703,x9702))
% 53.58/53.63 [971]~E(x9711,x9712)+E(f399(x9711,x9713),f399(x9712,x9713))
% 53.58/53.63 [972]~E(x9721,x9722)+E(f399(x9723,x9721),f399(x9723,x9722))
% 53.58/53.63 [973]~E(x9731,x9732)+E(f701(x9731,x9733),f701(x9732,x9733))
% 53.58/53.63 [974]~E(x9741,x9742)+E(f701(x9743,x9741),f701(x9743,x9742))
% 53.58/53.63 [975]~E(x9751,x9752)+E(f284(x9751,x9753),f284(x9752,x9753))
% 53.58/53.63 [976]~E(x9761,x9762)+E(f284(x9763,x9761),f284(x9763,x9762))
% 53.58/53.63 [977]~E(x9771,x9772)+E(f385(x9771),f385(x9772))
% 53.58/53.63 [978]~E(x9781,x9782)+E(f561(x9781,x9783),f561(x9782,x9783))
% 53.58/53.63 [979]~E(x9791,x9792)+E(f561(x9793,x9791),f561(x9793,x9792))
% 53.58/53.63 [980]~E(x9801,x9802)+E(f647(x9801,x9803),f647(x9802,x9803))
% 53.58/53.63 [981]~E(x9811,x9812)+E(f647(x9813,x9811),f647(x9813,x9812))
% 53.58/53.63 [982]~E(x9821,x9822)+E(f144(x9821),f144(x9822))
% 53.58/53.63 [983]~E(x9831,x9832)+E(f712(x9831,x9833),f712(x9832,x9833))
% 53.58/53.63 [984]~E(x9841,x9842)+E(f712(x9843,x9841),f712(x9843,x9842))
% 53.58/53.63 [985]~E(x9851,x9852)+E(f686(x9851,x9853),f686(x9852,x9853))
% 53.58/53.63 [986]~E(x9861,x9862)+E(f686(x9863,x9861),f686(x9863,x9862))
% 53.58/53.63 [987]~E(x9871,x9872)+E(f735(x9871,x9873),f735(x9872,x9873))
% 53.58/53.63 [988]~E(x9881,x9882)+E(f735(x9883,x9881),f735(x9883,x9882))
% 53.58/53.64 [989]~E(x9891,x9892)+E(f736(x9891,x9893),f736(x9892,x9893))
% 53.58/53.64 [990]~E(x9901,x9902)+E(f736(x9903,x9901),f736(x9903,x9902))
% 53.58/53.64 [991]~E(x9911,x9912)+E(f573(x9911,x9913),f573(x9912,x9913))
% 53.58/53.64 [992]~E(x9921,x9922)+E(f573(x9923,x9921),f573(x9923,x9922))
% 53.58/53.64 [993]~E(x9931,x9932)+E(f31(x9931),f31(x9932))
% 53.58/53.64 [994]~E(x9941,x9942)+E(f635(x9941,x9943),f635(x9942,x9943))
% 53.58/53.64 [995]~E(x9951,x9952)+E(f635(x9953,x9951),f635(x9953,x9952))
% 53.58/53.64 [996]~E(x9961,x9962)+E(f512(x9961,x9963),f512(x9962,x9963))
% 53.58/53.64 [997]~E(x9971,x9972)+E(f512(x9973,x9971),f512(x9973,x9972))
% 53.58/53.64 [998]~E(x9981,x9982)+E(f155(x9981),f155(x9982))
% 53.58/53.64 [999]~E(x9991,x9992)+E(f287(x9991,x9993),f287(x9992,x9993))
% 53.58/53.64 [1000]~E(x10001,x10002)+E(f287(x10003,x10001),f287(x10003,x10002))
% 53.58/53.64 [1001]~E(x10011,x10012)+E(f188(x10011,x10013,x10014),f188(x10012,x10013,x10014))
% 53.58/53.64 [1002]~E(x10021,x10022)+E(f188(x10023,x10021,x10024),f188(x10023,x10022,x10024))
% 53.58/53.64 [1003]~E(x10031,x10032)+E(f188(x10033,x10034,x10031),f188(x10033,x10034,x10032))
% 53.58/53.64 [1004]~E(x10041,x10042)+E(f230(x10041,x10043),f230(x10042,x10043))
% 53.58/53.64 [1005]~E(x10051,x10052)+E(f230(x10053,x10051),f230(x10053,x10052))
% 53.58/53.64 [1006]~E(x10061,x10062)+E(f176(x10061,x10063,x10064,x10065),f176(x10062,x10063,x10064,x10065))
% 53.58/53.64 [1007]~E(x10071,x10072)+E(f176(x10073,x10071,x10074,x10075),f176(x10073,x10072,x10074,x10075))
% 53.58/53.64 [1008]~E(x10081,x10082)+E(f176(x10083,x10084,x10081,x10085),f176(x10083,x10084,x10082,x10085))
% 53.58/53.64 [1009]~E(x10091,x10092)+E(f176(x10093,x10094,x10095,x10091),f176(x10093,x10094,x10095,x10092))
% 53.58/53.64 [1010]~E(x10101,x10102)+E(f608(x10101,x10103),f608(x10102,x10103))
% 53.58/53.64 [1011]~E(x10111,x10112)+E(f608(x10113,x10111),f608(x10113,x10112))
% 53.58/53.64 [1012]~E(x10121,x10122)+E(f211(x10121,x10123,x10124,x10125),f211(x10122,x10123,x10124,x10125))
% 53.58/53.64 [1013]~E(x10131,x10132)+E(f211(x10133,x10131,x10134,x10135),f211(x10133,x10132,x10134,x10135))
% 53.58/53.64 [1014]~E(x10141,x10142)+E(f211(x10143,x10144,x10141,x10145),f211(x10143,x10144,x10142,x10145))
% 53.58/53.64 [1015]~E(x10151,x10152)+E(f211(x10153,x10154,x10155,x10151),f211(x10153,x10154,x10155,x10152))
% 53.58/53.64 [1016]~E(x10161,x10162)+E(f281(x10161,x10163),f281(x10162,x10163))
% 53.58/53.64 [1017]~E(x10171,x10172)+E(f281(x10173,x10171),f281(x10173,x10172))
% 53.58/53.64 [1018]~E(x10181,x10182)+E(f143(x10181),f143(x10182))
% 53.58/53.64 [1019]~E(x10191,x10192)+E(f733(x10191,x10193),f733(x10192,x10193))
% 53.58/53.64 [1020]~E(x10201,x10202)+E(f733(x10203,x10201),f733(x10203,x10202))
% 53.58/53.64 [1021]~E(x10211,x10212)+E(f395(x10211,x10213),f395(x10212,x10213))
% 53.58/53.64 [1022]~E(x10221,x10222)+E(f395(x10223,x10221),f395(x10223,x10222))
% 53.58/53.64 [1023]~E(x10231,x10232)+E(f274(x10231,x10233),f274(x10232,x10233))
% 53.58/53.64 [1024]~E(x10241,x10242)+E(f274(x10243,x10241),f274(x10243,x10242))
% 53.58/53.64 [1025]~E(x10251,x10252)+E(f587(x10251,x10253),f587(x10252,x10253))
% 53.58/53.64 [1026]~E(x10261,x10262)+E(f587(x10263,x10261),f587(x10263,x10262))
% 53.58/53.64 [1027]~E(x10271,x10272)+E(f221(x10271),f221(x10272))
% 53.58/53.64 [1028]~E(x10281,x10282)+E(f602(x10281,x10283),f602(x10282,x10283))
% 53.58/53.64 [1029]~E(x10291,x10292)+E(f602(x10293,x10291),f602(x10293,x10292))
% 53.58/53.64 [1030]~E(x10301,x10302)+E(f225(x10301,x10303,x10304),f225(x10302,x10303,x10304))
% 53.58/53.64 [1031]~E(x10311,x10312)+E(f225(x10313,x10311,x10314),f225(x10313,x10312,x10314))
% 53.58/53.64 [1032]~E(x10321,x10322)+E(f225(x10323,x10324,x10321),f225(x10323,x10324,x10322))
% 53.58/53.64 [1033]~E(x10331,x10332)+E(f404(x10331,x10333),f404(x10332,x10333))
% 53.58/53.64 [1034]~E(x10341,x10342)+E(f404(x10343,x10341),f404(x10343,x10342))
% 53.58/53.64 [1035]~E(x10351,x10352)+E(f448(x10351),f448(x10352))
% 53.58/53.64 [1036]~E(x10361,x10362)+E(f662(x10361,x10363),f662(x10362,x10363))
% 53.58/53.64 [1037]~E(x10371,x10372)+E(f662(x10373,x10371),f662(x10373,x10372))
% 53.58/53.64 [1038]~E(x10381,x10382)+E(f684(x10381,x10383),f684(x10382,x10383))
% 53.58/53.64 [1039]~E(x10391,x10392)+E(f684(x10393,x10391),f684(x10393,x10392))
% 53.58/53.64 [1040]~E(x10401,x10402)+E(f499(x10401,x10403),f499(x10402,x10403))
% 53.58/53.64 [1041]~E(x10411,x10412)+E(f499(x10413,x10411),f499(x10413,x10412))
% 53.58/53.64 [1042]~E(x10421,x10422)+E(f193(x10421),f193(x10422))
% 53.58/53.64 [1043]~E(x10431,x10432)+E(f36(x10431),f36(x10432))
% 53.58/53.64 [1044]~E(x10441,x10442)+E(f615(x10441,x10443),f615(x10442,x10443))
% 53.58/53.64 [1045]~E(x10451,x10452)+E(f615(x10453,x10451),f615(x10453,x10452))
% 53.58/53.64 [1046]~E(x10461,x10462)+E(f178(x10461,x10463,x10464,x10465,x10466),f178(x10462,x10463,x10464,x10465,x10466))
% 53.58/53.64 [1047]~E(x10471,x10472)+E(f178(x10473,x10471,x10474,x10475,x10476),f178(x10473,x10472,x10474,x10475,x10476))
% 53.58/53.64 [1048]~E(x10481,x10482)+E(f178(x10483,x10484,x10481,x10485,x10486),f178(x10483,x10484,x10482,x10485,x10486))
% 53.58/53.64 [1049]~E(x10491,x10492)+E(f178(x10493,x10494,x10495,x10491,x10496),f178(x10493,x10494,x10495,x10492,x10496))
% 53.58/53.64 [1050]~E(x10501,x10502)+E(f178(x10503,x10504,x10505,x10506,x10501),f178(x10503,x10504,x10505,x10506,x10502))
% 53.58/53.64 [1051]~E(x10511,x10512)+E(f333(x10511),f333(x10512))
% 53.58/53.64 [1052]~E(x10521,x10522)+E(f611(x10521,x10523),f611(x10522,x10523))
% 53.58/53.64 [1053]~E(x10531,x10532)+E(f611(x10533,x10531),f611(x10533,x10532))
% 53.58/53.64 [1054]~E(x10541,x10542)+E(f34(x10541),f34(x10542))
% 53.58/53.64 [1055]~E(x10551,x10552)+E(f666(x10551,x10553),f666(x10552,x10553))
% 53.58/53.64 [1056]~E(x10561,x10562)+E(f666(x10563,x10561),f666(x10563,x10562))
% 53.58/53.64 [1057]~E(x10571,x10572)+E(f709(x10571,x10573),f709(x10572,x10573))
% 53.58/53.64 [1058]~E(x10581,x10582)+E(f709(x10583,x10581),f709(x10583,x10582))
% 53.58/53.64 [1059]~E(x10591,x10592)+E(f272(x10591,x10593),f272(x10592,x10593))
% 53.58/53.64 [1060]~E(x10601,x10602)+E(f272(x10603,x10601),f272(x10603,x10602))
% 53.58/53.64 [1061]~E(x10611,x10612)+E(f443(x10611),f443(x10612))
% 53.58/53.64 [1062]~E(x10621,x10622)+E(f163(x10621,x10623,x10624),f163(x10622,x10623,x10624))
% 53.58/53.64 [1063]~E(x10631,x10632)+E(f163(x10633,x10631,x10634),f163(x10633,x10632,x10634))
% 53.58/53.64 [1064]~E(x10641,x10642)+E(f163(x10643,x10644,x10641),f163(x10643,x10644,x10642))
% 53.58/53.64 [1065]~E(x10651,x10652)+E(f249(x10651,x10653,x10654),f249(x10652,x10653,x10654))
% 53.58/53.64 [1066]~E(x10661,x10662)+E(f249(x10663,x10661,x10664),f249(x10663,x10662,x10664))
% 53.58/53.64 [1067]~E(x10671,x10672)+E(f249(x10673,x10674,x10671),f249(x10673,x10674,x10672))
% 53.58/53.64 [1068]~E(x10681,x10682)+E(f220(x10681),f220(x10682))
% 53.58/53.64 [1069]~E(x10691,x10692)+E(f343(x10691),f343(x10692))
% 53.58/53.64 [1070]~E(x10701,x10702)+E(f664(x10701,x10703),f664(x10702,x10703))
% 53.58/53.64 [1071]~E(x10711,x10712)+E(f664(x10713,x10711),f664(x10713,x10712))
% 53.58/53.64 [1072]~E(x10721,x10722)+E(f71(x10721),f71(x10722))
% 53.58/53.64 [1073]~E(x10731,x10732)+E(f603(x10731,x10733),f603(x10732,x10733))
% 53.58/53.64 [1074]~E(x10741,x10742)+E(f603(x10743,x10741),f603(x10743,x10742))
% 53.58/53.64 [1075]~E(x10751,x10752)+E(f710(x10751,x10753),f710(x10752,x10753))
% 53.58/53.64 [1076]~E(x10761,x10762)+E(f710(x10763,x10761),f710(x10763,x10762))
% 53.58/53.64 [1077]~E(x10771,x10772)+E(f338(x10771),f338(x10772))
% 53.58/53.64 [1078]~E(x10781,x10782)+E(f228(x10781),f228(x10782))
% 53.58/53.64 [1079]~E(x10791,x10792)+E(f580(x10791,x10793),f580(x10792,x10793))
% 53.58/53.64 [1080]~E(x10801,x10802)+E(f580(x10803,x10801),f580(x10803,x10802))
% 53.58/53.64 [1081]~E(x10811,x10812)+E(f239(x10811,x10813),f239(x10812,x10813))
% 53.58/53.64 [1082]~E(x10821,x10822)+E(f239(x10823,x10821),f239(x10823,x10822))
% 53.58/53.64 [1083]~E(x10831,x10832)+E(f681(x10831,x10833),f681(x10832,x10833))
% 53.58/53.64 [1084]~E(x10841,x10842)+E(f681(x10843,x10841),f681(x10843,x10842))
% 53.58/53.64 [1085]~E(x10851,x10852)+E(f691(x10851,x10853),f691(x10852,x10853))
% 53.58/53.64 [1086]~E(x10861,x10862)+E(f691(x10863,x10861),f691(x10863,x10862))
% 53.58/53.64 [1087]~E(x10871,x10872)+E(f263(x10871,x10873,x10874,x10875),f263(x10872,x10873,x10874,x10875))
% 53.58/53.64 [1088]~E(x10881,x10882)+E(f263(x10883,x10881,x10884,x10885),f263(x10883,x10882,x10884,x10885))
% 53.58/53.64 [1089]~E(x10891,x10892)+E(f263(x10893,x10894,x10891,x10895),f263(x10893,x10894,x10892,x10895))
% 53.58/53.64 [1090]~E(x10901,x10902)+E(f263(x10903,x10904,x10905,x10901),f263(x10903,x10904,x10905,x10902))
% 53.58/53.64 [1091]~E(x10911,x10912)+E(f37(x10911),f37(x10912))
% 53.58/53.64 [1092]~E(x10921,x10922)+E(f586(x10921,x10923),f586(x10922,x10923))
% 53.58/53.64 [1093]~E(x10931,x10932)+E(f586(x10933,x10931),f586(x10933,x10932))
% 53.58/53.64 [1094]~E(x10941,x10942)+E(f711(x10941,x10943),f711(x10942,x10943))
% 53.58/53.64 [1095]~E(x10951,x10952)+E(f711(x10953,x10951),f711(x10953,x10952))
% 53.58/53.64 [1096]~E(x10961,x10962)+E(f345(x10961,x10963),f345(x10962,x10963))
% 53.58/53.64 [1097]~E(x10971,x10972)+E(f345(x10973,x10971),f345(x10973,x10972))
% 53.58/53.64 [1098]~E(x10981,x10982)+E(f248(x10981,x10983),f248(x10982,x10983))
% 53.58/53.64 [1099]~E(x10991,x10992)+E(f248(x10993,x10991),f248(x10993,x10992))
% 53.58/53.64 [1100]~E(x11001,x11002)+E(f417(x11001,x11003,x11004),f417(x11002,x11003,x11004))
% 53.58/53.64 [1101]~E(x11011,x11012)+E(f417(x11013,x11011,x11014),f417(x11013,x11012,x11014))
% 53.58/53.64 [1102]~E(x11021,x11022)+E(f417(x11023,x11024,x11021),f417(x11023,x11024,x11022))
% 53.58/53.64 [1103]~E(x11031,x11032)+E(f183(x11031,x11033,x11034,x11035,x11036,x11037),f183(x11032,x11033,x11034,x11035,x11036,x11037))
% 53.58/53.64 [1104]~E(x11041,x11042)+E(f183(x11043,x11041,x11044,x11045,x11046,x11047),f183(x11043,x11042,x11044,x11045,x11046,x11047))
% 53.58/53.64 [1105]~E(x11051,x11052)+E(f183(x11053,x11054,x11051,x11055,x11056,x11057),f183(x11053,x11054,x11052,x11055,x11056,x11057))
% 53.58/53.64 [1106]~E(x11061,x11062)+E(f183(x11063,x11064,x11065,x11061,x11066,x11067),f183(x11063,x11064,x11065,x11062,x11066,x11067))
% 53.58/53.64 [1107]~E(x11071,x11072)+E(f183(x11073,x11074,x11075,x11076,x11071,x11077),f183(x11073,x11074,x11075,x11076,x11072,x11077))
% 53.58/53.64 [1108]~E(x11081,x11082)+E(f183(x11083,x11084,x11085,x11086,x11087,x11081),f183(x11083,x11084,x11085,x11086,x11087,x11082))
% 53.58/53.64 [1109]~E(x11091,x11092)+E(f629(x11091,x11093),f629(x11092,x11093))
% 53.58/53.64 [1110]~E(x11101,x11102)+E(f629(x11103,x11101),f629(x11103,x11102))
% 53.58/53.64 [1111]~E(x11111,x11112)+E(f372(x11111,x11113),f372(x11112,x11113))
% 53.58/53.64 [1112]~E(x11121,x11122)+E(f372(x11123,x11121),f372(x11123,x11122))
% 53.58/53.64 [1113]~E(x11131,x11132)+E(f276(x11131,x11133),f276(x11132,x11133))
% 53.58/53.64 [1114]~E(x11141,x11142)+E(f276(x11143,x11141),f276(x11143,x11142))
% 53.58/53.64 [1115]~E(x11151,x11152)+E(f805(x11151),f805(x11152))
% 53.58/53.64 [1116]~E(x11161,x11162)+E(f540(x11161,x11163),f540(x11162,x11163))
% 53.58/53.64 [1117]~E(x11171,x11172)+E(f540(x11173,x11171),f540(x11173,x11172))
% 53.58/53.64 [1118]~E(x11181,x11182)+E(f415(x11181,x11183,x11184),f415(x11182,x11183,x11184))
% 53.58/53.64 [1119]~E(x11191,x11192)+E(f415(x11193,x11191,x11194),f415(x11193,x11192,x11194))
% 53.58/53.64 [1120]~E(x11201,x11202)+E(f415(x11203,x11204,x11201),f415(x11203,x11204,x11202))
% 53.58/53.64 [1121]~E(x11211,x11212)+E(f362(x11211,x11213,x11214),f362(x11212,x11213,x11214))
% 53.58/53.64 [1122]~E(x11221,x11222)+E(f362(x11223,x11221,x11224),f362(x11223,x11222,x11224))
% 53.58/53.64 [1123]~E(x11231,x11232)+E(f362(x11233,x11234,x11231),f362(x11233,x11234,x11232))
% 53.58/53.64 [1124]~E(x11241,x11242)+E(f564(x11241,x11243),f564(x11242,x11243))
% 53.58/53.64 [1125]~E(x11251,x11252)+E(f564(x11253,x11251),f564(x11253,x11252))
% 53.58/53.64 [1126]~E(x11261,x11262)+E(f206(x11261,x11263),f206(x11262,x11263))
% 53.58/53.64 [1127]~E(x11271,x11272)+E(f206(x11273,x11271),f206(x11273,x11272))
% 53.58/53.64 [1128]~E(x11281,x11282)+E(f277(x11281,x11283),f277(x11282,x11283))
% 53.58/53.64 [1129]~E(x11291,x11292)+E(f277(x11293,x11291),f277(x11293,x11292))
% 53.58/53.64 [1130]~E(x11301,x11302)+E(f612(x11301,x11303),f612(x11302,x11303))
% 53.58/53.64 [1131]~E(x11311,x11312)+E(f612(x11313,x11311),f612(x11313,x11312))
% 53.58/53.64 [1132]~E(x11321,x11322)+E(f297(x11321,x11323,x11324,x11325),f297(x11322,x11323,x11324,x11325))
% 53.58/53.64 [1133]~E(x11331,x11332)+E(f297(x11333,x11331,x11334,x11335),f297(x11333,x11332,x11334,x11335))
% 53.58/53.64 [1134]~E(x11341,x11342)+E(f297(x11343,x11344,x11341,x11345),f297(x11343,x11344,x11342,x11345))
% 53.58/53.64 [1135]~E(x11351,x11352)+E(f297(x11353,x11354,x11355,x11351),f297(x11353,x11354,x11355,x11352))
% 53.58/53.64 [1136]~E(x11361,x11362)+E(f208(x11361,x11363,x11364,x11365),f208(x11362,x11363,x11364,x11365))
% 53.58/53.64 [1137]~E(x11371,x11372)+E(f208(x11373,x11371,x11374,x11375),f208(x11373,x11372,x11374,x11375))
% 53.58/53.64 [1138]~E(x11381,x11382)+E(f208(x11383,x11384,x11381,x11385),f208(x11383,x11384,x11382,x11385))
% 53.58/53.64 [1139]~E(x11391,x11392)+E(f208(x11393,x11394,x11395,x11391),f208(x11393,x11394,x11395,x11392))
% 53.58/53.64 [1140]~E(x11401,x11402)+E(f273(x11401,x11403),f273(x11402,x11403))
% 53.58/53.64 [1141]~E(x11411,x11412)+E(f273(x11413,x11411),f273(x11413,x11412))
% 53.58/53.64 [1142]~E(x11421,x11422)+E(f286(x11421,x11423,x11424),f286(x11422,x11423,x11424))
% 53.58/53.64 [1143]~E(x11431,x11432)+E(f286(x11433,x11431,x11434),f286(x11433,x11432,x11434))
% 53.58/53.64 [1144]~E(x11441,x11442)+E(f286(x11443,x11444,x11441),f286(x11443,x11444,x11442))
% 53.58/53.64 [1145]~E(x11451,x11452)+E(f350(x11451,x11453,x11454),f350(x11452,x11453,x11454))
% 53.58/53.64 [1146]~E(x11461,x11462)+E(f350(x11463,x11461,x11464),f350(x11463,x11462,x11464))
% 53.58/53.64 [1147]~E(x11471,x11472)+E(f350(x11473,x11474,x11471),f350(x11473,x11474,x11472))
% 53.58/53.64 [1148]~E(x11481,x11482)+E(f717(x11481,x11483),f717(x11482,x11483))
% 53.58/53.64 [1149]~E(x11491,x11492)+E(f717(x11493,x11491),f717(x11493,x11492))
% 53.58/53.64 [1150]~E(x11501,x11502)+E(f726(x11501,x11503),f726(x11502,x11503))
% 53.58/53.64 [1151]~E(x11511,x11512)+E(f726(x11513,x11511),f726(x11513,x11512))
% 53.58/53.64 [1152]~E(x11521,x11522)+E(f371(x11521,x11523),f371(x11522,x11523))
% 53.58/53.64 [1153]~E(x11531,x11532)+E(f371(x11533,x11531),f371(x11533,x11532))
% 53.58/53.64 [1154]~E(x11541,x11542)+E(f201(x11541,x11543),f201(x11542,x11543))
% 53.58/53.64 [1155]~E(x11551,x11552)+E(f201(x11553,x11551),f201(x11553,x11552))
% 53.58/53.64 [1156]~E(x11561,x11562)+E(f840(x11561),f840(x11562))
% 53.58/53.64 [1157]~E(x11571,x11572)+E(f560(x11571,x11573),f560(x11572,x11573))
% 53.58/53.64 [1158]~E(x11581,x11582)+E(f560(x11583,x11581),f560(x11583,x11582))
% 53.58/53.64 [1159]~E(x11591,x11592)+E(f250(x11591),f250(x11592))
% 53.58/53.64 [1160]~E(x11601,x11602)+E(f401(x11601,x11603),f401(x11602,x11603))
% 53.58/53.64 [1161]~E(x11611,x11612)+E(f401(x11613,x11611),f401(x11613,x11612))
% 53.58/53.64 [1162]~E(x11621,x11622)+E(f716(x11621,x11623),f716(x11622,x11623))
% 53.58/53.64 [1163]~E(x11631,x11632)+E(f716(x11633,x11631),f716(x11633,x11632))
% 53.58/53.64 [1164]~E(x11641,x11642)+E(f279(x11641,x11643),f279(x11642,x11643))
% 53.58/53.64 [1165]~E(x11651,x11652)+E(f279(x11653,x11651),f279(x11653,x11652))
% 53.58/53.64 [1166]~E(x11661,x11662)+E(f574(x11661,x11663),f574(x11662,x11663))
% 53.58/53.64 [1167]~E(x11671,x11672)+E(f574(x11673,x11671),f574(x11673,x11672))
% 53.58/53.64 [1168]~E(x11681,x11682)+E(f505(x11681,x11683),f505(x11682,x11683))
% 53.58/53.64 [1169]~E(x11691,x11692)+E(f505(x11693,x11691),f505(x11693,x11692))
% 53.58/53.64 [1170]~E(x11701,x11702)+E(f171(x11701,x11703),f171(x11702,x11703))
% 53.58/53.64 [1171]~E(x11711,x11712)+E(f171(x11713,x11711),f171(x11713,x11712))
% 53.58/53.64 [1172]~E(x11721,x11722)+E(f803(x11721),f803(x11722))
% 53.58/53.64 [1173]~E(x11731,x11732)+E(f670(x11731,x11733),f670(x11732,x11733))
% 53.58/53.64 [1174]~E(x11741,x11742)+E(f670(x11743,x11741),f670(x11743,x11742))
% 53.58/53.64 [1175]~E(x11751,x11752)+E(f189(x11751,x11753,x11754),f189(x11752,x11753,x11754))
% 53.58/53.64 [1176]~E(x11761,x11762)+E(f189(x11763,x11761,x11764),f189(x11763,x11762,x11764))
% 53.58/53.64 [1177]~E(x11771,x11772)+E(f189(x11773,x11774,x11771),f189(x11773,x11774,x11772))
% 53.58/53.64 [1178]~E(x11781,x11782)+E(f162(x11781,x11783),f162(x11782,x11783))
% 53.58/53.64 [1179]~E(x11791,x11792)+E(f162(x11793,x11791),f162(x11793,x11792))
% 53.58/53.64 [1180]~E(x11801,x11802)+E(f407(x11801,x11803),f407(x11802,x11803))
% 53.58/53.64 [1181]~E(x11811,x11812)+E(f407(x11813,x11811),f407(x11813,x11812))
% 53.58/53.64 [1182]~E(x11821,x11822)+E(f393(x11821,x11823),f393(x11822,x11823))
% 53.58/53.64 [1183]~E(x11831,x11832)+E(f393(x11833,x11831),f393(x11833,x11832))
% 53.58/53.64 [1184]~E(x11841,x11842)+E(f261(x11841,x11843,x11844,x11845),f261(x11842,x11843,x11844,x11845))
% 53.58/53.64 [1185]~E(x11851,x11852)+E(f261(x11853,x11851,x11854,x11855),f261(x11853,x11852,x11854,x11855))
% 53.58/53.64 [1186]~E(x11861,x11862)+E(f261(x11863,x11864,x11861,x11865),f261(x11863,x11864,x11862,x11865))
% 53.58/53.64 [1187]~E(x11871,x11872)+E(f261(x11873,x11874,x11875,x11871),f261(x11873,x11874,x11875,x11872))
% 53.58/53.64 [1188]~E(x11881,x11882)+E(f244(x11881,x11883),f244(x11882,x11883))
% 53.58/53.64 [1189]~E(x11891,x11892)+E(f244(x11893,x11891),f244(x11893,x11892))
% 53.58/53.64 [1190]~E(x11901,x11902)+E(f671(x11901,x11903),f671(x11902,x11903))
% 53.58/53.64 [1191]~E(x11911,x11912)+E(f671(x11913,x11911),f671(x11913,x11912))
% 53.58/53.64 [1192]~E(x11921,x11922)+E(f337(x11921),f337(x11922))
% 53.58/53.64 [1193]~E(x11931,x11932)+E(f386(x11931),f386(x11932))
% 53.58/53.64 [1194]~E(x11941,x11942)+E(f625(x11941,x11943),f625(x11942,x11943))
% 53.58/53.64 [1195]~E(x11951,x11952)+E(f625(x11953,x11951),f625(x11953,x11952))
% 53.58/53.64 [1196]~E(x11961,x11962)+E(f568(x11961,x11963),f568(x11962,x11963))
% 53.58/53.64 [1197]~E(x11971,x11972)+E(f568(x11973,x11971),f568(x11973,x11972))
% 53.58/53.64 [1198]~E(x11981,x11982)+E(f226(x11981,x11983,x11984),f226(x11982,x11983,x11984))
% 53.58/53.64 [1199]~E(x11991,x11992)+E(f226(x11993,x11991,x11994),f226(x11993,x11992,x11994))
% 53.58/53.64 [1200]~E(x12001,x12002)+E(f226(x12003,x12004,x12001),f226(x12003,x12004,x12002))
% 53.58/53.64 [1201]~E(x12011,x12012)+E(f209(x12011,x12013,x12014,x12015),f209(x12012,x12013,x12014,x12015))
% 53.58/53.64 [1202]~E(x12021,x12022)+E(f209(x12023,x12021,x12024,x12025),f209(x12023,x12022,x12024,x12025))
% 53.58/53.64 [1203]~E(x12031,x12032)+E(f209(x12033,x12034,x12031,x12035),f209(x12033,x12034,x12032,x12035))
% 53.58/53.64 [1204]~E(x12041,x12042)+E(f209(x12043,x12044,x12045,x12041),f209(x12043,x12044,x12045,x12042))
% 53.58/53.64 [1205]~E(x12051,x12052)+E(f607(x12051,x12053),f607(x12052,x12053))
% 53.58/53.64 [1206]~E(x12061,x12062)+E(f607(x12063,x12061),f607(x12063,x12062))
% 53.58/53.64 [1207]~E(x12071,x12072)+E(f770(x12071),f770(x12072))
% 53.58/53.64 [1208]~E(x12081,x12082)+E(f242(x12081,x12083),f242(x12082,x12083))
% 53.58/53.64 [1209]~E(x12091,x12092)+E(f242(x12093,x12091),f242(x12093,x12092))
% 53.58/53.64 [1210]~E(x12101,x12102)+E(f578(x12101,x12103),f578(x12102,x12103))
% 53.58/53.64 [1211]~E(x12111,x12112)+E(f578(x12113,x12111),f578(x12113,x12112))
% 53.58/53.64 [1212]~E(x12121,x12122)+E(f593(x12121,x12123),f593(x12122,x12123))
% 53.58/53.64 [1213]~E(x12131,x12132)+E(f593(x12133,x12131),f593(x12133,x12132))
% 53.58/53.64 [1214]~E(x12141,x12142)+E(f492(x12141,x12143),f492(x12142,x12143))
% 53.58/53.64 [1215]~E(x12151,x12152)+E(f492(x12153,x12151),f492(x12153,x12152))
% 53.58/53.64 [1216]~E(x12161,x12162)+E(f147(x12161),f147(x12162))
% 53.58/53.64 [1217]~E(x12171,x12172)+E(f398(x12171),f398(x12172))
% 53.58/53.64 [1218]~E(x12181,x12182)+E(f410(x12181,x12183),f410(x12182,x12183))
% 53.58/53.64 [1219]~E(x12191,x12192)+E(f410(x12193,x12191),f410(x12193,x12192))
% 53.58/53.64 [1220]~E(x12201,x12202)+E(f704(x12201,x12203),f704(x12202,x12203))
% 53.58/53.64 [1221]~E(x12211,x12212)+E(f704(x12213,x12211),f704(x12213,x12212))
% 53.58/53.64 [1222]~E(x12221,x12222)+E(f718(x12221,x12223),f718(x12222,x12223))
% 53.58/53.64 [1223]~E(x12231,x12232)+E(f718(x12233,x12231),f718(x12233,x12232))
% 53.58/53.64 [1224]~E(x12241,x12242)+E(f416(x12241,x12243,x12244),f416(x12242,x12243,x12244))
% 53.58/53.64 [1225]~E(x12251,x12252)+E(f416(x12253,x12251,x12254),f416(x12253,x12252,x12254))
% 53.58/53.64 [1226]~E(x12261,x12262)+E(f416(x12263,x12264,x12261),f416(x12263,x12264,x12262))
% 53.58/53.64 [1227]~E(x12271,x12272)+E(f589(x12271,x12273),f589(x12272,x12273))
% 53.58/53.64 [1228]~E(x12281,x12282)+E(f589(x12283,x12281),f589(x12283,x12282))
% 53.58/53.64 [1229]~E(x12291,x12292)+E(f359(x12291,x12293,x12294),f359(x12292,x12293,x12294))
% 53.58/53.64 [1230]~E(x12301,x12302)+E(f359(x12303,x12301,x12304),f359(x12303,x12302,x12304))
% 53.58/53.64 [1231]~E(x12311,x12312)+E(f359(x12313,x12314,x12311),f359(x12313,x12314,x12312))
% 53.58/53.64 [1232]~E(x12321,x12322)+E(f342(x12321,x12323,x12324,x12325),f342(x12322,x12323,x12324,x12325))
% 53.58/53.64 [1233]~E(x12331,x12332)+E(f342(x12333,x12331,x12334,x12335),f342(x12333,x12332,x12334,x12335))
% 53.58/53.64 [1234]~E(x12341,x12342)+E(f342(x12343,x12344,x12341,x12345),f342(x12343,x12344,x12342,x12345))
% 53.58/53.64 [1235]~E(x12351,x12352)+E(f342(x12353,x12354,x12355,x12351),f342(x12353,x12354,x12355,x12352))
% 53.58/53.64 [1236]~E(x12361,x12362)+E(f218(x12361),f218(x12362))
% 53.58/53.64 [1237]~E(x12371,x12372)+E(f804(x12371),f804(x12372))
% 53.58/53.64 [1238]~E(x12381,x12382)+E(f370(x12381,x12383),f370(x12382,x12383))
% 53.58/53.64 [1239]~E(x12391,x12392)+E(f370(x12393,x12391),f370(x12393,x12392))
% 53.58/53.64 [1240]~E(x12401,x12402)+E(f328(x12401,x12403),f328(x12402,x12403))
% 53.58/53.64 [1241]~E(x12411,x12412)+E(f328(x12413,x12411),f328(x12413,x12412))
% 53.58/53.64 [1242]~E(x12421,x12422)+E(f637(x12421,x12423),f637(x12422,x12423))
% 53.58/53.64 [1243]~E(x12431,x12432)+E(f637(x12433,x12431),f637(x12433,x12432))
% 53.58/53.64 [1244]~E(x12441,x12442)+E(f659(x12441,x12443),f659(x12442,x12443))
% 53.58/53.64 [1245]~E(x12451,x12452)+E(f659(x12453,x12451),f659(x12453,x12452))
% 53.58/53.64 [1246]~E(x12461,x12462)+E(f446(x12461),f446(x12462))
% 53.58/53.64 [1247]~E(x12471,x12472)+E(f259(x12471,x12473,x12474,x12475),f259(x12472,x12473,x12474,x12475))
% 53.58/53.64 [1248]~E(x12481,x12482)+E(f259(x12483,x12481,x12484,x12485),f259(x12483,x12482,x12484,x12485))
% 53.58/53.64 [1249]~E(x12491,x12492)+E(f259(x12493,x12494,x12491,x12495),f259(x12493,x12494,x12492,x12495))
% 53.58/53.64 [1250]~E(x12501,x12502)+E(f259(x12503,x12504,x12505,x12501),f259(x12503,x12504,x12505,x12502))
% 53.58/53.64 [1251]~E(x12511,x12512)+E(f177(x12511,x12513,x12514,x12515,x12516),f177(x12512,x12513,x12514,x12515,x12516))
% 53.58/53.64 [1252]~E(x12521,x12522)+E(f177(x12523,x12521,x12524,x12525,x12526),f177(x12523,x12522,x12524,x12525,x12526))
% 53.58/53.64 [1253]~E(x12531,x12532)+E(f177(x12533,x12534,x12531,x12535,x12536),f177(x12533,x12534,x12532,x12535,x12536))
% 53.58/53.64 [1254]~E(x12541,x12542)+E(f177(x12543,x12544,x12545,x12541,x12546),f177(x12543,x12544,x12545,x12542,x12546))
% 53.58/53.64 [1255]~E(x12551,x12552)+E(f177(x12553,x12554,x12555,x12556,x12551),f177(x12553,x12554,x12555,x12556,x12552))
% 53.58/53.64 [1256]~E(x12561,x12562)+E(f347(x12561,x12563,x12564),f347(x12562,x12563,x12564))
% 53.58/53.64 [1257]~E(x12571,x12572)+E(f347(x12573,x12571,x12574),f347(x12573,x12572,x12574))
% 53.58/53.64 [1258]~E(x12581,x12582)+E(f347(x12583,x12584,x12581),f347(x12583,x12584,x12582))
% 53.58/53.64 [1259]~E(x12591,x12592)+E(f161(x12591),f161(x12592))
% 53.58/53.64 [1260]~E(x12601,x12602)+E(f275(x12601,x12603),f275(x12602,x12603))
% 53.58/53.64 [1261]~E(x12611,x12612)+E(f275(x12613,x12611),f275(x12613,x12612))
% 53.58/53.64 [1262]~E(x12621,x12622)+E(f663(x12621,x12623),f663(x12622,x12623))
% 53.58/53.64 [1263]~E(x12631,x12632)+E(f663(x12633,x12631),f663(x12633,x12632))
% 53.58/53.64 [1264]~E(x12641,x12642)+E(f680(x12641,x12643),f680(x12642,x12643))
% 53.58/53.64 [1265]~E(x12651,x12652)+E(f680(x12653,x12651),f680(x12653,x12652))
% 53.58/53.64 [1266]~E(x12661,x12662)+E(f234(x12661,x12663,x12664),f234(x12662,x12663,x12664))
% 53.58/53.64 [1267]~E(x12671,x12672)+E(f234(x12673,x12671,x12674),f234(x12673,x12672,x12674))
% 53.58/53.64 [1268]~E(x12681,x12682)+E(f234(x12683,x12684,x12681),f234(x12683,x12684,x12682))
% 53.58/53.64 [1269]~E(x12691,x12692)+E(f453(x12691),f453(x12692))
% 53.58/53.64 [1270]~E(x12701,x12702)+E(f217(x12701),f217(x12702))
% 53.58/53.64 [1271]~E(x12711,x12712)+E(f440(x12711),f440(x12712))
% 53.58/53.64 [1272]~E(x12721,x12722)+E(f318(x12721),f318(x12722))
% 53.58/53.64 [1273]~E(x12731,x12732)+E(f289(x12731,x12733),f289(x12732,x12733))
% 53.58/53.64 [1274]~E(x12741,x12742)+E(f289(x12743,x12741),f289(x12743,x12742))
% 53.58/53.64 [1275]~E(x12751,x12752)+E(f630(x12751,x12753),f630(x12752,x12753))
% 53.58/53.64 [1276]~E(x12761,x12762)+E(f630(x12763,x12761),f630(x12763,x12762))
% 53.58/53.64 [1277]~E(x12771,x12772)+E(f413(x12771,x12773,x12774),f413(x12772,x12773,x12774))
% 53.58/53.64 [1278]~E(x12781,x12782)+E(f413(x12783,x12781,x12784),f413(x12783,x12782,x12784))
% 53.58/53.64 [1279]~E(x12791,x12792)+E(f413(x12793,x12794,x12791),f413(x12793,x12794,x12792))
% 53.58/53.64 [1280]~E(x12801,x12802)+E(f619(x12801,x12803),f619(x12802,x12803))
% 53.58/53.64 [1281]~E(x12811,x12812)+E(f619(x12813,x12811),f619(x12813,x12812))
% 53.58/53.64 [1282]~E(x12821,x12822)+E(f604(x12821,x12823),f604(x12822,x12823))
% 53.58/53.64 [1283]~E(x12831,x12832)+E(f604(x12833,x12831),f604(x12833,x12832))
% 53.58/53.64 [1284]~E(x12841,x12842)+E(f381(x12841),f381(x12842))
% 53.58/53.64 [1285]~E(x12851,x12852)+E(f181(x12851,x12853,x12854,x12855,x12856,x12857),f181(x12852,x12853,x12854,x12855,x12856,x12857))
% 53.58/53.64 [1286]~E(x12861,x12862)+E(f181(x12863,x12861,x12864,x12865,x12866,x12867),f181(x12863,x12862,x12864,x12865,x12866,x12867))
% 53.58/53.64 [1287]~E(x12871,x12872)+E(f181(x12873,x12874,x12871,x12875,x12876,x12877),f181(x12873,x12874,x12872,x12875,x12876,x12877))
% 53.58/53.64 [1288]~E(x12881,x12882)+E(f181(x12883,x12884,x12885,x12881,x12886,x12887),f181(x12883,x12884,x12885,x12882,x12886,x12887))
% 53.58/53.64 [1289]~E(x12891,x12892)+E(f181(x12893,x12894,x12895,x12896,x12891,x12897),f181(x12893,x12894,x12895,x12896,x12892,x12897))
% 53.58/53.64 [1290]~E(x12901,x12902)+E(f181(x12903,x12904,x12905,x12906,x12907,x12901),f181(x12903,x12904,x12905,x12906,x12907,x12902))
% 53.58/53.64 [1291]~E(x12911,x12912)+E(f317(x12911),f317(x12912))
% 53.58/53.64 [1292]~E(x12921,x12922)+E(f502(x12921,x12923),f502(x12922,x12923))
% 53.58/53.64 [1293]~E(x12931,x12932)+E(f502(x12933,x12931),f502(x12933,x12932))
% 53.58/53.64 [1294]~E(x12941,x12942)+E(f408(x12941,x12943),f408(x12942,x12943))
% 53.58/53.64 [1295]~E(x12951,x12952)+E(f408(x12953,x12951),f408(x12953,x12952))
% 53.58/53.64 [1296]~E(x12961,x12962)+E(f179(x12961,x12963,x12964,x12965,x12966),f179(x12962,x12963,x12964,x12965,x12966))
% 53.58/53.64 [1297]~E(x12971,x12972)+E(f179(x12973,x12971,x12974,x12975,x12976),f179(x12973,x12972,x12974,x12975,x12976))
% 53.58/53.64 [1298]~E(x12981,x12982)+E(f179(x12983,x12984,x12981,x12985,x12986),f179(x12983,x12984,x12982,x12985,x12986))
% 53.58/53.64 [1299]~E(x12991,x12992)+E(f179(x12993,x12994,x12995,x12991,x12996),f179(x12993,x12994,x12995,x12992,x12996))
% 53.58/53.64 [1300]~E(x13001,x13002)+E(f179(x13003,x13004,x13005,x13006,x13001),f179(x13003,x13004,x13005,x13006,x13002))
% 53.58/53.64 [1301]~E(x13011,x13012)+E(f397(x13011),f397(x13012))
% 53.58/53.64 [1302]~E(x13021,x13022)+E(f332(x13021,x13023),f332(x13022,x13023))
% 53.58/53.64 [1303]~E(x13031,x13032)+E(f332(x13033,x13031),f332(x13033,x13032))
% 53.58/53.64 [1304]~E(x13041,x13042)+E(f567(x13041,x13043),f567(x13042,x13043))
% 53.58/53.64 [1305]~E(x13051,x13052)+E(f567(x13053,x13051),f567(x13053,x13052))
% 53.58/53.64 [1306]~E(x13061,x13062)+E(f771(x13061),f771(x13062))
% 53.58/53.64 [1307]~E(x13071,x13072)+E(f251(x13071),f251(x13072))
% 53.58/53.64 [1308]~E(x13081,x13082)+E(f484(x13081,x13083),f484(x13082,x13083))
% 53.58/53.64 [1309]~E(x13091,x13092)+E(f484(x13093,x13091),f484(x13093,x13092))
% 53.58/53.64 [1310]~E(x13101,x13102)+E(f651(x13101,x13103),f651(x13102,x13103))
% 53.58/53.64 [1311]~E(x13111,x13112)+E(f651(x13113,x13111),f651(x13113,x13112))
% 53.58/53.64 [1312]~E(x13121,x13122)+E(f767(x13121),f767(x13122))
% 53.58/53.64 [1313]~E(x13131,x13132)+E(f160(x13131),f160(x13132))
% 53.58/53.64 [1314]~E(x13141,x13142)+E(f669(x13141,x13143),f669(x13142,x13143))
% 53.58/53.64 [1315]~E(x13151,x13152)+E(f669(x13153,x13151),f669(x13153,x13152))
% 53.58/53.64 [1316]~E(x13161,x13162)+E(f387(x13161),f387(x13162))
% 53.58/53.64 [1317]~E(x13171,x13172)+E(f224(x13171,x13173,x13174),f224(x13172,x13173,x13174))
% 53.58/53.64 [1318]~E(x13181,x13182)+E(f224(x13183,x13181,x13184),f224(x13183,x13182,x13184))
% 53.58/53.64 [1319]~E(x13191,x13192)+E(f224(x13193,x13194,x13191),f224(x13193,x13194,x13192))
% 53.58/53.64 [1320]~E(x13201,x13202)+E(f154(x13201),f154(x13202))
% 53.58/53.64 [1321]~E(x13211,x13212)+E(f321(x13211),f321(x13212))
% 53.58/53.64 [1322]~E(x13221,x13222)+E(f319(x13221),f319(x13222))
% 53.58/53.64 [1323]~E(x13231,x13232)+E(f344(x13231),f344(x13232))
% 53.58/53.64 [1324]~E(x13241,x13242)+E(f400(x13241,x13243),f400(x13242,x13243))
% 53.58/53.64 [1325]~E(x13251,x13252)+E(f400(x13253,x13251),f400(x13253,x13252))
% 53.58/53.64 [1326]~E(x13261,x13262)+E(f346(x13261),f346(x13262))
% 53.58/53.64 [1327]~E(x13271,x13272)+E(f330(x13271,x13273,x13274),f330(x13272,x13273,x13274))
% 53.58/53.64 [1328]~E(x13281,x13282)+E(f330(x13283,x13281,x13284),f330(x13283,x13282,x13284))
% 53.58/53.64 [1329]~E(x13291,x13292)+E(f330(x13293,x13294,x13291),f330(x13293,x13294,x13292))
% 53.58/53.64 [1330]~P1(x13301)+P1(x13302)+~E(x13301,x13302)
% 53.58/53.64 [1331]~P2(x13311)+P2(x13312)+~E(x13311,x13312)
% 53.58/53.64 [1332]~P4(x13321)+P4(x13322)+~E(x13321,x13322)
% 53.58/53.64 [1333]~P3(x13331)+P3(x13332)+~E(x13331,x13332)
% 53.58/53.64 [1334]~P5(x13341)+P5(x13342)+~E(x13341,x13342)
% 53.58/53.64 [1335]~P6(x13351)+P6(x13352)+~E(x13351,x13352)
% 53.58/53.64
% 53.58/53.64 %-------------------------------------------
% 53.91/53.70 cnf(3534,plain,
% 53.91/53.70 (E(a2,f792(a1))),
% 53.91/53.70 inference(scs_inference,[],[1336,2])).
% 53.91/53.70 cnf(3536,plain,
% 53.91/53.70 (E(f469(a19,x35361),x35361)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3539,plain,
% 53.91/53.70 (E(f469(a19,x35391),x35391)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3546,plain,
% 53.91/53.70 (~E(a822,a2)),
% 53.91/53.70 inference(scs_inference,[],[1351,1336,1375,3536,1491,1492,1493,2,1909,1907,1873,2170,2168,2166])).
% 53.91/53.70 cnf(3549,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x35491,x35492,x35493,x35494)),x35494))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3554,plain,
% 53.91/53.70 (E(f636(f517(f618(a738,f147(x35541)),f217(x35541)),f218(x35541)),x35541)),
% 53.91/53.70 inference(rename_variables,[],[1613])).
% 53.91/53.70 cnf(3557,plain,
% 53.91/53.70 (E(f636(f517(f618(a738,f147(x35571)),f217(x35571)),f218(x35571)),x35571)),
% 53.91/53.70 inference(rename_variables,[],[1613])).
% 53.91/53.70 cnf(3576,plain,
% 53.91/53.70 (~P2(f527(f500(a111,a16),x35761))),
% 53.91/53.70 inference(scs_inference,[],[1351,1336,1428,1429,1375,3536,1491,1492,1493,1818,1853,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025])).
% 53.91/53.70 cnf(3578,plain,
% 53.91/53.70 (~P2(f474(f506(a114,a16),x35781))),
% 53.91/53.70 inference(scs_inference,[],[1351,1336,1427,1428,1429,1375,3536,1491,1492,1493,1818,1853,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024])).
% 53.91/53.70 cnf(3581,plain,
% 53.91/53.70 (P2(f527(f677(a798,x35811),f469(f486(a740,x35812),x35811)))),
% 53.91/53.70 inference(rename_variables,[],[1681])).
% 53.91/53.70 cnf(3584,plain,
% 53.91/53.70 (P2(f527(f677(a798,x35841),f469(f486(a740,x35842),x35841)))),
% 53.91/53.70 inference(rename_variables,[],[1681])).
% 53.91/53.70 cnf(3587,plain,
% 53.91/53.70 (P2(f527(f677(a798,x35871),f469(f486(a740,x35872),x35871)))),
% 53.91/53.70 inference(rename_variables,[],[1681])).
% 53.91/53.70 cnf(3590,plain,
% 53.91/53.70 (P2(f527(f677(a798,x35901),f469(f486(a740,x35902),x35901)))),
% 53.91/53.70 inference(rename_variables,[],[1681])).
% 53.91/53.70 cnf(3593,plain,
% 53.91/53.70 (P2(f526(f631(a799,x35931),f665(f729(a777,x35932),x35931)))),
% 53.91/53.70 inference(rename_variables,[],[1674])).
% 53.91/53.70 cnf(3596,plain,
% 53.91/53.70 (P2(f526(f631(a799,x35961),f665(f729(a777,x35962),x35961)))),
% 53.91/53.70 inference(rename_variables,[],[1674])).
% 53.91/53.70 cnf(3599,plain,
% 53.91/53.70 (P2(f526(f631(a799,x35991),f665(f729(a777,x35992),x35991)))),
% 53.91/53.70 inference(rename_variables,[],[1674])).
% 53.91/53.70 cnf(3605,plain,
% 53.91/53.70 (P2(f675(f597(a797,x36051),f572(f516(a739,x36052),x36051)))),
% 53.91/53.70 inference(rename_variables,[],[1671])).
% 53.91/53.70 cnf(3608,plain,
% 53.91/53.70 (P2(f675(f597(a797,x36081),f572(f516(a739,x36082),x36081)))),
% 53.91/53.70 inference(rename_variables,[],[1671])).
% 53.91/53.70 cnf(3611,plain,
% 53.91/53.70 (P2(f509(f504(a796,x36111),f509(f504(a807,x36112),x36111)))),
% 53.91/53.70 inference(rename_variables,[],[1668])).
% 53.91/53.70 cnf(3614,plain,
% 53.91/53.70 (P2(f509(f504(a796,x36141),f509(f504(a807,x36142),x36141)))),
% 53.91/53.70 inference(rename_variables,[],[1668])).
% 53.91/53.70 cnf(3616,plain,
% 53.91/53.70 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x36161)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1375,3536,1491,1492,1493,1818,1853,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961])).
% 53.91/53.70 cnf(3619,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x36191,x36192,x36193,x36194)),x36194))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3622,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x36221,x36222,x36223,x36224)),x36224))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3625,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x36251,x36252,x36253,x36254)),x36254))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3628,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x36281,x36282,x36283,x36284)),x36284))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3630,plain,
% 53.91/53.70 (P2(f509(f504(a796,f509(f504(a820,x36301),f509(f504(a820,x36302),x36303))),x36302))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1375,3536,1491,1492,1493,1817,3625,1818,3549,3619,1853,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878])).
% 53.91/53.70 cnf(3631,plain,
% 53.91/53.70 (P2(f509(f504(a796,f509(f504(a820,x36311),x36312)),x36312))),
% 53.91/53.70 inference(rename_variables,[],[1737])).
% 53.91/53.70 cnf(3633,plain,
% 53.91/53.70 (P2(f509(f504(a796,f509(f504(a820,x36331),f509(f504(a820,x36332),x36333))),x36333))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1375,3536,1491,1492,1493,1817,3625,1818,3549,3619,1853,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876])).
% 53.91/53.70 cnf(3634,plain,
% 53.91/53.70 (P2(f509(f504(a796,f509(f504(a820,x36341),x36342)),x36342))),
% 53.91/53.70 inference(rename_variables,[],[1737])).
% 53.91/53.70 cnf(3637,plain,
% 53.91/53.70 (P2(f675(f597(a797,a11),x36371))),
% 53.91/53.70 inference(rename_variables,[],[1481])).
% 53.91/53.70 cnf(3640,plain,
% 53.91/53.70 (P2(f527(f677(a798,x36401),x36401))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3664,plain,
% 53.91/53.70 (~P2(f730(a2,x36641))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1506,1481,1491,1492,1493,1858,1817,3625,1818,3549,3619,1853,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175])).
% 53.91/53.70 cnf(3666,plain,
% 53.91/53.70 (~P2(f473(a11,x36661))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1506,1481,1491,1492,1493,1856,1858,1817,3625,1818,3549,3619,1853,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174])).
% 53.91/53.70 cnf(3676,plain,
% 53.91/53.70 (P2(f527(f677(a798,x36761),a839))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1506,1481,1491,1492,1493,1856,1858,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766])).
% 53.91/53.70 cnf(3677,plain,
% 53.91/53.70 (P2(f527(f488(a782,x36771),a839))),
% 53.91/53.70 inference(rename_variables,[],[1493])).
% 53.91/53.70 cnf(3679,plain,
% 53.91/53.70 (P2(f526(f631(a799,x36791),a822))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1506,1481,1491,1492,1493,1856,1858,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765])).
% 53.91/53.70 cnf(3680,plain,
% 53.91/53.70 (P2(f526(f720(a787,x36801),a822))),
% 53.91/53.70 inference(rename_variables,[],[1492])).
% 53.91/53.70 cnf(3683,plain,
% 53.91/53.70 (P2(f675(f518(a781,x36831),a838))),
% 53.91/53.70 inference(rename_variables,[],[1491])).
% 53.91/53.70 cnf(3718,plain,
% 53.91/53.70 (P2(f527(f677(a798,x37181),x37181))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3721,plain,
% 53.91/53.70 (P2(f526(f631(a799,x37211),x37211))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3741,plain,
% 53.91/53.70 (P4(f323(f706(x37411,x37412),x37411,a822))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743])).
% 53.91/53.70 cnf(3751,plain,
% 53.91/53.70 (~P2(f675(f518(a781,x37511),f525(f753(x37512),a3)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,1860,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162])).
% 53.91/53.70 cnf(3752,plain,
% 53.91/53.70 (~P2(f527(f488(a782,x37521),a3))),
% 53.91/53.70 inference(rename_variables,[],[1860])).
% 53.91/53.70 cnf(3755,plain,
% 53.91/53.70 (~P2(f526(f720(a787,x37551),a2))),
% 53.91/53.70 inference(rename_variables,[],[1858])).
% 53.91/53.70 cnf(3757,plain,
% 53.91/53.70 (~P2(f675(f518(a781,x37571),f542(f765(x37572),a2)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,3755,1860,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159])).
% 53.91/53.70 cnf(3758,plain,
% 53.91/53.70 (~P2(f526(f720(a787,x37581),a2))),
% 53.91/53.70 inference(rename_variables,[],[1858])).
% 53.91/53.70 cnf(3761,plain,
% 53.91/53.70 (~P2(f675(f518(a781,x37611),a11))),
% 53.91/53.70 inference(rename_variables,[],[1856])).
% 53.91/53.70 cnf(3772,plain,
% 53.91/53.70 (P3(f631(x37721,f480(x37722,x37723)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,1411,1417,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,3755,1860,1817,3625,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333])).
% 53.91/53.70 cnf(3776,plain,
% 53.91/53.70 (E(f469(a19,x37761),x37761)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3781,plain,
% 53.91/53.70 (E(f219(x37811,x37812,x37813,a2),a2)),
% 53.91/53.70 inference(scs_inference,[],[1862,1351,1336,1427,1428,1429,1861,1779,1375,3536,3539,1400,1411,1417,1774,1844,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,3755,1860,1817,3625,3628,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173])).
% 53.91/53.70 cnf(3782,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x37821,x37822,x37823,x37824)),x37824))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3783,plain,
% 53.91/53.70 (P5(f219(x37831,x37832,x37833,x37834))),
% 53.91/53.70 inference(rename_variables,[],[1774])).
% 53.91/53.70 cnf(3786,plain,
% 53.91/53.70 (E(f469(a19,x37861),x37861)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3789,plain,
% 53.91/53.70 (E(f469(a19,x37891),x37891)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3792,plain,
% 53.91/53.70 (E(f469(a19,x37921),x37921)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3796,plain,
% 53.91/53.70 (~P2(f730(f494(a113,a16),a795))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1351,1336,1384,1386,1389,1425,1426,1427,1428,1429,1861,1779,1375,3536,3539,3776,3786,3789,1400,1411,1417,1774,1844,1504,3721,1506,3640,1481,1491,3683,1492,3680,1493,3677,1856,1858,3755,1860,1817,3625,3628,1818,3549,3619,1853,1566,1567,1668,3611,1671,3605,1674,3593,3596,3599,1681,3581,3584,3587,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039])).
% 53.91/53.70 cnf(3799,plain,
% 53.91/53.70 (P2(f527(f677(a798,x37991),x37991))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3802,plain,
% 53.91/53.70 (P2(f527(f677(a798,x38021),x38021))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3805,plain,
% 53.91/53.70 (P2(f527(f677(a798,x38051),x38051))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3808,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38081),x38081))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3811,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38111),x38111))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3814,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38141),x38141))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3817,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38171),x38171))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3820,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x38201,x38202,x38203,x38204)),x38204))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3823,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x38231,x38232,x38233,x38234)),x38234))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3826,plain,
% 53.91/53.70 (E(f469(a19,x38261),x38261)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3829,plain,
% 53.91/53.70 (E(f469(a19,x38291),x38291)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(3832,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38321),x38321))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3835,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x38351,x38352,x38353,x38354)),x38354))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3841,plain,
% 53.91/53.70 (P2(f675(f597(a797,x38411),f572(f516(a739,x38412),x38411)))),
% 53.91/53.70 inference(rename_variables,[],[1671])).
% 53.91/53.70 cnf(3844,plain,
% 53.91/53.70 (P2(f509(f504(a796,x38441),x38441))),
% 53.91/53.70 inference(rename_variables,[],[1502])).
% 53.91/53.70 cnf(3847,plain,
% 53.91/53.70 (P2(f509(f504(a796,x38471),x38471))),
% 53.91/53.70 inference(rename_variables,[],[1502])).
% 53.91/53.70 cnf(3849,plain,
% 53.91/53.70 (~P2(f509(f504(a807,a12),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1351,1336,1384,1385,1386,1388,1389,1425,1426,1427,1428,1429,1861,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1774,1844,1502,3844,1504,3721,3808,3811,3814,3817,1506,3640,3718,3799,3802,1479,1481,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,1818,3549,3619,3622,3820,1853,1566,1567,1668,3611,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473])).
% 53.91/53.70 cnf(3850,plain,
% 53.91/53.70 (P2(f509(f504(a796,a12),x38501))),
% 53.91/53.70 inference(rename_variables,[],[1479])).
% 53.91/53.70 cnf(3852,plain,
% 53.91/53.70 (~P2(f509(f504(a820,f509(f504(a807,x38521),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3)))),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1351,1336,1384,1385,1386,1388,1389,1425,1426,1427,1428,1429,1861,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1774,1844,1502,3844,1504,3721,3808,3811,3814,3817,1506,3640,3718,3799,3802,1479,1481,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,1818,3549,3619,3622,3820,1853,1566,1567,1668,3611,3614,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471])).
% 53.91/53.70 cnf(3853,plain,
% 53.91/53.70 (P2(f509(f504(a796,x38531),f509(f504(a807,x38532),x38531)))),
% 53.91/53.70 inference(rename_variables,[],[1668])).
% 53.91/53.70 cnf(3856,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x38561,x38562,x38563,x38564)),x38564))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3859,plain,
% 53.91/53.70 (P2(f527(f677(a798,a3),x38591))),
% 53.91/53.70 inference(rename_variables,[],[1485])).
% 53.91/53.70 cnf(3861,plain,
% 53.91/53.70 (~P2(f474(a3,x38611))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1351,1336,1384,1385,1386,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1774,1844,1502,3844,1504,3721,3808,3811,3814,3817,1506,3640,3718,3799,3802,1479,1481,1485,3859,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,1818,3549,3619,3622,3820,3835,1853,1566,1567,1668,3611,3614,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351])).
% 53.91/53.70 cnf(3862,plain,
% 53.91/53.70 (P2(f527(f677(a798,a3),x38621))),
% 53.91/53.70 inference(rename_variables,[],[1485])).
% 53.91/53.70 cnf(3865,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x38651,x38652,x38653,x38654)),x38654))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3868,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x38681,x38682,x38683,x38684)),x38684))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3870,plain,
% 53.91/53.70 (E(f665(f554(a814,x38701),f219(x38702,x38703,x38704,x38701)),f219(x38702,x38703,x38704,x38701))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1351,1336,1384,1385,1386,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,1506,3640,3718,3799,3802,1479,1481,1485,3859,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,3823,3865,3868,1818,3549,3619,3622,3820,3835,1853,1566,1567,1668,3611,3614,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290])).
% 53.91/53.70 cnf(3871,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x38711,x38712,x38713,x38714)),x38714))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3874,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38741),x38741))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3877,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x38771,x38772,x38773,x38774)),x38774))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3890,plain,
% 53.91/53.70 (P2(f526(f631(a799,x38901),x38901))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3897,plain,
% 53.91/53.70 (P2(f527(f677(a798,f334(x38971,x38972,x38973,x38974)),x38974))),
% 53.91/53.70 inference(rename_variables,[],[1818])).
% 53.91/53.70 cnf(3898,plain,
% 53.91/53.70 (P2(f527(f677(a798,a3),x38981))),
% 53.91/53.70 inference(rename_variables,[],[1485])).
% 53.91/53.70 cnf(3901,plain,
% 53.91/53.70 (~P2(f675(f518(a781,x39011),a11))),
% 53.91/53.70 inference(rename_variables,[],[1856])).
% 53.91/53.70 cnf(3903,plain,
% 53.91/53.70 (E(f471(f743(x39031),f249(f471(f743(x39031),x39032),x39031,x39032)),f471(f743(x39031),x39032))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1351,1336,1384,1385,1386,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1422,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,1506,3640,3718,3799,3802,1479,1481,1485,3859,3862,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,3823,3865,3868,3871,1818,3549,3619,3622,3820,3835,3856,1853,1566,1567,1668,3611,3614,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808])).
% 53.91/53.70 cnf(3904,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39041),x39041))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3905,plain,
% 53.91/53.70 (P5(f471(x39051,x39052))),
% 53.91/53.70 inference(rename_variables,[],[1422])).
% 53.91/53.70 cnf(3908,plain,
% 53.91/53.70 (P2(f527(f744(x39081),f469(f486(a740,f636(f517(f618(a738,x39082),a824),x39082)),a3)))),
% 53.91/53.70 inference(rename_variables,[],[1807])).
% 53.91/53.70 cnf(3911,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39111),x39111))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3914,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39141),x39141))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3921,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39211),x39211))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3924,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39241),x39241))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3927,plain,
% 53.91/53.70 (P2(f527(f677(a798,a3),x39271))),
% 53.91/53.70 inference(rename_variables,[],[1485])).
% 53.91/53.70 cnf(3929,plain,
% 53.91/53.70 (P2(f526(f741(x39291),a2))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1351,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1422,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,1506,3640,3718,3799,3802,3805,3911,3914,3921,1479,1481,1483,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,1860,1817,3625,3628,3782,3823,3865,3868,3871,1818,3549,3619,3622,3820,3835,3856,1853,1566,1567,1668,3611,3614,1671,3605,3608,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627])).
% 53.91/53.70 cnf(3930,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39301))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3935,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39351),x39351))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3938,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39381),x39381))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3941,plain,
% 53.91/53.70 (~P2(f526(f720(a787,x39411),a2))),
% 53.91/53.70 inference(rename_variables,[],[1858])).
% 53.91/53.70 cnf(3944,plain,
% 53.91/53.70 (P2(f527(f677(a798,x39441),x39441))),
% 53.91/53.70 inference(rename_variables,[],[1506])).
% 53.91/53.70 cnf(3947,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39471),x39471))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3950,plain,
% 53.91/53.70 (P2(f675(f597(a797,x39501),f572(f516(a739,x39502),x39501)))),
% 53.91/53.70 inference(rename_variables,[],[1671])).
% 53.91/53.70 cnf(3952,plain,
% 53.91/53.70 (~P2(f473(a844,a843))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1350,1351,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1422,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,1818,3549,3619,3622,3820,3835,3856,1853,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845])).
% 53.91/53.70 cnf(3956,plain,
% 53.91/53.70 (P2(f675(f518(a781,x39561),a838))),
% 53.91/53.70 inference(rename_variables,[],[1491])).
% 53.91/53.70 cnf(3957,plain,
% 53.91/53.70 (E(f665(f554(a812,x39571),x39572),f665(f554(a812,x39572),x39571))),
% 53.91/53.70 inference(rename_variables,[],[1497])).
% 53.91/53.70 cnf(3961,plain,
% 53.91/53.70 (P2(f527(f488(a782,x39611),a839))),
% 53.91/53.70 inference(rename_variables,[],[1493])).
% 53.91/53.70 cnf(3965,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x39651,x39652,x39653,x39654)),x39654))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(3966,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39661),x39661))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3969,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39691),x39691))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3970,plain,
% 53.91/53.70 (P5(f596(x39701,x39702))),
% 53.91/53.70 inference(rename_variables,[],[1423])).
% 53.91/53.70 cnf(3972,plain,
% 53.91/53.70 (P2(f583(a457,f358(x39721,x39722,a2)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1350,1351,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1422,1423,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034])).
% 53.91/53.70 cnf(3973,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39731))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3976,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39761),x39761))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3977,plain,
% 53.91/53.70 (P5(f471(x39771,x39772))),
% 53.91/53.70 inference(rename_variables,[],[1422])).
% 53.91/53.70 cnf(3980,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39801))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3983,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39831))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3985,plain,
% 53.91/53.70 (P3(f358(x39851,x39852,a2))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1350,1351,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,1400,1411,1417,1422,3905,1423,1774,3783,1844,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834])).
% 53.91/53.70 cnf(3986,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39861))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3989,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39891),x39891))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3990,plain,
% 53.91/53.70 (P5(f596(x39901,x39902))),
% 53.91/53.70 inference(rename_variables,[],[1423])).
% 53.91/53.70 cnf(3993,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x39931))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(3996,plain,
% 53.91/53.70 (P2(f526(f631(a799,x39961),x39961))),
% 53.91/53.70 inference(rename_variables,[],[1504])).
% 53.91/53.70 cnf(3997,plain,
% 53.91/53.70 (P5(f471(x39971,x39972))),
% 53.91/53.70 inference(rename_variables,[],[1422])).
% 53.91/53.70 cnf(4000,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x40001))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(4003,plain,
% 53.91/53.70 (P2(f526(f631(a799,f219(x40031,x40032,x40033,x40034)),x40034))),
% 53.91/53.70 inference(rename_variables,[],[1817])).
% 53.91/53.70 cnf(4004,plain,
% 53.91/53.70 (P2(f526(f631(a799,a2),x40041))),
% 53.91/53.70 inference(rename_variables,[],[1483])).
% 53.91/53.70 cnf(4011,plain,
% 53.91/53.70 (E(f469(a19,x40111),x40111)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(4029,plain,
% 53.91/53.70 (E(f471(f743(f714(a117,x40291)),f469(f486(a740,x40292),x40293)),f665(f729(a777,x40291),a2))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1350,1351,1827,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121])).
% 53.91/53.70 cnf(4037,plain,
% 53.91/53.70 (P2(f509(f504(a437,x40371),a821))),
% 53.91/53.70 inference(scs_inference,[],[1862,1346,1347,1348,1350,1351,1827,1336,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075])).
% 53.91/53.70 cnf(4063,plain,
% 53.91/53.70 (E(f475(f714(a117,a795),x40631),a795)),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1346,1347,1348,1350,1351,1827,1336,1337,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970])).
% 53.91/53.70 cnf(4083,plain,
% 53.91/53.70 (P5(f665(x40831,a2))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1350,1351,1827,1336,1337,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946])).
% 53.91/53.70 cnf(4111,plain,
% 53.91/53.70 (~E(f471(f743(x41111),f469(f486(a740,x41112),x41113)),a2)),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929])).
% 53.91/53.70 cnf(4115,plain,
% 53.91/53.70 (P2(f553(a461,f470(a20,f500(a111,a16))))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916])).
% 53.91/53.70 cnf(4127,plain,
% 53.91/53.70 (E(f482(a825,f333(f482(a825,x41271))),f482(a825,x41271))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895])).
% 53.91/53.70 cnf(4133,plain,
% 53.91/53.70 (E(f472(a823,f321(f472(a823,x41331))),f472(a823,x41331))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892])).
% 53.91/53.70 cnf(4150,plain,
% 53.91/53.70 (E(f469(a19,x41501),x41501)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(4157,plain,
% 53.91/53.70 (E(f469(a19,x41571),x41571)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(4160,plain,
% 53.91/53.70 (E(f469(a19,x41601),x41601)),
% 53.91/53.70 inference(rename_variables,[],[1375])).
% 53.91/53.70 cnf(4552,plain,
% 53.91/53.70 (E(f323(x45521,f792(a1),x45522),f323(x45521,a2,x45522))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939])).
% 53.91/53.70 cnf(5183,plain,
% 53.91/53.70 (E(f706(f792(a1),x51831),f706(a2,x51831))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307])).
% 53.91/53.70 cnf(5491,plain,
% 53.91/53.70 (P2(f527(a456,f469(a19,f469(f575(a133,f679(f32(a430),f469(f486(a740,x54911),a3))),x54912))))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292])).
% 53.91/53.70 cnf(5501,plain,
% 53.91/53.70 (P2(f583(a457,f632(a119,f631(f548(a78,a799),a2))))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814])).
% 53.91/53.70 cnf(5503,plain,
% 53.91/53.70 (~P2(f509(f504(a820,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),x55031)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735])).
% 53.91/53.70 cnf(5505,plain,
% 53.91/53.70 (~P2(f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f509(f504(a820,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),x55051)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734])).
% 53.91/53.70 cnf(5509,plain,
% 53.91/53.70 (~P2(f675(f518(a781,f707(a828,x55091)),f572(f516(a739,a1),a11)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666])).
% 53.91/53.70 cnf(5511,plain,
% 53.91/53.70 (~P2(f473(a844,f519(f520(a811,a843),x55111)))),
% 53.91/53.70 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551])).
% 53.91/53.70 cnf(5517,plain,
% 53.91/53.70 (P2(f509(f504(a820,a821),f509(f504(a807,a821),x55171)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449])).
% 53.91/53.71 cnf(5519,plain,
% 53.91/53.71 (P2(f509(f504(a807,a821),f509(f504(a820,a821),x55191)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448])).
% 53.91/53.71 cnf(5545,plain,
% 53.91/53.71 (P2(f527(a456,f469(f576(a816,a3),x55451)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393])).
% 53.91/53.71 cnf(5549,plain,
% 53.91/53.71 (P2(f527(a456,f469(f486(a740,x55491),a3)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391])).
% 53.91/53.71 cnf(5553,plain,
% 53.91/53.71 (P2(f526(a422,f665(f554(a814,a2),x55531)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388])).
% 53.91/53.71 cnf(5557,plain,
% 53.91/53.71 (P2(f526(a422,f665(f729(a777,x55571),a2)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386])).
% 53.91/53.71 cnf(5559,plain,
% 53.91/53.71 (P2(f675(a455,f572(f516(a739,x55591),a11)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384])).
% 53.91/53.71 cnf(5573,plain,
% 53.91/53.71 (P2(f553(a461,f566(f756(x55731),a2)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240])).
% 53.91/53.71 cnf(5615,plain,
% 53.91/53.71 (~E(f572(f516(a739,f707(a828,x56151)),a11),f572(f516(a739,a1),a11))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140])).
% 53.91/53.71 cnf(5617,plain,
% 53.91/53.71 (~E(f469(f486(a740,f707(a828,x56171)),a3),f469(f486(a740,a1),a3))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139])).
% 53.91/53.71 cnf(5619,plain,
% 53.91/53.71 (P2(f675(f518(a781,f228(f572(f516(a739,x56191),x56192))),f572(f516(a739,x56191),x56192)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119])).
% 53.91/53.71 cnf(5621,plain,
% 53.91/53.71 (P2(f675(f518(a781,f193(f572(f516(a739,x56211),x56212))),f572(f516(a739,x56211),x56212)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118])).
% 53.91/53.71 cnf(5625,plain,
% 53.91/53.71 (P2(f527(f488(a782,f252(f469(f486(a740,x56251),x56252))),f469(f486(a740,x56251),x56252)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116])).
% 53.91/53.71 cnf(5627,plain,
% 53.91/53.71 (P2(f527(f488(a782,f192(f469(f486(a740,x56271),x56272))),f469(f486(a740,x56271),x56272)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115])).
% 53.91/53.71 cnf(5694,plain,
% 53.91/53.71 (E(f469(a19,x56941),x56941)),
% 53.91/53.71 inference(rename_variables,[],[1375])).
% 53.91/53.71 cnf(5711,plain,
% 53.91/53.71 (E(f469(a19,x57111),x57111)),
% 53.91/53.71 inference(rename_variables,[],[1375])).
% 53.91/53.71 cnf(5714,plain,
% 53.91/53.71 (E(f469(a19,x57141),x57141)),
% 53.91/53.71 inference(rename_variables,[],[1375])).
% 53.91/53.71 cnf(5718,plain,
% 53.91/53.71 (P2(f474(f469(f486(a740,f508(a746,a843)),a424),f155(f469(f486(a740,f508(a746,a843)),a424))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987])).
% 53.91/53.71 cnf(5720,plain,
% 53.91/53.71 (~P2(f675(f597(a797,f572(f649(a82,a781),f572(f516(a739,x57201),x57202))),f572(f649(a82,a781),a11)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,1483,3930,3973,3980,3983,3986,3993,4000,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227])).
% 53.91/53.71 cnf(5744,plain,
% 53.91/53.71 (~P2(f553(f655(a783,f469(f486(a740,f508(a746,a843)),a3)),f470(f585(a810,x57441),f470(a20,f744(f524(f752(f550(f55(a746),a9)),f17(a6)))))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022])).
% 53.91/53.71 cnf(5746,plain,
% 53.91/53.71 (~P2(f583(f638(a785,a2),f632(f609(a809,x57461),f632(a119,f720(a787,x57462)))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021])).
% 53.91/53.71 cnf(5748,plain,
% 53.91/53.71 (~P2(f527(f488(a782,x57481),f469(f576(a816,x57482),f469(a19,f506(a114,a16)))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020])).
% 53.91/53.71 cnf(5750,plain,
% 53.91/53.71 (~P2(f526(f720(a787,f323(x57501,x57502,a2)),f665(f554(a814,x57503),f665(a139,a2))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019])).
% 53.91/53.71 cnf(5752,plain,
% 53.91/53.71 (~P2(f675(f518(a781,x57521),f572(f529(a818,x57522),f572(a140,f496(a118,a16)))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018])).
% 53.91/53.71 cnf(5758,plain,
% 53.91/53.71 (P2(f526(f631(a799,f665(f554(a814,a2),x57581)),x57582))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992])).
% 53.91/53.71 cnf(5766,plain,
% 53.91/53.71 (~P2(f527(f488(a782,x57661),f469(f576(a788,x57662),a839)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960])).
% 53.91/53.71 cnf(5770,plain,
% 53.91/53.71 (~P2(f675(f518(a781,x57701),f572(f529(a790,x57702),a838)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954])).
% 53.91/53.71 cnf(5786,plain,
% 53.91/53.71 (~P2(f527(f488(a782,f508(a746,a843)),f469(f576(a788,a424),x57861)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916])).
% 53.91/53.71 cnf(5788,plain,
% 53.91/53.71 (~P2(f527(f488(a782,f508(a746,a843)),f469(f576(a816,a424),x57881)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913])).
% 53.91/53.71 cnf(5792,plain,
% 53.91/53.71 (~P2(f526(f720(a787,x57921),f665(f554(a780,a2),x57922)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899])).
% 53.91/53.71 cnf(5794,plain,
% 53.91/53.71 (~P2(f526(f720(a787,x57941),f665(f554(a814,a2),x57942)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896])).
% 53.91/53.71 cnf(5798,plain,
% 53.91/53.71 (~P2(f675(f518(a781,x57981),f572(f529(a790,a11),x57982)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890])).
% 53.91/53.71 cnf(5800,plain,
% 53.91/53.71 (~P2(f675(f518(a781,x58001),f572(f529(a818,a11),x58002)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887])).
% 53.91/53.71 cnf(5804,plain,
% 53.91/53.71 (P2(f527(f488(a782,f706(x58041,x58042)),f524(f752(x58041),f665(f729(a777,x58042),x58043))))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813])).
% 53.91/53.71 cnf(5808,plain,
% 53.91/53.71 (P2(f526(f720(a787,f521(x58081,x58082)),f557(f766(x58081),a838)))),
% 53.91/53.71 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811])).
% 53.91/53.71 cnf(5812,plain,
% 53.91/53.71 (P2(f675(f518(a781,f728(x58121,x58122)),f542(f765(x58121),a822)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809])).
% 53.91/53.72 cnf(5818,plain,
% 53.91/53.72 (P2(f527(f488(a782,x58181),f469(f576(a813,a839),x58182)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,1818,3549,3619,3622,3820,3835,3856,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712])).
% 53.91/53.72 cnf(5836,plain,
% 53.91/53.72 (P2(f526(f720(a787,x58361),f665(f554(a812,a822),x58362)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697])).
% 53.91/53.72 cnf(5842,plain,
% 53.91/53.72 (P2(f675(f518(a781,x58421),f572(f529(a819,a838),x58422)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689])).
% 53.91/53.72 cnf(5870,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x58701),f17(f674(a21,a10))))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279])).
% 53.91/53.72 cnf(5871,plain,
% 53.91/53.72 (E(f673(f674(a21,x58711),x58712),x58711)),
% 53.91/53.72 inference(rename_variables,[],[1470])).
% 53.91/53.72 cnf(5875,plain,
% 53.91/53.72 (P2(f526(f720(a787,f792(a1)),f145(a828)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197])).
% 53.91/53.72 cnf(5877,plain,
% 53.91/53.72 (P2(f526(f720(a787,x58771),f17(f674(a21,f472(a823,x58772)))))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196])).
% 53.91/53.72 cnf(5878,plain,
% 53.91/53.72 (E(f673(f674(a21,x58781),x58782),x58781)),
% 53.91/53.72 inference(rename_variables,[],[1470])).
% 53.91/53.72 cnf(5906,plain,
% 53.91/53.72 (~P2(f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3)))))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710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% 53.91/53.72 cnf(5909,plain,
% 53.91/53.72 (P2(f527(f768(a825),x59091))),
% 53.91/53.72 inference(rename_variables,[],[1460])).
% 53.91/53.72 cnf(5911,plain,
% 53.91/53.72 (P2(f583(f639(a800,f632(a119,x59111)),f632(a119,f772(a828))))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721])).
% 53.91/53.72 cnf(5912,plain,
% 53.91/53.72 (P2(f526(f772(a828),x59121))),
% 53.91/53.72 inference(rename_variables,[],[1459])).
% 53.91/53.72 cnf(5930,plain,
% 53.91/53.72 (P2(f553(f565(a801,f470(a20,f500(a111,a16))),f470(a20,x59301)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549])).
% 53.91/53.72 cnf(5945,plain,
% 53.91/53.72 (E(f673(f674(a21,x59451),x59452),x59451)),
% 53.91/53.72 inference(rename_variables,[],[1470])).
% 53.91/53.72 cnf(5954,plain,
% 53.91/53.72 (~P2(f474(f469(f576(a816,f469(f539(a99,a782),x59541)),f469(f539(a99,a782),f469(a19,f506(a114,a16)))),f231(x59542,f506(a114,a16))))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398])).
% 53.91/53.72 cnf(5956,plain,
% 53.91/53.72 (~P2(f730(f665(f554(a814,f665(f657(a75,a787),x59561)),f665(f657(a75,a787),f665(a139,a2))),f323(x59562,x59563,a2)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396])).
% 53.91/53.72 cnf(5958,plain,
% 53.91/53.72 (~P2(f473(f572(f529(a818,f572(f649(a82,a781),x59581)),f572(f649(a82,a781),f572(a140,f496(a118,a16)))),x59582))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394])).
% 53.91/53.72 cnf(5960,plain,
% 53.91/53.72 (P2(f474(f469(f576(a813,f469(f539(a99,a782),a839)),f469(f539(a99,a782),x59601)),x59602))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354])).
% 53.91/53.72 cnf(5962,plain,
% 53.91/53.72 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x59621)),x59622))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352])).
% 53.91/53.72 cnf(5964,plain,
% 53.91/53.72 (P2(f473(f572(f529(a819,f572(f649(a82,a781),a838)),f572(f649(a82,a781),x59641)),x59642))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715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% 53.91/53.72 cnf(5971,plain,
% 53.91/53.72 (P2(f527(f677(a798,x59711),x59711))),
% 53.91/53.72 inference(rename_variables,[],[1506])).
% 53.91/53.72 cnf(5974,plain,
% 53.91/53.72 (P2(f526(f631(a799,x59741),x59741))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(5980,plain,
% 53.91/53.72 (~P2(f509(f504(a820,f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3)))),f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),x59801)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352,3350,3253,3212,3131,3130,3129,3302,3301])).
% 53.91/53.72 cnf(5987,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x59871),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(5989,plain,
% 53.91/53.72 (P2(f675(f597(a797,f525(f753(x59891),a3)),x59892))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720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% 53.91/53.72 cnf(5990,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x59901),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(5993,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x59931),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(5995,plain,
% 53.91/53.72 (P2(f526(f631(a799,f665(f764(x59951),a2)),x59952))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,5993,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352,3350,3253,3212,3131,3130,3129,3302,3301,3161,3158,3145,3144,3143,3142])).
% 53.91/53.72 cnf(5996,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x59961),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(5999,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x59991),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(6001,plain,
% 53.91/53.72 (P2(f526(f631(a799,f557(f766(x60011),a11)),x60012))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352,3350,3253,3212,3131,3130,3129,3302,3301,3161,3158,3145,3144,3143,3142,3141,3140])).
% 53.91/53.72 cnf(6002,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x60021),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6005,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x60051),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6007,plain,
% 53.91/53.72 (~P2(f675(f518(a781,a824),f542(f765(a9),x60071)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1833,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,6002,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725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% 53.91/53.72 cnf(6008,plain,
% 53.91/53.72 (~E(f728(a9,x60081),a824)),
% 53.91/53.72 inference(rename_variables,[],[1833])).
% 53.91/53.72 cnf(6024,plain,
% 53.91/53.72 (P4(f323(f706(f792(a1),f415(f792(a1),f524(f752(f792(a1)),a822),x60241)),a2,a822))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1833,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,6002,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,3908,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352,3350,3253,3212,3131,3130,3129,3302,3301,3161,3158,3145,3144,3143,3142,3141,3140,3139,2767,3515,3421,3420,3419,3418,3415,1335,1332])).
% 53.91/53.72 cnf(6029,plain,
% 53.91/53.72 (E(f524(f752(f485(a112,x60291)),f665(f729(a777,x60292),a2)),f469(f486(a740,x60291),a3))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,1833,1834,1835,1470,5871,5878,5945,1844,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,6002,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,3908,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,731,730,729,728,727,726,725,724,723,722,721,720,719,718,717,716,715,714,713,712,711,710,709,708,707,706,705,704,703,702,701,700,699,698,697,696,695,694,693,692,691,690,689,688,687,686,685,684,683,682,681,680,679,678,677,676,675,674,673,672,671,670,669,668,667,666,665,664,663,662,661,660,659,658,657,656,655,654,653,652,651,650,649,648,647,646,645,644,643,642,641,640,639,638,637,636,635,634,633,632,631,630,629,628,627,626,625,624,623,622,621,620,619,618,617,616,615,614,613,612,611,610,609,608,607,606,605,604,603,602,601,600,599,598,597,596,595,594,593,592,591,590,589,588,587,586,585,584,583,582,581,580,579,578,577,576,575,574,573,572,571,570,569,568,567,566,565,564,563,562,561,560,559,558,557,556,555,554,553,552,551,550,549,548,547,546,545,544,543,542,541,540,539,538,537,536,535,534,533,532,531,530,529,528,527,526,525,524,523,522,521,520,519,518,517,516,515,514,513,512,511,510,509,508,507,506,505,504,503,502,501,500,499,498,497,496,495,494,493,492,491,490,489,488,487,486,485,484,483,482,481,480,479,478,477,476,475,474,473,472,471,470,469,468,467,466,465,464,463,462,461,460,459,458,457,456,455,454,453,452,451,450,449,448,447,446,445,444,443,442,441,440,439,438,437,436,435,434,433,432,431,430,429,428,427,426,425,424,423,422,421,420,419,418,417,416,415,414,413,412,411,410,409,408,407,406,405,404,403,402,401,400,399,398,397,396,395,394,393,392,391,390,389,388,387,386,385,384,383,382,381,380,379,378,377,376,375,374,373,372,371,370,369,368,367,366,365,364,363,362,361,360,359,358,357,356,355,354,353,352,351,350,348,347,346,345,344,343,342,341,340,339,338,337,336,335,334,333,332,331,330,329,328,327,326,325,324,323,322,321,320,319,318,317,316,315,314,313,312,311,310,309,308,307,306,305,304,303,302,301,300,299,298,297,296,295,294,293,292,291,290,289,288,287,286,285,284,283,282,281,280,279,278,277,276,275,274,273,272,271,270,269,268,267,266,265,264,263,262,261,260,259,258,257,256,255,254,253,252,251,250,249,248,247,246,245,244,243,242,241,240,239,238,237,236,235,234,233,232,231,230,229,228,227,226,225,224,223,222,221,220,219,218,217,216,215,214,213,212,211,210,209,208,207,206,205,204,203,202,201,200,199,198,197,196,195,194,193,192,191,190,189,188,187,186,185,184,183,182,181,180,179,178,177,176,175,174,173,172,171,170,169,168,167,166,165,164,163,162,161,160,159,158,157,156,155,154,153,152,151,150,149,148,147,146,145,144,143,142,141,140,139,138,137,136,135,134,133,132,131,130,129,128,127,126,125,124,123,122,121,120,119,118,117,116,115,114,113,112,111,110,109,108,107,106,105,104,103,102,101,100,99,98,97,96,95,94,93,92,91,90,89,88,87,86,85,84,83,82,81,80,79,78,77,76,75,74,73,72,71,70,69,68,67,66,65,64,63,62,61,60,59,58,57,56,55,54,53,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,3296,3295,3292,3291,2817,2816,2815,2814,2735,2734,2668,2666,2551,2550,2514,2449,2448,2447,2445,2444,2404,2403,2402,2401,2399,2398,2397,2396,2394,2393,2392,2391,2389,2388,2387,2386,2384,2308,2300,2299,2298,2297,2252,2240,2239,2238,2237,2236,2235,2234,2233,2232,2231,2181,2163,2162,2161,2160,2159,2158,2156,2155,2152,2151,2140,2139,2119,2118,2117,2116,2115,2114,2080,2069,2068,2060,2059,2058,2054,2053,2052,2051,2050,2049,2048,2031,2018,2017,2000,1999,1976,1954,1953,3327,3326,3325,3324,3323,3012,2534,2533,2532,2531,2329,2256,2255,2190,2189,2188,2187,2186,2136,2135,1992,1987,3227,3198,3197,3196,3195,3194,3084,3083,3082,3064,3063,3062,3022,3021,3020,3019,3018,2994,2993,2992,2991,2990,2989,2960,2957,2954,2927,2926,2925,2924,2923,2922,2921,2916,2913,2910,2899,2896,2893,2890,2887,2884,2813,2812,2811,2810,2809,2751,2748,2712,2709,2706,2703,2702,2701,2700,2699,2698,2697,2694,2691,2689,2686,2683,2680,2676,2675,2644,2436,2434,2432,2431,2429,2427,2337,2279,2200,2197,2196,2195,2134,3239,3238,3237,3236,3235,2973,2972,2971,2970,2969,2934,2881,2722,2721,2679,2658,2656,2654,2626,2625,2624,2623,2549,2547,2545,2543,2541,2491,2382,2328,2095,2094,2092,3398,3396,3394,3354,3352,3350,3253,3212,3131,3130,3129,3302,3301,3161,3158,3145,3144,3143,3142,3141,3140,3139,2767,3515,3421,3420,3419,3418,3415,1335,1332,2204,2192,2137])).
% 53.91/53.72 cnf(6030,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60301),x60302),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6043,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60431),x60432),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6050,plain,
% 53.91/53.72 (~E(f707(a828,x60501),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6053,plain,
% 53.91/53.72 (~E(f707(a828,x60531),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6055,plain,
% 53.91/53.72 (E(f707(a828,f221(f707(a828,a795))),f707(a828,a795))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1381,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,6050,6053,1833,1834,1835,1470,5871,5878,5945,1844,6030,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,6002,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,3908,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,741,740,739,738,737,736,735,734,733,732,73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% 53.91/53.72 cnf(6056,plain,
% 53.91/53.72 (~E(f707(a828,x60561),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6059,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60591),x60592),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6062,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60621),x60622),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6065,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60651),x60652),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6068,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60681),x60682),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6071,plain,
% 53.91/53.72 (~E(f665(f729(a777,x60711),x60712),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6074,plain,
% 53.91/53.72 (~E(f707(a828,x60741),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6077,plain,
% 53.91/53.72 (~E(f707(a828,x60771),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6079,plain,
% 53.91/53.72 (P4(f221(f707(a828,a795)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1381,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,1400,1411,1417,1422,3905,3977,1423,3970,1774,3783,1832,6050,6053,6056,6074,6077,1833,1834,1835,1470,5871,5878,5945,1844,6030,6043,6059,6062,6065,6068,1845,1846,1502,3844,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,1459,1460,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,1491,3683,3956,1492,3680,1493,3677,3961,1856,3761,3901,6002,1858,3755,3758,3941,5993,5996,1860,3752,5987,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,1671,3605,3608,3841,1673,1674,3593,3596,3599,1681,3581,3584,3587,3590,1737,3631,3634,1514,1516,1526,1691,1613,3554,3557,1807,3908,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,891,890,889,888,887,886,885,884,883,882,881,880,879,878,877,876,875,874,873,872,871,870,869,868,867,866,865,864,863,862,861,860,859,858,857,856,855,854,853,852,851,850,849,848,847,846,845,844,843,842,841,840,839,838,837,836,835,834,833,832,831,830,829,828,827,826,825,824,823,822,821,820,819,818,817,816,815,814,813,812,811,810,809,808,807,806,805,804,803,802,801,800,799,798,797,796,795,794,793,792,791,790,789,788,787,786,785,784,783,782,781,780,779,778,777,776,775,774,773,772,771,770,769,768,767,766,765,764,763,762,761,760,759,758,757,756,755,754,753,752,751,750,749,748,747,746,745,744,743,742,74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% 53.91/53.72 cnf(6080,plain,
% 53.91/53.72 (~E(f707(a828,x60801),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6083,plain,
% 53.91/53.72 (~E(f707(a828,x60831),a1)),
% 53.91/53.72 inference(rename_variables,[],[1832])).
% 53.91/53.72 cnf(6086,plain,
% 53.91/53.72 (E(f469(a19,x60861),x60861)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6098,plain,
% 53.91/53.72 (~E(f469(f486(a740,x60981),x60982),a3)),
% 53.91/53.72 inference(rename_variables,[],[1845])).
% 53.91/53.72 cnf(6109,plain,
% 53.91/53.72 (~E(f728(a9,x61091),a824)),
% 53.91/53.72 inference(rename_variables,[],[1833])).
% 53.91/53.72 cnf(6112,plain,
% 53.91/53.72 (~E(f728(a9,x61121),a824)),
% 53.91/53.72 inference(rename_variables,[],[1833])).
% 53.91/53.72 cnf(6115,plain,
% 53.91/53.72 (~E(f728(a9,x61151),a824)),
% 53.91/53.72 inference(rename_variables,[],[1833])).
% 53.91/53.72 cnf(6135,plain,
% 53.91/53.72 (~E(f665(f729(a777,x61351),x61352),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6138,plain,
% 53.91/53.72 (~E(f665(f729(a777,x61381),x61382),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6141,plain,
% 53.91/53.72 (~E(f665(f729(a777,x61411),x61412),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6144,plain,
% 53.91/53.72 (~E(f665(f729(a777,x61441),x61442),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6149,plain,
% 53.91/53.72 (~E(f469(f486(a740,x61491),x61492),a3)),
% 53.91/53.72 inference(rename_variables,[],[1845])).
% 53.91/53.72 cnf(6152,plain,
% 53.91/53.72 (~E(f665(f729(a777,x61521),x61522),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6155,plain,
% 53.91/53.72 (P2(f526(f631(a799,f219(x61551,x61552,x61553,x61554)),x61554))),
% 53.91/53.72 inference(rename_variables,[],[1817])).
% 53.91/53.72 cnf(6158,plain,
% 53.91/53.72 (P2(f509(f504(a796,x61581),x61581))),
% 53.91/53.72 inference(rename_variables,[],[1502])).
% 53.91/53.72 cnf(6161,plain,
% 53.91/53.72 (P2(f509(f504(a796,x61611),f509(f504(a807,x61612),x61611)))),
% 53.91/53.72 inference(rename_variables,[],[1668])).
% 53.91/53.72 cnf(6164,plain,
% 53.91/53.72 (P2(f509(f504(a796,x61641),f509(f504(a807,x61642),x61641)))),
% 53.91/53.72 inference(rename_variables,[],[1668])).
% 53.91/53.72 cnf(6167,plain,
% 53.91/53.72 (P2(f509(f504(a796,x61671),f509(f504(a807,x61672),x61671)))),
% 53.91/53.72 inference(rename_variables,[],[1668])).
% 53.91/53.72 cnf(6174,plain,
% 53.91/53.72 (~E(f469(f486(a740,x61741),x61742),a3)),
% 53.91/53.72 inference(rename_variables,[],[1845])).
% 53.91/53.72 cnf(6183,plain,
% 53.91/53.72 (P2(f527(f488(a782,x61831),f469(f486(a740,x61831),x61832)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6186,plain,
% 53.91/53.72 (P2(f527(f488(a782,x61861),f469(f486(a740,x61861),x61862)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6189,plain,
% 53.91/53.72 (P2(f527(f488(a782,x61891),f469(f486(a740,x61891),x61892)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6192,plain,
% 53.91/53.72 (P2(f527(f488(a782,x61921),f469(f486(a740,x61921),x61922)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6195,plain,
% 53.91/53.72 (~E(f469(f486(a740,x61951),x61952),a3)),
% 53.91/53.72 inference(rename_variables,[],[1845])).
% 53.91/53.72 cnf(6202,plain,
% 53.91/53.72 (P2(f526(f720(a787,x62021),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6211,plain,
% 53.91/53.72 (P2(f675(f518(a781,x62111),a838))),
% 53.91/53.72 inference(rename_variables,[],[1491])).
% 53.91/53.72 cnf(6212,plain,
% 53.91/53.72 (E(f469(a19,x62121),x62121)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6215,plain,
% 53.91/53.72 (E(f469(a19,x62151),x62151)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6218,plain,
% 53.91/53.72 (E(f469(a19,x62181),x62181)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6221,plain,
% 53.91/53.72 (E(f469(a19,x62211),x62211)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6224,plain,
% 53.91/53.72 (P2(f527(f488(a782,x62241),a839))),
% 53.91/53.72 inference(rename_variables,[],[1493])).
% 53.91/53.72 cnf(6225,plain,
% 53.91/53.72 (E(f469(a19,x62251),x62251)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6244,plain,
% 53.91/53.72 (P2(f526(f631(a799,x62441),x62441))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6245,plain,
% 53.91/53.72 (P5(f471(x62451,x62452))),
% 53.91/53.72 inference(rename_variables,[],[1422])).
% 53.91/53.72 cnf(6248,plain,
% 53.91/53.72 (E(f469(a19,x62481),x62481)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6260,plain,
% 53.91/53.72 (P2(f526(f631(a799,x62601),x62601))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6268,plain,
% 53.91/53.72 (E(f469(a19,x62681),x62681)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6271,plain,
% 53.91/53.72 (E(f469(a19,x62711),x62711)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6274,plain,
% 53.91/53.72 (E(f469(a19,x62741),x62741)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6283,plain,
% 53.91/53.72 (P2(f527(f488(a782,x62831),a839))),
% 53.91/53.72 inference(rename_variables,[],[1493])).
% 53.91/53.72 cnf(6286,plain,
% 53.91/53.72 (P2(f526(f720(a787,x62861),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6289,plain,
% 53.91/53.72 (P2(f675(f518(a781,x62891),a838))),
% 53.91/53.72 inference(rename_variables,[],[1491])).
% 53.91/53.72 cnf(6304,plain,
% 53.91/53.72 (E(f469(a19,x63041),x63041)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6307,plain,
% 53.91/53.72 (E(f469(a19,x63071),x63071)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6310,plain,
% 53.91/53.72 (E(f469(a19,x63101),x63101)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6316,plain,
% 53.91/53.72 (P2(f526(f720(a787,x63161),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6319,plain,
% 53.91/53.72 (P2(f675(f518(a781,x63191),a838))),
% 53.91/53.72 inference(rename_variables,[],[1491])).
% 53.91/53.72 cnf(6326,plain,
% 53.91/53.72 (P2(f527(f677(a798,x63261),x63261))),
% 53.91/53.72 inference(rename_variables,[],[1506])).
% 53.91/53.72 cnf(6329,plain,
% 53.91/53.72 (P2(f527(f677(a798,x63291),x63291))),
% 53.91/53.72 inference(rename_variables,[],[1506])).
% 53.91/53.72 cnf(6343,plain,
% 53.91/53.72 (P2(f527(f677(a798,x63431),x63431))),
% 53.91/53.72 inference(rename_variables,[],[1506])).
% 53.91/53.72 cnf(6346,plain,
% 53.91/53.72 (P2(f526(f631(a799,x63461),x63461))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6359,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x63591),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(6360,plain,
% 53.91/53.72 (P2(f527(f677(a798,x63601),x63601))),
% 53.91/53.72 inference(rename_variables,[],[1506])).
% 53.91/53.72 cnf(6363,plain,
% 53.91/53.72 (P2(f526(f631(a799,x63631),x63631))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6366,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x63661),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6369,plain,
% 53.91/53.72 (E(f469(a19,x63691),x63691)),
% 53.91/53.72 inference(rename_variables,[],[1375])).
% 53.91/53.72 cnf(6372,plain,
% 53.91/53.72 (~E(f665(f729(a777,x63721),x63722),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6375,plain,
% 53.91/53.72 (~E(f665(f729(a777,x63751),x63752),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6384,plain,
% 53.91/53.72 (~E(f665(f729(a777,x63841),x63842),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6387,plain,
% 53.91/53.72 (P4(f475(x63871,x63872))),
% 53.91/53.72 inference(rename_variables,[],[1414])).
% 53.91/53.72 cnf(6390,plain,
% 53.91/53.72 (P4(f475(x63901,x63902))),
% 53.91/53.72 inference(rename_variables,[],[1414])).
% 53.91/53.72 cnf(6391,plain,
% 53.91/53.72 (P2(f526(f720(a787,x63911),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6394,plain,
% 53.91/53.72 (P4(f475(x63941,x63942))),
% 53.91/53.72 inference(rename_variables,[],[1414])).
% 53.91/53.72 cnf(6395,plain,
% 53.91/53.72 (P2(f526(f720(a787,x63951),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6398,plain,
% 53.91/53.72 (P2(f526(f720(a787,x63981),a822))),
% 53.91/53.72 inference(rename_variables,[],[1492])).
% 53.91/53.72 cnf(6404,plain,
% 53.91/53.72 (~E(f665(f729(a777,x64041),x64042),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6407,plain,
% 53.91/53.72 (P4(f475(x64071,x64072))),
% 53.91/53.72 inference(rename_variables,[],[1414])).
% 53.91/53.72 cnf(6413,plain,
% 53.91/53.72 (P2(f526(f631(a799,x64131),x64131))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6417,plain,
% 53.91/53.72 (~E(f665(f729(a777,x64171),x64172),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6420,plain,
% 53.91/53.72 (P5(f471(x64201,x64202))),
% 53.91/53.72 inference(rename_variables,[],[1422])).
% 53.91/53.72 cnf(6423,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x64231),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(6424,plain,
% 53.91/53.72 (P2(f527(f488(a782,x64241),f469(f486(a740,x64241),x64242)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6427,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x64271),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(6428,plain,
% 53.91/53.72 (P2(f526(f720(a787,x64281),f665(f729(a777,x64281),x64282)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6431,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x64311),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6432,plain,
% 53.91/53.72 (P2(f675(f518(a781,x64321),f572(f516(a739,x64321),x64322)))),
% 53.91/53.72 inference(rename_variables,[],[1672])).
% 53.91/53.72 cnf(6435,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x64351),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(6436,plain,
% 53.91/53.72 (P2(f527(f488(a782,x64361),f469(f486(a740,x64361),x64362)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6439,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x64391),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(6440,plain,
% 53.91/53.72 (P2(f526(f720(a787,x64401),f665(f729(a777,x64401),x64402)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6443,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x64431),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6444,plain,
% 53.91/53.72 (P2(f675(f518(a781,x64441),f572(f516(a739,x64441),x64442)))),
% 53.91/53.72 inference(rename_variables,[],[1672])).
% 53.91/53.72 cnf(6447,plain,
% 53.91/53.72 (P2(f526(f631(a799,x64471),x64471))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6450,plain,
% 53.91/53.72 (P2(f526(f631(a799,x64501),x64501))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6453,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x64531),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(6454,plain,
% 53.91/53.72 (P2(f527(f488(a782,x64541),f469(f486(a740,x64541),x64542)))),
% 53.91/53.72 inference(rename_variables,[],[1688])).
% 53.91/53.72 cnf(6457,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x64571),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(6458,plain,
% 53.91/53.72 (P2(f526(f720(a787,x64581),f665(f729(a777,x64581),x64582)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6461,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x64611),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6462,plain,
% 53.91/53.72 (P2(f675(f518(a781,x64621),f572(f516(a739,x64621),x64622)))),
% 53.91/53.72 inference(rename_variables,[],[1672])).
% 53.91/53.72 cnf(6465,plain,
% 53.91/53.72 (P2(f526(f631(a799,x64651),x64651))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6469,plain,
% 53.91/53.72 (P5(f471(x64691,x64692))),
% 53.91/53.72 inference(rename_variables,[],[1422])).
% 53.91/53.72 cnf(6472,plain,
% 53.91/53.72 (P2(f526(f631(a799,x64721),x64721))),
% 53.91/53.72 inference(rename_variables,[],[1504])).
% 53.91/53.72 cnf(6480,plain,
% 53.91/53.72 (~P2(f527(f488(a782,x64801),a3))),
% 53.91/53.72 inference(rename_variables,[],[1860])).
% 53.91/53.72 cnf(6484,plain,
% 53.91/53.72 (~P2(f526(f720(a787,x64841),a2))),
% 53.91/53.72 inference(rename_variables,[],[1858])).
% 53.91/53.72 cnf(6488,plain,
% 53.91/53.72 (~P2(f675(f518(a781,x64881),a11))),
% 53.91/53.72 inference(rename_variables,[],[1856])).
% 53.91/53.72 cnf(6597,plain,
% 53.91/53.72 (~E(a1,f469(a19,a1))+P2(f553(a461,x65971))+~P2(f553(f565(a801,x65971),f566(f756(x65972),a2)))),
% 53.91/53.72 inference(scs_inference,[],[1862,1339,1344,1346,1347,1348,1349,1350,1351,1827,1336,1337,1338,1383,1384,1385,1386,1387,1388,1389,1381,1425,1426,1427,1428,1429,1430,1861,1778,1779,1375,3536,3539,3776,3786,3789,3792,3826,3829,4011,4150,4157,4160,5694,5711,5714,6086,6212,6215,6218,6221,6225,6248,6268,6271,6274,6304,6307,6310,6369,1400,1411,1414,6387,6390,6394,6407,1417,1422,3905,3977,3997,6245,6420,6469,1423,3970,3990,1774,3783,1832,6050,6053,6056,6074,6077,6080,6083,1833,6008,6109,6112,6115,1834,1835,1470,5871,5878,5945,1844,6030,6043,6059,6062,6065,6068,6071,6135,6138,6141,6144,6152,6372,6375,6384,6404,6417,1845,6098,6149,6174,6195,1846,1502,3844,3847,6158,1504,3721,3808,3811,3814,3817,3832,3874,3890,3904,3947,3966,3969,3976,3989,3996,5974,6244,6260,6346,6363,6413,6447,6450,6465,6472,1506,3640,3718,3799,3802,3805,3911,3914,3921,3924,3935,3938,3944,5971,6326,6329,6343,6360,1459,5912,1460,5909,1479,3850,1481,3637,1483,3930,3973,3980,3983,3986,3993,4000,4004,1485,3859,3862,3898,3927,1491,3683,3956,6211,6289,6319,1492,3680,6202,6286,6316,6391,6395,6398,1493,3677,3961,6224,6283,1856,3761,3901,6002,6005,6366,6431,6443,6461,6488,1858,3755,3758,3941,5993,5996,5999,6427,6439,6457,6484,1860,3752,5987,5990,6359,6423,6435,6453,6480,1839,1563,1817,3625,3628,3782,3823,3865,3868,3871,3877,3965,4003,6155,1818,3549,3619,3622,3820,3835,3856,3897,1853,1497,3957,1566,1567,1668,3611,3614,3853,6161,6164,6167,1671,3605,3608,3841,3950,1672,6432,6444,6462,1673,6428,6440,6458,1674,3593,3596,3599,1681,3581,3584,3587,3590,1684,1688,6183,6186,6189,6192,6424,6436,6454,1737,3631,3634,1514,1516,1526,1584,1691,1613,3554,3557,1807,3908,1821,1814,2,1909,1907,1873,2170,2168,2166,2147,349,2527,2526,2525,2426,2425,2424,2423,2422,2421,2026,2025,2024,3102,3101,3099,3097,3096,3094,3092,3091,3090,3089,3088,3086,2961,2907,2905,2903,2901,2878,2876,2762,2761,2280,2274,2273,2270,2268,2264,2262,2251,2250,2249,2176,2175,2174,2110,2109,2787,2786,2766,2765,2764,2637,2631,2520,2519,2518,2517,2516,2515,2455,2442,2440,2438,2305,2304,2303,2302,3214,3213,2844,2842,2840,2839,2837,2781,2780,2779,2744,2743,2741,2664,2662,2660,3162,3160,3159,3157,2788,2771,2770,1334,1333,1331,1330,3,2173,2203,2202,2201,2040,2039,2591,2590,2589,2588,2587,2586,2585,2312,2310,2218,2217,2778,2617,2613,2603,2476,2474,2473,2471,2457,2456,2351,2349,2293,2290,2288,2286,2282,2261,2260,2112,2807,2461,2318,2317,2468,3181,2808,3038,3027,3026,3024,2828,2826,2733,2628,2627,2850,2849,2848,3432,3408,3405,3402,2845,2576,2575,2760,3035,3034,3033,3031,2836,2834,2872,2871,2869,2867,2499,1864,3514,2458,2257,2178,2177,2157,2150,2141,2123,2122,2121,2096,2077,2076,2075,2071,2070,2046,2042,2008,2006,2004,2002,1984,1977,1972,1971,1970,1969,1968,1967,1964,1963,1961,1960,1948,1947,1946,1945,1944,1943,1942,1941,1940,1939,1938,1937,1936,1935,1931,1930,1929,1919,1916,1915,1914,1901,1900,1899,1895,1894,1893,1892,1891,1890,1889,1888,1879,1878,1877,1872,1868,1867,1866,1865,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1317,1316,1315,1314,1313,1312,1311,1310,1309,1308,1307,1306,1305,1304,1303,1302,1301,1300,1299,1298,1297,1296,1295,1294,1293,1292,1291,1290,1289,1288,1287,1286,1285,1284,1283,1282,1281,1280,1279,1278,1277,1276,1275,1274,1273,1272,1271,1270,1269,1268,1267,1266,1265,1264,1263,1262,1261,1260,1259,1258,1257,1256,1255,1254,1253,1252,1251,1250,1249,1248,1247,1246,1245,1244,1243,1242,1241,1240,1239,1238,1237,1236,1235,1234,1233,1232,1231,1230,1229,1228,1227,1226,1225,1224,1223,1222,1221,1220,1219,1218,1217,1216,1215,1214,1213,1212,1211,1210,1209,1208,1207,1206,1205,1204,1203,1202,1201,1200,1199,1198,1197,1196,1195,1194,1193,1192,1191,1190,1189,1188,1187,1186,1185,1184,1183,1182,1181,1180,1179,1178,1177,1176,1175,1174,1173,1172,1171,1170,1169,1168,1167,1166,1165,1164,1163,1162,1161,1160,1159,1158,1157,1156,1155,1154,1153,1152,1151,1150,1149,1148,1147,1146,1145,1144,1143,1142,1141,1140,1139,1138,1137,1136,1135,1134,1133,1132,1131,1130,1129,1128,1127,1126,1125,1124,1123,1122,1121,1120,1119,1118,1117,1116,1115,1114,1113,1112,1111,1110,1109,1108,1107,1106,1105,1104,1103,1102,1101,1100,1099,1098,1097,1096,1095,1094,1093,1092,1091,1090,1089,1088,1087,1086,1085,1084,1083,1082,1081,1080,1079,1078,1077,1076,1075,1074,1073,1072,1071,1070,1069,1068,1067,1066,1065,1064,1063,1062,1061,1060,1059,1058,1057,1056,1055,1054,1053,1052,1051,1050,1049,1048,1047,1046,1045,1044,1043,1042,1041,1040,1039,1038,1037,1036,1035,1034,1033,1032,1031,1030,1029,1028,1027,1026,1025,1024,1023,1022,1021,1020,1019,1018,1017,1016,1015,1014,1013,1012,1011,1010,1009,1008,1007,1006,1005,1004,1003,1002,1001,1000,999,998,997,996,995,994,993,992,991,990,989,988,987,986,985,984,983,982,981,980,979,978,977,976,975,974,973,972,971,970,969,968,967,966,965,964,963,962,961,960,959,958,957,956,955,954,953,952,951,950,949,948,947,946,945,944,943,942,941,940,939,938,937,936,935,934,933,932,931,930,929,928,927,926,925,924,923,922,921,920,919,918,917,916,915,914,913,912,911,910,909,908,907,906,905,904,903,902,901,900,899,898,897,896,895,894,893,892,89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% 53.91/53.72 cnf(6600,plain,
% 53.91/53.72 (~P2(a12)),
% 53.91/53.72 inference(scs_inference,[],[3666,1921])).
% 53.91/53.72 cnf(6603,plain,
% 53.91/53.72 (~E(f472(a823,x66031),f673(a6,x66032))+P2(f473(a844,x66031))),
% 53.91/53.72 inference(scs_inference,[],[1350,2030])).
% 53.91/53.72 cnf(6604,plain,
% 53.91/53.72 (~P2(f473(a844,x66041))+P2(f527(f744(a3),f469(f486(a740,f508(a746,x66041)),a3)))),
% 53.91/53.72 inference(scs_inference,[],[1350,1351,2845])).
% 53.91/53.72 cnf(6622,plain,
% 53.91/53.72 (P2(f474(f469(f576(a813,f469(f539(a99,a782),a839)),f469(f539(a99,a782),x66221)),x66222))),
% 53.91/53.72 inference(rename_variables,[],[5960])).
% 53.91/53.72 cnf(6625,plain,
% 53.91/53.72 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x66251)),x66252))),
% 53.91/53.72 inference(rename_variables,[],[5962])).
% 53.91/53.72 cnf(6628,plain,
% 53.91/53.72 (~P2(f730(a2,x66281))),
% 53.91/53.72 inference(rename_variables,[],[3664])).
% 53.91/53.72 cnf(6631,plain,
% 53.91/53.72 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x66311)),x66312))),
% 53.91/53.72 inference(rename_variables,[],[5962])).
% 53.91/53.72 cnf(6634,plain,
% 53.91/53.72 (P2(f526(f720(a787,x66341),f665(f554(a812,a822),x66342)))),
% 53.91/53.72 inference(rename_variables,[],[5836])).
% 53.91/53.72 cnf(6637,plain,
% 53.91/53.72 (P2(f727(f731(f146(a824),x66371),x66371))),
% 53.91/53.72 inference(rename_variables,[],[1563])).
% 53.91/53.72 cnf(6640,plain,
% 53.91/53.72 (~E(f469(f486(a740,x66401),x66402),a3)),
% 53.91/53.72 inference(rename_variables,[],[1845])).
% 53.91/53.72 cnf(6646,plain,
% 53.91/53.72 (P2(f474(f469(f576(a813,f469(f539(a99,a782),a839)),f469(f539(a99,a782),x66461)),x66462))),
% 53.91/53.72 inference(rename_variables,[],[5960])).
% 53.91/53.72 cnf(6649,plain,
% 53.91/53.72 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x66491)),x66492))),
% 53.91/53.72 inference(rename_variables,[],[5962])).
% 53.91/53.72 cnf(6658,plain,
% 53.91/53.72 (~P2(f474(f506(a114,a16),x66581))),
% 53.91/53.72 inference(rename_variables,[],[3578])).
% 53.91/53.72 cnf(6661,plain,
% 53.91/53.72 (~P2(f730(a2,x66611))),
% 53.91/53.72 inference(rename_variables,[],[3664])).
% 53.91/53.72 cnf(6664,plain,
% 53.91/53.72 (~P2(f473(f572(f529(a818,f572(f649(a82,a781),x66641)),f572(f649(a82,a781),f572(a140,f496(a118,a16)))),x66642))),
% 53.91/53.72 inference(rename_variables,[],[5958])).
% 53.91/53.72 cnf(6670,plain,
% 53.91/53.72 (P4(f323(f706(x66701,x66702),x66701,a822))),
% 53.91/53.72 inference(rename_variables,[],[3741])).
% 53.91/53.72 cnf(6671,plain,
% 53.91/53.72 (E(f323(x66711,f792(a1),x66712),f323(x66711,a2,x66712))),
% 53.91/53.72 inference(rename_variables,[],[4552])).
% 53.91/53.72 cnf(6675,plain,
% 53.91/53.72 (P5(f471(x66751,x66752))),
% 53.91/53.72 inference(rename_variables,[],[1422])).
% 53.91/53.72 cnf(6678,plain,
% 53.91/53.72 (~E(f665(f729(a777,x66781),x66782),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6679,plain,
% 53.91/53.72 (P5(f665(x66791,a2))),
% 53.91/53.72 inference(rename_variables,[],[4083])).
% 53.91/53.72 cnf(6682,plain,
% 53.91/53.72 (~E(f665(f729(a777,x66821),x66822),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6683,plain,
% 53.91/53.72 (P5(f665(x66831,a2))),
% 53.91/53.72 inference(rename_variables,[],[4083])).
% 53.91/53.72 cnf(6686,plain,
% 53.91/53.72 (~P2(f730(a2,x66861))),
% 53.91/53.72 inference(rename_variables,[],[3664])).
% 53.91/53.72 cnf(6687,plain,
% 53.91/53.72 (P2(f526(f720(a787,x66871),f665(f729(a777,x66871),x66872)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6690,plain,
% 53.91/53.72 (~P2(f730(a2,x66901))),
% 53.91/53.72 inference(rename_variables,[],[3664])).
% 53.91/53.72 cnf(6691,plain,
% 53.91/53.72 (P2(f526(f720(a787,x66911),f665(f729(a777,x66911),x66912)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6694,plain,
% 53.91/53.72 (P2(f526(f720(a787,x66941),f665(f729(a777,x66941),x66942)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6697,plain,
% 53.91/53.72 (P2(f526(f720(a787,x66971),f665(f729(a777,x66971),x66972)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6700,plain,
% 53.91/53.72 (P2(f526(f720(a787,x67001),f665(f729(a777,x67001),x67002)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6703,plain,
% 53.91/53.72 (P2(f526(f720(a787,x67031),f665(f729(a777,x67031),x67032)))),
% 53.91/53.72 inference(rename_variables,[],[1673])).
% 53.91/53.72 cnf(6706,plain,
% 53.91/53.72 (P2(f527(a456,f469(f486(a740,x67061),a3)))),
% 53.91/53.72 inference(rename_variables,[],[5549])).
% 53.91/53.72 cnf(6707,plain,
% 53.91/53.72 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x67071)))),
% 53.91/53.72 inference(rename_variables,[],[3616])).
% 53.91/53.72 cnf(6708,plain,
% 53.91/53.72 (P2(f527(f744(x67081),a3))),
% 53.91/53.72 inference(rename_variables,[],[1474])).
% 53.91/53.72 cnf(6711,plain,
% 53.91/53.72 (~E(f665(f729(a777,x67111),x67112),a2)),
% 53.91/53.72 inference(rename_variables,[],[1844])).
% 53.91/53.72 cnf(6712,plain,
% 53.91/53.72 (P5(f665(x67121,a2))),
% 53.91/53.72 inference(rename_variables,[],[4083])).
% 53.91/53.72 cnf(6715,plain,
% 53.91/53.72 (P2(f527(a456,f469(f486(a740,x67151),a3)))),
% 53.91/53.72 inference(rename_variables,[],[5549])).
% 53.91/53.73 cnf(6716,plain,
% 53.91/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x67161)))),
% 53.91/53.73 inference(rename_variables,[],[3616])).
% 53.91/53.73 cnf(6717,plain,
% 53.91/53.73 (P2(f527(f744(x67171),a3))),
% 53.91/53.73 inference(rename_variables,[],[1474])).
% 53.91/53.73 cnf(6720,plain,
% 53.91/53.73 (P2(f527(a456,f469(f486(a740,x67201),a3)))),
% 53.91/53.73 inference(rename_variables,[],[5549])).
% 53.91/53.73 cnf(6721,plain,
% 53.91/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x67211)))),
% 53.91/53.73 inference(rename_variables,[],[3616])).
% 53.91/53.73 cnf(6722,plain,
% 53.91/53.73 (P2(f527(f744(x67221),a3))),
% 53.91/53.73 inference(rename_variables,[],[1474])).
% 53.91/53.73 cnf(6726,plain,
% 53.91/53.73 (~P2(f527(f488(a782,f508(a746,a843)),f469(f576(a788,a424),x67261)))),
% 53.91/53.73 inference(rename_variables,[],[5786])).
% 53.91/53.73 cnf(6729,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x67291))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(6732,plain,
% 53.91/53.73 (P2(f527(a456,f469(f486(a740,x67321),a3)))),
% 53.91/53.73 inference(rename_variables,[],[5549])).
% 53.91/53.73 cnf(6733,plain,
% 53.91/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x67331)))),
% 53.91/53.73 inference(rename_variables,[],[3616])).
% 53.91/53.73 cnf(6734,plain,
% 53.91/53.73 (P2(f527(f744(x67341),a3))),
% 53.91/53.73 inference(rename_variables,[],[1474])).
% 53.91/53.73 cnf(6737,plain,
% 53.91/53.73 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x67371)),x67372))),
% 53.91/53.73 inference(rename_variables,[],[5962])).
% 53.91/53.73 cnf(6738,plain,
% 53.91/53.73 (P2(f526(f720(a787,x67381),f665(f554(a812,a822),x67382)))),
% 53.91/53.73 inference(rename_variables,[],[5836])).
% 53.91/53.73 cnf(6739,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x67391),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(6742,plain,
% 53.91/53.73 (~P2(f730(a2,x67421))),
% 53.91/53.73 inference(rename_variables,[],[3664])).
% 53.91/53.73 cnf(6743,plain,
% 53.91/53.73 (P2(f526(f720(a787,x67431),f665(f554(a812,a822),x67432)))),
% 53.91/53.73 inference(rename_variables,[],[5836])).
% 53.91/53.73 cnf(6744,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x67441),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(6747,plain,
% 53.91/53.73 (E(f631(f630(f685(a102,x67471),x67472),x67473),f632(f534(x67471,x67473),x67472))),
% 53.91/53.73 inference(rename_variables,[],[1596])).
% 53.91/53.73 cnf(6748,plain,
% 53.91/53.73 (P3(f631(x67481,f480(x67482,x67483)))),
% 53.91/53.73 inference(rename_variables,[],[3772])).
% 53.91/53.73 cnf(6752,plain,
% 53.91/53.73 (P5(f665(x67521,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(6758,plain,
% 53.91/53.73 (P5(f17(x67581))),
% 53.91/53.73 inference(rename_variables,[],[1372])).
% 53.91/53.73 cnf(6764,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x67641),f572(f529(a818,a11),x67642)))),
% 53.91/53.73 inference(rename_variables,[],[5800])).
% 53.91/53.73 cnf(6765,plain,
% 53.91/53.73 (P2(f675(f597(a797,x67651),f572(f516(a739,x67652),x67651)))),
% 53.91/53.73 inference(rename_variables,[],[1671])).
% 53.91/53.73 cnf(6768,plain,
% 53.91/53.73 (P2(f527(f488(a782,x67681),f469(f486(a740,x67681),x67682)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6771,plain,
% 53.91/53.73 (P2(f527(f488(a782,x67711),f469(f486(a740,x67711),x67712)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6774,plain,
% 53.91/53.73 (P2(f527(f488(a782,x67741),f469(f486(a740,x67741),x67742)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6777,plain,
% 53.91/53.73 (P2(f527(f488(a782,x67771),f469(f486(a740,x67771),x67772)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6784,plain,
% 53.91/53.73 (E(f470(a20,x67841),x67841)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(6797,plain,
% 53.91/53.73 (P5(f471(x67971,x67972))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(6800,plain,
% 53.91/53.73 (P5(f471(x68001,x68002))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(6803,plain,
% 53.91/53.73 (P5(f471(x68031,x68032))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(6810,plain,
% 53.91/53.73 (~E(f728(a9,x68101),f519(f845(x68102),x68103))),
% 53.91/53.73 inference(rename_variables,[],[1838])).
% 53.91/53.73 cnf(6813,plain,
% 53.91/53.73 (~E(f728(a9,x68131),f519(f845(x68132),x68133))),
% 53.91/53.73 inference(rename_variables,[],[1838])).
% 53.91/53.73 cnf(6820,plain,
% 53.91/53.73 (~P2(f509(f504(a807,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),f509(f504(a820,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),x68201)))),
% 53.91/53.73 inference(rename_variables,[],[5505])).
% 53.91/53.73 cnf(6823,plain,
% 53.91/53.73 (P2(f527(f488(a782,x68231),f469(f486(a740,x68231),x68232)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6826,plain,
% 53.91/53.73 (P2(f527(f677(a798,x68261),f469(f576(a813,x68261),x68262)))),
% 53.91/53.73 inference(rename_variables,[],[1687])).
% 53.91/53.73 cnf(6827,plain,
% 53.91/53.73 (P2(f527(f677(a798,x68271),a839))),
% 53.91/53.73 inference(rename_variables,[],[3676])).
% 53.91/53.73 cnf(6830,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x68301))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(6833,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x68331))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(6836,plain,
% 53.91/53.73 (P2(f526(a422,f665(f554(a814,a2),x68361)))),
% 53.91/53.73 inference(rename_variables,[],[5553])).
% 53.91/53.73 cnf(6837,plain,
% 53.91/53.73 (P5(f665(x68371,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(6838,plain,
% 53.91/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x68381)),x68382))),
% 53.91/53.73 inference(rename_variables,[],[5758])).
% 53.91/53.73 cnf(6841,plain,
% 53.91/53.73 (P2(f526(a422,f665(f554(a814,a2),x68411)))),
% 53.91/53.73 inference(rename_variables,[],[5553])).
% 53.91/53.73 cnf(6842,plain,
% 53.91/53.73 (P5(f665(x68421,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(6843,plain,
% 53.91/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x68431)),x68432))),
% 53.91/53.73 inference(rename_variables,[],[5758])).
% 53.91/53.73 cnf(6849,plain,
% 53.91/53.73 (P5(f17(x68491))),
% 53.91/53.73 inference(rename_variables,[],[1372])).
% 53.91/53.73 cnf(6852,plain,
% 53.91/53.73 (P5(f471(x68521,x68522))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(6855,plain,
% 53.91/53.73 (P5(f471(x68551,x68552))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(6858,plain,
% 53.91/53.73 (~E(f572(f516(a739,x68581),x68582),a11)),
% 53.91/53.73 inference(rename_variables,[],[1846])).
% 53.91/53.73 cnf(6861,plain,
% 53.91/53.73 (P2(f509(f504(a796,f509(f504(a820,x68611),x68612)),x68611))),
% 53.91/53.73 inference(rename_variables,[],[1739])).
% 53.91/53.73 cnf(6864,plain,
% 53.91/53.73 (~E(f469(f486(a740,x68641),x68642),a3)),
% 53.91/53.73 inference(rename_variables,[],[1845])).
% 53.91/53.73 cnf(6867,plain,
% 53.91/53.73 (~P2(f509(f504(a820,f509(f504(a807,x68671),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3)))),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))))),
% 53.91/53.73 inference(rename_variables,[],[3852])).
% 53.91/53.73 cnf(6870,plain,
% 53.91/53.73 (P2(f527(f488(a782,x68701),f469(f486(a740,x68701),x68702)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6873,plain,
% 53.91/53.73 (E(f470(a20,x68731),x68731)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(6880,plain,
% 53.91/53.73 (P5(f557(x68801,x68802))),
% 53.91/53.73 inference(rename_variables,[],[1420])).
% 53.91/53.73 cnf(6881,plain,
% 53.91/53.73 (P2(f526(f631(a799,f557(f766(x68811),a11)),x68812))),
% 53.91/53.73 inference(rename_variables,[],[6001])).
% 53.91/53.73 cnf(6884,plain,
% 53.91/53.73 (E(f470(a20,x68841),x68841)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(6891,plain,
% 53.91/53.73 (P2(f527(f677(a798,f524(f752(x68911),f842(x68911,x68912))),x68912))),
% 53.91/53.73 inference(rename_variables,[],[1769])).
% 53.91/53.73 cnf(6896,plain,
% 53.91/53.73 (E(f470(a20,x68961),x68961)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(6903,plain,
% 53.91/53.73 (P2(f527(f488(a782,x69031),f469(f486(a740,x69031),x69032)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6905,plain,
% 53.91/53.73 (P2(f583(f639(a800,f356(x69051,x69052,a3)),x69052))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,1372,6758,1418,1420,1837,1838,6810,1596,1644,1697,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,1769,1670,1749,1822,1739,1422,6675,6797,6800,6803,6852,1481,1483,1485,6830,6833,1671,1688,6768,6771,6774,6777,6823,6870,1844,6678,6682,1672,1563,6637,1673,6687,6691,6694,6697,6700,1858,6739,1691,1383,1846,1845,6640,1861,1388,1386,1346,1347,1385,3903,3772,5505,5718,5503,5788,5958,5960,6622,5962,6625,6631,6649,5964,3616,6707,6716,6721,5786,6726,5954,3849,5956,5758,6838,5980,5800,5836,6634,6738,6001,5842,3852,5744,4552,5808,3576,3578,5870,5930,5746,3741,5183,6029,3664,6628,6661,6686,6690,4083,6679,6683,6712,6752,6837,5553,6836,5511,3676,5549,6706,6715,6720,5557,5559,5501,6024,3796,4111,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208])).
% 53.91/53.73 cnf(6906,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x69061))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(6912,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x69121))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(6915,plain,
% 53.91/53.73 (P2(f527(f488(a782,x69151),f469(f486(a740,x69151),x69152)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6919,plain,
% 53.91/53.73 (P2(f526(f720(a787,x69191),f665(f729(a777,x69191),x69192)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(6923,plain,
% 53.91/53.73 (P2(f675(f518(a781,x69231),f572(f516(a739,x69231),x69232)))),
% 53.91/53.73 inference(rename_variables,[],[1672])).
% 53.91/53.73 cnf(6924,plain,
% 53.91/53.73 (P2(f675(f597(a797,x69241),f572(f516(a739,x69242),x69241)))),
% 53.91/53.73 inference(rename_variables,[],[1671])).
% 53.91/53.73 cnf(6930,plain,
% 53.91/53.73 (P2(f526(f631(a799,f665(f554(a814,x69301),x69302)),x69302))),
% 53.91/53.73 inference(rename_variables,[],[1742])).
% 53.91/53.73 cnf(6936,plain,
% 53.91/53.73 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x69361)),x69362))),
% 53.91/53.73 inference(rename_variables,[],[5962])).
% 53.91/53.73 cnf(6937,plain,
% 53.91/53.73 (P2(f526(f720(a787,x69371),f665(f729(a777,x69371),x69372)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(6940,plain,
% 53.91/53.73 (E(f470(a20,x69401),x69401)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(6941,plain,
% 53.91/53.73 (P2(f526(f631(a799,x69411),f665(f554(a812,x69412),x69411)))),
% 53.91/53.73 inference(rename_variables,[],[1677])).
% 53.91/53.73 cnf(6944,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x69441),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(6945,plain,
% 53.91/53.73 (P2(f527(f488(a782,x69451),f469(f486(a740,x69451),x69452)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6948,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x69481),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(6949,plain,
% 53.91/53.73 (P2(f527(f488(a782,x69491),f469(f486(a740,x69491),x69492)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(6952,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x69521),a11))),
% 53.91/53.73 inference(rename_variables,[],[1856])).
% 53.91/53.73 cnf(6953,plain,
% 53.91/53.73 (P2(f675(f518(a781,x69531),f572(f516(a739,x69531),x69532)))),
% 53.91/53.73 inference(rename_variables,[],[1672])).
% 53.91/53.73 cnf(6956,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x69561),f572(f529(a818,x69562),f572(a140,f496(a118,a16)))))),
% 53.91/53.73 inference(rename_variables,[],[5752])).
% 53.91/53.73 cnf(6962,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x69621),f469(f576(a816,x69622),f469(a19,f506(a114,a16)))))),
% 53.91/53.73 inference(rename_variables,[],[5748])).
% 53.91/53.73 cnf(6985,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x69851))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(6992,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x69921),f572(f529(a818,a11),x69922)))),
% 53.91/53.73 inference(rename_variables,[],[5800])).
% 53.91/53.73 cnf(7003,plain,
% 53.91/53.73 (P2(f474(f469(f576(a813,f469(f539(a99,a782),a839)),f469(f539(a99,a782),x70031)),x70032))),
% 53.91/53.73 inference(rename_variables,[],[5960])).
% 53.91/53.73 cnf(7006,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x70061),f665(f554(a780,a2),x70062)))),
% 53.91/53.73 inference(rename_variables,[],[5792])).
% 53.91/53.73 cnf(7009,plain,
% 53.91/53.73 (P2(f527(f744(x70091),f469(f486(a740,f636(f517(f618(a738,f584(f694(a109,f532(f52(a123),f546(f46(f48(a430)),x70092))),f577(f28(a421),x70093))),f519(f845(x70093),x70094)),x70092)),a3)))),
% 53.91/53.73 inference(rename_variables,[],[1826])).
% 53.91/53.73 cnf(7012,plain,
% 53.91/53.73 (~P2(f473(f572(f529(a818,f572(f649(a82,a781),x70121)),f572(f649(a82,a781),f572(a140,f496(a118,a16)))),x70122))),
% 53.91/53.73 inference(rename_variables,[],[5958])).
% 53.91/53.73 cnf(7017,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x70171),a11))),
% 53.91/53.73 inference(rename_variables,[],[1856])).
% 53.91/53.73 cnf(7018,plain,
% 53.91/53.73 (P2(f675(f518(a781,x70181),f572(f516(a739,x70181),x70182)))),
% 53.91/53.73 inference(rename_variables,[],[1672])).
% 53.91/53.73 cnf(7020,plain,
% 53.91/53.73 (~E(f470(a20,f744(x70201)),a13)),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,1372,6758,1418,1420,1837,1838,6810,6813,1596,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,1769,1670,1749,1822,1677,1742,1739,1422,6675,6797,6800,6803,6852,6855,1504,1506,1459,1481,1483,6729,1485,6830,6833,6906,1860,6944,1671,6765,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,1844,6678,6682,1672,6923,6953,1563,6637,1856,6952,1673,6687,6691,6694,6697,6700,6703,6919,1858,6739,1691,1383,1846,1845,6640,1861,1388,1389,1386,1346,1347,1385,3903,3772,5505,5718,5503,5788,5958,6664,5960,6622,6646,5962,6625,6631,6649,6737,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,5792,5794,5980,5800,6764,5836,6634,6738,6001,5748,5752,5842,3852,5744,4552,5808,3576,3578,3757,5870,5720,5930,5766,5746,3741,5911,5183,6029,3664,6628,6661,6686,6690,4083,6679,6683,6712,6752,6837,5553,6836,5511,3676,3679,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025])).
% 53.91/53.73 cnf(7029,plain,
% 53.91/53.73 (P2(f526(f631(a799,x70291),f665(f554(a812,x70292),x70291)))),
% 53.91/53.73 inference(rename_variables,[],[1677])).
% 53.91/53.73 cnf(7030,plain,
% 53.91/53.73 (P5(f665(x70301,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7035,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x70351),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(7042,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x70421),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(7043,plain,
% 53.91/53.73 (P2(f527(f488(a782,x70431),f469(f486(a740,x70431),x70432)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(7049,plain,
% 53.91/53.73 (~P2(f527(f677(a798,f469(f576(a813,f469(f539(a99,a782),a839)),f469(f539(a99,a782),x70491))),f469(f576(a816,f469(f539(a99,a782),x70492)),f469(f539(a99,a782),f469(a19,f506(a114,a16))))))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,1372,6758,6849,1418,1420,1837,1838,6810,6813,1596,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,1769,1670,1749,1822,1677,6941,1742,1850,1739,1422,6675,6797,6800,6803,6852,6855,1504,1506,1459,1481,1483,6729,1485,6830,6833,6906,1860,6944,6948,1671,6765,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,1844,6678,6682,1672,6923,6953,1563,6637,1856,6952,1673,6687,6691,6694,6697,6700,6703,6919,6937,1858,6739,6744,1691,1383,1846,1845,6640,1861,1388,1389,1386,1346,1347,1385,3903,3772,5505,5718,5503,5788,5958,6664,5960,6622,6646,7003,5962,6625,6631,6649,6737,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,5792,5794,5980,5800,6764,5804,5836,6634,6738,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,3757,5870,5720,5930,5766,5746,3741,5911,5183,6029,3664,6628,6661,6686,6690,4083,6679,6683,6712,6752,6837,6842,5553,6836,5511,3676,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351])).
% 53.91/53.73 cnf(7057,plain,
% 53.91/53.73 (P2(f527(f677(a798,f524(f752(x70571),f842(x70571,x70572))),x70572))),
% 53.91/53.73 inference(rename_variables,[],[1769])).
% 53.91/53.73 cnf(7061,plain,
% 53.91/53.73 (E(f470(a20,x70611),x70611)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7064,plain,
% 53.91/53.73 (E(f470(a20,x70641),x70641)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7067,plain,
% 53.91/53.73 (E(f470(a20,x70671),x70671)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7079,plain,
% 53.91/53.73 (P5(f471(x70791,x70792))),
% 53.91/53.73 inference(rename_variables,[],[1422])).
% 53.91/53.73 cnf(7096,plain,
% 53.91/53.73 (E(f470(a20,x70961),x70961)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7099,plain,
% 53.91/53.73 (E(f470(a20,x70991),x70991)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7103,plain,
% 53.91/53.73 (P2(f527(f488(a782,f168(f469(f486(a740,f508(a746,a843)),a424),f469(f486(a740,f155(f469(f486(a740,f508(a746,a843)),a424))),x71031),x71032)),f469(f576(a813,f469(f486(a740,f155(f469(f486(a740,f508(a746,a843)),a424))),x71031)),x71032)))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1521,1596,6747,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,1769,6891,1670,1749,1822,1677,6941,1742,1850,1739,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1481,1483,6729,1485,6830,6833,6906,1860,6944,6948,7042,1671,6765,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,1844,6678,6682,1672,6923,6953,1563,6637,1856,6952,7017,1673,6687,6691,6694,6697,6700,6703,6919,6937,1858,6739,6744,1691,1383,1846,1845,6640,1861,1388,1389,1386,1346,1347,1385,3903,3772,6748,5505,5718,5503,5788,5958,6664,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,5792,5794,5980,5800,6764,5804,5836,6634,6738,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,3757,5870,5720,5930,5766,5746,3741,5911,5183,4127,4133,6029,3664,6628,6661,6686,6690,4083,6679,6683,6712,6752,6837,6842,5553,6836,5615,5511,3676,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231])).
% 53.91/53.73 cnf(7104,plain,
% 53.91/53.73 (P2(f527(f488(a782,x71041),f469(f486(a740,x71041),x71042)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(7109,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x71091))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(7111,plain,
% 53.91/53.73 (P3(f356(x71111,x71112,a3))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1521,1596,6747,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,1769,6891,1670,1749,1822,1677,6941,1742,1850,1739,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1481,1483,6729,1485,6830,6833,6906,6912,7109,1860,6944,6948,7042,1671,6765,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,1844,6678,6682,1672,6923,6953,1563,6637,1856,6952,7017,1673,6687,6691,6694,6697,6700,6703,6919,6937,1858,6739,6744,1691,1383,1846,1845,6640,1861,1388,1389,1386,1346,1347,1385,3903,3772,6748,5505,5718,5503,5788,5958,6664,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,5792,5794,5980,5800,6764,5804,5836,6634,6738,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,3757,5870,5720,5930,5766,5746,3741,5911,5183,4127,4133,6029,3664,6628,6661,6686,6690,4083,6679,6683,6712,6752,6837,6842,5553,6836,5615,5511,3676,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826])).
% 53.91/53.73 cnf(7112,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x71121))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(7115,plain,
% 53.91/53.73 (P2(f527(f677(a798,x71151),f469(f576(a813,x71151),x71152)))),
% 53.91/53.73 inference(rename_variables,[],[1687])).
% 53.91/53.73 cnf(7118,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x71181))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(7123,plain,
% 53.91/53.73 (~E(f665(f729(a777,x71231),x71232),a2)),
% 53.91/53.73 inference(rename_variables,[],[1844])).
% 53.91/53.73 cnf(7124,plain,
% 53.91/53.73 (P5(f665(x71241,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7127,plain,
% 53.91/53.73 (P2(f526(a422,f665(f554(a814,a2),x71271)))),
% 53.91/53.73 inference(rename_variables,[],[5553])).
% 53.91/53.73 cnf(7128,plain,
% 53.91/53.73 (P5(f665(x71281,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7129,plain,
% 53.91/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x71291)),x71292))),
% 53.91/53.73 inference(rename_variables,[],[5758])).
% 53.91/53.73 cnf(7132,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x71321),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(7133,plain,
% 53.91/53.73 (P2(f526(f720(a787,x71331),f665(f729(a777,x71331),x71332)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(7136,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x71361))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(7139,plain,
% 53.91/53.73 (P2(f526(a422,f665(f554(a814,a2),x71391)))),
% 53.91/53.73 inference(rename_variables,[],[5553])).
% 53.91/53.73 cnf(7140,plain,
% 53.91/53.73 (P5(f665(x71401,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7141,plain,
% 53.91/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x71411)),x71412))),
% 53.91/53.73 inference(rename_variables,[],[5758])).
% 53.91/53.73 cnf(7144,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x71441))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(7150,plain,
% 53.91/53.73 (~P2(f474(f506(a114,a16),x71501))),
% 53.91/53.73 inference(rename_variables,[],[3578])).
% 53.91/53.73 cnf(7163,plain,
% 53.91/53.73 (~E(f469(f486(a740,x71631),x71632),a3)),
% 53.91/53.73 inference(rename_variables,[],[1845])).
% 53.91/53.73 cnf(7166,plain,
% 53.91/53.73 (P2(f509(f504(a796,x71661),f509(f504(a807,x71661),x71662)))),
% 53.91/53.73 inference(rename_variables,[],[1670])).
% 53.91/53.73 cnf(7169,plain,
% 53.91/53.73 (P2(f509(f504(a796,f509(f504(a820,x71691),x71692)),x71691))),
% 53.91/53.73 inference(rename_variables,[],[1739])).
% 53.91/53.73 cnf(7172,plain,
% 53.91/53.73 (P2(f527(f488(a782,x71721),f469(f486(a740,x71721),x71722)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(7175,plain,
% 53.91/53.73 (~E(f469(f486(a740,x71751),x71752),a3)),
% 53.91/53.73 inference(rename_variables,[],[1845])).
% 53.91/53.73 cnf(7190,plain,
% 53.91/53.73 (P2(f526(f631(a799,x71901),f665(f554(a812,x71902),x71901)))),
% 53.91/53.73 inference(rename_variables,[],[1677])).
% 53.91/53.73 cnf(7196,plain,
% 53.91/53.73 (E(f470(a20,x71961),x71961)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7199,plain,
% 53.91/53.73 (E(f470(a20,x71991),x71991)),
% 53.91/53.73 inference(rename_variables,[],[1376])).
% 53.91/53.73 cnf(7202,plain,
% 53.91/53.73 (P2(f527(f488(a782,x72021),f469(f486(a740,x72021),x72022)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(7207,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x72071),f665(f554(a780,a2),x72072)))),
% 53.91/53.73 inference(rename_variables,[],[5792])).
% 53.91/53.73 cnf(7212,plain,
% 53.91/53.73 (P2(f553(f565(a801,f359(x72121,x72122,a3)),x72122))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1521,1596,6747,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,1769,6891,1823,1670,7166,1749,1822,1677,6941,7029,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1481,1483,6729,6985,7136,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,1671,6765,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,1844,6678,6682,6711,1672,6923,6953,7018,1563,6637,1856,6952,7017,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,1858,6739,6744,7035,1691,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,3903,3772,6748,5505,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,6658,3757,5870,5720,5930,5766,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,5553,6836,6841,7127,5615,5511,3676,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209])).
% 53.91/53.73 cnf(7213,plain,
% 53.91/53.73 (P2(f527(f677(a798,a3),x72131))),
% 53.91/53.73 inference(rename_variables,[],[1485])).
% 53.91/53.73 cnf(7221,plain,
% 53.91/53.73 (P2(f527(f744(x72211),f469(f486(a740,f636(f517(f618(a738,f584(f694(a109,f532(f52(a123),f546(f46(f48(a430)),x72212))),f577(f28(a421),x72213))),f519(f845(x72213),x72214)),x72212)),a3)))),
% 53.91/53.73 inference(rename_variables,[],[1826])).
% 53.91/53.73 cnf(7228,plain,
% 53.91/53.73 (P2(f527(f677(a798,x72281),f469(f576(a813,x72281),x72282)))),
% 53.91/53.73 inference(rename_variables,[],[1687])).
% 53.91/53.73 cnf(7229,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x72291),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(7238,plain,
% 53.91/53.73 (~E(f665(f729(a777,x72381),x72382),a2)),
% 53.91/53.73 inference(rename_variables,[],[1844])).
% 53.91/53.73 cnf(7239,plain,
% 53.91/53.73 (P5(f665(x72391,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7242,plain,
% 53.91/53.73 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x72421)),x72422))),
% 53.91/53.73 inference(rename_variables,[],[5962])).
% 53.91/53.73 cnf(7243,plain,
% 53.91/53.73 (P2(f526(f720(a787,x72431),f665(f729(a777,x72431),x72432)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(7246,plain,
% 53.91/53.73 (~E(f665(f729(a777,x72461),x72462),a2)),
% 53.91/53.73 inference(rename_variables,[],[1844])).
% 53.91/53.73 cnf(7247,plain,
% 53.91/53.73 (P5(f665(x72471,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7250,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x72501),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(7251,plain,
% 53.91/53.73 (P2(f527(f488(a782,x72511),f469(f486(a740,x72511),x72512)))),
% 53.91/53.73 inference(rename_variables,[],[1688])).
% 53.91/53.73 cnf(7254,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x72541),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(7255,plain,
% 53.91/53.73 (P2(f526(f720(a787,x72551),f665(f729(a777,x72551),x72552)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(7258,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x72581),a11))),
% 53.91/53.73 inference(rename_variables,[],[1856])).
% 53.91/53.73 cnf(7259,plain,
% 53.91/53.73 (P2(f675(f518(a781,x72591),f572(f516(a739,x72591),x72592)))),
% 53.91/53.73 inference(rename_variables,[],[1672])).
% 53.91/53.73 cnf(7262,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x72621),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(7263,plain,
% 53.91/53.73 (P2(f526(f720(a787,x72631),f665(f729(a777,x72631),x72632)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(7266,plain,
% 53.91/53.73 (~P2(f675(f518(a781,x72661),a11))),
% 53.91/53.73 inference(rename_variables,[],[1856])).
% 53.91/53.73 cnf(7267,plain,
% 53.91/53.73 (P2(f675(f518(a781,x72671),f572(f516(a739,x72671),x72672)))),
% 53.91/53.73 inference(rename_variables,[],[1672])).
% 53.91/53.73 cnf(7270,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x72701))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(7273,plain,
% 53.91/53.73 (P2(f526(f631(a799,a2),x72731))),
% 53.91/53.73 inference(rename_variables,[],[1483])).
% 53.91/53.73 cnf(7292,plain,
% 53.91/53.73 (P2(f509(f504(a820,f423(a739)),f509(f504(a807,f423(a739)),x72921)))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1521,1596,6747,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,1769,6891,1823,1670,7166,1749,1822,1677,6941,7029,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,1671,6765,1807,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1844,6678,6682,6711,7123,7238,1672,6923,6953,7018,7259,1563,6637,1856,6952,7017,7258,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,1387,1858,6739,6744,7035,7132,7254,1691,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5989,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,6658,3751,3757,5870,5720,5930,5766,5770,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,5553,6836,6841,7127,5615,5511,3676,6827,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369])).
% 53.91/53.73 cnf(7293,plain,
% 53.91/53.73 (P2(f509(f504(a796,x72931),f509(f504(a807,x72931),x72932)))),
% 53.91/53.73 inference(rename_variables,[],[1670])).
% 53.91/53.73 cnf(7296,plain,
% 53.91/53.73 (P2(f526(f631(a799,x72961),f665(f554(a812,x72962),x72961)))),
% 53.91/53.73 inference(rename_variables,[],[1677])).
% 53.91/53.73 cnf(7297,plain,
% 53.91/53.73 (P2(f526(f631(a799,x72971),f665(f554(a812,x72971),x72972)))),
% 53.91/53.73 inference(rename_variables,[],[1680])).
% 53.91/53.73 cnf(7316,plain,
% 53.91/53.73 (P2(f527(f677(a798,f524(f752(x73161),f842(x73161,x73162))),x73162))),
% 53.91/53.73 inference(rename_variables,[],[1769])).
% 53.91/53.73 cnf(7325,plain,
% 53.91/53.73 (~P2(f509(f504(a807,f509(f504(a820,f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))),x73251)),f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),a3))))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1521,1596,6747,1644,1697,1826,7009,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,7228,1769,6891,7057,1823,1670,7166,1749,1822,1677,6941,7029,7190,1680,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,1671,6765,1807,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,1672,6923,6953,7018,7259,1563,6637,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,1387,1858,6739,6744,7035,7132,7254,1691,1491,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,6820,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,7207,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5989,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,3576,3578,6658,3751,3757,5870,5720,5930,5766,5770,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,5553,6836,6841,7127,5615,4115,5511,3676,6827,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337])).
% 53.91/53.73 cnf(7333,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x73331),a2))),
% 53.91/53.73 inference(rename_variables,[],[1858])).
% 53.91/53.73 cnf(7334,plain,
% 53.91/53.73 (P2(f526(f720(a787,x73341),f665(f729(a777,x73341),x73342)))),
% 53.91/53.73 inference(rename_variables,[],[1673])).
% 53.91/53.73 cnf(7347,plain,
% 53.91/53.73 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x73471)),x73472))),
% 53.91/53.73 inference(rename_variables,[],[5962])).
% 53.91/53.73 cnf(7352,plain,
% 53.91/53.73 (~P2(f527(f488(a782,x73521),a3))),
% 53.91/53.73 inference(rename_variables,[],[1860])).
% 53.91/53.73 cnf(7355,plain,
% 53.91/53.73 (P2(f730(f665(f554(a812,f665(f657(a75,a787),a822)),f665(f657(a75,a787),x73551)),x73552))),
% 53.91/53.73 inference(rename_variables,[],[5962])).
% 53.91/53.73 cnf(7362,plain,
% 53.91/53.73 (~E(f665(f729(a777,x73621),x73622),a2)),
% 53.91/53.73 inference(rename_variables,[],[1844])).
% 53.91/53.73 cnf(7373,plain,
% 53.91/53.73 (P4(f229(a2,f665(f729(a777,x73731),a2)))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,7228,1769,6891,7057,1823,1670,7166,1749,1822,1677,6941,7029,7190,1680,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,7250,1671,6765,1807,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,1563,6637,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,1387,1858,6739,6744,7035,7132,7254,7262,1691,1491,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,6820,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,7207,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5625,5989,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,5766,5770,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,5553,6836,6841,7127,5615,5617,4115,5511,3676,6827,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128])).
% 53.91/53.73 cnf(7379,plain,
% 53.91/53.73 (P4(f345(a2,f665(f729(a777,x73791),a2)))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,7228,1769,6891,7057,1823,1670,7166,1749,1822,1677,6941,7029,7190,1680,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,7250,1671,6765,1807,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,1563,6637,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,1387,1858,6739,6744,7035,7132,7254,7262,1691,1491,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,6820,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,7207,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5625,5989,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,5766,5770,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,5553,6836,6841,7127,5615,5617,4115,5511,3676,6827,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125])).
% 53.91/53.73 cnf(7381,plain,
% 53.91/53.73 (P2(f730(f665(f729(a777,x73811),a2),f229(a2,f665(f729(a777,x73811),a2))))),
% 53.91/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,1687,6826,7115,7228,1769,6891,7057,1823,1670,7166,1749,1822,1677,6941,7029,7190,1680,1742,1850,1739,6861,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,7250,1671,6765,1807,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,1563,6637,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,1387,1858,6739,6744,7035,7132,7254,7262,1691,1491,1383,1846,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,6820,5718,5503,5788,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,5964,3616,6707,6716,6721,6733,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,5792,7006,7207,5794,5980,5800,6764,5804,5836,6634,6738,6743,5798,5619,5625,5989,5995,6001,5748,5752,5842,3852,5877,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,5766,5770,5746,3741,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,5553,6836,6841,7127,5615,5617,4115,5511,3676,6827,3679,4037,5491,5549,6706,6715,6720,6732,5557,5559,5501,6024,3796,4111,3781,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275])).
% 53.91/53.73 cnf(7390,plain,
% 53.91/53.73 (~P2(f526(f720(a787,x73901),f665(f554(a780,a2),x73902)))),
% 53.91/53.73 inference(rename_variables,[],[5792])).
% 53.91/53.73 cnf(7401,plain,
% 53.91/53.73 (P2(f526(f631(a799,x74011),f665(f554(a812,x74012),x74011)))),
% 53.91/53.73 inference(rename_variables,[],[1677])).
% 53.91/53.73 cnf(7404,plain,
% 53.91/53.73 (P2(f509(f504(a796,x74041),f509(f504(a807,x74041),x74042)))),
% 53.91/53.73 inference(rename_variables,[],[1670])).
% 53.91/53.73 cnf(7407,plain,
% 53.91/53.73 (P5(f665(x74071,a2))),
% 53.91/53.73 inference(rename_variables,[],[4083])).
% 53.91/53.73 cnf(7420,plain,
% 53.91/53.73 (P2(f526(f631(a799,x74201),f665(f554(a812,x74201),x74202)))),
% 53.91/53.73 inference(rename_variables,[],[1680])).
% 53.91/53.73 cnf(7423,plain,
% 53.91/53.73 (P2(f526(f631(a799,x74231),f665(f554(a812,x74231),x74232)))),
% 53.91/53.73 inference(rename_variables,[],[1680])).
% 53.91/53.73 cnf(7428,plain,
% 53.91/53.73 (~E(f572(f516(a739,x74281),x74282),a11)),
% 53.91/53.73 inference(rename_variables,[],[1846])).
% 53.91/53.73 cnf(7429,plain,
% 53.99/53.73 (~P2(f675(f518(a781,x74291),a11))),
% 53.99/53.73 inference(rename_variables,[],[1856])).
% 53.99/53.73 cnf(7436,plain,
% 53.99/53.73 (P2(f527(f488(a782,x74361),f469(f576(a813,a839),x74362)))),
% 53.99/53.73 inference(rename_variables,[],[5818])).
% 53.99/53.73 cnf(7437,plain,
% 53.99/53.73 (~P2(f527(f488(a782,x74371),a3))),
% 53.99/53.73 inference(rename_variables,[],[1860])).
% 53.99/53.73 cnf(7441,plain,
% 53.99/53.73 (~P2(f527(f488(a782,x74411),a3))),
% 53.99/53.73 inference(rename_variables,[],[1860])).
% 53.99/53.73 cnf(7445,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x74451)),x74452))),
% 53.99/53.73 inference(rename_variables,[],[5758])).
% 53.99/53.73 cnf(7446,plain,
% 53.99/53.73 (P2(f526(f631(a799,x74461),f665(f554(a812,x74462),x74461)))),
% 53.99/53.73 inference(rename_variables,[],[1677])).
% 53.99/53.73 cnf(7449,plain,
% 53.99/53.73 (P2(f527(a456,f469(f486(a740,x74491),a3)))),
% 53.99/53.73 inference(rename_variables,[],[5549])).
% 53.99/53.73 cnf(7450,plain,
% 53.99/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x74501)))),
% 53.99/53.73 inference(rename_variables,[],[3616])).
% 53.99/53.73 cnf(7451,plain,
% 53.99/53.73 (P2(f527(f677(a798,x74511),f469(f576(a813,x74511),x74512)))),
% 53.99/53.73 inference(rename_variables,[],[1687])).
% 53.99/53.73 cnf(7452,plain,
% 53.99/53.73 (P2(f527(f744(x74521),a3))),
% 53.99/53.73 inference(rename_variables,[],[1474])).
% 53.99/53.73 cnf(7455,plain,
% 53.99/53.73 (P2(f526(f720(a787,x74551),f665(f554(a812,a822),x74552)))),
% 53.99/53.73 inference(rename_variables,[],[5836])).
% 53.99/53.73 cnf(7456,plain,
% 53.99/53.73 (~P2(f526(f720(a787,x74561),a2))),
% 53.99/53.73 inference(rename_variables,[],[1858])).
% 53.99/53.73 cnf(7460,plain,
% 53.99/53.73 (~P2(f526(f720(a787,x74601),a2))),
% 53.99/53.73 inference(rename_variables,[],[1858])).
% 53.99/53.73 cnf(7463,plain,
% 53.99/53.73 (P2(f527(a456,f469(f486(a740,x74631),a3)))),
% 53.99/53.73 inference(rename_variables,[],[5549])).
% 53.99/53.73 cnf(7464,plain,
% 53.99/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x74641)))),
% 53.99/53.73 inference(rename_variables,[],[3616])).
% 53.99/53.73 cnf(7465,plain,
% 53.99/53.73 (P2(f527(f677(a798,x74651),f469(f576(a813,x74651),x74652)))),
% 53.99/53.73 inference(rename_variables,[],[1687])).
% 53.99/53.73 cnf(7466,plain,
% 53.99/53.73 (P2(f527(f744(x74661),a3))),
% 53.99/53.73 inference(rename_variables,[],[1474])).
% 53.99/53.73 cnf(7469,plain,
% 53.99/53.73 (P2(f527(a456,f469(f486(a740,x74691),a3)))),
% 53.99/53.73 inference(rename_variables,[],[5549])).
% 53.99/53.73 cnf(7470,plain,
% 53.99/53.73 (~P2(f527(f744(f524(f752(f550(f55(a746),a9)),f17(a6))),f469(f486(a740,f508(a746,a843)),x74701)))),
% 53.99/53.73 inference(rename_variables,[],[3616])).
% 53.99/53.73 cnf(7471,plain,
% 53.99/53.73 (P2(f527(f677(a798,x74711),f469(f576(a813,x74711),x74712)))),
% 53.99/53.73 inference(rename_variables,[],[1687])).
% 53.99/53.73 cnf(7472,plain,
% 53.99/53.73 (P2(f527(f744(x74721),a3))),
% 53.99/53.73 inference(rename_variables,[],[1474])).
% 53.99/53.73 cnf(7477,plain,
% 53.99/53.73 (P2(f527(f677(a798,x74771),f469(f576(a813,x74771),x74772)))),
% 53.99/53.73 inference(rename_variables,[],[1687])).
% 53.99/53.73 cnf(7478,plain,
% 53.99/53.73 (P2(f527(f744(x74781),a3))),
% 53.99/53.73 inference(rename_variables,[],[1474])).
% 53.99/53.73 cnf(7480,plain,
% 53.99/53.73 (~E(f665(f554(a814,f665(f729(a777,f475(f714(a117,a795),x74801)),x74802)),a822),a2)),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,1687,6826,7115,7228,7451,7465,7471,1769,6891,7057,1823,1670,7166,7293,1749,1822,1677,6941,7029,7190,7296,7401,1680,7297,7420,1742,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,7250,7352,7437,1671,6765,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,1563,6637,1349,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,1691,1491,1492,1383,1846,6858,1845,6640,6864,7163,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,5792,7006,7207,5794,5980,5800,6764,5804,5836,6634,6738,6743,7455,5798,5619,5625,5989,5995,6001,5748,5752,5818,7436,5842,3852,6867,5877,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,5746,3741,3985,5509,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,5553,6836,6841,7127,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618])).
% 53.99/53.73 cnf(7483,plain,
% 53.99/53.73 (P2(f526(f720(a787,x74831),f665(f729(a777,x74831),x74832)))),
% 53.99/53.73 inference(rename_variables,[],[1673])).
% 53.99/53.73 cnf(7493,plain,
% 53.99/53.73 (~P2(f527(f488(a782,x74931),f469(f576(a816,x74932),f469(a19,f506(a114,a16)))))),
% 53.99/53.73 inference(rename_variables,[],[5748])).
% 53.99/53.73 cnf(7496,plain,
% 53.99/53.73 (~P2(f526(f720(a787,x74961),f665(f554(a780,a2),x74962)))),
% 53.99/53.73 inference(rename_variables,[],[5792])).
% 53.99/53.73 cnf(7507,plain,
% 53.99/53.73 (~P2(f527(f488(a782,x75071),f469(f576(a816,x75072),f469(a19,f506(a114,a16)))))),
% 53.99/53.73 inference(rename_variables,[],[5748])).
% 53.99/53.73 cnf(7513,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,x75131),x75132)),x75131))),
% 53.99/53.73 inference(rename_variables,[],[1745])).
% 53.99/53.73 cnf(7514,plain,
% 53.99/53.73 (~P2(f526(f720(a787,f323(x75141,x75142,a2)),f665(f554(a814,x75143),f665(a139,a2))))),
% 53.99/53.73 inference(rename_variables,[],[5750])).
% 53.99/53.73 cnf(7517,plain,
% 53.99/53.73 (P2(f509(f504(a796,x75171),f509(f504(a807,x75171),x75172)))),
% 53.99/53.73 inference(rename_variables,[],[1670])).
% 53.99/53.73 cnf(7522,plain,
% 53.99/53.73 (~E(f572(f516(a739,x75221),x75222),a11)),
% 53.99/53.73 inference(rename_variables,[],[1846])).
% 53.99/53.73 cnf(7529,plain,
% 53.99/53.73 (~E(f469(f486(a740,x75291),x75292),a3)),
% 53.99/53.73 inference(rename_variables,[],[1845])).
% 53.99/53.73 cnf(7530,plain,
% 53.99/53.73 (P2(f526(f631(a799,x75301),f665(f554(a812,x75302),x75301)))),
% 53.99/53.73 inference(rename_variables,[],[1677])).
% 53.99/53.73 cnf(7533,plain,
% 53.99/53.73 (P2(f526(f631(a799,a2),x75331))),
% 53.99/53.73 inference(rename_variables,[],[1483])).
% 53.99/53.73 cnf(7539,plain,
% 53.99/53.73 (P2(f526(f720(a787,x75391),f665(f729(a777,x75391),x75392)))),
% 53.99/53.73 inference(rename_variables,[],[1673])).
% 53.99/53.73 cnf(7550,plain,
% 53.99/53.73 (P2(f526(f720(a787,f345(a2,f665(f729(a777,f841(a806)),a2))),f665(f729(a777,f841(a806)),a2)))),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,1687,6826,7115,7228,7451,7465,7471,1769,6891,7057,1823,1670,7166,7293,7404,1749,1822,1677,6941,7029,7190,7296,7401,7446,1680,7297,7420,1742,6930,1745,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,1485,6830,6833,6906,6912,7109,7112,7118,1860,6944,6948,7042,7229,7250,7352,7437,1671,6765,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,7267,1563,6637,1349,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,1691,1491,1492,1383,1846,6858,7428,1845,6640,6864,7163,7175,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5625,5989,5995,6001,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,5746,3741,3985,5509,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,5553,6836,6841,7127,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492])).
% 53.99/53.73 cnf(7556,plain,
% 53.99/53.73 (P2(f526(f720(a787,x75561),f665(f729(a777,x75561),x75562)))),
% 53.99/53.73 inference(rename_variables,[],[1673])).
% 53.99/53.73 cnf(7559,plain,
% 53.99/53.73 (P2(f526(a422,f665(f554(a814,a2),x75591)))),
% 53.99/53.73 inference(rename_variables,[],[5553])).
% 53.99/53.73 cnf(7560,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x75601)),x75602))),
% 53.99/53.73 inference(rename_variables,[],[5758])).
% 53.99/53.73 cnf(7563,plain,
% 53.99/53.73 (P2(f527(f677(a798,x75631),f469(f576(a813,x75631),x75632)))),
% 53.99/53.73 inference(rename_variables,[],[1687])).
% 53.99/53.73 cnf(7568,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,x75681),x75682)),x75681))),
% 53.99/53.73 inference(rename_variables,[],[1745])).
% 53.99/53.73 cnf(7571,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,x75711),x75712)),x75711))),
% 53.99/53.73 inference(rename_variables,[],[1745])).
% 53.99/53.73 cnf(7574,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,x75741),x75742)),x75741))),
% 53.99/53.73 inference(rename_variables,[],[1745])).
% 53.99/53.73 cnf(7577,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,x75771),x75772)),x75771))),
% 53.99/53.73 inference(rename_variables,[],[1745])).
% 53.99/53.73 cnf(7581,plain,
% 53.99/53.73 (P2(f553(a461,f359(x75811,x75812,a3)))),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,1687,6826,7115,7228,7451,7465,7471,7477,1769,6891,7057,1823,1670,7166,7293,7404,1749,1822,1677,6941,7029,7190,7296,7401,7446,7530,1680,7297,7420,1742,6930,1745,7513,7568,7571,7574,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,1485,6830,6833,6906,6912,7109,7112,7118,7213,1860,6944,6948,7042,7229,7250,7352,7437,1671,6765,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,7251,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,7267,1563,6637,1349,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,1691,1491,1492,1383,1846,6858,7428,1845,6640,6864,7163,7175,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,7445,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5625,5989,5995,6001,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,6007,5746,3741,3985,5509,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,5553,6836,6841,7127,7139,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492,2290,2568,2627,3408,2058,2588,2587,2586,2585,2286,3027])).
% 53.99/53.73 cnf(7582,plain,
% 53.99/53.73 (P2(f527(f677(a798,a3),x75821))),
% 53.99/53.73 inference(rename_variables,[],[1485])).
% 53.99/53.73 cnf(7584,plain,
% 53.99/53.73 (P2(f583(a457,f356(x75841,x75842,a3)))),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,1687,6826,7115,7228,7451,7465,7471,7477,1769,6891,7057,1823,1670,7166,7293,7404,1749,1822,1677,6941,7029,7190,7296,7401,7446,7530,1680,7297,7420,1742,6930,1745,7513,7568,7571,7574,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,1485,6830,6833,6906,6912,7109,7112,7118,7213,7582,1860,6944,6948,7042,7229,7250,7352,7437,1671,6765,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,7251,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,7267,1563,6637,1349,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,1691,1491,1492,1383,1846,6858,7428,1845,6640,6864,7163,7175,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,7445,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5625,5989,5995,6001,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,6007,5746,3741,3985,5509,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,5553,6836,6841,7127,7139,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492,2290,2568,2627,3408,2058,2588,2587,2586,2585,2286,3027,3026])).
% 53.99/53.73 cnf(7585,plain,
% 53.99/53.73 (P2(f527(f677(a798,a3),x75851))),
% 53.99/53.73 inference(rename_variables,[],[1485])).
% 53.99/53.73 cnf(7591,plain,
% 53.99/53.73 (P2(f526(f631(a799,a2),x75911))),
% 53.99/53.73 inference(rename_variables,[],[1483])).
% 53.99/53.73 cnf(7594,plain,
% 53.99/53.73 (P2(f526(a422,f665(f554(a814,a2),x75941)))),
% 53.99/53.73 inference(rename_variables,[],[5553])).
% 53.99/53.73 cnf(7595,plain,
% 53.99/53.73 (P5(f665(x75951,a2))),
% 53.99/53.73 inference(rename_variables,[],[4083])).
% 53.99/53.73 cnf(7596,plain,
% 53.99/53.73 (P2(f526(f631(a799,f665(f554(a814,a2),x75961)),x75962))),
% 53.99/53.73 inference(rename_variables,[],[5758])).
% 53.99/53.73 cnf(7603,plain,
% 53.99/53.73 (P5(f665(x76031,a2))),
% 53.99/53.73 inference(rename_variables,[],[4083])).
% 53.99/53.73 cnf(7618,plain,
% 53.99/53.73 (~P2(f526(f631(a799,f665(f729(a777,f841(a806)),a2)),f665(f554(a814,a2),x76181)))),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,1372,6758,6849,1401,1418,1420,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,1687,6826,7115,7228,7451,7465,7471,7477,1769,6891,7057,1823,1670,7166,7293,7404,1749,1822,1677,6941,7029,7190,7296,7401,7446,7530,1680,7297,7420,1742,6930,1745,7513,7568,7571,7574,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,7533,7591,1485,6830,6833,6906,6912,7109,7112,7118,7213,7582,7585,1860,6944,6948,7042,7229,7250,7352,7437,1671,6765,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,7251,1430,1844,6678,6682,6711,7123,7238,7246,1672,6923,6953,7018,7259,7267,1563,6637,1349,1856,6952,7017,7258,7266,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,7460,1691,1491,1492,1383,1846,6858,7428,1845,6640,6864,7163,7175,7529,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,7445,7560,7596,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5625,5989,5995,6001,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,6007,5746,3741,3985,5509,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,7407,7595,5553,6836,6841,7127,7139,7559,7594,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492,2290,2568,2627,3408,2058,2588,2587,2586,2585,2286,3027,3026,3024,3035,3034,3033,3031,2054,3096,2805,3003,2910,2903])).
% 53.99/53.73 cnf(7623,plain,
% 53.99/53.73 (P2(f527(f677(a798,f524(f752(x76231),f842(x76231,x76232))),x76232))),
% 53.99/53.73 inference(rename_variables,[],[1769])).
% 53.99/53.73 cnf(7626,plain,
% 53.99/53.73 (P2(f509(f504(a796,x76261),f509(f504(a807,x76261),x76262)))),
% 53.99/53.73 inference(rename_variables,[],[1670])).
% 53.99/53.73 cnf(7630,plain,
% 53.99/53.73 (~P2(f675(f518(a781,x76301),a11))),
% 53.99/53.73 inference(rename_variables,[],[1856])).
% 53.99/53.73 cnf(7652,plain,
% 53.99/53.73 (P2(f675(f518(a781,x76521),f572(f516(a739,x76521),x76522)))),
% 53.99/53.73 inference(rename_variables,[],[1672])).
% 53.99/53.73 cnf(7671,plain,
% 53.99/53.73 (E(f470(a20,x76711),x76711)),
% 53.99/53.73 inference(rename_variables,[],[1376])).
% 53.99/53.73 cnf(7682,plain,
% 53.99/53.73 (E(f470(a20,x76821),x76821)),
% 53.99/53.73 inference(rename_variables,[],[1376])).
% 53.99/53.73 cnf(7688,plain,
% 53.99/53.73 (P2(f527(f677(a798,f524(f752(x76881),f842(x76881,x76882))),x76882))),
% 53.99/53.73 inference(rename_variables,[],[1769])).
% 53.99/53.73 cnf(7691,plain,
% 53.99/53.73 (P2(f527(f677(a798,f524(f752(x76911),f842(x76911,x76912))),x76912))),
% 53.99/53.73 inference(rename_variables,[],[1769])).
% 53.99/53.73 cnf(7701,plain,
% 53.99/53.73 (~P2(f527(f488(a782,x77011),a3))),
% 53.99/53.73 inference(rename_variables,[],[1860])).
% 53.99/53.73 cnf(7716,plain,
% 53.99/53.73 (~P2(f509(f504(a807,f778(f472(a823,x77161))),f509(f504(a820,f778(f472(a823,x77161))),x77162)))),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,7199,7671,7682,1372,6758,6849,1373,1401,1418,1420,6880,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,7478,1687,6826,7115,7228,7451,7465,7471,7477,7563,1769,6891,7057,7316,7623,7688,7691,1823,1670,7166,7293,7404,7517,7626,1749,1822,1677,6941,7029,7190,7296,7401,7446,7530,1680,7297,7420,7423,1742,6930,1745,7513,7568,7571,7574,7577,1746,1850,1739,6861,7169,1422,6675,6797,6800,6803,6852,6855,7079,1423,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,7533,7591,1485,6830,6833,6906,6912,7109,7112,7118,7213,7582,7585,1860,6944,6948,7042,7229,7250,7352,7437,7441,7701,1566,1567,1671,6765,6924,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,7251,1430,1844,6678,6682,6711,7123,7238,7246,7362,1672,6923,6953,7018,7259,7267,7652,1563,6637,1349,1856,6952,7017,7258,7266,7429,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,7556,1384,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,7460,1691,1491,1492,1383,1846,6858,7428,7522,1845,6640,6864,7163,7175,7529,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,7445,7560,7596,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5621,5625,5627,5989,5995,6001,6881,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,6007,5746,3741,3985,5509,5875,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,7407,7595,7603,5553,6836,6841,7127,7139,7559,7594,5545,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492,2290,2568,2627,3408,2058,2588,2587,2586,2585,2286,3027,3026,3024,3035,3034,3033,3031,2054,3096,2805,3003,2910,2903,2901,2312,2471,2918,2296,1929,2778,2282,2261,2461,2318,2317,2808,2576,2575,1998,3017,3405,2521,2201,2628,3402,2765,2203,2202,2591,2590,2293,3092,2589,3008,2806,2310,2920,2476,2474])).
% 53.99/53.73 cnf(7717,plain,
% 53.99/53.73 (P2(f509(f504(a796,f509(f504(a820,x77171),x77172)),x77171))),
% 53.99/53.73 inference(rename_variables,[],[1739])).
% 53.99/53.73 cnf(7730,plain,
% 53.99/53.73 (~E(f17(f674(a21,f472(a823,x77301))),a2)),
% 53.99/53.73 inference(scs_inference,[],[1336,3534,1345,1475,1376,6784,6873,6884,6896,6940,7061,7064,7067,7096,7099,7196,7199,7671,7682,1372,6758,6849,1373,1401,1418,1420,6880,1837,1838,6810,6813,1476,1521,1525,1596,6747,1644,1697,1826,7009,7221,1353,1382,1445,1354,1413,1474,6708,6717,6722,6734,7452,7466,7472,7478,1687,6826,7115,7228,7451,7465,7471,7477,7563,1769,6891,7057,7316,7623,7688,7691,1823,1670,7166,7293,7404,7517,7626,1749,1822,1677,6941,7029,7190,7296,7401,7446,7530,1680,7297,7420,7423,1742,6930,1745,7513,7568,7571,7574,7577,1746,1850,1739,6861,7169,7717,1422,6675,6797,6800,6803,6852,6855,7079,1423,1774,1504,1506,1459,1460,1481,1483,6729,6985,7136,7144,7270,7273,7533,7591,1485,6830,6833,6906,6912,7109,7112,7118,7213,7582,7585,1860,6944,6948,7042,7229,7250,7352,7437,7441,7701,1566,1567,1671,6765,6924,1807,1414,1688,6768,6771,6774,6777,6823,6870,6903,6915,6945,6949,7043,7104,7172,7202,7251,1430,1844,6678,6682,6711,7123,7238,7246,7362,1672,6923,6953,7018,7259,7267,7652,1563,6637,1349,1856,6952,7017,7258,7266,7429,7630,1673,6687,6691,6694,6697,6700,6703,6919,6937,7133,7243,7255,7263,7334,7483,7539,7556,1384,1387,1858,6739,6744,7035,7132,7254,7262,7333,7456,7460,1691,1491,1492,1383,1846,6858,7428,7522,1845,6640,6864,7163,7175,7529,1861,1348,1388,1389,1386,1346,1347,1385,1779,3903,3772,6748,5906,5505,6820,5718,5503,5788,6079,5958,6664,7012,5960,6622,6646,7003,5962,6625,6631,6649,6737,6936,7242,7347,7355,5964,3870,3616,6707,6716,6721,6733,7450,7464,7470,5519,5786,6726,5517,5954,3849,5956,5758,6838,6843,7129,7141,7445,7560,7596,5792,7006,7207,7390,7496,5794,5980,5800,6764,6992,5804,5836,6634,6738,6743,7455,5798,5619,5621,5625,5627,5989,5995,6001,6881,5748,6962,7493,7507,5752,6956,5818,7436,5842,3852,6867,5877,5750,7514,5744,4552,6671,5808,5812,3576,3578,6658,7150,3751,3757,5870,5720,5930,6055,5766,5770,6007,5746,3741,6670,3985,5509,5875,5911,4029,5183,4127,4133,6029,3664,6628,6661,6686,6690,6742,3666,3929,4083,6679,6683,6712,6752,6837,6842,7030,7124,7128,7140,7239,7247,7407,7595,7603,5553,6836,6841,7127,7139,7559,7594,5545,5615,5617,4115,5511,3972,3676,6827,3679,4037,5573,5491,5549,6706,6715,6720,6732,7449,7463,7469,5557,5559,5501,6024,3796,4111,3781,4063,3546,6604,6603,3294,3293,3058,3057,2720,2719,2546,2375,3417,2669,2111,2789,3438,3437,3436,3428,3426,3425,3424,3390,2325,2596,2010,2009,3226,3225,3044,3043,2874,2873,2340,2129,2354,2986,2524,3216,3275,3299,3297,2254,2253,3416,2638,2124,2998,3037,3036,2852,2851,3006,2170,2166,2147,2527,2526,2525,2137,1952,1887,2651,2649,2648,2647,2414,2413,2258,3222,2468,2850,2849,2836,2867,3319,1933,1884,2133,2082,2366,2301,2259,3230,2570,3172,3167,3182,2281,3303,3079,3075,3074,3060,2951,2949,2866,3208,3373,3317,3365,3364,3363,3439,3448,2035,3243,2597,2359,2738,2736,2118,2117,2116,2115,3090,2251,2250,2196,2764,2362,3068,3038,3218,3101,3099,2491,3330,3329,2508,2905,2376,3158,2457,2583,2640,3410,2025,2176,3160,2204,2040,2306,2607,2636,2635,3412,2026,2024,2351,2279,2175,2456,2,1909,1907,2168,207,160,36,1954,1953,1333,1330,2173,1966,1965,1918,2652,2650,2646,2645,2218,2217,2013,3231,2945,2828,2826,2733,2848,2033,3107,2834,2737,2872,2871,2869,3009,2276,1886,1885,1883,2132,2131,2081,2367,2365,3221,3104,3177,3176,3174,3171,3169,3166,3070,3069,3061,3059,2976,2937,2862,2858,3209,3206,3374,3471,3440,3449,3447,2460,2101,3242,2307,2345,2344,2343,2358,2357,3220,3219,2119,2114,2068,2060,3089,2280,2249,2766,2369,2760,3102,3097,3091,3145,3331,2511,2505,2502,2613,2603,3094,2907,2337,2584,2639,3411,2668,2666,2256,2767,2039,2174,2617,2349,349,199,161,35,3,1334,1331,1905,1904,1903,1902,2128,2127,2126,2125,2275,2715,3343,3342,3504,6597,2593,2316,2153,2610,2599,2225,2224,3023,2827,2847,1995,2247,2246,3032,2523,3217,2870,3346,3336,3496,2966,3348,3339,2981,3360,3443,2618,1994,1988,2493,2408,2407,3028,2411,2410,2409,3004,2371,2260,2112,2807,3432,3011,2499,2288,2941,2939,2530,2529,2522,2492,2290,2568,2627,3408,2058,2588,2587,2586,2585,2286,3027,3026,3024,3035,3034,3033,3031,2054,3096,2805,3003,2910,2903,2901,2312,2471,2918,2296,1929,2778,2282,2261,2461,2318,2317,2808,2576,2575,1998,3017,3405,2521,2201,2628,3402,2765,2203,2202,2591,2590,2293,3092,2589,3008,2806,2310,2920,2476,2474,3181,2473,107,1332,3355,1913])).
% 53.99/53.73 cnf(7755,plain,
% 53.99/53.73 (~P2(x77551)+P2(f509(f504(a807,x77552),x77551))),
% 53.99/53.73 inference(scs_inference,[],[6600,2089])).
% 53.99/53.73 cnf(7756,plain,
% 53.99/53.73 (~P2(x77561)+P2(f509(f504(a807,x77561),x77562))),
% 53.99/53.73 inference(scs_inference,[],[6600,2090])).
% 53.99/53.73 cnf(7759,plain,
% 53.99/53.73 (~P2(x77591)+~P2(f509(f504(a796,x77591),a12))),
% 53.99/53.73 inference(scs_inference,[],[6600,2185])).
% 53.99/53.73 cnf(7777,plain,
% 53.99/53.73 (P2(f553(a461,f359(x77771,x77772,a3)))),
% 53.99/53.73 inference(rename_variables,[],[7581])).
% 53.99/53.73 cnf(7778,plain,
% 53.99/53.73 (P2(f553(f565(a801,f359(x77781,x77782,a3)),x77782))),
% 53.99/53.73 inference(rename_variables,[],[7212])).
% 53.99/53.73 cnf(7781,plain,
% 53.99/53.73 (P2(f553(f565(a801,f359(x77811,x77812,a3)),x77812))),
% 53.99/53.73 inference(rename_variables,[],[7212])).
% 53.99/53.73 cnf(7782,plain,
% 53.99/53.73 (P2(f553(a461,f359(x77821,x77822,a3)))),
% 53.99/53.73 inference(rename_variables,[],[7581])).
% 53.99/53.73 cnf(7785,plain,
% 53.99/53.73 (P2(f553(f565(a801,f359(x77851,x77852,a3)),x77852))),
% 53.99/53.73 inference(rename_variables,[],[7212])).
% 53.99/53.73 cnf(7786,plain,
% 53.99/53.73 (P2(f553(a461,f359(x77861,x77862,a3)))),
% 53.99/53.73 inference(rename_variables,[],[7581])).
% 53.99/53.73 cnf(7800,plain,
% 53.99/53.73 (P2(f583(f639(a800,f356(x78001,x78002,a3)),x78002))),
% 53.99/53.73 inference(rename_variables,[],[6905])).
% 53.99/53.73 cnf(7801,plain,
% 53.99/53.73 (P2(f583(a457,f356(x78011,x78012,a3)))),
% 53.99/53.73 inference(rename_variables,[],[7584])).
% 53.99/53.73 cnf(7802,plain,
% 53.99/53.73 (P3(f356(x78021,x78022,a3))),
% 53.99/53.73 inference(rename_variables,[],[7111])).
% 53.99/53.73 cnf(7805,plain,
% 53.99/53.73 (P2(f583(f639(a800,f356(x78051,x78052,a3)),x78052))),
% 53.99/53.73 inference(rename_variables,[],[6905])).
% 53.99/53.73 cnf(7806,plain,
% 53.99/53.73 (P2(f583(a457,f356(x78061,x78062,a3)))),
% 53.99/53.73 inference(rename_variables,[],[7584])).
% 53.99/53.73 cnf(7807,plain,
% 53.99/53.73 (P3(f356(x78071,x78072,a3))),
% 53.99/53.73 inference(rename_variables,[],[7111])).
% 53.99/53.73 cnf(7843,plain,
% 53.99/53.73 ($false),
% 53.99/53.73 inference(scs_inference,[],[1415,1381,1479,1821,1860,1353,7292,7618,7325,6905,7800,7805,7212,7778,7781,7785,7550,7103,7049,7716,7381,7111,7802,7807,7581,7777,7782,7786,7584,7801,7806,7373,7379,7730,7020,7480,6600,3630,3633,3952,3861,3664,7759,7756,7755,1875,2020,2019,2015,3025,3207,3205,2846,2755,2488,3030,2835,2868,2619,1993,1989,3229,3228,3288,3287,3286,3285,3366,2378,6603]),
% 53.99/53.73 ['proof']).
% 53.99/53.74 % SZS output end Proof
% 53.99/53.74 % Total time :51.170000s
%------------------------------------------------------------------------------