TSTP Solution File: LAT370+1 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : LAT370+1 : TPTP v8.1.2. Released v3.4.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n005.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 05:58:51 EDT 2023
% Result : Theorem 25.04s 25.10s
% Output : CNFRefutation 25.04s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.13 % Problem : LAT370+1 : TPTP v8.1.2. Released v3.4.0.
% 0.00/0.14 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.14/0.36 % Computer : n005.cluster.edu
% 0.14/0.36 % Model : x86_64 x86_64
% 0.14/0.36 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.14/0.36 % Memory : 8042.1875MB
% 0.14/0.36 % OS : Linux 3.10.0-693.el7.x86_64
% 0.14/0.36 % CPULimit : 300
% 0.14/0.36 % WCLimit : 300
% 0.14/0.36 % DateTime : Thu Aug 24 05:16:23 EDT 2023
% 0.14/0.36 % CPUTime :
% 0.21/0.63 start to proof:theBenchmark
% 24.98/25.06 %-------------------------------------------
% 24.98/25.06 % File :CSE---1.6
% 24.98/25.06 % Problem :theBenchmark
% 24.98/25.06 % Transform :cnf
% 24.98/25.06 % Format :tptp:raw
% 24.98/25.06 % Command :java -jar mcs_scs.jar %d %s
% 24.98/25.06
% 24.98/25.06 % Result :Theorem 24.180000s
% 24.98/25.06 % Output :CNFRefutation 24.180000s
% 24.98/25.06 %-------------------------------------------
% 24.98/25.06 %------------------------------------------------------------------------------
% 24.98/25.06 % File : LAT370+1 : TPTP v8.1.2. Released v3.4.0.
% 24.98/25.06 % Domain : Lattice Theory
% 24.98/25.06 % Problem : Duality Based on Galois Connection - Part I T43
% 24.98/25.06 % Version : [Urb08] axioms : Especial.
% 24.98/25.06 % English :
% 24.98/25.06
% 24.98/25.06 % Refs : [Ban01] Bancerek (2001), Duality Based on the Galois Connectio
% 24.98/25.06 % : [Urb07] Urban (2007), MPTP 0.2: Design, Implementation, and In
% 24.98/25.06 % : [Urb08] Urban (2006), Email to G. Sutcliffe
% 24.98/25.06 % Source : [Urb08]
% 24.98/25.06 % Names : t43_waybel34 [Urb08]
% 24.98/25.06
% 24.98/25.06 % Status : Theorem
% 24.98/25.07 % Rating : 0.42 v8.1.0, 0.39 v7.5.0, 0.44 v7.4.0, 0.40 v7.3.0, 0.41 v7.2.0, 0.38 v7.1.0, 0.52 v7.0.0, 0.47 v6.4.0, 0.50 v6.3.0, 0.54 v6.2.0, 0.56 v6.1.0, 0.63 v6.0.0, 0.65 v5.5.0, 0.67 v5.4.0, 0.68 v5.3.0, 0.74 v5.2.0, 0.70 v5.1.0, 0.67 v5.0.0, 0.71 v4.1.0, 0.70 v4.0.1, 0.74 v4.0.0, 0.75 v3.7.0, 0.70 v3.5.0, 0.74 v3.4.0
% 24.98/25.07 % Syntax : Number of formulae : 148 ( 13 unt; 0 def)
% 24.98/25.07 % Number of atoms : 1178 ( 10 equ)
% 24.98/25.07 % Maximal formula atoms : 32 ( 7 avg)
% 24.98/25.07 % Number of connectives : 1162 ( 132 ~; 1 |; 834 &)
% 24.98/25.07 % ( 3 <=>; 192 =>; 0 <=; 0 <~>)
% 24.98/25.07 % Maximal formula depth : 22 ( 8 avg)
% 24.98/25.07 % Maximal term depth : 4 ( 1 avg)
% 24.98/25.07 % Number of predicates : 63 ( 61 usr; 1 prp; 0-3 aty)
% 24.98/25.07 % Number of functors : 13 ( 13 usr; 1 con; 0-3 aty)
% 24.98/25.07 % Number of variables : 260 ( 229 !; 31 ?)
% 24.98/25.07 % SPC : FOF_THM_RFO_SEQ
% 24.98/25.07
% 24.98/25.07 % Comments : Normal version: includes the axioms (which may be theorems from
% 24.98/25.07 % other articles) and background that are possibly necessary.
% 24.98/25.07 % : Translated by MPTP from the Mizar Mathematical Library 4.48.930.
% 24.98/25.07 % : The problem encoding is based on set theory.
% 24.98/25.07 %------------------------------------------------------------------------------
% 24.98/25.07 fof(t43_waybel34,conjecture,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( ( v2_orders_2(A)
% 24.98/25.07 & v3_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v1_lattice3(A)
% 24.98/25.07 & v2_lattice3(A)
% 24.98/25.07 & v3_lattice3(A)
% 24.98/25.07 & v3_waybel_3(A)
% 24.98/25.07 & l1_orders_2(A) )
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( ( v1_funct_1(B)
% 24.98/25.07 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 24.98/25.07 & v7_waybel_1(B,A)
% 24.98/25.07 & m2_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 24.98/25.07 => ( v1_waybel34(k2_waybel_1(A,A,B),A,k2_yellow_2(A,A,B))
% 24.98/25.07 => v4_waybel_0(k2_yellow_2(A,A,B),A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(abstractness_v1_orders_2,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( v1_orders_2(A)
% 24.98/25.07 => A = g1_orders_2(u1_struct_0(A),u1_orders_2(A)) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(antisymmetry_r2_hidden,axiom,
% 24.98/25.07 ! [A,B] :
% 24.98/25.07 ( r2_hidden(A,B)
% 24.98/25.07 => ~ r2_hidden(B,A) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc10_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v1_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,A)
% 24.98/25.07 => v1_xcmplx_0(B) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc10_waybel_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v3_lattice3(A) )
% 24.98/25.07 => ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v24_waybel_0(A)
% 24.98/25.07 & v25_waybel_0(A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc11_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v2_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,A)
% 24.98/25.07 => ( v1_xcmplx_0(B)
% 24.98/25.07 & v1_xreal_0(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc11_waybel_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v25_waybel_0(A) )
% 24.98/25.07 => ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v1_yellow_0(A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc11_yellow_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( ( v3_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v2_lattice3(A)
% 24.98/25.07 & l1_orders_2(A) )
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_yellow_0(B,A)
% 24.98/25.07 => ( ( ~ v3_struct_0(B)
% 24.98/25.07 & v4_yellow_0(B,A)
% 24.98/25.07 & v5_yellow_0(B,A) )
% 24.98/25.07 => ( ~ v3_struct_0(B)
% 24.98/25.07 & v3_orders_2(B)
% 24.98/25.07 & v4_orders_2(B)
% 24.98/25.07 & v2_lattice3(B)
% 24.98/25.07 & v4_yellow_0(B,A)
% 24.98/25.07 & v5_yellow_0(B,A) ) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc12_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v3_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,A)
% 24.98/25.07 => ( v1_xcmplx_0(B)
% 24.98/25.07 & v1_xreal_0(B)
% 24.98/25.07 & v1_rat_1(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc12_waybel_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v3_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v1_lattice3(A)
% 24.98/25.07 & v1_yellow_0(A)
% 24.98/25.07 & v24_waybel_0(A) )
% 24.98/25.07 => ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v3_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v1_lattice3(A)
% 24.98/25.07 & v2_lattice3(A)
% 24.98/25.07 & v3_lattice3(A)
% 24.98/25.07 & v1_yellow_0(A)
% 24.98/25.07 & v2_yellow_0(A)
% 24.98/25.07 & v3_yellow_0(A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc13_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v4_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,A)
% 24.98/25.07 => ( v1_xcmplx_0(B)
% 24.98/25.07 & v1_xreal_0(B)
% 24.98/25.07 & v1_int_1(B)
% 24.98/25.07 & v1_rat_1(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc13_waybel_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v25_waybel_0(A) )
% 24.98/25.07 => ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v2_lattice3(A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc14_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v5_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,A)
% 24.98/25.07 => ( v1_xcmplx_0(B)
% 24.98/25.07 & v4_ordinal2(B)
% 24.98/25.07 & v1_xreal_0(B)
% 24.98/25.07 & v1_int_1(B)
% 24.98/25.07 & v1_rat_1(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc14_waybel_0,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v2_yellow_0(A)
% 24.98/25.07 & v25_waybel_0(A) )
% 24.98/25.07 => ( ~ v3_struct_0(A)
% 24.98/25.07 & v2_orders_2(A)
% 24.98/25.07 & v4_orders_2(A)
% 24.98/25.07 & v1_lattice3(A)
% 24.98/25.07 & v2_yellow_0(A) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc15_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v1_xboole_0(A)
% 24.98/25.07 => ( v1_membered(A)
% 24.98/25.07 & v2_membered(A)
% 24.98/25.07 & v3_membered(A)
% 24.98/25.07 & v4_membered(A)
% 24.98/25.07 & v5_membered(A) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc16_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v1_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.07 => v1_membered(B) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc17_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v2_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.07 => ( v1_membered(B)
% 24.98/25.07 & v2_membered(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc18_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v3_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.07 => ( v1_membered(B)
% 24.98/25.07 & v2_membered(B)
% 24.98/25.07 & v3_membered(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc19_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v4_membered(A)
% 24.98/25.07 => ! [B] :
% 24.98/25.07 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.07 => ( v1_membered(B)
% 24.98/25.07 & v2_membered(B)
% 24.98/25.07 & v3_membered(B)
% 24.98/25.07 & v4_membered(B) ) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc1_finset_1,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v1_xboole_0(A)
% 24.98/25.07 => v1_finset_1(A) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc1_funct_1,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v1_xboole_0(A)
% 24.98/25.07 => v1_funct_1(A) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc1_lattice3,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( l1_orders_2(A)
% 24.98/25.07 => ( v1_lattice3(A)
% 24.98/25.07 => ~ v3_struct_0(A) ) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc1_membered,axiom,
% 24.98/25.07 ! [A] :
% 24.98/25.07 ( v5_membered(A)
% 24.98/25.07 => v4_membered(A) ) ).
% 24.98/25.07
% 24.98/25.07 fof(cc1_relset_1,axiom,
% 24.98/25.07 ! [A,B,C] :
% 24.98/25.08 ( m1_subset_1(C,k1_zfmisc_1(k2_zfmisc_1(A,B)))
% 24.98/25.08 => v1_relat_1(C) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_waybel10,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( ( ~ v3_struct_0(A)
% 24.98/25.08 & l1_orders_2(A) )
% 24.98/25.08 => ! [B] :
% 24.98/25.08 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 24.98/25.08 => ( ( v1_funct_1(B)
% 24.98/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 24.98/25.08 & v6_waybel_1(B,A) )
% 24.98/25.08 => ( v1_funct_1(B)
% 24.98/25.08 & ~ v1_xboole_0(B)
% 24.98/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 24.98/25.08 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 24.98/25.08 & v11_quantal1(B)
% 24.98/25.08 & v5_orders_3(B,A,A) ) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_waybel17,axiom,
% 24.98/25.08 ! [A,B] :
% 24.98/25.08 ( ( ~ v3_struct_0(A)
% 24.98/25.08 & v2_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & l1_orders_2(A)
% 24.98/25.08 & ~ v3_struct_0(B)
% 24.98/25.08 & v2_orders_2(B)
% 24.98/25.08 & v4_orders_2(B)
% 24.98/25.08 & l1_orders_2(B) )
% 24.98/25.08 => ! [C] :
% 24.98/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 => ( ( v1_funct_1(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v22_waybel_0(C,A,B) )
% 24.98/25.08 => ( ~ v1_xboole_0(C)
% 24.98/25.08 & v1_funct_1(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v5_orders_3(C,A,B)
% 24.98/25.08 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B)) ) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_waybel21,axiom,
% 24.98/25.08 ! [A,B] :
% 24.98/25.08 ( ( v2_orders_2(A)
% 24.98/25.08 & v3_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & v2_lattice3(A)
% 24.98/25.08 & l1_orders_2(A)
% 24.98/25.08 & v2_orders_2(B)
% 24.98/25.08 & v3_orders_2(B)
% 24.98/25.08 & v4_orders_2(B)
% 24.98/25.08 & v2_lattice3(B)
% 24.98/25.08 & l1_orders_2(B) )
% 24.98/25.08 => ! [C] :
% 24.98/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 => ( ( v1_funct_1(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v19_waybel_0(C,A,B) )
% 24.98/25.08 => ( v1_funct_1(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v5_orders_3(C,A,B) ) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_waybel_0,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( ( ~ v3_struct_0(A)
% 24.98/25.08 & l1_orders_2(A) )
% 24.98/25.08 => ! [B] :
% 24.98/25.08 ( m1_yellow_0(B,A)
% 24.98/25.08 => ( v7_yellow_0(B,A)
% 24.98/25.08 => v3_waybel_0(B,A) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_waybel_1,axiom,
% 24.98/25.08 ! [A,B] :
% 24.98/25.08 ( ( ~ v3_struct_0(A)
% 24.98/25.08 & v2_orders_2(A)
% 24.98/25.08 & v3_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & l1_orders_2(A)
% 24.98/25.08 & ~ v3_struct_0(B)
% 24.98/25.08 & v2_orders_2(B)
% 24.98/25.08 & v3_orders_2(B)
% 24.98/25.08 & v4_orders_2(B)
% 24.98/25.08 & l1_orders_2(B) )
% 24.98/25.08 => ! [C] :
% 24.98/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 => ( ( v1_funct_1(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v4_waybel_1(C,A,B) )
% 24.98/25.08 => ( v1_funct_1(C)
% 24.98/25.08 & ~ v1_xboole_0(C)
% 24.98/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B))
% 24.98/25.08 & v17_waybel_0(C,A,B)
% 24.98/25.08 & v19_waybel_0(C,A,B)
% 24.98/25.08 & v21_waybel_0(C,A,B) ) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_yellow_0,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( l1_orders_2(A)
% 24.98/25.08 => ( ( ~ v3_struct_0(A)
% 24.98/25.08 & v3_lattice3(A) )
% 24.98/25.08 => ( ~ v3_struct_0(A)
% 24.98/25.08 & v1_lattice3(A)
% 24.98/25.08 & v2_lattice3(A) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc1_yellow_2,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( l1_orders_2(A)
% 24.98/25.08 => ( ( ~ v3_struct_0(A)
% 24.98/25.08 & v2_orders_2(A)
% 24.98/25.08 & v3_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & v2_yellow_0(A)
% 24.98/25.08 & v24_waybel_0(A)
% 24.98/25.08 & v25_waybel_0(A) )
% 24.98/25.08 => ( ~ v3_struct_0(A)
% 24.98/25.08 & v2_orders_2(A)
% 24.98/25.08 & v3_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & v1_yellow_0(A)
% 24.98/25.08 & v2_yellow_0(A)
% 24.98/25.08 & v3_yellow_0(A)
% 24.98/25.08 & v24_waybel_0(A)
% 24.98/25.08 & v25_waybel_0(A)
% 24.98/25.08 & v1_lattice3(A)
% 24.98/25.08 & v2_lattice3(A)
% 24.98/25.08 & v3_lattice3(A) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc20_membered,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( v5_membered(A)
% 24.98/25.08 => ! [B] :
% 24.98/25.08 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.08 => ( v1_membered(B)
% 24.98/25.08 & v2_membered(B)
% 24.98/25.08 & v3_membered(B)
% 24.98/25.08 & v4_membered(B)
% 24.98/25.08 & v5_membered(B) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_finset_1,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( v1_finset_1(A)
% 24.98/25.08 => ! [B] :
% 24.98/25.08 ( m1_subset_1(B,k1_zfmisc_1(A))
% 24.98/25.08 => v1_finset_1(B) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_funct_1,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( ( v1_relat_1(A)
% 24.98/25.08 & v1_xboole_0(A)
% 24.98/25.08 & v1_funct_1(A) )
% 24.98/25.08 => ( v1_relat_1(A)
% 24.98/25.08 & v1_funct_1(A)
% 24.98/25.08 & v2_funct_1(A) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_lattice3,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( l1_orders_2(A)
% 24.98/25.08 => ( v2_lattice3(A)
% 24.98/25.08 => ~ v3_struct_0(A) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_membered,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( v4_membered(A)
% 24.98/25.08 => v3_membered(A) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_waybel10,axiom,
% 24.98/25.08 ! [A] :
% 24.98/25.08 ( ( v2_orders_2(A)
% 24.98/25.08 & v3_orders_2(A)
% 24.98/25.08 & v4_orders_2(A)
% 24.98/25.08 & v1_lattice3(A)
% 24.98/25.08 & v2_lattice3(A)
% 24.98/25.08 & v3_lattice3(A)
% 24.98/25.08 & l1_orders_2(A) )
% 24.98/25.08 => ! [B] :
% 24.98/25.08 ( m1_yellow_0(B,A)
% 24.98/25.08 => ( v7_yellow_0(B,A)
% 24.98/25.08 => ~ v3_struct_0(B) ) ) ) ).
% 24.98/25.08
% 24.98/25.08 fof(cc2_waybel_1,axiom,
% 25.04/25.08 ! [A,B] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & v2_orders_2(A)
% 25.04/25.08 & v3_orders_2(A)
% 25.04/25.08 & v4_orders_2(A)
% 25.04/25.08 & l1_orders_2(A)
% 25.04/25.08 & ~ v3_struct_0(B)
% 25.04/25.08 & v2_orders_2(B)
% 25.04/25.08 & v3_orders_2(B)
% 25.04/25.08 & v4_orders_2(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 => ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v5_waybel_1(C,B,A) )
% 25.04/25.08 => ( v1_funct_1(C)
% 25.04/25.08 & ~ v1_xboole_0(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v18_waybel_0(C,A,B)
% 25.04/25.08 & v20_waybel_0(C,A,B)
% 25.04/25.08 & v22_waybel_0(C,A,B) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc3_membered,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( v3_membered(A)
% 25.04/25.08 => v2_membered(A) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc3_waybel_1,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 => ( ( v1_funct_1(B)
% 25.04/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v7_waybel_1(B,A) )
% 25.04/25.08 => ( v1_funct_1(B)
% 25.04/25.08 & ~ v1_xboole_0(B)
% 25.04/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v6_waybel_1(B,A) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc3_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( ( ~ v3_struct_0(A)
% 25.04/25.08 & v3_lattice3(A) )
% 25.04/25.08 => ( ~ v3_struct_0(A)
% 25.04/25.08 & v3_yellow_0(A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc4_membered,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( v2_membered(A)
% 25.04/25.08 => v1_membered(A) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc4_waybel_1,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 => ( ( v1_funct_1(B)
% 25.04/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v8_waybel_1(B,A) )
% 25.04/25.08 => ( v1_funct_1(B)
% 25.04/25.08 & ~ v1_xboole_0(B)
% 25.04/25.08 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.08 & v6_waybel_1(B,A) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc4_waybel_3,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( ( ~ v3_struct_0(A)
% 25.04/25.08 & v2_orders_2(A)
% 25.04/25.08 & v3_waybel_3(A) )
% 25.04/25.08 => ( ~ v3_struct_0(A)
% 25.04/25.08 & v2_orders_2(A)
% 25.04/25.08 & v24_waybel_0(A)
% 25.04/25.08 & v2_waybel_3(A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc4_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( v3_yellow_0(A)
% 25.04/25.08 => ( v1_yellow_0(A)
% 25.04/25.08 & v2_yellow_0(A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc5_waybel_3,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( ( v2_orders_2(A)
% 25.04/25.08 & v3_orders_2(A)
% 25.04/25.08 & v4_orders_2(A)
% 25.04/25.08 & v1_lattice3(A)
% 25.04/25.08 & v1_yellow_0(A)
% 25.04/25.08 & v24_waybel_0(A)
% 25.04/25.08 & v2_waybel_3(A) )
% 25.04/25.08 => ( ~ v3_struct_0(A)
% 25.04/25.08 & v2_orders_2(A)
% 25.04/25.08 & v3_orders_2(A)
% 25.04/25.08 & v4_orders_2(A)
% 25.04/25.08 & v1_lattice3(A)
% 25.04/25.08 & v1_yellow_0(A)
% 25.04/25.08 & v3_waybel_3(A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc5_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( ( v1_yellow_0(A)
% 25.04/25.08 & v2_yellow_0(A) )
% 25.04/25.08 => v3_yellow_0(A) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc6_waybel_0,axiom,
% 25.04/25.08 ! [A,B] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A)
% 25.04/25.08 & ~ v3_struct_0(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 => ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v17_waybel_0(C,A,B) )
% 25.04/25.08 => ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v19_waybel_0(C,A,B)
% 25.04/25.08 & v21_waybel_0(C,A,B) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc6_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( v2_orders_2(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_yellow_0(B,A)
% 25.04/25.08 => ( v4_yellow_0(B,A)
% 25.04/25.08 => ( v2_orders_2(B)
% 25.04/25.08 & v4_yellow_0(B,A) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc7_waybel_0,axiom,
% 25.04/25.08 ! [A,B] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A)
% 25.04/25.08 & ~ v3_struct_0(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 => ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v18_waybel_0(C,A,B) )
% 25.04/25.08 => ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v20_waybel_0(C,A,B)
% 25.04/25.08 & v22_waybel_0(C,A,B) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc7_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( v3_orders_2(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_yellow_0(B,A)
% 25.04/25.08 => ( v4_yellow_0(B,A)
% 25.04/25.08 => ( v3_orders_2(B)
% 25.04/25.08 & v4_yellow_0(B,A) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc8_waybel_0,axiom,
% 25.04/25.08 ! [A,B] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A)
% 25.04/25.08 & ~ v3_struct_0(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 => ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v23_waybel_0(C,A,B) )
% 25.04/25.08 => ( v1_funct_1(C)
% 25.04/25.08 & v2_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & v5_orders_3(C,A,B) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc8_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( v4_orders_2(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_yellow_0(B,A)
% 25.04/25.08 => ( v4_yellow_0(B,A)
% 25.04/25.08 => ( v4_orders_2(B)
% 25.04/25.08 & v4_yellow_0(B,A) ) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc9_waybel_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( l1_orders_2(A)
% 25.04/25.08 => ( ( v2_orders_2(A)
% 25.04/25.08 & v1_lattice3(A)
% 25.04/25.08 & v24_waybel_0(A) )
% 25.04/25.08 => ( ~ v3_struct_0(A)
% 25.04/25.08 & v2_orders_2(A)
% 25.04/25.08 & v1_lattice3(A)
% 25.04/25.08 & v2_yellow_0(A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(cc9_yellow_0,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( m1_yellow_0(B,A)
% 25.04/25.08 => ( v7_yellow_0(B,A)
% 25.04/25.08 => v5_yellow_0(B,A) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(d16_waybel_1,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( ( ~ v3_struct_0(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & m2_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.08 => k2_waybel_1(A,B,C) = k8_relat_1(u1_struct_0(k2_yellow_2(A,B,C)),C) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(d17_waybel_1,axiom,
% 25.04/25.08 ! [A] :
% 25.04/25.08 ( ( ~ v3_struct_0(A)
% 25.04/25.08 & l1_orders_2(A) )
% 25.04/25.08 => ! [B] :
% 25.04/25.08 ( ( ~ v3_struct_0(B)
% 25.04/25.08 & l1_orders_2(B) )
% 25.04/25.08 => ! [C] :
% 25.04/25.08 ( ( v1_funct_1(C)
% 25.04/25.08 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.08 & m2_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.08 => k3_waybel_1(A,B,C) = k7_grcat_1(k2_yellow_2(A,B,C)) ) ) ) ).
% 25.04/25.08
% 25.04/25.08 fof(dt_g1_orders_2,axiom,
% 25.04/25.08 ! [A,B] :
% 25.04/25.08 ( m1_relset_1(B,A,A)
% 25.04/25.08 => ( v1_orders_2(g1_orders_2(A,B))
% 25.04/25.09 & l1_orders_2(g1_orders_2(A,B)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k1_waybel34,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_funct_1(k1_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_2(k1_waybel34(A,B,C),u1_struct_0(B),u1_struct_0(A))
% 25.04/25.09 & m2_relset_1(k1_waybel34(A,B,C),u1_struct_0(B),u1_struct_0(A)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k1_xboole_0,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k1_zfmisc_1,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k2_waybel34,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(B),u1_struct_0(A))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(B),u1_struct_0(A)) )
% 25.04/25.09 => ( v1_funct_1(k2_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_2(k2_waybel34(A,B,C),u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m2_relset_1(k2_waybel34(A,B,C),u1_struct_0(A),u1_struct_0(B)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k2_waybel_1,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_funct_1(k2_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_2(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & m2_relset_1(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k2_yellow_2,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,B,C),B)
% 25.04/25.09 & m1_yellow_0(k2_yellow_2(A,B,C),B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k2_zfmisc_1,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k3_waybel_1,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_funct_1(k3_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_2(k3_waybel_1(A,B,C),u1_struct_0(k2_yellow_2(A,B,C)),u1_struct_0(B))
% 25.04/25.09 & m2_relset_1(k3_waybel_1(A,B,C),u1_struct_0(k2_yellow_2(A,B,C)),u1_struct_0(B)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k7_grcat_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_struct_0(A)
% 25.04/25.09 => ( v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & m2_relset_1(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_k8_relat_1,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( v1_relat_1(B)
% 25.04/25.09 => v1_relat_1(k8_relat_1(A,B)) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_l1_orders_2,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => l1_struct_0(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_l1_struct_0,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_m1_relset_1,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_m1_subset_1,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(dt_m1_yellow_0,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => ! [B] :
% 25.04/25.09 ( m1_yellow_0(B,A)
% 25.04/25.09 => l1_orders_2(B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_m2_relset_1,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( m2_relset_1(C,A,B)
% 25.04/25.09 => m1_subset_1(C,k1_zfmisc_1(k2_zfmisc_1(A,B))) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_u1_orders_2,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => m2_relset_1(u1_orders_2(A),u1_struct_0(A),u1_struct_0(A)) ) ).
% 25.04/25.09
% 25.04/25.09 fof(dt_u1_struct_0,axiom,
% 25.04/25.09 $true ).
% 25.04/25.09
% 25.04/25.09 fof(existence_l1_orders_2,axiom,
% 25.04/25.09 ? [A] : l1_orders_2(A) ).
% 25.04/25.09
% 25.04/25.09 fof(existence_l1_struct_0,axiom,
% 25.04/25.09 ? [A] : l1_struct_0(A) ).
% 25.04/25.09
% 25.04/25.09 fof(existence_m1_relset_1,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ? [C] : m1_relset_1(C,A,B) ).
% 25.04/25.09
% 25.04/25.09 fof(existence_m1_subset_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ? [B] : m1_subset_1(B,A) ).
% 25.04/25.09
% 25.04/25.09 fof(existence_m1_yellow_0,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => ? [B] : m1_yellow_0(B,A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(existence_m2_relset_1,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ? [C] : m2_relset_1(C,A,B) ).
% 25.04/25.09
% 25.04/25.09 fof(fc10_waybel10,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v7_waybel_1(B,A)
% 25.04/25.09 & m1_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 25.04/25.09 => ( ~ v3_struct_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v1_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v3_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v5_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v7_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v3_waybel_0(k2_yellow_2(A,A,B),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc10_waybel34,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v6_waybel_1(B,A)
% 25.04/25.09 & m1_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 25.04/25.09 => ( ~ v3_struct_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v1_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v3_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v1_yellow_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_yellow_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v3_yellow_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v24_waybel_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v25_waybel_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v1_lattice3(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_lattice3(k2_yellow_2(A,A,B))
% 25.04/25.09 & v3_lattice3(k2_yellow_2(A,A,B)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc10_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v24_waybel_0(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( ~ v3_struct_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v2_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v24_waybel_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc14_finset_1,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( v1_finset_1(A)
% 25.04/25.09 & v1_finset_1(B) )
% 25.04/25.09 => v1_finset_1(k2_zfmisc_1(A,B)) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc15_waybel10,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v22_waybel_0(B,A,A)
% 25.04/25.09 & v7_waybel_1(B,A)
% 25.04/25.09 & m1_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 25.04/25.09 => ( ~ v3_struct_0(k2_yellow_2(A,A,B))
% 25.04/25.09 & v1_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v3_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_orders_2(k2_yellow_2(A,A,B))
% 25.04/25.09 & v2_lattice3(k2_yellow_2(A,A,B))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v5_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v7_yellow_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v3_waybel_0(k2_yellow_2(A,A,B),A)
% 25.04/25.09 & v4_waybel_0(k2_yellow_2(A,A,B),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc1_struct_0,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_struct_0(A) )
% 25.04/25.09 => ~ v1_xboole_0(u1_struct_0(A)) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc1_waybel34,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & v3_lattice3(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v17_waybel_0(C,A,B)
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_relat_1(k1_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_1(k1_waybel34(A,B,C))
% 25.04/25.09 & ~ v1_xboole_0(k1_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_2(k1_waybel34(A,B,C),u1_struct_0(B),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(k1_waybel34(A,B,C),u1_struct_0(B),u1_struct_0(A))
% 25.04/25.09 & v18_waybel_0(k1_waybel34(A,B,C),B,A)
% 25.04/25.09 & v20_waybel_0(k1_waybel34(A,B,C),B,A)
% 25.04/25.09 & v22_waybel_0(k1_waybel34(A,B,C),B,A)
% 25.04/25.09 & v5_waybel_1(k1_waybel34(A,B,C),A,B)
% 25.04/25.09 & v5_orders_3(k1_waybel34(A,B,C),B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc2_waybel10,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v5_orders_3(C,A,B)
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_relat_1(k2_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_1(k2_waybel_1(A,B,C))
% 25.04/25.09 & ~ v1_xboole_0(k2_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_2(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & v2_funct_2(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & v1_partfun1(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & v5_orders_3(k2_waybel_1(A,B,C),A,k2_yellow_2(A,B,C)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc2_waybel34,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & v3_lattice3(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(B),u1_struct_0(A))
% 25.04/25.09 & v18_waybel_0(C,B,A)
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(B),u1_struct_0(A)) )
% 25.04/25.09 => ( v1_relat_1(k2_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_1(k2_waybel34(A,B,C))
% 25.04/25.09 & ~ v1_xboole_0(k2_waybel34(A,B,C))
% 25.04/25.09 & v1_funct_2(k2_waybel34(A,B,C),u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v1_partfun1(k2_waybel34(A,B,C),u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v17_waybel_0(k2_waybel34(A,B,C),A,B)
% 25.04/25.09 & v19_waybel_0(k2_waybel34(A,B,C),A,B)
% 25.04/25.09 & v21_waybel_0(k2_waybel34(A,B,C),A,B)
% 25.04/25.09 & v4_waybel_1(k2_waybel34(A,B,C),A,B)
% 25.04/25.09 & v5_orders_3(k2_waybel34(A,B,C),A,B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc2_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v23_waybel_0(k7_grcat_1(A),A,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc2_yellow_2,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( ~ v3_struct_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v1_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,B,C),B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc3_waybel10,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_struct_0(A)
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v2_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc3_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v2_funct_1(k7_grcat_1(A))
% 25.04/25.09 & ~ v1_xboole_0(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v5_orders_3(k7_grcat_1(A),A,A)
% 25.04/25.09 & v23_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v6_waybel_1(k7_grcat_1(A),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc4_waybel10,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v2_funct_1(k7_grcat_1(A))
% 25.04/25.09 & ~ v1_xboole_0(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v11_quantal1(k7_grcat_1(A))
% 25.04/25.09 & v5_orders_3(k7_grcat_1(A),A,A)
% 25.04/25.09 & v17_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v18_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v19_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v20_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v21_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v22_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v23_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v6_waybel_1(k7_grcat_1(A),A)
% 25.04/25.09 & v7_waybel_1(k7_grcat_1(A),A)
% 25.04/25.09 & v8_waybel_1(k7_grcat_1(A),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc4_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v2_funct_1(k7_grcat_1(A))
% 25.04/25.09 & ~ v1_xboole_0(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v5_orders_3(k7_grcat_1(A),A,A)
% 25.04/25.09 & v23_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v6_waybel_1(k7_grcat_1(A),A)
% 25.04/25.09 & v7_waybel_1(k7_grcat_1(A),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc4_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( ~ v3_struct_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc5_funct_1,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( v1_relat_1(B)
% 25.04/25.09 & v1_funct_1(B) )
% 25.04/25.09 => ( v1_relat_1(k8_relat_1(A,B))
% 25.04/25.09 & v1_funct_1(k8_relat_1(A,B)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc5_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_relat_1(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_1(k7_grcat_1(A))
% 25.04/25.09 & v2_funct_1(k7_grcat_1(A))
% 25.04/25.09 & ~ v1_xboole_0(k7_grcat_1(A))
% 25.04/25.09 & v1_funct_2(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(k7_grcat_1(A),u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v5_orders_3(k7_grcat_1(A),A,A)
% 25.04/25.09 & v23_waybel_0(k7_grcat_1(A),A,A)
% 25.04/25.09 & v6_waybel_1(k7_grcat_1(A),A)
% 25.04/25.09 & v7_waybel_1(k7_grcat_1(A),A)
% 25.04/25.09 & v8_waybel_1(k7_grcat_1(A),A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc5_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( ~ v3_struct_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v2_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc6_membered,axiom,
% 25.04/25.09 ( v1_xboole_0(k1_xboole_0)
% 25.04/25.09 & v1_membered(k1_xboole_0)
% 25.04/25.09 & v2_membered(k1_xboole_0)
% 25.04/25.09 & v3_membered(k1_xboole_0)
% 25.04/25.09 & v4_membered(k1_xboole_0)
% 25.04/25.09 & v5_membered(k1_xboole_0) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc6_waybel_1,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_relat_1(k2_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_1(k2_waybel_1(A,B,C))
% 25.04/25.09 & ~ v1_xboole_0(k2_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_2(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & v2_funct_2(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C)))
% 25.04/25.09 & v1_partfun1(k2_waybel_1(A,B,C),u1_struct_0(A),u1_struct_0(k2_yellow_2(A,B,C))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc6_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( v3_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v3_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc7_waybel_1,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( v1_relat_1(k3_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_1(k3_waybel_1(A,B,C))
% 25.04/25.09 & v2_funct_1(k3_waybel_1(A,B,C))
% 25.04/25.09 & ~ v1_xboole_0(k3_waybel_1(A,B,C))
% 25.04/25.09 & v1_funct_2(k3_waybel_1(A,B,C),u1_struct_0(k2_yellow_2(A,B,C)),u1_struct_0(B))
% 25.04/25.09 & v1_partfun1(k3_waybel_1(A,B,C),u1_struct_0(k2_yellow_2(A,B,C)),u1_struct_0(B))
% 25.04/25.09 & v5_orders_3(k3_waybel_1(A,B,C),k2_yellow_2(A,B,C),B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc7_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( v4_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v4_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc8_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( v2_lattice3(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( ~ v3_struct_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v2_lattice3(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc9_waybel34,axiom,
% 25.04/25.09 ! [A,B,C] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & v3_lattice3(B)
% 25.04/25.09 & l1_orders_2(B)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v18_waybel_0(C,A,B)
% 25.04/25.09 & m1_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.09 => ( ~ v3_struct_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v1_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v2_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v3_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v4_orders_2(k2_yellow_2(A,B,C))
% 25.04/25.09 & v1_yellow_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v2_yellow_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v3_yellow_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v4_yellow_0(k2_yellow_2(A,B,C),B)
% 25.04/25.09 & v24_waybel_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v25_waybel_0(k2_yellow_2(A,B,C))
% 25.04/25.09 & v1_lattice3(k2_yellow_2(A,B,C))
% 25.04/25.09 & v2_lattice3(k2_yellow_2(A,B,C))
% 25.04/25.09 & v3_lattice3(k2_yellow_2(A,B,C)) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(fc9_waybel_8,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( v1_lattice3(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ( ~ v3_struct_0(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_orders_2(g1_orders_2(u1_struct_0(A),u1_orders_2(A)))
% 25.04/25.09 & v1_lattice3(g1_orders_2(u1_struct_0(A),u1_orders_2(A))) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(free_g1_orders_2,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( m1_relset_1(B,A,A)
% 25.04/25.09 => ! [C,D] :
% 25.04/25.09 ( g1_orders_2(A,B) = g1_orders_2(C,D)
% 25.04/25.09 => ( A = C
% 25.04/25.09 & B = D ) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc13_waybel_0,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(A)
% 25.04/25.09 & v1_orders_2(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & v1_yellow_0(A)
% 25.04/25.09 & v2_yellow_0(A)
% 25.04/25.09 & v3_yellow_0(A)
% 25.04/25.09 & v24_waybel_0(A)
% 25.04/25.09 & v25_waybel_0(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_finset_1,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( ~ v1_xboole_0(A)
% 25.04/25.09 & v1_finset_1(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_funct_1,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( v1_relat_1(A)
% 25.04/25.09 & v1_funct_1(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_lattice3,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(A)
% 25.04/25.09 & v1_orders_2(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v3_lattice3(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_lattice5,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & l1_orders_2(B) )
% 25.04/25.09 => ? [C] :
% 25.04/25.09 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v1_relat_1(C)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v19_waybel_0(C,A,B)
% 25.04/25.09 & v20_waybel_0(C,A,B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_membered,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( ~ v1_xboole_0(A)
% 25.04/25.09 & v1_membered(A)
% 25.04/25.09 & v2_membered(A)
% 25.04/25.09 & v3_membered(A)
% 25.04/25.09 & v4_membered(A)
% 25.04/25.09 & v5_membered(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_waybel10,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & l1_orders_2(B) )
% 25.04/25.09 => ? [C] :
% 25.04/25.09 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v1_relat_1(C)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.09 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v5_orders_3(C,A,B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_waybel21,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_yellow_0(B,A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v3_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v1_yellow_0(B)
% 25.04/25.09 & v2_yellow_0(B)
% 25.04/25.09 & v3_yellow_0(B)
% 25.04/25.09 & v4_yellow_0(B,A)
% 25.04/25.09 & v5_yellow_0(B,A)
% 25.04/25.09 & v7_yellow_0(B,A)
% 25.04/25.09 & v3_waybel_0(B,A)
% 25.04/25.09 & v4_waybel_0(B,A)
% 25.04/25.09 & v24_waybel_0(B)
% 25.04/25.09 & v25_waybel_0(B)
% 25.04/25.09 & v1_lattice3(B)
% 25.04/25.09 & v2_lattice3(B)
% 25.04/25.09 & v3_lattice3(B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc1_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_relat_1(B)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & ~ v1_xboole_0(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v6_waybel_1(B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_funct_1,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( v1_relat_1(A)
% 25.04/25.09 & v1_xboole_0(A)
% 25.04/25.09 & v1_funct_1(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_lattice3,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(A)
% 25.04/25.09 & v1_orders_2(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_waybel10,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_relat_1(B)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & v2_funct_1(B)
% 25.04/25.09 & ~ v1_xboole_0(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v11_quantal1(B)
% 25.04/25.09 & v5_orders_3(B,A,A)
% 25.04/25.09 & v17_waybel_0(B,A,A)
% 25.04/25.09 & v18_waybel_0(B,A,A)
% 25.04/25.09 & v19_waybel_0(B,A,A)
% 25.04/25.09 & v20_waybel_0(B,A,A)
% 25.04/25.09 & v21_waybel_0(B,A,A)
% 25.04/25.09 & v22_waybel_0(B,A,A)
% 25.04/25.09 & v6_waybel_1(B,A)
% 25.04/25.09 & v7_waybel_1(B,A)
% 25.04/25.09 & v8_waybel_1(B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_relat_1(B)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & ~ v1_xboole_0(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v6_waybel_1(B,A)
% 25.04/25.09 & v7_waybel_1(B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_waybel_3,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(A)
% 25.04/25.09 & v1_orders_2(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & v1_yellow_0(A)
% 25.04/25.09 & v2_yellow_0(A)
% 25.04/25.09 & v3_yellow_0(A)
% 25.04/25.09 & v24_waybel_0(A)
% 25.04/25.09 & v25_waybel_0(A)
% 25.04/25.09 & v2_waybel_3(A)
% 25.04/25.09 & v3_waybel_3(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc2_yellow_0,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & v3_orders_2(A)
% 25.04/25.09 & v4_orders_2(A)
% 25.04/25.09 & v1_lattice3(A)
% 25.04/25.09 & v2_lattice3(A)
% 25.04/25.09 & v3_lattice3(A)
% 25.04/25.09 & v1_yellow_0(A)
% 25.04/25.09 & v2_yellow_0(A)
% 25.04/25.09 & v3_yellow_0(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_finset_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ~ v1_xboole_0(A)
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_subset_1(B,k1_zfmisc_1(A))
% 25.04/25.09 & ~ v1_xboole_0(B)
% 25.04/25.09 & v1_finset_1(B) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_funct_1,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( v1_relat_1(A)
% 25.04/25.09 & v1_funct_1(A)
% 25.04/25.09 & v2_funct_1(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_struct_0,axiom,
% 25.04/25.09 ? [A] :
% 25.04/25.09 ( l1_struct_0(A)
% 25.04/25.09 & ~ v3_struct_0(A) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_waybel_1,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & v2_orders_2(A)
% 25.04/25.09 & l1_orders_2(A) )
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_relset_1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_relat_1(B)
% 25.04/25.09 & v1_funct_1(B)
% 25.04/25.09 & ~ v1_xboole_0(B)
% 25.04/25.09 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v1_partfun1(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.09 & v6_waybel_1(B,A)
% 25.04/25.09 & v8_waybel_1(B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_yellow_0,axiom,
% 25.04/25.09 ! [A] :
% 25.04/25.09 ( l1_orders_2(A)
% 25.04/25.09 => ? [B] :
% 25.04/25.09 ( m1_yellow_0(B,A)
% 25.04/25.09 & v1_orders_2(B)
% 25.04/25.09 & v4_yellow_0(B,A) ) ) ).
% 25.04/25.09
% 25.04/25.09 fof(rc3_yellow_9,axiom,
% 25.04/25.09 ! [A,B] :
% 25.04/25.09 ( ( ~ v3_struct_0(A)
% 25.04/25.09 & l1_orders_2(A)
% 25.04/25.09 & ~ v3_struct_0(B)
% 25.04/25.09 & v2_orders_2(B)
% 25.04/25.09 & v4_orders_2(B)
% 25.04/25.09 & v2_yellow_0(B)
% 25.04/25.09 & l1_orders_2(B) )
% 25.04/25.09 => ? [C] :
% 25.04/25.09 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.09 & v1_relat_1(C)
% 25.04/25.09 & v1_funct_1(C)
% 25.04/25.10 & ~ v1_xboole_0(C)
% 25.04/25.10 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.10 & v17_waybel_0(C,A,B)
% 25.04/25.10 & v19_waybel_0(C,A,B)
% 25.04/25.10 & v21_waybel_0(C,A,B)
% 25.04/25.10 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B)) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(rc4_finset_1,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ~ v1_xboole_0(A)
% 25.04/25.10 => ? [B] :
% 25.04/25.10 ( m1_subset_1(B,k1_zfmisc_1(A))
% 25.04/25.10 & ~ v1_xboole_0(B)
% 25.04/25.10 & v1_finset_1(B) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(rc4_yellow_0,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ( ~ v3_struct_0(A)
% 25.04/25.10 & l1_orders_2(A) )
% 25.04/25.10 => ? [B] :
% 25.04/25.10 ( m1_yellow_0(B,A)
% 25.04/25.10 & ~ v3_struct_0(B)
% 25.04/25.10 & v1_orders_2(B)
% 25.04/25.10 & v4_yellow_0(B,A) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(rc4_yellow_9,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ( ( ~ v3_struct_0(A)
% 25.04/25.10 & l1_orders_2(A)
% 25.04/25.10 & ~ v3_struct_0(B)
% 25.04/25.10 & v2_orders_2(B)
% 25.04/25.10 & v4_orders_2(B)
% 25.04/25.10 & v1_yellow_0(B)
% 25.04/25.10 & l1_orders_2(B) )
% 25.04/25.10 => ? [C] :
% 25.04/25.10 ( m1_relset_1(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.10 & v1_relat_1(C)
% 25.04/25.10 & v1_funct_1(C)
% 25.04/25.10 & ~ v1_xboole_0(C)
% 25.04/25.10 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.10 & v18_waybel_0(C,A,B)
% 25.04/25.10 & v20_waybel_0(C,A,B)
% 25.04/25.10 & v22_waybel_0(C,A,B)
% 25.04/25.10 & v1_partfun1(C,u1_struct_0(A),u1_struct_0(B)) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(rc5_struct_0,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ( ~ v3_struct_0(A)
% 25.04/25.10 & l1_struct_0(A) )
% 25.04/25.10 => ? [B] :
% 25.04/25.10 ( m1_subset_1(B,k1_zfmisc_1(u1_struct_0(A)))
% 25.04/25.10 & ~ v1_xboole_0(B) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(redefinition_m2_relset_1,axiom,
% 25.04/25.10 ! [A,B,C] :
% 25.04/25.10 ( m2_relset_1(C,A,B)
% 25.04/25.10 <=> m1_relset_1(C,A,B) ) ).
% 25.04/25.10
% 25.04/25.10 fof(reflexivity_r1_tarski,axiom,
% 25.04/25.10 ! [A,B] : r1_tarski(A,A) ).
% 25.04/25.10
% 25.04/25.10 fof(t1_subset,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ( r2_hidden(A,B)
% 25.04/25.10 => m1_subset_1(A,B) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t25_waybel34,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ( v2_orders_2(A)
% 25.04/25.10 & v3_orders_2(A)
% 25.04/25.10 & v4_orders_2(A)
% 25.04/25.10 & v1_lattice3(A)
% 25.04/25.10 & v2_lattice3(A)
% 25.04/25.10 & v3_lattice3(A)
% 25.04/25.10 & l1_orders_2(A) )
% 25.04/25.10 => ! [B] :
% 25.04/25.10 ( ( v2_orders_2(B)
% 25.04/25.10 & v3_orders_2(B)
% 25.04/25.10 & v4_orders_2(B)
% 25.04/25.10 & v1_lattice3(B)
% 25.04/25.10 & v2_lattice3(B)
% 25.04/25.10 & v3_lattice3(B)
% 25.04/25.10 & v3_waybel_3(B)
% 25.04/25.10 & l1_orders_2(B) )
% 25.04/25.10 => ! [C] :
% 25.04/25.10 ( ( v1_funct_1(C)
% 25.04/25.10 & v1_funct_2(C,u1_struct_0(A),u1_struct_0(B))
% 25.04/25.10 & v17_waybel_0(C,A,B)
% 25.04/25.10 & m2_relset_1(C,u1_struct_0(A),u1_struct_0(B)) )
% 25.04/25.10 => ( v1_waybel34(k1_waybel34(A,B,C),B,A)
% 25.04/25.10 => v22_waybel_0(C,A,B) ) ) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t2_subset,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ( m1_subset_1(A,B)
% 25.04/25.10 => ( v1_xboole_0(B)
% 25.04/25.10 | r2_hidden(A,B) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t39_waybel34,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ( v2_orders_2(A)
% 25.04/25.10 & v3_orders_2(A)
% 25.04/25.10 & v4_orders_2(A)
% 25.04/25.10 & v1_lattice3(A)
% 25.04/25.10 & v2_lattice3(A)
% 25.04/25.10 & v3_lattice3(A)
% 25.04/25.10 & l1_orders_2(A) )
% 25.04/25.10 => ! [B] :
% 25.04/25.10 ( ( v1_funct_1(B)
% 25.04/25.10 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.10 & v7_waybel_1(B,A)
% 25.04/25.10 & m2_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 25.04/25.10 => ( v18_waybel_0(k2_waybel_1(A,A,B),A,k2_yellow_2(A,A,B))
% 25.04/25.10 & v17_waybel_0(k3_waybel_1(A,A,B),k2_yellow_2(A,A,B),A)
% 25.04/25.10 & k2_waybel34(k2_yellow_2(A,A,B),A,k2_waybel_1(A,A,B)) = k3_waybel_1(A,A,B)
% 25.04/25.10 & k1_waybel34(k2_yellow_2(A,A,B),A,k3_waybel_1(A,A,B)) = k2_waybel_1(A,A,B) ) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t3_subset,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ( m1_subset_1(A,k1_zfmisc_1(B))
% 25.04/25.10 <=> r1_tarski(A,B) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t40_waybel34,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( ( v2_orders_2(A)
% 25.04/25.10 & v3_orders_2(A)
% 25.04/25.10 & v4_orders_2(A)
% 25.04/25.10 & v1_lattice3(A)
% 25.04/25.10 & v2_lattice3(A)
% 25.04/25.10 & v3_lattice3(A)
% 25.04/25.10 & l1_orders_2(A) )
% 25.04/25.10 => ! [B] :
% 25.04/25.10 ( ( v1_funct_1(B)
% 25.04/25.10 & v1_funct_2(B,u1_struct_0(A),u1_struct_0(A))
% 25.04/25.10 & v7_waybel_1(B,A)
% 25.04/25.10 & m2_relset_1(B,u1_struct_0(A),u1_struct_0(A)) )
% 25.04/25.10 => ( v4_waybel_0(k2_yellow_2(A,A,B),A)
% 25.04/25.10 <=> v22_waybel_0(k3_waybel_1(A,A,B),k2_yellow_2(A,A,B),A) ) ) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t4_subset,axiom,
% 25.04/25.10 ! [A,B,C] :
% 25.04/25.10 ( ( r2_hidden(A,B)
% 25.04/25.10 & m1_subset_1(B,k1_zfmisc_1(C)) )
% 25.04/25.10 => m1_subset_1(A,C) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t5_subset,axiom,
% 25.04/25.10 ! [A,B,C] :
% 25.04/25.10 ~ ( r2_hidden(A,B)
% 25.04/25.10 & m1_subset_1(B,k1_zfmisc_1(C))
% 25.04/25.10 & v1_xboole_0(C) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t6_boole,axiom,
% 25.04/25.10 ! [A] :
% 25.04/25.10 ( v1_xboole_0(A)
% 25.04/25.10 => A = k1_xboole_0 ) ).
% 25.04/25.10
% 25.04/25.10 fof(t7_boole,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ~ ( r2_hidden(A,B)
% 25.04/25.10 & v1_xboole_0(B) ) ).
% 25.04/25.10
% 25.04/25.10 fof(t8_boole,axiom,
% 25.04/25.10 ! [A,B] :
% 25.04/25.10 ~ ( v1_xboole_0(A)
% 25.04/25.10 & A != B
% 25.04/25.10 & v1_xboole_0(B) ) ).
% 25.04/25.10
% 25.04/25.10 %------------------------------------------------------------------------------
% 25.04/25.10 %-------------------------------------------
% 25.04/25.10 % Proof found
% 25.04/25.10 % SZS status Theorem for theBenchmark
% 25.04/25.10 % SZS output start Proof
% 25.04/25.10 %ClaNum:693(EqnAxiom:157)
% 25.04/25.10 %VarNum:4021(SingletonVarNum:676)
% 25.04/25.10 %MaxLitNum:21
% 25.04/25.10 %MaxfuncDepth:3
% 25.04/25.10 %SharedTerms:115
% 25.04/25.10 %goalClause: 158 164 170 176 181 186 192 194 201 242 245 246 249 258
% 25.04/25.10 %singleGoalClaCount:14
% 25.04/25.10 [158]P1(a1)
% 25.04/25.10 [159]P1(a12)
% 25.04/25.10 [160]P1(a2)
% 25.04/25.10 [161]P1(a5)
% 25.04/25.10 [162]P1(a13)
% 25.04/25.10 [163]P1(a16)
% 25.04/25.10 [164]P39(a1)
% 25.04/25.10 [165]P39(a12)
% 25.04/25.10 [166]P39(a2)
% 25.04/25.10 [167]P39(a5)
% 25.04/25.10 [168]P39(a13)
% 25.04/25.10 [169]P39(a16)
% 25.04/25.10 [170]P44(a1)
% 25.04/25.10 [171]P44(a12)
% 25.04/25.10 [172]P44(a2)
% 25.04/25.10 [173]P44(a5)
% 25.04/25.10 [174]P44(a13)
% 25.04/25.10 [175]P44(a16)
% 25.04/25.10 [176]P2(a1)
% 25.04/25.10 [177]P2(a12)
% 25.04/25.10 [178]P2(a5)
% 25.04/25.10 [179]P2(a13)
% 25.04/25.10 [180]P2(a16)
% 25.04/25.10 [181]P19(a1)
% 25.04/25.10 [182]P19(a12)
% 25.04/25.10 [183]P19(a5)
% 25.04/25.10 [184]P19(a13)
% 25.04/25.10 [185]P19(a16)
% 25.04/25.10 [186]P40(a1)
% 25.04/25.10 [187]P40(a12)
% 25.04/25.10 [188]P40(a2)
% 25.04/25.10 [189]P40(a5)
% 25.04/25.10 [190]P40(a13)
% 25.04/25.10 [191]P40(a16)
% 25.04/25.10 [192]P45(a1)
% 25.04/25.10 [193]P45(a13)
% 25.04/25.10 [194]P3(a1)
% 25.04/25.10 [195]P3(a17)
% 25.04/25.10 [196]P3(a12)
% 25.04/25.10 [197]P3(a2)
% 25.04/25.10 [198]P3(a5)
% 25.04/25.10 [199]P3(a13)
% 25.04/25.10 [200]P3(a16)
% 25.04/25.10 [201]P4(a18)
% 25.04/25.10 [202]P4(a3)
% 25.04/25.10 [203]P4(a6)
% 25.04/25.10 [204]P4(a19)
% 25.04/25.10 [205]P20(a12)
% 25.04/25.10 [206]P20(a2)
% 25.04/25.10 [207]P20(a5)
% 25.04/25.10 [208]P20(a13)
% 25.04/25.10 [209]P21(a34)
% 25.04/25.10 [210]P21(a7)
% 25.04/25.10 [211]P22(a12)
% 25.04/25.10 [212]P22(a13)
% 25.04/25.10 [213]P35(a12)
% 25.04/25.10 [214]P35(a13)
% 25.04/25.10 [215]P38(a34)
% 25.04/25.10 [216]P38(a7)
% 25.04/25.10 [217]P23(a12)
% 25.04/25.10 [218]P23(a13)
% 25.04/25.10 [219]P23(a16)
% 25.04/25.10 [220]P43(a34)
% 25.04/25.10 [221]P43(a7)
% 25.04/25.10 [222]P41(a12)
% 25.04/25.10 [223]P41(a13)
% 25.04/25.10 [224]P41(a16)
% 25.04/25.10 [225]P48(a12)
% 25.04/25.10 [226]P48(a13)
% 25.04/25.10 [227]P48(a16)
% 25.04/25.10 [228]P49(a34)
% 25.04/25.10 [229]P49(a7)
% 25.04/25.10 [230]P50(a34)
% 25.04/25.10 [231]P50(a7)
% 25.04/25.10 [232]P24(a34)
% 25.04/25.10 [233]P24(a6)
% 25.04/25.10 [234]P5(a4)
% 25.04/25.10 [235]P25(a3)
% 25.04/25.10 [236]P25(a6)
% 25.04/25.10 [237]P25(a19)
% 25.04/25.10 [238]P36(a19)
% 25.04/25.10 [239]P42(a13)
% 25.04/25.10 [240]P6(a29)
% 25.04/25.10 [241]P6(a21)
% 25.04/25.10 [242]P55(a18,a1)
% 25.04/25.10 [250]~P46(a12)
% 25.04/25.10 [251]~P46(a2)
% 25.04/25.10 [252]~P46(a5)
% 25.04/25.10 [253]~P46(a13)
% 25.04/25.10 [254]~P46(a16)
% 25.04/25.10 [255]~P46(a21)
% 25.04/25.10 [256]~P24(a4)
% 25.04/25.10 [257]~P24(a7)
% 25.04/25.10 [245]P17(a18,f37(a1),f37(a1))
% 25.04/25.10 [246]P10(a18,f37(a1),f37(a1))
% 25.04/25.10 [249]P28(f38(a1,a1,a18),a1,f41(a1,a1,a18))
% 25.04/25.10 [258]~P51(f41(a1,a1,a18),a1)
% 25.04/25.10 [243]P7(x2431,x2431)
% 25.04/25.10 [244]P8(f30(x2441),x2441)
% 25.04/25.10 [247]P10(f32(x2471,x2472),x2471,x2472)
% 25.04/25.10 [248]P9(f31(x2481,x2482),x2481,x2482)
% 25.04/25.10 [259]~P24(x2591)+E(x2591,a34)
% 25.04/25.10 [260]~P24(x2601)+P4(x2601)
% 25.04/25.10 [261]~P38(x2611)+P21(x2611)
% 25.04/25.10 [262]~P24(x2621)+P21(x2621)
% 25.04/25.10 [263]~P43(x2631)+P38(x2631)
% 25.04/25.10 [264]~P24(x2641)+P38(x2641)
% 25.04/25.10 [265]~P49(x2651)+P43(x2651)
% 25.04/25.10 [266]~P24(x2661)+P43(x2661)
% 25.04/25.10 [267]~P50(x2671)+P49(x2671)
% 25.04/25.10 [268]~P24(x2681)+P49(x2681)
% 25.04/25.10 [269]~P24(x2691)+P50(x2691)
% 25.04/25.10 [270]~P24(x2701)+P5(x2701)
% 25.04/25.10 [271]~P3(x2711)+P6(x2711)
% 25.04/25.10 [272]P24(x2721)+P5(f20(x2721))
% 25.04/25.10 [273]P24(x2731)+P5(f25(x2731))
% 25.04/25.10 [275]~P3(x2751)+P4(f42(x2751))
% 25.04/25.10 [277]~P6(x2771)+P4(f42(x2771))
% 25.04/25.10 [278]~P3(x2781)+P20(f22(x2781))
% 25.04/25.10 [279]~P3(x2791)+P25(f42(x2791))
% 25.04/25.10 [280]~P6(x2801)+P25(f42(x2801))
% 25.04/25.10 [281]~P6(x2811)+P36(f42(x2811))
% 25.04/25.10 [284]P24(x2841)+~P24(f20(x2841))
% 25.04/25.10 [285]P24(x2851)+~P24(f25(x2851))
% 25.04/25.10 [299]~P3(x2991)+P11(f33(x2991),x2991)
% 25.04/25.10 [300]~P3(x3001)+P11(f22(x3001),x3001)
% 25.04/25.10 [301]~P3(x3011)+P53(f22(x3011),x3011)
% 25.04/25.10 [331]P24(x3311)+P8(f20(x3311),f39(x3311))
% 25.04/25.10 [332]P24(x3321)+P8(f25(x3321),f39(x3321))
% 25.04/25.10 [435]~P3(x4351)+P31(f42(x4351),x4351,x4351)
% 25.04/25.10 [480]~P3(x4801)+P17(f42(x4801),f37(x4801),f37(x4801))
% 25.04/25.10 [482]~P6(x4821)+P17(f42(x4821),f37(x4821),f37(x4821))
% 25.04/25.10 [483]~P3(x4831)+P10(f46(x4831),f37(x4831),f37(x4831))
% 25.04/25.10 [484]~P6(x4841)+P10(f42(x4841),f37(x4841),f37(x4841))
% 25.04/25.10 [325]~P24(x3251)+~P13(x3252,x3251)
% 25.04/25.10 [361]~P13(x3611,x3612)+P8(x3611,x3612)
% 25.04/25.10 [402]~P13(x4022,x4021)+~P13(x4021,x4022)
% 25.04/25.10 [362]~P25(x3622)+P25(f45(x3621,x3622))
% 25.04/25.10 [381]~P7(x3811,x3812)+P8(x3811,f39(x3812))
% 25.04/25.10 [403]P7(x4031,x4032)+~P8(x4031,f39(x4032))
% 25.04/25.10 [520]~P9(x5202,x5201,x5201)+P3(f35(x5201,x5202))
% 25.04/25.10 [521]~P9(x5212,x5211,x5211)+P20(f35(x5211,x5212))
% 25.04/25.10 [542]~P9(x5421,x5422,x5423)+P10(x5421,x5422,x5423)
% 25.04/25.10 [543]~P10(x5431,x5432,x5433)+P9(x5431,x5432,x5433)
% 25.04/25.10 [524]P25(x5241)+~P8(x5241,f39(f43(x5242,x5243)))
% 25.04/25.10 [544]~P10(x5441,x5442,x5443)+P8(x5441,f39(f43(x5442,x5443)))
% 25.04/25.10 [282]~P3(x2821)+~P48(x2821)+P23(x2821)
% 25.04/25.10 [283]~P3(x2831)+~P48(x2831)+P41(x2831)
% 25.04/25.10 [286]~P3(x2861)+~P46(x2861)+~P2(x2861)
% 25.04/25.10 [287]~P3(x2871)+~P46(x2871)+~P19(x2871)
% 25.04/25.10 [289]~P3(x2891)+P46(x2891)+P4(f9(x2891))
% 25.04/25.10 [290]~P3(x2901)+P46(x2901)+P20(f26(x2901))
% 25.04/25.10 [292]~P3(x2921)+P46(x2921)+P25(f9(x2921))
% 25.04/25.10 [293]~P3(x2931)+P46(x2931)+P36(f42(x2931))
% 25.04/25.10 [302]~P3(x3021)+P46(x3021)+~P46(f26(x3021))
% 25.04/25.10 [303]~P3(x3031)+P46(x3031)+~P24(f42(x3031))
% 25.04/25.10 [304]~P3(x3041)+P46(x3041)+~P24(f9(x3041))
% 25.04/25.10 [305]~P6(x3051)+P46(x3051)+~P24(f37(x3051))
% 25.04/25.10 [306]~P6(x3061)+P46(x3061)+~P24(f27(x3061))
% 25.04/25.10 [333]~P3(x3331)+P46(x3331)+P11(f26(x3331),x3331)
% 25.04/25.10 [334]~P3(x3341)+P46(x3341)+P53(f26(x3341),x3341)
% 25.04/25.10 [335]~P3(x3351)+P46(x3351)+P56(f42(x3351),x3351)
% 25.04/25.10 [336]~P3(x3361)+P46(x3361)+P56(f9(x3361),x3361)
% 25.04/25.10 [453]~P3(x4531)+P46(x4531)+P58(f42(x4531),x4531,x4531)
% 25.04/25.10 [489]~P3(x4891)+P46(x4891)+P17(f9(x4891),f37(x4891),f37(x4891))
% 25.04/25.10 [490]~P3(x4901)+P46(x4901)+P9(f9(x4901),f37(x4901),f37(x4901))
% 25.04/25.10 [491]~P3(x4911)+P46(x4911)+P27(f42(x4911),f37(x4911),f37(x4911))
% 25.04/25.10 [492]~P3(x4921)+P46(x4921)+P27(f9(x4921),f37(x4921),f37(x4921))
% 25.04/25.10 [380]~P3(x3801)+~P20(x3801)+E(f35(f37(x3801),f46(x3801)),x3801)
% 25.04/25.10 [404]~P6(x4041)+P46(x4041)+P8(f27(x4041),f39(f37(x4041)))
% 25.04/25.10 [433]~P3(x4331)+P46(x4331)+P20(f35(f37(x4331),f46(x4331)))
% 25.04/25.10 [436]~P39(x4361)+~P3(x4361)+P39(f35(f37(x4361),f46(x4361)))
% 25.04/25.10 [437]~P44(x4371)+~P3(x4371)+P44(f35(f37(x4371),f46(x4371)))
% 25.04/25.10 [438]~P2(x4381)+~P3(x4381)+P2(f35(f37(x4381),f46(x4381)))
% 25.04/25.10 [439]~P19(x4391)+~P3(x4391)+P19(f35(f37(x4391),f46(x4391)))
% 25.04/25.10 [440]~P39(x4401)+~P3(x4401)+P20(f35(f37(x4401),f46(x4401)))
% 25.04/25.10 [441]~P44(x4411)+~P3(x4411)+P20(f35(f37(x4411),f46(x4411)))
% 25.04/25.10 [442]~P2(x4421)+~P3(x4421)+P20(f35(f37(x4421),f46(x4421)))
% 25.04/25.10 [443]~P19(x4431)+~P3(x4431)+P20(f35(f37(x4431),f46(x4431)))
% 25.04/25.10 [510]~P3(x5101)+P46(x5101)+~P46(f35(f37(x5101),f46(x5101)))
% 25.04/25.10 [511]~P3(x5111)+~P2(x5111)+~P46(f35(f37(x5111),f46(x5111)))
% 25.04/25.10 [512]~P3(x5121)+~P19(x5121)+~P46(f35(f37(x5121),f46(x5121)))
% 25.04/25.10 [274]~P24(x2742)+~P24(x2741)+E(x2741,x2742)
% 25.04/25.10 [338]~P11(x3381,x3382)+P3(x3381)+~P3(x3382)
% 25.04/25.10 [339]~P8(x3391,x3392)+P29(x3391)+~P21(x3392)
% 25.04/25.10 [340]~P8(x3401,x3402)+P29(x3401)+~P38(x3402)
% 25.04/25.10 [341]~P8(x3411,x3412)+P29(x3411)+~P43(x3412)
% 25.04/25.10 [342]~P8(x3421,x3422)+P29(x3421)+~P49(x3422)
% 25.04/25.10 [343]~P8(x3431,x3432)+P29(x3431)+~P50(x3432)
% 25.04/25.10 [344]~P8(x3441,x3442)+P30(x3441)+~P38(x3442)
% 25.04/25.10 [345]~P8(x3451,x3452)+P30(x3451)+~P43(x3452)
% 25.04/25.10 [346]~P8(x3461,x3462)+P30(x3461)+~P49(x3462)
% 25.04/25.10 [347]~P8(x3471,x3472)+P30(x3471)+~P50(x3472)
% 25.04/25.10 [348]~P8(x3481,x3482)+P26(x3481)+~P43(x3482)
% 25.04/25.10 [349]~P8(x3491,x3492)+P26(x3491)+~P49(x3492)
% 25.04/25.10 [350]~P8(x3501,x3502)+P26(x3501)+~P50(x3502)
% 25.04/25.10 [351]~P8(x3511,x3512)+P18(x3511)+~P49(x3512)
% 25.04/25.10 [352]~P8(x3521,x3522)+P18(x3521)+~P50(x3522)
% 25.04/25.10 [353]~P8(x3531,x3532)+P52(x3531)+~P50(x3532)
% 25.04/25.10 [379]~P8(x3792,x3791)+P24(x3791)+P13(x3792,x3791)
% 25.04/25.10 [382]P21(x3821)+~P21(x3822)+~P8(x3821,f39(x3822))
% 25.04/25.10 [383]P21(x3831)+~P38(x3832)+~P8(x3831,f39(x3832))
% 25.04/25.10 [384]P21(x3841)+~P43(x3842)+~P8(x3841,f39(x3842))
% 25.04/25.10 [385]P21(x3851)+~P49(x3852)+~P8(x3851,f39(x3852))
% 25.04/25.10 [386]P21(x3861)+~P50(x3862)+~P8(x3861,f39(x3862))
% 25.04/25.10 [387]P38(x3871)+~P38(x3872)+~P8(x3871,f39(x3872))
% 25.04/25.10 [388]P38(x3881)+~P43(x3882)+~P8(x3881,f39(x3882))
% 25.04/25.10 [389]P38(x3891)+~P49(x3892)+~P8(x3891,f39(x3892))
% 25.04/25.10 [390]P38(x3901)+~P50(x3902)+~P8(x3901,f39(x3902))
% 25.04/25.10 [391]P43(x3911)+~P43(x3912)+~P8(x3911,f39(x3912))
% 25.04/25.10 [392]P43(x3921)+~P49(x3922)+~P8(x3921,f39(x3922))
% 25.04/25.10 [393]P43(x3931)+~P50(x3932)+~P8(x3931,f39(x3932))
% 25.04/25.10 [394]P49(x3941)+~P49(x3942)+~P8(x3941,f39(x3942))
% 25.04/25.10 [395]P49(x3951)+~P50(x3952)+~P8(x3951,f39(x3952))
% 25.04/25.10 [396]P50(x3961)+~P50(x3962)+~P8(x3961,f39(x3962))
% 25.04/25.10 [397]P5(x3971)+~P5(x3972)+~P8(x3971,f39(x3972))
% 25.04/25.10 [398]~P4(x3982)+~P25(x3982)+P4(f45(x3981,x3982))
% 25.04/25.10 [399]~P5(x3992)+~P5(x3991)+P5(f43(x3991,x3992))
% 25.04/25.10 [428]~P24(x4281)+~P13(x4282,x4283)+~P8(x4283,f39(x4281))
% 25.04/25.10 [444]P8(x4441,x4442)+~P13(x4441,x4443)+~P8(x4443,f39(x4442))
% 25.04/25.10 [534]~P9(x5341,x5343,x5343)+E(x5341,x5342)+~E(f35(x5343,x5341),f35(x5344,x5342))
% 25.04/25.10 [535]~P9(x5353,x5351,x5351)+E(x5351,x5352)+~E(f35(x5351,x5353),f35(x5352,x5354))
% 25.04/25.10 [294]P46(x2941)+~P40(x2941)+~P3(x2941)+P2(x2941)
% 25.04/25.10 [295]P46(x2951)+~P40(x2951)+~P3(x2951)+P19(x2951)
% 25.04/25.10 [296]P48(x2961)+~P40(x2961)+~P3(x2961)+P46(x2961)
% 25.04/25.10 [297]~P3(x2971)+~P23(x2971)+~P41(x2971)+P48(x2971)
% 25.04/25.10 [298]~P4(x2981)+~P24(x2981)+~P25(x2981)+P36(x2981)
% 25.04/25.10 [310]~P1(x3101)+~P3(x3101)+P46(x3101)+P4(f14(x3101))
% 25.04/25.10 [311]~P1(x3111)+~P3(x3111)+P46(x3111)+P4(f15(x3111))
% 25.04/25.10 [312]~P1(x3121)+~P3(x3121)+P46(x3121)+P4(f23(x3121))
% 25.04/25.10 [316]~P1(x3161)+~P3(x3161)+P46(x3161)+P25(f14(x3161))
% 25.04/25.10 [317]~P1(x3171)+~P3(x3171)+P46(x3171)+P25(f15(x3171))
% 25.04/25.10 [318]~P1(x3181)+~P3(x3181)+P46(x3181)+P25(f23(x3181))
% 25.04/25.10 [319]~P1(x3191)+~P3(x3191)+P46(x3191)+P12(f42(x3191))
% 25.04/25.10 [320]~P1(x3201)+~P3(x3201)+P46(x3201)+P12(f14(x3201))
% 25.04/25.10 [324]~P1(x3241)+~P3(x3241)+P46(x3241)+P36(f14(x3241))
% 25.04/25.10 [357]~P1(x3571)+~P3(x3571)+P46(x3571)+~P24(f14(x3571))
% 25.04/25.10 [358]~P1(x3581)+~P3(x3581)+P46(x3581)+~P24(f15(x3581))
% 25.04/25.10 [359]~P1(x3591)+~P3(x3591)+P46(x3591)+~P24(f23(x3591))
% 25.04/25.10 [366]~P1(x3661)+~P3(x3661)+P46(x3661)+P55(f42(x3661),x3661)
% 25.04/25.10 [367]~P1(x3671)+~P3(x3671)+P46(x3671)+P55(f14(x3671),x3671)
% 25.04/25.10 [368]~P1(x3681)+~P3(x3681)+P46(x3681)+P55(f15(x3681),x3681)
% 25.04/25.10 [372]~P1(x3721)+~P3(x3721)+P46(x3721)+P56(f14(x3721),x3721)
% 25.04/25.10 [373]~P1(x3731)+~P3(x3731)+P46(x3731)+P56(f15(x3731),x3731)
% 25.04/25.10 [374]~P1(x3741)+~P3(x3741)+P46(x3741)+P56(f23(x3741),x3741)
% 25.04/25.10 [376]~P1(x3761)+~P3(x3761)+P46(x3761)+P60(f42(x3761),x3761)
% 25.04/25.10 [377]~P1(x3771)+~P3(x3771)+P46(x3771)+P60(f14(x3771),x3771)
% 25.04/25.10 [378]~P1(x3781)+~P3(x3781)+P46(x3781)+P60(f23(x3781),x3781)
% 25.04/25.10 [464]~P1(x4641)+~P3(x4641)+P46(x4641)+P58(f14(x4641),x4641,x4641)
% 25.04/25.10 [465]~P1(x4651)+~P3(x4651)+P46(x4651)+P32(f42(x4651),x4651,x4651)
% 25.04/25.10 [466]~P1(x4661)+~P3(x4661)+P46(x4661)+P32(f14(x4661),x4661,x4661)
% 25.04/25.10 [467]~P1(x4671)+~P3(x4671)+P46(x4671)+P14(f42(x4671),x4671,x4671)
% 25.04/25.10 [468]~P1(x4681)+~P3(x4681)+P46(x4681)+P14(f14(x4681),x4681,x4681)
% 25.04/25.10 [469]~P1(x4691)+~P3(x4691)+P46(x4691)+P15(f42(x4691),x4691,x4691)
% 25.04/25.10 [470]~P1(x4701)+~P3(x4701)+P46(x4701)+P15(f14(x4701),x4701,x4701)
% 25.04/25.10 [471]~P1(x4711)+~P3(x4711)+P46(x4711)+P33(f42(x4711),x4711,x4711)
% 25.04/25.10 [472]~P1(x4721)+~P3(x4721)+P46(x4721)+P33(f14(x4721),x4721,x4721)
% 25.04/25.10 [473]~P1(x4731)+~P3(x4731)+P46(x4731)+P16(f42(x4731),x4731,x4731)
% 25.04/25.10 [474]~P1(x4741)+~P3(x4741)+P46(x4741)+P16(f14(x4741),x4741,x4741)
% 25.04/25.10 [475]~P1(x4751)+~P3(x4751)+P46(x4751)+P34(f42(x4751),x4751,x4751)
% 25.04/25.10 [476]~P1(x4761)+~P3(x4761)+P46(x4761)+P34(f14(x4761),x4761,x4761)
% 25.04/25.10 [496]~P1(x4961)+~P3(x4961)+P46(x4961)+P17(f14(x4961),f37(x4961),f37(x4961))
% 25.04/25.10 [497]~P1(x4971)+~P3(x4971)+P46(x4971)+P17(f15(x4971),f37(x4971),f37(x4971))
% 25.04/25.10 [498]~P1(x4981)+~P3(x4981)+P46(x4981)+P17(f23(x4981),f37(x4981),f37(x4981))
% 25.04/25.10 [499]~P1(x4991)+~P3(x4991)+P46(x4991)+P9(f14(x4991),f37(x4991),f37(x4991))
% 25.04/25.10 [500]~P1(x5001)+~P3(x5001)+P46(x5001)+P9(f15(x5001),f37(x5001),f37(x5001))
% 25.04/25.10 [501]~P1(x5011)+~P3(x5011)+P46(x5011)+P9(f23(x5011),f37(x5011),f37(x5011))
% 25.04/25.10 [505]~P1(x5051)+~P3(x5051)+P46(x5051)+P27(f14(x5051),f37(x5051),f37(x5051))
% 25.04/25.10 [506]~P1(x5061)+~P3(x5061)+P46(x5061)+P27(f15(x5061),f37(x5061),f37(x5061))
% 25.04/25.10 [507]~P1(x5071)+~P3(x5071)+P46(x5071)+P27(f23(x5071),f37(x5071),f37(x5071))
% 25.04/25.10 [455]~P1(x4551)+~P3(x4551)+P46(x4551)+P1(f35(f37(x4551),f46(x4551)))
% 25.04/25.10 [326]P22(x3261)+~P1(x3261)+~P40(x3261)+~P3(x3261)+P46(x3261)
% 25.04/25.10 [327]P22(x3271)+~P1(x3271)+~P45(x3271)+~P3(x3271)+P46(x3271)
% 25.04/25.10 [328]P35(x3281)+~P1(x3281)+~P40(x3281)+~P3(x3281)+P46(x3281)
% 25.04/25.10 [329]P23(x3291)+~P1(x3291)+~P3(x3291)+~P35(x3291)+P46(x3291)
% 25.04/25.10 [330]P42(x3301)+~P1(x3301)+~P45(x3301)+~P3(x3301)+P46(x3301)
% 25.04/25.10 [337]~P1(x3371)+~P2(x3371)+~P3(x3371)+~P22(x3371)+P41(x3371)
% 25.04/25.10 [487]~P1(x4871)+~P3(x4871)+~P22(x4871)+P46(x4871)+P22(f35(f37(x4871),f46(x4871)))
% 25.04/25.10 [429]~P3(x4292)+~P11(x4291,x4292)+~P53(x4291,x4292)+P1(x4291)+~P1(x4292)
% 25.04/25.10 [430]~P3(x4302)+~P11(x4301,x4302)+~P53(x4301,x4302)+P39(x4301)+~P39(x4302)
% 25.04/25.10 [431]~P3(x4312)+~P11(x4311,x4312)+~P53(x4311,x4312)+P44(x4311)+~P44(x4312)
% 25.04/25.10 [451]~P3(x4511)+~P11(x4512,x4511)+~P61(x4512,x4511)+P46(x4511)+P57(x4512,x4511)
% 25.04/25.10 [452]~P3(x4521)+~P11(x4522,x4521)+~P61(x4522,x4521)+P46(x4521)+P47(x4522,x4521)
% 25.04/25.10 [405]~P1(x4051)+~P3(x4051)+~P3(x4052)+P46(x4051)+P4(f10(x4052,x4051))
% 25.04/25.10 [406]~P1(x4061)+~P3(x4061)+~P3(x4062)+P46(x4061)+P25(f10(x4062,x4061))
% 25.04/25.10 [518]~P1(x5181)+~P3(x5181)+~P3(x5182)+P46(x5181)+P58(f10(x5182,x5181),x5182,x5181)
% 25.04/25.10 [525]~P1(x5251)+~P3(x5251)+~P3(x5252)+P46(x5251)+P17(f10(x5252,x5251),f37(x5252),f37(x5251))
% 25.04/25.10 [526]~P1(x5261)+~P3(x5261)+~P3(x5262)+P46(x5261)+P9(f10(x5262,x5261),f37(x5262),f37(x5261))
% 25.04/25.10 [527]~P1(x5271)+~P3(x5271)+~P3(x5272)+P46(x5271)+P27(f10(x5272,x5271),f37(x5272),f37(x5271))
% 25.04/25.10 [363]P46(x3631)+~P1(x3631)+~P44(x3631)+~P3(x3631)+~P35(x3631)+P19(x3631)
% 25.04/25.10 [401]P46(x4011)+~P1(x4011)+~P44(x4011)+~P3(x4011)+~P35(x4011)+~P41(x4011)+P2(x4011)
% 25.04/25.10 [549]~P3(x5491)+~P4(x5492)+~P56(x5492,x5491)+P46(x5491)+P12(x5492)+~P17(x5492,f37(x5491),f37(x5491))+~P9(x5492,f37(x5491),f37(x5491))
% 25.04/25.10 [550]~P3(x5501)+~P24(x5502)+~P55(x5502,x5501)+P46(x5501)+~P4(x5502)+~P17(x5502,f37(x5501),f37(x5501))+~P9(x5502,f37(x5501),f37(x5501))
% 25.04/25.10 [551]~P3(x5511)+~P24(x5512)+~P56(x5512,x5511)+P46(x5511)+~P4(x5512)+~P17(x5512,f37(x5511),f37(x5511))+~P9(x5512,f37(x5511),f37(x5511))
% 25.04/25.10 [552]~P3(x5521)+~P24(x5522)+~P60(x5522,x5521)+P46(x5521)+~P4(x5522)+~P17(x5522,f37(x5521),f37(x5521))+~P9(x5522,f37(x5521),f37(x5521))
% 25.04/25.10 [553]~P3(x5531)+~P4(x5532)+~P55(x5532,x5531)+P46(x5531)+P56(x5532,x5531)+~P17(x5532,f37(x5531),f37(x5531))+~P9(x5532,f37(x5531),f37(x5531))
% 25.04/25.10 [554]~P3(x5541)+~P4(x5542)+~P60(x5542,x5541)+P46(x5541)+P56(x5542,x5541)+~P17(x5542,f37(x5541),f37(x5541))+~P9(x5542,f37(x5541),f37(x5541))
% 25.04/25.10 [555]~P3(x5551)+~P4(x5552)+~P56(x5552,x5551)+P58(x5552,x5551,x5551)+P46(x5551)+~P17(x5552,f37(x5551),f37(x5551))+~P9(x5552,f37(x5551),f37(x5551))
% 25.04/25.10 [556]~P3(x5561)+~P4(x5562)+~P55(x5562,x5561)+P46(x5561)+~P17(x5562,f37(x5561),f37(x5561))+~P9(x5562,f37(x5561),f37(x5561))+P27(x5562,f37(x5561),f37(x5561))
% 25.04/25.10 [557]~P3(x5571)+~P4(x5572)+~P56(x5572,x5571)+P46(x5571)+~P17(x5572,f37(x5571),f37(x5571))+~P9(x5572,f37(x5571),f37(x5571))+P27(x5572,f37(x5571),f37(x5571))
% 25.04/25.10 [558]~P3(x5581)+~P4(x5582)+~P60(x5582,x5581)+P46(x5581)+~P17(x5582,f37(x5581),f37(x5581))+~P9(x5582,f37(x5581),f37(x5581))+P27(x5582,f37(x5581),f37(x5581))
% 25.04/25.10 [416]~P1(x4161)+~P39(x4161)+~P44(x4161)+~P2(x4161)+~P19(x4161)+~P40(x4161)+~P3(x4161)+P1(f11(x4161))
% 25.04/25.10 [417]~P1(x4171)+~P39(x4171)+~P44(x4171)+~P2(x4171)+~P19(x4171)+~P40(x4171)+~P3(x4171)+P39(f11(x4171))
% 25.04/25.10 [418]~P1(x4181)+~P39(x4181)+~P44(x4181)+~P2(x4181)+~P19(x4181)+~P40(x4181)+~P3(x4181)+P44(f11(x4181))
% 25.04/25.10 [419]~P1(x4191)+~P39(x4191)+~P44(x4191)+~P2(x4191)+~P19(x4191)+~P40(x4191)+~P3(x4191)+P2(f11(x4191))
% 25.04/25.10 [420]~P1(x4201)+~P39(x4201)+~P44(x4201)+~P2(x4201)+~P19(x4201)+~P40(x4201)+~P3(x4201)+P19(f11(x4201))
% 25.04/25.10 [421]~P1(x4211)+~P39(x4211)+~P44(x4211)+~P2(x4211)+~P19(x4211)+~P40(x4211)+~P3(x4211)+P40(f11(x4211))
% 25.04/25.10 [422]~P1(x4221)+~P39(x4221)+~P44(x4221)+~P2(x4221)+~P19(x4221)+~P40(x4221)+~P3(x4221)+P22(f11(x4221))
% 25.04/25.10 [423]~P1(x4231)+~P39(x4231)+~P44(x4231)+~P2(x4231)+~P19(x4231)+~P40(x4231)+~P3(x4231)+P35(f11(x4231))
% 25.04/25.10 [424]~P1(x4241)+~P39(x4241)+~P44(x4241)+~P2(x4241)+~P19(x4241)+~P40(x4241)+~P3(x4241)+P23(f11(x4241))
% 25.04/25.10 [425]~P1(x4251)+~P39(x4251)+~P44(x4251)+~P2(x4251)+~P19(x4251)+~P40(x4251)+~P3(x4251)+P41(f11(x4251))
% 25.04/25.10 [426]~P1(x4261)+~P39(x4261)+~P44(x4261)+~P2(x4261)+~P19(x4261)+~P40(x4261)+~P3(x4261)+P48(f11(x4261))
% 25.04/25.10 [434]~P39(x4341)+~P44(x4341)+~P2(x4341)+~P19(x4341)+~P40(x4341)+~P3(x4341)+~P1(x4341)+~P46(f11(x4341))
% 25.04/25.10 [445]~P1(x4451)+~P39(x4451)+~P44(x4451)+~P2(x4451)+~P19(x4451)+~P40(x4451)+~P3(x4451)+P51(f11(x4451),x4451)
% 25.04/25.10 [446]~P1(x4461)+~P39(x4461)+~P44(x4461)+~P2(x4461)+~P19(x4461)+~P40(x4461)+~P3(x4461)+P11(f11(x4461),x4461)
% 25.04/25.10 [447]~P1(x4471)+~P39(x4471)+~P44(x4471)+~P2(x4471)+~P19(x4471)+~P40(x4471)+~P3(x4471)+P53(f11(x4471),x4471)
% 25.04/25.10 [448]~P1(x4481)+~P39(x4481)+~P44(x4481)+~P2(x4481)+~P19(x4481)+~P40(x4481)+~P3(x4481)+P57(f11(x4481),x4481)
% 25.04/25.10 [449]~P1(x4491)+~P39(x4491)+~P44(x4491)+~P2(x4491)+~P19(x4491)+~P40(x4491)+~P3(x4491)+P61(f11(x4491),x4491)
% 25.04/25.10 [450]~P1(x4501)+~P39(x4501)+~P44(x4501)+~P2(x4501)+~P19(x4501)+~P40(x4501)+~P3(x4501)+P47(f11(x4501),x4501)
% 25.04/25.10 [457]~P1(x4571)+~P44(x4571)+~P3(x4571)+~P3(x4572)+~P41(x4571)+P46(x4571)+P46(x4572)+P4(f24(x4572,x4571))
% 25.04/25.10 [458]~P1(x4581)+~P44(x4581)+~P3(x4581)+~P3(x4582)+~P23(x4581)+P46(x4581)+P46(x4582)+P4(f28(x4582,x4581))
% 25.04/25.10 [459]~P1(x4591)+~P44(x4591)+~P3(x4591)+~P3(x4592)+~P41(x4591)+P46(x4591)+P46(x4592)+P25(f24(x4592,x4591))
% 25.04/25.10 [460]~P1(x4601)+~P44(x4601)+~P3(x4601)+~P3(x4602)+~P23(x4601)+P46(x4601)+P46(x4602)+P25(f28(x4602,x4601))
% 25.04/25.10 [508]~P1(x5081)+~P44(x5081)+~P3(x5081)+~P3(x5082)+~P23(x5081)+P46(x5081)+P46(x5082)+~P24(f28(x5082,x5081))
% 25.04/25.10 [509]~P1(x5091)+~P44(x5091)+~P3(x5091)+~P3(x5092)+~P41(x5091)+P46(x5091)+P46(x5092)+~P24(f24(x5092,x5091))
% 25.04/25.10 [528]~P1(x5281)+~P44(x5281)+~P3(x5281)+~P3(x5282)+~P23(x5281)+P46(x5281)+P46(x5282)+P32(f28(x5282,x5281),x5282,x5281)
% 25.04/25.10 [529]~P1(x5291)+~P44(x5291)+~P3(x5291)+~P3(x5292)+~P41(x5291)+P46(x5291)+P46(x5292)+P14(f24(x5292,x5291),x5292,x5291)
% 25.04/25.10 [530]~P1(x5301)+~P44(x5301)+~P3(x5301)+~P3(x5302)+~P41(x5301)+P46(x5301)+P46(x5302)+P15(f24(x5302,x5301),x5302,x5301)
% 25.04/25.10 [531]~P1(x5311)+~P44(x5311)+~P3(x5311)+~P3(x5312)+~P41(x5311)+P46(x5311)+P46(x5312)+P33(f24(x5312,x5311),x5312,x5311)
% 25.04/25.10 [532]~P1(x5321)+~P44(x5321)+~P3(x5321)+~P3(x5322)+~P23(x5321)+P46(x5321)+P46(x5322)+P16(f28(x5322,x5321),x5322,x5321)
% 25.04/25.10 [533]~P1(x5331)+~P44(x5331)+~P3(x5331)+~P3(x5332)+~P23(x5331)+P46(x5331)+P46(x5332)+P34(f28(x5332,x5331),x5332,x5331)
% 25.04/25.10 [536]~P1(x5361)+~P44(x5361)+~P3(x5361)+~P3(x5362)+~P41(x5361)+P46(x5361)+P46(x5362)+P17(f24(x5362,x5361),f37(x5362),f37(x5361))
% 25.04/25.10 [537]~P1(x5371)+~P44(x5371)+~P3(x5371)+~P3(x5372)+~P23(x5371)+P46(x5371)+P46(x5372)+P17(f28(x5372,x5371),f37(x5372),f37(x5371))
% 25.04/25.10 [538]~P1(x5381)+~P44(x5381)+~P3(x5381)+~P3(x5382)+~P41(x5381)+P46(x5381)+P46(x5382)+P9(f24(x5382,x5381),f37(x5382),f37(x5381))
% 25.04/25.10 [539]~P1(x5391)+~P44(x5391)+~P3(x5391)+~P3(x5392)+~P23(x5391)+P46(x5391)+P46(x5392)+P9(f28(x5392,x5391),f37(x5392),f37(x5391))
% 25.04/25.10 [540]~P1(x5401)+~P44(x5401)+~P3(x5401)+~P3(x5402)+~P41(x5401)+P46(x5401)+P46(x5402)+P27(f24(x5402,x5401),f37(x5402),f37(x5401))
% 25.04/25.10 [541]~P1(x5411)+~P44(x5411)+~P3(x5411)+~P3(x5412)+~P23(x5411)+P46(x5411)+P46(x5412)+P27(f28(x5412,x5411),f37(x5412),f37(x5411))
% 25.04/25.10 [561]~P3(x5611)+~P3(x5612)+~P4(x5613)+P46(x5611)+P46(x5612)+~P17(x5613,f37(x5612),f37(x5611))+~P9(x5613,f37(x5612),f37(x5611))+P4(f38(x5612,x5611,x5613))
% 25.04/25.10 [563]~P3(x5631)+~P3(x5632)+~P4(x5633)+P46(x5631)+P46(x5632)+~P17(x5633,f37(x5632),f37(x5631))+~P9(x5633,f37(x5632),f37(x5631))+P4(f44(x5632,x5631,x5633))
% 25.04/25.10 [565]~P3(x5651)+~P3(x5652)+~P4(x5653)+P46(x5651)+P46(x5652)+~P17(x5653,f37(x5652),f37(x5651))+~P9(x5653,f37(x5652),f37(x5651))+P20(f41(x5652,x5651,x5653))
% 25.04/25.10 [566]~P3(x5661)+~P3(x5662)+~P4(x5663)+P46(x5661)+P46(x5662)+~P17(x5663,f37(x5662),f37(x5661))+~P9(x5663,f37(x5662),f37(x5661))+P25(f38(x5662,x5661,x5663))
% 25.04/25.10 [567]~P3(x5671)+~P3(x5672)+~P4(x5673)+P46(x5671)+P46(x5672)+~P17(x5673,f37(x5672),f37(x5671))+~P9(x5673,f37(x5672),f37(x5671))+P25(f44(x5672,x5671,x5673))
% 25.04/25.10 [568]~P3(x5681)+~P3(x5682)+~P4(x5683)+P46(x5681)+P46(x5682)+~P17(x5683,f37(x5682),f37(x5681))+~P9(x5683,f37(x5682),f37(x5681))+P36(f44(x5682,x5681,x5683))
% 25.04/25.10 [569]~P3(x5691)+~P3(x5692)+~P4(x5693)+P46(x5691)+P46(x5692)+~P17(x5693,f37(x5692),f37(x5691))+~P9(x5693,f37(x5692),f37(x5691))+P11(f41(x5692,x5691,x5693),x5691)
% 25.04/25.10 [571]~P3(x5711)+~P3(x5712)+~P4(x5713)+P46(x5711)+P46(x5712)+~P17(x5713,f37(x5712),f37(x5711))+~P9(x5713,f37(x5712),f37(x5711))+P53(f41(x5712,x5711,x5713),x5711)
% 25.04/25.10 [605]~P3(x6051)+~P3(x6052)+P46(x6051)+P46(x6052)+~P4(x6053)+~P17(x6053,f37(x6052),f37(x6051))+~P9(x6053,f37(x6052),f37(x6051))+~P46(f41(x6052,x6051,x6053))
% 25.04/25.10 [606]~P3(x6061)+~P3(x6062)+P46(x6061)+P46(x6062)+~P4(x6063)+~P17(x6063,f37(x6062),f37(x6061))+~P9(x6063,f37(x6062),f37(x6061))+~P24(f38(x6062,x6061,x6063))
% 25.04/25.10 [607]~P3(x6071)+~P3(x6072)+P46(x6071)+P46(x6072)+~P4(x6073)+~P17(x6073,f37(x6072),f37(x6071))+~P9(x6073,f37(x6072),f37(x6071))+~P24(f44(x6072,x6071,x6073))
% 25.04/25.10 [636]~P3(x6361)+~P3(x6362)+~P4(x6363)+P46(x6361)+P46(x6362)+~P17(x6363,f37(x6362),f37(x6361))+~P9(x6363,f37(x6362),f37(x6361))+P58(f44(x6362,x6361,x6363),f41(x6362,x6361,x6363),x6361)
% 25.04/25.10 [600]P46(x6002)+P46(x6001)+~P3(x6002)+~P3(x6001)+~P4(x6003)+~P17(x6003,f37(x6001),f37(x6002))+~P10(x6003,f37(x6001),f37(x6002))+E(f42(f41(x6001,x6002,x6003)),f44(x6001,x6002,x6003))
% 25.04/25.10 [680]~P3(x6801)+~P3(x6802)+~P4(x6803)+P46(x6801)+P46(x6802)+~P17(x6803,f37(x6802),f37(x6801))+~P9(x6803,f37(x6802),f37(x6801))+P17(f38(x6802,x6801,x6803),f37(x6802),f37(f41(x6802,x6801,x6803)))
% 25.04/25.10 [681]~P3(x6811)+~P3(x6812)+~P4(x6813)+P46(x6811)+P46(x6812)+~P17(x6813,f37(x6812),f37(x6811))+~P9(x6813,f37(x6812),f37(x6811))+P10(f38(x6812,x6811,x6813),f37(x6812),f37(f41(x6812,x6811,x6813)))
% 25.04/25.10 [682]~P3(x6821)+~P3(x6822)+~P4(x6823)+P46(x6821)+P46(x6822)+~P17(x6823,f37(x6822),f37(x6821))+~P9(x6823,f37(x6822),f37(x6821))+P27(f38(x6822,x6821,x6823),f37(x6822),f37(f41(x6822,x6821,x6823)))
% 25.04/25.10 [683]~P3(x6831)+~P3(x6832)+~P4(x6833)+P46(x6831)+P46(x6832)+~P17(x6833,f37(x6832),f37(x6831))+~P9(x6833,f37(x6832),f37(x6831))+P37(f38(x6832,x6831,x6833),f37(x6832),f37(f41(x6832,x6831,x6833)))
% 25.04/25.10 [685]~P3(x6851)+~P3(x6852)+~P4(x6853)+P46(x6851)+P46(x6852)+~P17(x6853,f37(x6852),f37(x6851))+~P9(x6853,f37(x6852),f37(x6851))+P17(f44(x6852,x6851,x6853),f37(f41(x6852,x6851,x6853)),f37(x6851))
% 25.04/25.10 [686]~P3(x6861)+~P3(x6862)+~P4(x6863)+P46(x6861)+P46(x6862)+~P17(x6863,f37(x6862),f37(x6861))+~P9(x6863,f37(x6862),f37(x6861))+P10(f44(x6862,x6861,x6863),f37(f41(x6862,x6861,x6863)),f37(x6861))
% 25.04/25.10 [687]~P3(x6871)+~P3(x6872)+~P4(x6873)+P46(x6871)+P46(x6872)+~P17(x6873,f37(x6872),f37(x6871))+~P9(x6873,f37(x6872),f37(x6871))+P27(f44(x6872,x6871,x6873),f37(f41(x6872,x6871,x6873)),f37(x6871))
% 25.04/25.10 [655]P46(x6552)+P46(x6551)+~P3(x6552)+~P3(x6551)+~P4(x6553)+~P17(x6553,f37(x6551),f37(x6552))+~P10(x6553,f37(x6551),f37(x6552))+E(f45(f37(f41(x6551,x6552,x6553)),x6553),f38(x6551,x6552,x6553))
% 25.04/25.10 [408]P46(x4081)+~P1(x4081)+~P39(x4081)+~P44(x4081)+~P2(x4081)+~P3(x4081)+~P22(x4081)+~P23(x4081)+P19(x4081)
% 25.04/25.10 [410]P46(x4101)+~P1(x4101)+~P39(x4101)+~P44(x4101)+~P2(x4101)+~P3(x4101)+~P22(x4101)+~P23(x4101)+P40(x4101)
% 25.04/25.10 [411]P46(x4111)+~P1(x4111)+~P39(x4111)+~P44(x4111)+~P3(x4111)+~P22(x4111)+~P35(x4111)+~P41(x4111)+P40(x4111)
% 25.04/25.10 [414]P48(x4141)+~P1(x4141)+~P39(x4141)+~P44(x4141)+~P2(x4141)+~P3(x4141)+~P22(x4141)+~P23(x4141)+P46(x4141)
% 25.04/25.10 [415]P48(x4151)+~P1(x4151)+~P39(x4151)+~P44(x4151)+~P3(x4151)+~P22(x4151)+~P35(x4151)+~P41(x4151)+P46(x4151)
% 25.04/25.10 [427]~P1(x4271)+~P39(x4271)+~P44(x4271)+~P2(x4271)+~P3(x4271)+~P22(x4271)+~P23(x4271)+~P42(x4271)+P45(x4271)
% 25.04/25.10 [517]P46(x5171)+~P44(x5172)+~P19(x5172)+~P3(x5172)+~P11(x5171,x5172)+~P53(x5171,x5172)+~P57(x5171,x5172)+P19(x5171)+~P39(x5172)
% 25.04/25.10 [559]~P3(x5591)+~P3(x5592)+~P4(x5593)+~P31(x5593,x5592,x5591)+P46(x5591)+P46(x5592)+P36(x5593)+~P17(x5593,f37(x5592),f37(x5591))+~P9(x5593,f37(x5592),f37(x5591))
% 25.04/25.10 [575]~P3(x5751)+~P3(x5752)+~P4(x5753)+~P31(x5753,x5752,x5751)+P46(x5751)+P58(x5753,x5752,x5751)+P46(x5752)+~P17(x5753,f37(x5752),f37(x5751))+~P9(x5753,f37(x5752),f37(x5751))
% 25.04/25.10 [576]~P3(x5761)+~P3(x5762)+~P4(x5763)+~P16(x5763,x5762,x5761)+P46(x5761)+P32(x5763,x5762,x5761)+P46(x5762)+~P17(x5763,f37(x5762),f37(x5761))+~P9(x5763,f37(x5762),f37(x5761))
% 25.04/25.10 [577]~P3(x5771)+~P3(x5772)+~P4(x5773)+~P15(x5773,x5772,x5771)+P46(x5771)+P14(x5773,x5772,x5771)+P46(x5772)+~P17(x5773,f37(x5772),f37(x5771))+~P9(x5773,f37(x5772),f37(x5771))
% 25.04/25.10 [578]~P3(x5781)+~P3(x5782)+~P4(x5783)+~P15(x5783,x5782,x5781)+P46(x5781)+P33(x5783,x5782,x5781)+P46(x5782)+~P17(x5783,f37(x5782),f37(x5781))+~P9(x5783,f37(x5782),f37(x5781))
% 25.04/25.10 [579]~P3(x5791)+~P3(x5792)+~P4(x5793)+~P16(x5793,x5792,x5791)+P46(x5791)+P34(x5793,x5792,x5791)+P46(x5792)+~P17(x5793,f37(x5792),f37(x5791))+~P9(x5793,f37(x5792),f37(x5791))
% 25.04/25.10 [513]~P39(x5131)+~P44(x5131)+~P2(x5131)+~P19(x5131)+~P40(x5131)+~P3(x5131)+~P11(x5132,x5131)+~P61(x5132,x5131)+~P1(x5131)+~P46(x5132)
% 25.04/25.10 [580]~P1(x5801)+~P39(x5801)+~P44(x5801)+~P3(x5801)+~P4(x5802)+~P55(x5802,x5801)+P46(x5801)+~P17(x5802,f37(x5801),f37(x5801))+~P9(x5802,f37(x5801),f37(x5801))+P1(f41(x5801,x5801,x5802))
% 25.04/25.10 [581]~P1(x5811)+~P39(x5811)+~P44(x5811)+~P3(x5811)+~P4(x5812)+~P55(x5812,x5811)+P46(x5811)+~P17(x5812,f37(x5811),f37(x5811))+~P9(x5812,f37(x5811),f37(x5811))+P39(f41(x5811,x5811,x5812))
% 25.04/25.10 [582]~P1(x5821)+~P39(x5821)+~P44(x5821)+~P3(x5821)+~P4(x5822)+~P55(x5822,x5821)+P46(x5821)+~P17(x5822,f37(x5821),f37(x5821))+~P9(x5822,f37(x5821),f37(x5821))+P44(f41(x5821,x5821,x5822))
% 25.04/25.10 [585]~P1(x5851)+~P39(x5851)+~P44(x5851)+~P3(x5851)+~P4(x5852)+~P55(x5852,x5851)+P46(x5851)+~P17(x5852,f37(x5851),f37(x5851))+~P9(x5852,f37(x5851),f37(x5851))+P57(f41(x5851,x5851,x5852),x5851)
% 25.04/25.10 [586]~P1(x5861)+~P39(x5861)+~P44(x5861)+~P3(x5861)+~P4(x5862)+~P55(x5862,x5861)+P46(x5861)+~P17(x5862,f37(x5861),f37(x5861))+~P9(x5862,f37(x5861),f37(x5861))+P61(f41(x5861,x5861,x5862),x5861)
% 25.04/25.10 [587]~P1(x5871)+~P39(x5871)+~P44(x5871)+~P3(x5871)+~P4(x5872)+~P55(x5872,x5871)+P46(x5871)+~P17(x5872,f37(x5871),f37(x5871))+~P9(x5872,f37(x5871),f37(x5871))+P47(f41(x5871,x5871,x5872),x5871)
% 25.04/25.10 [676]~P1(x6761)+~P1(x6762)+~P3(x6761)+~P3(x6762)+~P4(x6763)+~P58(x6763,x6762,x6761)+P46(x6761)+P46(x6762)+~P17(x6763,f37(x6762),f37(x6761))+~P9(x6763,f37(x6762),f37(x6761))+P58(f38(x6762,x6761,x6763),x6762,f41(x6762,x6761,x6763))
% 25.04/25.10 [588]~P1(x5881)+~P39(x5881)+~P44(x5881)+~P2(x5881)+~P19(x5881)+~P40(x5881)+~P3(x5881)+~P4(x5882)+~P56(x5882,x5881)+~P17(x5882,f37(x5881),f37(x5881))+~P9(x5882,f37(x5881),f37(x5881))+P1(f41(x5881,x5881,x5882))
% 25.04/25.10 [589]~P1(x5891)+~P39(x5891)+~P44(x5891)+~P2(x5891)+~P19(x5891)+~P40(x5891)+~P3(x5891)+~P4(x5892)+~P56(x5892,x5891)+~P17(x5892,f37(x5891),f37(x5891))+~P9(x5892,f37(x5891),f37(x5891))+P39(f41(x5891,x5891,x5892))
% 25.04/25.10 [590]~P1(x5901)+~P39(x5901)+~P44(x5901)+~P2(x5901)+~P19(x5901)+~P40(x5901)+~P3(x5901)+~P4(x5902)+~P56(x5902,x5901)+~P17(x5902,f37(x5901),f37(x5901))+~P9(x5902,f37(x5901),f37(x5901))+P44(f41(x5901,x5901,x5902))
% 25.04/25.10 [591]~P1(x5911)+~P39(x5911)+~P44(x5911)+~P2(x5911)+~P19(x5911)+~P40(x5911)+~P3(x5911)+~P4(x5912)+~P56(x5912,x5911)+~P17(x5912,f37(x5911),f37(x5911))+~P9(x5912,f37(x5911),f37(x5911))+P2(f41(x5911,x5911,x5912))
% 25.04/25.10 [592]~P1(x5921)+~P39(x5921)+~P44(x5921)+~P2(x5921)+~P19(x5921)+~P40(x5921)+~P3(x5921)+~P4(x5922)+~P56(x5922,x5921)+~P17(x5922,f37(x5921),f37(x5921))+~P9(x5922,f37(x5921),f37(x5921))+P19(f41(x5921,x5921,x5922))
% 25.04/25.10 [593]~P1(x5931)+~P39(x5931)+~P44(x5931)+~P2(x5931)+~P19(x5931)+~P40(x5931)+~P3(x5931)+~P4(x5932)+~P56(x5932,x5931)+~P17(x5932,f37(x5931),f37(x5931))+~P9(x5932,f37(x5931),f37(x5931))+P40(f41(x5931,x5931,x5932))
% 25.04/25.10 [594]~P1(x5941)+~P39(x5941)+~P44(x5941)+~P2(x5941)+~P19(x5941)+~P40(x5941)+~P3(x5941)+~P4(x5942)+~P56(x5942,x5941)+~P17(x5942,f37(x5941),f37(x5941))+~P9(x5942,f37(x5941),f37(x5941))+P20(f41(x5941,x5941,x5942))
% 25.04/25.10 [595]~P1(x5951)+~P39(x5951)+~P44(x5951)+~P2(x5951)+~P19(x5951)+~P40(x5951)+~P3(x5951)+~P4(x5952)+~P56(x5952,x5951)+~P17(x5952,f37(x5951),f37(x5951))+~P9(x5952,f37(x5951),f37(x5951))+P22(f41(x5951,x5951,x5952))
% 25.04/25.10 [596]~P1(x5961)+~P39(x5961)+~P44(x5961)+~P2(x5961)+~P19(x5961)+~P40(x5961)+~P3(x5961)+~P4(x5962)+~P56(x5962,x5961)+~P17(x5962,f37(x5961),f37(x5961))+~P9(x5962,f37(x5961),f37(x5961))+P35(f41(x5961,x5961,x5962))
% 25.04/25.10 [597]~P1(x5971)+~P39(x5971)+~P44(x5971)+~P2(x5971)+~P19(x5971)+~P40(x5971)+~P3(x5971)+~P4(x5972)+~P56(x5972,x5971)+~P17(x5972,f37(x5971),f37(x5971))+~P9(x5972,f37(x5971),f37(x5971))+P23(f41(x5971,x5971,x5972))
% 25.04/25.10 [598]~P1(x5981)+~P39(x5981)+~P44(x5981)+~P2(x5981)+~P19(x5981)+~P40(x5981)+~P3(x5981)+~P4(x5982)+~P56(x5982,x5981)+~P17(x5982,f37(x5981),f37(x5981))+~P9(x5982,f37(x5981),f37(x5981))+P41(f41(x5981,x5981,x5982))
% 25.04/25.10 [599]~P1(x5991)+~P39(x5991)+~P44(x5991)+~P2(x5991)+~P19(x5991)+~P40(x5991)+~P3(x5991)+~P4(x5992)+~P56(x5992,x5991)+~P17(x5992,f37(x5991),f37(x5991))+~P9(x5992,f37(x5991),f37(x5991))+P48(f41(x5991,x5991,x5992))
% 25.04/25.10 [602]~P1(x6021)+~P39(x6021)+~P44(x6021)+~P2(x6021)+~P19(x6021)+~P40(x6021)+~P3(x6021)+~P4(x6022)+~P56(x6022,x6021)+~P17(x6022,f37(x6021),f37(x6021))+~P9(x6022,f37(x6021),f37(x6021))+P53(f41(x6021,x6021,x6022),x6021)
% 25.04/25.10 [621]~P39(x6211)+~P44(x6211)+~P2(x6211)+~P19(x6211)+~P40(x6211)+~P3(x6211)+~P56(x6212,x6211)+~P1(x6211)+~P4(x6212)+~P17(x6212,f37(x6211),f37(x6211))+~P9(x6212,f37(x6211),f37(x6211))+~P46(f41(x6211,x6211,x6212))
% 25.04/25.10 [657]~P1(x6571)+~P39(x6571)+~P44(x6571)+~P2(x6571)+~P19(x6571)+~P40(x6571)+~P3(x6571)+~P4(x6572)+~P55(x6572,x6571)+~P17(x6572,f37(x6571),f37(x6571))+~P10(x6572,f37(x6571),f37(x6571))+P16(f38(x6571,x6571,x6572),x6571,f41(x6571,x6571,x6572))
% 25.04/25.10 [658]~P1(x6581)+~P39(x6581)+~P44(x6581)+~P2(x6581)+~P19(x6581)+~P40(x6581)+~P3(x6581)+~P4(x6582)+~P55(x6582,x6581)+~P17(x6582,f37(x6581),f37(x6581))+~P10(x6582,f37(x6581),f37(x6581))+P15(f44(x6581,x6581,x6582),f41(x6581,x6581,x6582),x6581)
% 25.04/25.10 [677]~P1(x6771)+~P39(x6771)+~P44(x6771)+~P2(x6771)+~P19(x6771)+~P40(x6771)+~P3(x6771)+~P4(x6772)+~P55(x6772,x6771)+~P17(x6772,f37(x6771),f37(x6771))+~P10(x6772,f37(x6771),f37(x6771))+E(f36(f41(x6771,x6771,x6772),x6771,f44(x6771,x6771,x6772)),f38(x6771,x6771,x6772))
% 25.04/25.10 [678]~P1(x6781)+~P39(x6781)+~P44(x6781)+~P2(x6781)+~P19(x6781)+~P40(x6781)+~P3(x6781)+~P4(x6782)+~P55(x6782,x6781)+~P17(x6782,f37(x6781),f37(x6781))+~P10(x6782,f37(x6781),f37(x6781))+E(f40(f41(x6781,x6781,x6782),x6781,f38(x6781,x6781,x6782)),f44(x6781,x6781,x6782))
% 25.04/25.10 [522]~P1(x5222)+~P1(x5221)+~P39(x5222)+~P39(x5221)+~P44(x5222)+~P44(x5221)+~P2(x5222)+~P2(x5221)+~P19(x5222)+~P19(x5221)+~P3(x5222)+~P3(x5221)+P4(f8(x5221,x5222))
% 25.04/25.10 [523]~P1(x5232)+~P1(x5231)+~P39(x5232)+~P39(x5231)+~P44(x5232)+~P44(x5231)+~P2(x5232)+~P2(x5231)+~P19(x5232)+~P19(x5231)+~P3(x5232)+~P3(x5231)+P25(f8(x5231,x5232))
% 25.04/25.10 [545]~P1(x5452)+~P1(x5451)+~P39(x5452)+~P39(x5451)+~P44(x5452)+~P44(x5451)+~P2(x5452)+~P2(x5451)+~P19(x5452)+~P19(x5451)+~P3(x5452)+~P3(x5451)+P14(f8(x5451,x5452),x5451,x5452)
% 25.04/25.10 [546]~P1(x5462)+~P1(x5461)+~P39(x5462)+~P39(x5461)+~P44(x5462)+~P44(x5461)+~P2(x5462)+~P2(x5461)+~P19(x5462)+~P19(x5461)+~P3(x5462)+~P3(x5461)+P34(f8(x5461,x5462),x5461,x5462)
% 25.04/25.10 [547]~P1(x5472)+~P1(x5471)+~P39(x5472)+~P39(x5471)+~P44(x5472)+~P44(x5471)+~P2(x5472)+~P2(x5471)+~P19(x5472)+~P19(x5471)+~P3(x5472)+~P3(x5471)+P17(f8(x5471,x5472),f37(x5471),f37(x5472))
% 25.04/25.10 [548]~P1(x5482)+~P1(x5481)+~P39(x5482)+~P39(x5481)+~P44(x5482)+~P44(x5481)+~P2(x5482)+~P2(x5481)+~P19(x5482)+~P19(x5481)+~P3(x5482)+~P3(x5481)+P9(f8(x5481,x5482),f37(x5481),f37(x5482))
% 25.04/25.10 [626]~P1(x6261)+~P39(x6261)+~P44(x6261)+~P2(x6261)+~P19(x6261)+~P40(x6261)+~P3(x6261)+~P4(x6262)+~P55(x6262,x6261)+~P32(x6262,x6261,x6261)+~P17(x6262,f37(x6261),f37(x6261))+~P9(x6262,f37(x6261),f37(x6261))+P1(f41(x6261,x6261,x6262))
% 25.04/25.10 [627]~P1(x6271)+~P39(x6271)+~P44(x6271)+~P2(x6271)+~P19(x6271)+~P40(x6271)+~P3(x6271)+~P4(x6272)+~P55(x6272,x6271)+~P32(x6272,x6271,x6271)+~P17(x6272,f37(x6271),f37(x6271))+~P9(x6272,f37(x6271),f37(x6271))+P39(f41(x6271,x6271,x6272))
% 25.04/25.10 [628]~P1(x6281)+~P39(x6281)+~P44(x6281)+~P2(x6281)+~P19(x6281)+~P40(x6281)+~P3(x6281)+~P4(x6282)+~P55(x6282,x6281)+~P32(x6282,x6281,x6281)+~P17(x6282,f37(x6281),f37(x6281))+~P9(x6282,f37(x6281),f37(x6281))+P44(f41(x6281,x6281,x6282))
% 25.04/25.10 [629]~P1(x6291)+~P39(x6291)+~P44(x6291)+~P2(x6291)+~P19(x6291)+~P40(x6291)+~P3(x6291)+~P4(x6292)+~P55(x6292,x6291)+~P32(x6292,x6291,x6291)+~P17(x6292,f37(x6291),f37(x6291))+~P9(x6292,f37(x6291),f37(x6291))+P19(f41(x6291,x6291,x6292))
% 25.04/25.10 [630]~P1(x6301)+~P39(x6301)+~P44(x6301)+~P2(x6301)+~P19(x6301)+~P40(x6301)+~P3(x6301)+~P4(x6302)+~P55(x6302,x6301)+~P32(x6302,x6301,x6301)+~P17(x6302,f37(x6301),f37(x6301))+~P9(x6302,f37(x6301),f37(x6301))+P20(f41(x6301,x6301,x6302))
% 25.04/25.10 [631]~P1(x6311)+~P39(x6311)+~P44(x6311)+~P2(x6311)+~P19(x6311)+~P40(x6311)+~P3(x6311)+~P4(x6312)+~P55(x6312,x6311)+~P32(x6312,x6311,x6311)+~P17(x6312,f37(x6311),f37(x6311))+~P9(x6312,f37(x6311),f37(x6311))+P51(f41(x6311,x6311,x6312),x6311)
% 25.04/25.10 [632]~P1(x6321)+~P39(x6321)+~P44(x6321)+~P2(x6321)+~P19(x6321)+~P40(x6321)+~P3(x6321)+~P4(x6322)+~P55(x6322,x6321)+~P32(x6322,x6321,x6321)+~P17(x6322,f37(x6321),f37(x6321))+~P9(x6322,f37(x6321),f37(x6321))+P53(f41(x6321,x6321,x6322),x6321)
% 25.04/25.10 [633]~P1(x6331)+~P39(x6331)+~P44(x6331)+~P2(x6331)+~P19(x6331)+~P40(x6331)+~P3(x6331)+~P4(x6332)+~P55(x6332,x6331)+~P32(x6332,x6331,x6331)+~P17(x6332,f37(x6331),f37(x6331))+~P9(x6332,f37(x6331),f37(x6331))+P57(f41(x6331,x6331,x6332),x6331)
% 25.04/25.10 [634]~P1(x6341)+~P39(x6341)+~P44(x6341)+~P2(x6341)+~P19(x6341)+~P40(x6341)+~P3(x6341)+~P4(x6342)+~P55(x6342,x6341)+~P32(x6342,x6341,x6341)+~P17(x6342,f37(x6341),f37(x6341))+~P9(x6342,f37(x6341),f37(x6341))+P61(f41(x6341,x6341,x6342),x6341)
% 25.04/25.10 [635]~P1(x6351)+~P39(x6351)+~P44(x6351)+~P2(x6351)+~P19(x6351)+~P40(x6351)+~P3(x6351)+~P4(x6352)+~P55(x6352,x6351)+~P32(x6352,x6351,x6351)+~P17(x6352,f37(x6351),f37(x6351))+~P9(x6352,f37(x6351),f37(x6351))+P47(f41(x6351,x6351,x6352),x6351)
% 25.04/25.10 [656]~P39(x6561)+~P44(x6561)+~P2(x6561)+~P19(x6561)+~P40(x6561)+~P3(x6561)+~P55(x6562,x6561)+~P32(x6562,x6561,x6561)+~P1(x6561)+~P4(x6562)+~P17(x6562,f37(x6561),f37(x6561))+~P9(x6562,f37(x6561),f37(x6561))+~P46(f41(x6561,x6561,x6562))
% 25.04/25.10 [692]~P1(x6921)+~P39(x6921)+~P44(x6921)+~P2(x6921)+~P19(x6921)+~P40(x6921)+~P3(x6921)+~P4(x6922)+~P55(x6922,x6921)+~P17(x6922,f37(x6921),f37(x6921))+~P10(x6922,f37(x6921),f37(x6921))+P32(f44(x6921,x6921,x6922),f41(x6921,x6921,x6922),x6921)+~P51(f41(x6921,x6921,x6922),x6921)
% 25.04/25.10 [693]~P1(x6931)+~P39(x6931)+~P44(x6931)+~P2(x6931)+~P19(x6931)+~P40(x6931)+~P3(x6931)+~P4(x6932)+~P55(x6932,x6931)+~P17(x6932,f37(x6931),f37(x6931))+~P10(x6932,f37(x6931),f37(x6931))+~P32(f44(x6931,x6931,x6932),f41(x6931,x6931,x6932),x6931)+P51(f41(x6931,x6931,x6932),x6931)
% 25.04/25.10 [572]~P1(x5721)+~P1(x5722)+~P44(x5721)+~P44(x5722)+~P3(x5721)+~P3(x5722)+~P24(x5723)+~P32(x5723,x5722,x5721)+P46(x5721)+P46(x5722)+~P4(x5723)+~P17(x5723,f37(x5722),f37(x5721))+~P9(x5723,f37(x5722),f37(x5721))
% 25.04/25.10 [601]~P1(x6011)+~P1(x6012)+~P44(x6011)+~P44(x6012)+~P3(x6011)+~P3(x6012)+~P4(x6013)+~P32(x6013,x6012,x6011)+P46(x6011)+P58(x6013,x6012,x6011)+P46(x6012)+~P17(x6013,f37(x6012),f37(x6011))+~P9(x6013,f37(x6012),f37(x6011))
% 25.04/25.10 [608]~P1(x6081)+~P1(x6082)+~P44(x6081)+~P44(x6082)+~P3(x6081)+~P3(x6082)+~P4(x6083)+~P32(x6083,x6082,x6081)+P46(x6081)+P46(x6082)+~P17(x6083,f37(x6082),f37(x6081))+~P9(x6083,f37(x6082),f37(x6081))+P27(x6083,f37(x6082),f37(x6081))
% 25.04/25.10 [573]~P1(x5731)+~P1(x5732)+~P39(x5731)+~P39(x5732)+~P44(x5731)+~P44(x5732)+~P3(x5731)+~P3(x5732)+~P24(x5733)+~P54(x5733,x5732,x5731)+P46(x5731)+P46(x5732)+~P4(x5733)+~P17(x5733,f37(x5732),f37(x5731))+~P9(x5733,f37(x5732),f37(x5731))
% 25.04/25.10 [574]~P1(x5741)+~P1(x5742)+~P39(x5741)+~P39(x5742)+~P44(x5741)+~P44(x5742)+~P3(x5741)+~P3(x5742)+~P24(x5743)+~P59(x5743,x5741,x5742)+P46(x5741)+P46(x5742)+~P4(x5743)+~P17(x5743,f37(x5742),f37(x5741))+~P9(x5743,f37(x5742),f37(x5741))
% 25.04/25.10 [609]~P1(x6091)+~P1(x6092)+~P39(x6091)+~P39(x6092)+~P44(x6091)+~P44(x6092)+~P3(x6091)+~P3(x6092)+~P4(x6093)+~P59(x6093,x6091,x6092)+P46(x6091)+P32(x6093,x6092,x6091)+P46(x6092)+~P17(x6093,f37(x6092),f37(x6091))+~P9(x6093,f37(x6092),f37(x6091))
% 25.04/25.10 [610]~P1(x6101)+~P1(x6102)+~P39(x6101)+~P39(x6102)+~P44(x6101)+~P44(x6102)+~P3(x6101)+~P3(x6102)+~P4(x6103)+~P54(x6103,x6102,x6101)+P46(x6101)+P14(x6103,x6102,x6101)+P46(x6102)+~P17(x6103,f37(x6102),f37(x6101))+~P9(x6103,f37(x6102),f37(x6101))
% 25.04/25.10 [611]~P1(x6111)+~P1(x6112)+~P39(x6111)+~P39(x6112)+~P44(x6111)+~P44(x6112)+~P3(x6111)+~P3(x6112)+~P4(x6113)+~P54(x6113,x6112,x6111)+P46(x6111)+P15(x6113,x6112,x6111)+P46(x6112)+~P17(x6113,f37(x6112),f37(x6111))+~P9(x6113,f37(x6112),f37(x6111))
% 25.04/25.10 [612]~P1(x6121)+~P1(x6122)+~P39(x6121)+~P39(x6122)+~P44(x6121)+~P44(x6122)+~P3(x6121)+~P3(x6122)+~P4(x6123)+~P54(x6123,x6122,x6121)+P46(x6121)+P33(x6123,x6122,x6121)+P46(x6122)+~P17(x6123,f37(x6122),f37(x6121))+~P9(x6123,f37(x6122),f37(x6121))
% 25.04/25.10 [613]~P1(x6131)+~P1(x6132)+~P39(x6131)+~P39(x6132)+~P44(x6131)+~P44(x6132)+~P3(x6131)+~P3(x6132)+~P4(x6133)+~P59(x6133,x6131,x6132)+P46(x6131)+P16(x6133,x6132,x6131)+P46(x6132)+~P17(x6133,f37(x6132),f37(x6131))+~P9(x6133,f37(x6132),f37(x6131))
% 25.04/25.10 [614]~P1(x6141)+~P1(x6142)+~P39(x6141)+~P39(x6142)+~P44(x6141)+~P44(x6142)+~P3(x6141)+~P3(x6142)+~P4(x6143)+~P59(x6143,x6141,x6142)+P46(x6141)+P34(x6143,x6142,x6141)+P46(x6142)+~P17(x6143,f37(x6142),f37(x6141))+~P9(x6143,f37(x6142),f37(x6141))
% 25.04/25.10 [615]~P1(x6153)+~P1(x6152)+~P39(x6153)+~P39(x6152)+~P44(x6153)+~P44(x6152)+~P19(x6153)+~P19(x6152)+~P3(x6153)+~P3(x6152)+~P4(x6151)+~P14(x6151,x6152,x6153)+P58(x6151,x6152,x6153)+~P17(x6151,f37(x6152),f37(x6153))+~P9(x6151,f37(x6152),f37(x6153))
% 25.04/25.10 [616]~P1(x6161)+~P1(x6162)+~P39(x6161)+~P39(x6162)+~P44(x6161)+~P44(x6162)+~P3(x6161)+~P3(x6162)+~P4(x6163)+~P54(x6163,x6162,x6161)+P46(x6161)+P46(x6162)+~P17(x6163,f37(x6162),f37(x6161))+~P9(x6163,f37(x6162),f37(x6161))+P27(x6163,f37(x6162),f37(x6161))
% 25.04/25.10 [617]~P1(x6171)+~P1(x6172)+~P39(x6171)+~P39(x6172)+~P44(x6171)+~P44(x6172)+~P3(x6171)+~P3(x6172)+~P4(x6173)+~P59(x6173,x6171,x6172)+P46(x6171)+P46(x6172)+~P17(x6173,f37(x6172),f37(x6171))+~P9(x6173,f37(x6172),f37(x6171))+P27(x6173,f37(x6172),f37(x6171))
% 25.04/25.10 [603]~P1(x6032)+~P1(x6031)+~P39(x6032)+~P39(x6031)+~P44(x6032)+~P44(x6031)+~P2(x6032)+~P2(x6031)+~P19(x6032)+~P19(x6031)+~P3(x6032)+~P3(x6031)+~P4(x6033)+~P17(x6033,f37(x6031),f37(x6032))+~P9(x6033,f37(x6031),f37(x6032))+P4(f36(x6031,x6032,x6033))
% 25.04/25.10 [604]~P1(x6042)+~P1(x6041)+~P39(x6042)+~P39(x6041)+~P44(x6042)+~P44(x6041)+~P2(x6042)+~P2(x6041)+~P19(x6042)+~P19(x6041)+~P3(x6042)+~P3(x6041)+~P4(x6043)+~P17(x6043,f37(x6042),f37(x6041))+~P9(x6043,f37(x6042),f37(x6041))+P4(f40(x6041,x6042,x6043))
% 25.04/25.10 [622]~P1(x6222)+~P1(x6221)+~P39(x6222)+~P39(x6221)+~P44(x6222)+~P44(x6221)+~P2(x6222)+~P2(x6221)+~P19(x6222)+~P19(x6221)+~P3(x6222)+~P3(x6221)+~P4(x6223)+~P17(x6223,f37(x6221),f37(x6222))+~P9(x6223,f37(x6221),f37(x6222))+P17(f36(x6221,x6222,x6223),f37(x6222),f37(x6221))
% 25.04/25.10 [623]~P1(x6232)+~P1(x6231)+~P39(x6232)+~P39(x6231)+~P44(x6232)+~P44(x6231)+~P2(x6232)+~P2(x6231)+~P19(x6232)+~P19(x6231)+~P3(x6232)+~P3(x6231)+~P4(x6233)+~P17(x6233,f37(x6232),f37(x6231))+~P9(x6233,f37(x6232),f37(x6231))+P17(f40(x6231,x6232,x6233),f37(x6231),f37(x6232))
% 25.04/25.10 [624]~P1(x6242)+~P1(x6241)+~P39(x6242)+~P39(x6241)+~P44(x6242)+~P44(x6241)+~P2(x6242)+~P2(x6241)+~P19(x6242)+~P19(x6241)+~P3(x6242)+~P3(x6241)+~P4(x6243)+~P17(x6243,f37(x6241),f37(x6242))+~P9(x6243,f37(x6241),f37(x6242))+P10(f36(x6241,x6242,x6243),f37(x6242),f37(x6241))
% 25.04/25.10 [625]~P1(x6252)+~P1(x6251)+~P39(x6252)+~P39(x6251)+~P44(x6252)+~P44(x6251)+~P2(x6252)+~P2(x6251)+~P19(x6252)+~P19(x6251)+~P3(x6252)+~P3(x6251)+~P4(x6253)+~P17(x6253,f37(x6252),f37(x6251))+~P9(x6253,f37(x6252),f37(x6251))+P10(f40(x6251,x6252,x6253),f37(x6251),f37(x6252))
% 25.04/25.10 [637]~P1(x6372)+~P16(x6373,x6371,x6372)+~P4(x6373)+~P3(x6371)+~P3(x6372)+~P40(x6371)+~P40(x6372)+~P19(x6371)+~P19(x6372)+~P2(x6371)+~P2(x6372)+~P44(x6371)+~P44(x6372)+~P39(x6371)+~P39(x6372)+~P1(x6371)+~P17(x6373,f37(x6371),f37(x6372))+~P9(x6373,f37(x6371),f37(x6372))+P1(f41(x6371,x6372,x6373))
% 25.04/25.10 [638]~P1(x6382)+~P16(x6383,x6381,x6382)+~P4(x6383)+~P3(x6381)+~P3(x6382)+~P40(x6381)+~P40(x6382)+~P19(x6381)+~P19(x6382)+~P2(x6381)+~P2(x6382)+~P44(x6381)+~P44(x6382)+~P39(x6381)+~P39(x6382)+~P1(x6381)+~P17(x6383,f37(x6381),f37(x6382))+~P9(x6383,f37(x6381),f37(x6382))+P39(f41(x6381,x6382,x6383))
% 25.04/25.10 [639]~P1(x6392)+~P16(x6393,x6391,x6392)+~P4(x6393)+~P3(x6391)+~P3(x6392)+~P40(x6391)+~P40(x6392)+~P19(x6391)+~P19(x6392)+~P2(x6391)+~P2(x6392)+~P44(x6391)+~P44(x6392)+~P39(x6391)+~P39(x6392)+~P1(x6391)+~P17(x6393,f37(x6391),f37(x6392))+~P9(x6393,f37(x6391),f37(x6392))+P44(f41(x6391,x6392,x6393))
% 25.04/25.10 [640]~P1(x6402)+~P16(x6403,x6401,x6402)+~P4(x6403)+~P3(x6401)+~P3(x6402)+~P40(x6401)+~P40(x6402)+~P19(x6401)+~P19(x6402)+~P2(x6401)+~P2(x6402)+~P44(x6401)+~P44(x6402)+~P39(x6401)+~P39(x6402)+~P1(x6401)+~P17(x6403,f37(x6401),f37(x6402))+~P9(x6403,f37(x6401),f37(x6402))+P2(f41(x6401,x6402,x6403))
% 25.04/25.10 [641]~P1(x6412)+~P16(x6413,x6411,x6412)+~P4(x6413)+~P3(x6411)+~P3(x6412)+~P40(x6411)+~P40(x6412)+~P19(x6411)+~P19(x6412)+~P2(x6411)+~P2(x6412)+~P44(x6411)+~P44(x6412)+~P39(x6411)+~P39(x6412)+~P1(x6411)+~P17(x6413,f37(x6411),f37(x6412))+~P9(x6413,f37(x6411),f37(x6412))+P19(f41(x6411,x6412,x6413))
% 25.04/25.10 [642]~P1(x6422)+~P16(x6423,x6421,x6422)+~P4(x6423)+~P3(x6421)+~P3(x6422)+~P40(x6421)+~P40(x6422)+~P19(x6421)+~P19(x6422)+~P2(x6421)+~P2(x6422)+~P44(x6421)+~P44(x6422)+~P39(x6421)+~P39(x6422)+~P1(x6421)+~P17(x6423,f37(x6421),f37(x6422))+~P9(x6423,f37(x6421),f37(x6422))+P40(f41(x6421,x6422,x6423))
% 25.04/25.10 [645]~P1(x6452)+~P16(x6453,x6451,x6452)+~P4(x6453)+~P3(x6451)+~P3(x6452)+~P40(x6451)+~P40(x6452)+~P19(x6451)+~P19(x6452)+~P2(x6451)+~P2(x6452)+~P44(x6451)+~P44(x6452)+~P39(x6451)+~P39(x6452)+~P1(x6451)+~P17(x6453,f37(x6451),f37(x6452))+~P9(x6453,f37(x6451),f37(x6452))+P20(f41(x6451,x6452,x6453))
% 25.04/25.10 [646]~P1(x6462)+~P16(x6463,x6461,x6462)+~P4(x6463)+~P3(x6461)+~P3(x6462)+~P40(x6461)+~P40(x6462)+~P19(x6461)+~P19(x6462)+~P2(x6461)+~P2(x6462)+~P44(x6461)+~P44(x6462)+~P39(x6461)+~P39(x6462)+~P1(x6461)+~P17(x6463,f37(x6461),f37(x6462))+~P9(x6463,f37(x6461),f37(x6462))+P22(f41(x6461,x6462,x6463))
% 25.04/25.10 [647]~P1(x6472)+~P16(x6473,x6471,x6472)+~P4(x6473)+~P3(x6471)+~P3(x6472)+~P40(x6471)+~P40(x6472)+~P19(x6471)+~P19(x6472)+~P2(x6471)+~P2(x6472)+~P44(x6471)+~P44(x6472)+~P39(x6471)+~P39(x6472)+~P1(x6471)+~P17(x6473,f37(x6471),f37(x6472))+~P9(x6473,f37(x6471),f37(x6472))+P35(f41(x6471,x6472,x6473))
% 25.04/25.10 [648]~P1(x6482)+~P16(x6483,x6481,x6482)+~P4(x6483)+~P3(x6481)+~P3(x6482)+~P40(x6481)+~P40(x6482)+~P19(x6481)+~P19(x6482)+~P2(x6481)+~P2(x6482)+~P44(x6481)+~P44(x6482)+~P39(x6481)+~P39(x6482)+~P1(x6481)+~P17(x6483,f37(x6481),f37(x6482))+~P9(x6483,f37(x6481),f37(x6482))+P23(f41(x6481,x6482,x6483))
% 25.04/25.10 [649]~P1(x6492)+~P16(x6493,x6491,x6492)+~P4(x6493)+~P3(x6491)+~P3(x6492)+~P40(x6491)+~P40(x6492)+~P19(x6491)+~P19(x6492)+~P2(x6491)+~P2(x6492)+~P44(x6491)+~P44(x6492)+~P39(x6491)+~P39(x6492)+~P1(x6491)+~P17(x6493,f37(x6491),f37(x6492))+~P9(x6493,f37(x6491),f37(x6492))+P41(f41(x6491,x6492,x6493))
% 25.04/25.10 [650]~P1(x6502)+~P16(x6503,x6501,x6502)+~P4(x6503)+~P3(x6501)+~P3(x6502)+~P40(x6501)+~P40(x6502)+~P19(x6501)+~P19(x6502)+~P2(x6501)+~P2(x6502)+~P44(x6501)+~P44(x6502)+~P39(x6501)+~P39(x6502)+~P1(x6501)+~P17(x6503,f37(x6501),f37(x6502))+~P9(x6503,f37(x6501),f37(x6502))+P48(f41(x6501,x6502,x6503))
% 25.04/25.10 [651]~P1(x6512)+~P15(x6513,x6511,x6512)+~P4(x6513)+~P3(x6511)+~P3(x6512)+~P40(x6511)+~P40(x6512)+~P19(x6511)+~P19(x6512)+~P2(x6511)+~P2(x6512)+~P44(x6511)+~P44(x6512)+~P39(x6511)+~P39(x6512)+~P1(x6511)+~P17(x6513,f37(x6511),f37(x6512))+~P9(x6513,f37(x6511),f37(x6512))+P25(f36(x6511,x6512,x6513))
% 25.04/25.10 [652]~P1(x6522)+~P16(x6523,x6522,x6521)+~P4(x6523)+~P3(x6521)+~P3(x6522)+~P40(x6521)+~P40(x6522)+~P19(x6521)+~P19(x6522)+~P2(x6521)+~P2(x6522)+~P44(x6521)+~P44(x6522)+~P39(x6521)+~P39(x6522)+~P1(x6521)+~P17(x6523,f37(x6522),f37(x6521))+~P9(x6523,f37(x6522),f37(x6521))+P25(f40(x6521,x6522,x6523))
% 25.04/25.10 [654]~P1(x6542)+~P16(x6543,x6541,x6542)+~P4(x6543)+~P3(x6541)+~P3(x6542)+~P40(x6541)+~P40(x6542)+~P19(x6541)+~P19(x6542)+~P2(x6541)+~P2(x6542)+~P44(x6541)+~P44(x6542)+~P39(x6541)+~P39(x6542)+~P1(x6541)+~P17(x6543,f37(x6541),f37(x6542))+~P9(x6543,f37(x6541),f37(x6542))+P53(f41(x6541,x6542,x6543),x6542)
% 25.04/25.10 [659]~P1(x6592)+~P15(x6593,x6591,x6592)+~P4(x6593)+~P3(x6591)+~P3(x6592)+~P40(x6591)+~P40(x6592)+~P19(x6591)+~P19(x6592)+~P2(x6591)+~P2(x6592)+~P44(x6591)+~P44(x6592)+~P39(x6591)+~P39(x6592)+~P1(x6591)+~P17(x6593,f37(x6591),f37(x6592))+~P9(x6593,f37(x6591),f37(x6592))+P58(f36(x6591,x6592,x6593),x6592,x6591)
% 25.04/25.10 [660]~P1(x6602)+~P16(x6603,x6602,x6601)+~P4(x6603)+~P3(x6601)+~P3(x6602)+~P40(x6601)+~P40(x6602)+~P19(x6601)+~P19(x6602)+~P2(x6601)+~P2(x6602)+~P44(x6601)+~P44(x6602)+~P39(x6601)+~P39(x6602)+~P1(x6601)+~P17(x6603,f37(x6602),f37(x6601))+~P9(x6603,f37(x6602),f37(x6601))+P58(f40(x6601,x6602,x6603),x6601,x6602)
% 25.04/25.10 [661]~P1(x6612)+~P15(x6613,x6611,x6612)+~P4(x6613)+~P3(x6611)+~P3(x6612)+~P40(x6611)+~P40(x6612)+~P19(x6611)+~P19(x6612)+~P2(x6611)+~P2(x6612)+~P44(x6611)+~P44(x6612)+~P39(x6611)+~P39(x6612)+~P1(x6611)+~P17(x6613,f37(x6611),f37(x6612))+~P9(x6613,f37(x6611),f37(x6612))+P32(f36(x6611,x6612,x6613),x6612,x6611)
% 25.04/25.10 [662]~P1(x6622)+~P16(x6623,x6622,x6621)+~P4(x6623)+~P3(x6621)+~P3(x6622)+~P40(x6621)+~P40(x6622)+~P19(x6621)+~P19(x6622)+~P2(x6621)+~P2(x6622)+~P44(x6621)+~P44(x6622)+~P39(x6621)+~P39(x6622)+~P1(x6621)+~P17(x6623,f37(x6622),f37(x6621))+~P9(x6623,f37(x6622),f37(x6621))+P14(f40(x6621,x6622,x6623),x6621,x6622)
% 25.04/25.10 [663]~P1(x6632)+~P16(x6633,x6632,x6631)+~P4(x6633)+~P3(x6631)+~P3(x6632)+~P40(x6631)+~P40(x6632)+~P19(x6631)+~P19(x6632)+~P2(x6631)+~P2(x6632)+~P44(x6631)+~P44(x6632)+~P39(x6631)+~P39(x6632)+~P1(x6631)+~P17(x6633,f37(x6632),f37(x6631))+~P9(x6633,f37(x6632),f37(x6631))+P54(f40(x6631,x6632,x6633),x6631,x6632)
% 25.04/25.10 [664]~P1(x6642)+~P16(x6643,x6642,x6641)+~P4(x6643)+~P3(x6641)+~P3(x6642)+~P40(x6641)+~P40(x6642)+~P19(x6641)+~P19(x6642)+~P2(x6641)+~P2(x6642)+~P44(x6641)+~P44(x6642)+~P39(x6641)+~P39(x6642)+~P1(x6641)+~P17(x6643,f37(x6642),f37(x6641))+~P9(x6643,f37(x6642),f37(x6641))+P15(f40(x6641,x6642,x6643),x6641,x6642)
% 25.04/25.10 [665]~P1(x6652)+~P16(x6653,x6652,x6651)+~P4(x6653)+~P3(x6651)+~P3(x6652)+~P40(x6651)+~P40(x6652)+~P19(x6651)+~P19(x6652)+~P2(x6651)+~P2(x6652)+~P44(x6651)+~P44(x6652)+~P39(x6651)+~P39(x6652)+~P1(x6651)+~P17(x6653,f37(x6652),f37(x6651))+~P9(x6653,f37(x6652),f37(x6651))+P33(f40(x6651,x6652,x6653),x6651,x6652)
% 25.04/25.10 [666]~P1(x6662)+~P15(x6663,x6661,x6662)+~P4(x6663)+~P3(x6661)+~P3(x6662)+~P40(x6661)+~P40(x6662)+~P19(x6661)+~P19(x6662)+~P2(x6661)+~P2(x6662)+~P44(x6661)+~P44(x6662)+~P39(x6661)+~P39(x6662)+~P1(x6661)+~P17(x6663,f37(x6661),f37(x6662))+~P9(x6663,f37(x6661),f37(x6662))+P59(f36(x6661,x6662,x6663),x6661,x6662)
% 25.04/25.10 [667]~P1(x6672)+~P15(x6673,x6671,x6672)+~P4(x6673)+~P3(x6671)+~P3(x6672)+~P40(x6671)+~P40(x6672)+~P19(x6671)+~P19(x6672)+~P2(x6671)+~P2(x6672)+~P44(x6671)+~P44(x6672)+~P39(x6671)+~P39(x6672)+~P1(x6671)+~P17(x6673,f37(x6671),f37(x6672))+~P9(x6673,f37(x6671),f37(x6672))+P16(f36(x6671,x6672,x6673),x6672,x6671)
% 25.04/25.10 [668]~P1(x6682)+~P15(x6683,x6681,x6682)+~P4(x6683)+~P3(x6681)+~P3(x6682)+~P40(x6681)+~P40(x6682)+~P19(x6681)+~P19(x6682)+~P2(x6681)+~P2(x6682)+~P44(x6681)+~P44(x6682)+~P39(x6681)+~P39(x6682)+~P1(x6681)+~P17(x6683,f37(x6681),f37(x6682))+~P9(x6683,f37(x6681),f37(x6682))+P34(f36(x6681,x6682,x6683),x6682,x6681)
% 25.04/25.10 [671]~P1(x6712)+~P15(x6713,x6711,x6712)+~P4(x6713)+~P3(x6711)+~P3(x6712)+~P40(x6711)+~P40(x6712)+~P19(x6711)+~P19(x6712)+~P2(x6711)+~P2(x6712)+~P44(x6711)+~P44(x6712)+~P39(x6711)+~P39(x6712)+~P1(x6711)+~P17(x6713,f37(x6711),f37(x6712))+~P9(x6713,f37(x6711),f37(x6712))+P27(f36(x6711,x6712,x6713),f37(x6712),f37(x6711))
% 25.04/25.10 [672]~P1(x6722)+~P16(x6723,x6722,x6721)+~P4(x6723)+~P3(x6721)+~P3(x6722)+~P40(x6721)+~P40(x6722)+~P19(x6721)+~P19(x6722)+~P2(x6721)+~P2(x6722)+~P44(x6721)+~P44(x6722)+~P39(x6721)+~P39(x6722)+~P1(x6721)+~P17(x6723,f37(x6722),f37(x6721))+~P9(x6723,f37(x6722),f37(x6721))+P27(f40(x6721,x6722,x6723),f37(x6721),f37(x6722))
% 25.04/25.10 [673]~P39(x6731)+~P39(x6732)+~P44(x6731)+~P44(x6732)+~P2(x6731)+~P2(x6732)+~P19(x6731)+~P19(x6732)+~P40(x6731)+~P40(x6732)+~P3(x6731)+~P3(x6732)+~P15(x6733,x6732,x6731)+~P1(x6731)+~P1(x6732)+~P4(x6733)+~P17(x6733,f37(x6732),f37(x6731))+~P9(x6733,f37(x6732),f37(x6731))+~P24(f36(x6732,x6731,x6733))
% 25.04/25.10 [674]~P39(x6741)+~P39(x6742)+~P44(x6741)+~P44(x6742)+~P2(x6741)+~P2(x6742)+~P19(x6741)+~P19(x6742)+~P40(x6741)+~P40(x6742)+~P3(x6741)+~P3(x6742)+~P16(x6743,x6741,x6742)+~P1(x6741)+~P1(x6742)+~P4(x6743)+~P17(x6743,f37(x6741),f37(x6742))+~P9(x6743,f37(x6741),f37(x6742))+~P24(f40(x6742,x6741,x6743))
% 25.04/25.10 [675]~P39(x6751)+~P39(x6752)+~P44(x6751)+~P44(x6752)+~P2(x6751)+~P2(x6752)+~P19(x6751)+~P19(x6752)+~P40(x6751)+~P40(x6752)+~P3(x6751)+~P3(x6752)+~P16(x6753,x6752,x6751)+~P1(x6751)+~P1(x6752)+~P4(x6753)+~P17(x6753,f37(x6752),f37(x6751))+~P9(x6753,f37(x6752),f37(x6751))+~P46(f41(x6752,x6751,x6753))
% 25.04/25.10 [688]~P1(x6883)+~P15(x6881,x6882,x6883)+~P4(x6881)+~P3(x6882)+~P3(x6883)+~P45(x6883)+~P40(x6882)+~P40(x6883)+~P19(x6882)+~P19(x6883)+~P2(x6882)+~P2(x6883)+~P44(x6882)+~P44(x6883)+~P39(x6882)+~P39(x6883)+~P1(x6882)+P32(x6881,x6882,x6883)+~P17(x6881,f37(x6882),f37(x6883))+~P10(x6881,f37(x6882),f37(x6883))+~P28(f36(x6882,x6883,x6881),x6883,x6882)
% 25.04/25.10 %EqnAxiom
% 25.04/25.10 [1]E(x11,x11)
% 25.04/25.10 [2]E(x22,x21)+~E(x21,x22)
% 25.04/25.10 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33)
% 25.04/25.10 [4]~E(x41,x42)+E(f30(x41),f30(x42))
% 25.04/25.10 [5]~E(x51,x52)+E(f37(x51),f37(x52))
% 25.04/25.10 [6]~E(x61,x62)+E(f41(x61,x63,x64),f41(x62,x63,x64))
% 25.04/25.10 [7]~E(x71,x72)+E(f41(x73,x71,x74),f41(x73,x72,x74))
% 25.04/25.10 [8]~E(x81,x82)+E(f41(x83,x84,x81),f41(x83,x84,x82))
% 25.04/25.10 [9]~E(x91,x92)+E(f44(x91,x93,x94),f44(x92,x93,x94))
% 25.04/25.10 [10]~E(x101,x102)+E(f44(x103,x101,x104),f44(x103,x102,x104))
% 25.04/25.10 [11]~E(x111,x112)+E(f44(x113,x114,x111),f44(x113,x114,x112))
% 25.04/25.10 [12]~E(x121,x122)+E(f38(x121,x123,x124),f38(x122,x123,x124))
% 25.04/25.10 [13]~E(x131,x132)+E(f38(x133,x131,x134),f38(x133,x132,x134))
% 25.04/25.10 [14]~E(x141,x142)+E(f38(x143,x144,x141),f38(x143,x144,x142))
% 25.04/25.10 [15]~E(x151,x152)+E(f32(x151,x153),f32(x152,x153))
% 25.04/25.10 [16]~E(x161,x162)+E(f32(x163,x161),f32(x163,x162))
% 25.04/25.10 [17]~E(x171,x172)+E(f31(x171,x173),f31(x172,x173))
% 25.04/25.10 [18]~E(x181,x182)+E(f31(x183,x181),f31(x183,x182))
% 25.04/25.10 [19]~E(x191,x192)+E(f10(x191,x193),f10(x192,x193))
% 25.04/25.10 [20]~E(x201,x202)+E(f10(x203,x201),f10(x203,x202))
% 25.04/25.10 [21]~E(x211,x212)+E(f39(x211),f39(x212))
% 25.04/25.10 [22]~E(x221,x222)+E(f35(x221,x223),f35(x222,x223))
% 25.04/25.10 [23]~E(x231,x232)+E(f35(x233,x231),f35(x233,x232))
% 25.04/25.10 [24]~E(x241,x242)+E(f20(x241),f20(x242))
% 25.04/25.10 [25]~E(x251,x252)+E(f25(x251),f25(x252))
% 25.04/25.10 [26]~E(x261,x262)+E(f42(x261),f42(x262))
% 25.04/25.10 [27]~E(x271,x272)+E(f9(x271),f9(x272))
% 25.04/25.10 [28]~E(x281,x282)+E(f28(x281,x283),f28(x282,x283))
% 25.04/25.10 [29]~E(x291,x292)+E(f28(x293,x291),f28(x293,x292))
% 25.04/25.10 [30]~E(x301,x302)+E(f22(x301),f22(x302))
% 25.04/25.10 [31]~E(x311,x312)+E(f40(x311,x313,x314),f40(x312,x313,x314))
% 25.04/25.10 [32]~E(x321,x322)+E(f40(x323,x321,x324),f40(x323,x322,x324))
% 25.04/25.10 [33]~E(x331,x332)+E(f40(x333,x334,x331),f40(x333,x334,x332))
% 25.04/25.10 [34]~E(x341,x342)+E(f36(x341,x343,x344),f36(x342,x343,x344))
% 25.04/25.10 [35]~E(x351,x352)+E(f36(x353,x351,x354),f36(x353,x352,x354))
% 25.04/25.10 [36]~E(x361,x362)+E(f36(x363,x364,x361),f36(x363,x364,x362))
% 25.04/25.10 [37]~E(x371,x372)+E(f46(x371),f46(x372))
% 25.04/25.10 [38]~E(x381,x382)+E(f24(x381,x383),f24(x382,x383))
% 25.04/25.10 [39]~E(x391,x392)+E(f24(x393,x391),f24(x393,x392))
% 25.04/25.10 [40]~E(x401,x402)+E(f11(x401),f11(x402))
% 25.04/25.10 [41]~E(x411,x412)+E(f8(x411,x413),f8(x412,x413))
% 25.04/25.10 [42]~E(x421,x422)+E(f8(x423,x421),f8(x423,x422))
% 25.04/25.10 [43]~E(x431,x432)+E(f45(x431,x433),f45(x432,x433))
% 25.04/25.10 [44]~E(x441,x442)+E(f45(x443,x441),f45(x443,x442))
% 25.04/25.10 [45]~E(x451,x452)+E(f26(x451),f26(x452))
% 25.04/25.10 [46]~E(x461,x462)+E(f43(x461,x463),f43(x462,x463))
% 25.04/25.10 [47]~E(x471,x472)+E(f43(x473,x471),f43(x473,x472))
% 25.04/25.10 [48]~E(x481,x482)+E(f15(x481),f15(x482))
% 25.04/25.10 [49]~E(x491,x492)+E(f14(x491),f14(x492))
% 25.04/25.10 [50]~E(x501,x502)+E(f33(x501),f33(x502))
% 25.04/25.10 [51]~E(x511,x512)+E(f23(x511),f23(x512))
% 25.04/25.10 [52]~E(x521,x522)+E(f27(x521),f27(x522))
% 25.04/25.10 [53]~P1(x531)+P1(x532)+~E(x531,x532)
% 25.04/25.10 [54]P32(x542,x543,x544)+~E(x541,x542)+~P32(x541,x543,x544)
% 25.04/25.10 [55]P32(x553,x552,x554)+~E(x551,x552)+~P32(x553,x551,x554)
% 25.04/25.10 [56]P32(x563,x564,x562)+~E(x561,x562)+~P32(x563,x564,x561)
% 25.04/25.10 [57]P10(x572,x573,x574)+~E(x571,x572)+~P10(x571,x573,x574)
% 25.04/25.10 [58]P10(x583,x582,x584)+~E(x581,x582)+~P10(x583,x581,x584)
% 25.04/25.10 [59]P10(x593,x594,x592)+~E(x591,x592)+~P10(x593,x594,x591)
% 25.04/25.10 [60]P17(x602,x603,x604)+~E(x601,x602)+~P17(x601,x603,x604)
% 25.04/25.10 [61]P17(x613,x612,x614)+~E(x611,x612)+~P17(x613,x611,x614)
% 25.04/25.10 [62]P17(x623,x624,x622)+~E(x621,x622)+~P17(x623,x624,x621)
% 25.04/25.10 [63]P55(x632,x633)+~E(x631,x632)+~P55(x631,x633)
% 25.04/25.10 [64]P55(x643,x642)+~E(x641,x642)+~P55(x643,x641)
% 25.04/25.10 [65]~P4(x651)+P4(x652)+~E(x651,x652)
% 25.04/25.10 [66]~P39(x661)+P39(x662)+~E(x661,x662)
% 25.04/25.10 [67]~P2(x671)+P2(x672)+~E(x671,x672)
% 25.04/25.10 [68]P15(x682,x683,x684)+~E(x681,x682)+~P15(x681,x683,x684)
% 25.04/25.10 [69]P15(x693,x692,x694)+~E(x691,x692)+~P15(x693,x691,x694)
% 25.04/25.10 [70]P15(x703,x704,x702)+~E(x701,x702)+~P15(x703,x704,x701)
% 25.04/25.10 [71]P9(x712,x713,x714)+~E(x711,x712)+~P9(x711,x713,x714)
% 25.04/25.10 [72]P9(x723,x722,x724)+~E(x721,x722)+~P9(x723,x721,x724)
% 25.04/25.10 [73]P9(x733,x734,x732)+~E(x731,x732)+~P9(x733,x734,x731)
% 25.04/25.10 [74]~P3(x741)+P3(x742)+~E(x741,x742)
% 25.04/25.11 [75]~P46(x751)+P46(x752)+~E(x751,x752)
% 25.04/25.11 [76]~P44(x761)+P44(x762)+~E(x761,x762)
% 25.04/25.11 [77]P61(x772,x773)+~E(x771,x772)+~P61(x771,x773)
% 25.04/25.11 [78]P61(x783,x782)+~E(x781,x782)+~P61(x783,x781)
% 25.04/25.11 [79]P11(x792,x793)+~E(x791,x792)+~P11(x791,x793)
% 25.04/25.11 [80]P11(x803,x802)+~E(x801,x802)+~P11(x803,x801)
% 25.04/25.11 [81]~P19(x811)+P19(x812)+~E(x811,x812)
% 25.04/25.11 [82]~P40(x821)+P40(x822)+~E(x821,x822)
% 25.04/25.11 [83]~P41(x831)+P41(x832)+~E(x831,x832)
% 25.04/25.11 [84]P27(x842,x843,x844)+~E(x841,x842)+~P27(x841,x843,x844)
% 25.04/25.11 [85]P27(x853,x852,x854)+~E(x851,x852)+~P27(x853,x851,x854)
% 25.04/25.11 [86]P27(x863,x864,x862)+~E(x861,x862)+~P27(x863,x864,x861)
% 25.04/25.11 [87]~P20(x871)+P20(x872)+~E(x871,x872)
% 25.04/25.11 [88]P34(x882,x883,x884)+~E(x881,x882)+~P34(x881,x883,x884)
% 25.04/25.11 [89]P34(x893,x892,x894)+~E(x891,x892)+~P34(x893,x891,x894)
% 25.04/25.11 [90]P34(x903,x904,x902)+~E(x901,x902)+~P34(x903,x904,x901)
% 25.04/25.11 [91]~P22(x911)+P22(x912)+~E(x911,x912)
% 25.04/25.11 [92]~P35(x921)+P35(x922)+~E(x921,x922)
% 25.04/25.11 [93]P8(x932,x933)+~E(x931,x932)+~P8(x931,x933)
% 25.04/25.11 [94]P8(x943,x942)+~E(x941,x942)+~P8(x943,x941)
% 25.04/25.11 [95]P31(x952,x953,x954)+~E(x951,x952)+~P31(x951,x953,x954)
% 25.04/25.11 [96]P31(x963,x962,x964)+~E(x961,x962)+~P31(x963,x961,x964)
% 25.04/25.11 [97]P31(x973,x974,x972)+~E(x971,x972)+~P31(x973,x974,x971)
% 25.04/25.11 [98]P16(x982,x983,x984)+~E(x981,x982)+~P16(x981,x983,x984)
% 25.04/25.11 [99]P16(x993,x992,x994)+~E(x991,x992)+~P16(x993,x991,x994)
% 25.04/25.11 [100]P16(x1003,x1004,x1002)+~E(x1001,x1002)+~P16(x1003,x1004,x1001)
% 25.04/25.11 [101]P58(x1012,x1013,x1014)+~E(x1011,x1012)+~P58(x1011,x1013,x1014)
% 25.04/25.11 [102]P58(x1023,x1022,x1024)+~E(x1021,x1022)+~P58(x1023,x1021,x1024)
% 25.04/25.11 [103]P58(x1033,x1034,x1032)+~E(x1031,x1032)+~P58(x1033,x1034,x1031)
% 25.04/25.11 [104]~P25(x1041)+P25(x1042)+~E(x1041,x1042)
% 25.04/25.11 [105]~P23(x1051)+P23(x1052)+~E(x1051,x1052)
% 25.04/25.11 [106]P57(x1062,x1063)+~E(x1061,x1062)+~P57(x1061,x1063)
% 25.04/25.11 [107]P57(x1073,x1072)+~E(x1071,x1072)+~P57(x1073,x1071)
% 25.04/25.11 [108]P53(x1082,x1083)+~E(x1081,x1082)+~P53(x1081,x1083)
% 25.04/25.11 [109]P53(x1093,x1092)+~E(x1091,x1092)+~P53(x1093,x1091)
% 25.04/25.11 [110]~P29(x1101)+P29(x1102)+~E(x1101,x1102)
% 25.04/25.11 [111]~P49(x1111)+P49(x1112)+~E(x1111,x1112)
% 25.04/25.11 [112]~P24(x1121)+P24(x1122)+~E(x1121,x1122)
% 25.04/25.11 [113]~P45(x1131)+P45(x1132)+~E(x1131,x1132)
% 25.04/25.11 [114]~P21(x1141)+P21(x1142)+~E(x1141,x1142)
% 25.04/25.11 [115]~P36(x1151)+P36(x1152)+~E(x1151,x1152)
% 25.04/25.11 [116]~P43(x1161)+P43(x1162)+~E(x1161,x1162)
% 25.04/25.11 [117]P56(x1172,x1173)+~E(x1171,x1172)+~P56(x1171,x1173)
% 25.04/25.11 [118]P56(x1183,x1182)+~E(x1181,x1182)+~P56(x1183,x1181)
% 25.04/25.11 [119]~P30(x1191)+P30(x1192)+~E(x1191,x1192)
% 25.04/25.11 [120]P7(x1202,x1203)+~E(x1201,x1202)+~P7(x1201,x1203)
% 25.04/25.11 [121]P7(x1213,x1212)+~E(x1211,x1212)+~P7(x1213,x1211)
% 25.04/25.11 [122]P47(x1222,x1223)+~E(x1221,x1222)+~P47(x1221,x1223)
% 25.04/25.11 [123]P47(x1233,x1232)+~E(x1231,x1232)+~P47(x1233,x1231)
% 25.04/25.11 [124]~P50(x1241)+P50(x1242)+~E(x1241,x1242)
% 25.04/25.11 [125]~P42(x1251)+P42(x1252)+~E(x1251,x1252)
% 25.04/25.11 [126]P14(x1262,x1263,x1264)+~E(x1261,x1262)+~P14(x1261,x1263,x1264)
% 25.04/25.11 [127]P14(x1273,x1272,x1274)+~E(x1271,x1272)+~P14(x1273,x1271,x1274)
% 25.04/25.11 [128]P14(x1283,x1284,x1282)+~E(x1281,x1282)+~P14(x1283,x1284,x1281)
% 25.04/25.11 [129]P59(x1292,x1293,x1294)+~E(x1291,x1292)+~P59(x1291,x1293,x1294)
% 25.04/25.11 [130]P59(x1303,x1302,x1304)+~E(x1301,x1302)+~P59(x1303,x1301,x1304)
% 25.04/25.11 [131]P59(x1313,x1314,x1312)+~E(x1311,x1312)+~P59(x1313,x1314,x1311)
% 25.04/25.11 [132]P60(x1322,x1323)+~E(x1321,x1322)+~P60(x1321,x1323)
% 25.04/25.11 [133]P60(x1333,x1332)+~E(x1331,x1332)+~P60(x1333,x1331)
% 25.04/25.11 [134]~P38(x1341)+P38(x1342)+~E(x1341,x1342)
% 25.04/25.11 [135]~P6(x1351)+P6(x1352)+~E(x1351,x1352)
% 25.04/25.11 [136]P51(x1362,x1363)+~E(x1361,x1362)+~P51(x1361,x1363)
% 25.04/25.11 [137]P51(x1373,x1372)+~E(x1371,x1372)+~P51(x1373,x1371)
% 25.04/25.11 [138]P13(x1382,x1383)+~E(x1381,x1382)+~P13(x1381,x1383)
% 25.04/25.11 [139]P13(x1393,x1392)+~E(x1391,x1392)+~P13(x1393,x1391)
% 25.04/25.11 [140]~P26(x1401)+P26(x1402)+~E(x1401,x1402)
% 25.04/25.11 [141]~P5(x1411)+P5(x1412)+~E(x1411,x1412)
% 25.04/25.11 [142]~P48(x1421)+P48(x1422)+~E(x1421,x1422)
% 25.04/25.11 [143]P54(x1432,x1433,x1434)+~E(x1431,x1432)+~P54(x1431,x1433,x1434)
% 25.04/25.11 [144]P54(x1443,x1442,x1444)+~E(x1441,x1442)+~P54(x1443,x1441,x1444)
% 25.04/25.11 [145]P54(x1453,x1454,x1452)+~E(x1451,x1452)+~P54(x1453,x1454,x1451)
% 25.04/25.11 [146]P28(x1462,x1463,x1464)+~E(x1461,x1462)+~P28(x1461,x1463,x1464)
% 25.04/25.11 [147]P28(x1473,x1472,x1474)+~E(x1471,x1472)+~P28(x1473,x1471,x1474)
% 25.04/25.11 [148]P28(x1483,x1484,x1482)+~E(x1481,x1482)+~P28(x1483,x1484,x1481)
% 25.04/25.11 [149]P33(x1492,x1493,x1494)+~E(x1491,x1492)+~P33(x1491,x1493,x1494)
% 25.04/25.11 [150]P33(x1503,x1502,x1504)+~E(x1501,x1502)+~P33(x1503,x1501,x1504)
% 25.04/25.11 [151]P33(x1513,x1514,x1512)+~E(x1511,x1512)+~P33(x1513,x1514,x1511)
% 25.04/25.11 [152]~P18(x1521)+P18(x1522)+~E(x1521,x1522)
% 25.04/25.11 [153]~P12(x1531)+P12(x1532)+~E(x1531,x1532)
% 25.04/25.11 [154]~P52(x1541)+P52(x1542)+~E(x1541,x1542)
% 25.04/25.11 [155]P37(x1552,x1553,x1554)+~E(x1551,x1552)+~P37(x1551,x1553,x1554)
% 25.04/25.11 [156]P37(x1563,x1562,x1564)+~E(x1561,x1562)+~P37(x1563,x1561,x1564)
% 25.04/25.11 [157]P37(x1573,x1574,x1572)+~E(x1571,x1572)+~P37(x1573,x1574,x1571)
% 25.04/25.11
% 25.04/25.11 %-------------------------------------------
% 25.04/25.12 cnf(694,plain,
% 25.04/25.12 (~P13(x6941,a34)),
% 25.04/25.12 inference(scs_inference,[],[232,325])).
% 25.04/25.12 cnf(696,plain,
% 25.04/25.12 (P8(f30(x6961),x6961)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(698,plain,
% 25.04/25.12 (P7(f30(f39(x6981)),x6981)),
% 25.04/25.12 inference(scs_inference,[],[232,244,696,325,524,403])).
% 25.04/25.12 cnf(699,plain,
% 25.04/25.12 (P8(f30(x6991),x6991)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(701,plain,
% 25.04/25.12 (P13(f30(a4),a4)),
% 25.04/25.12 inference(scs_inference,[],[232,256,244,696,699,325,524,403,379])).
% 25.04/25.12 cnf(702,plain,
% 25.04/25.12 (P8(f30(x7021),x7021)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(704,plain,
% 25.04/25.12 (~P13(x7041,f30(f39(a34)))),
% 25.04/25.12 inference(scs_inference,[],[232,256,244,696,699,702,325,524,403,379,428])).
% 25.04/25.12 cnf(705,plain,
% 25.04/25.12 (P8(f30(x7051),x7051)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(707,plain,
% 25.04/25.12 (P5(f30(f39(a4)))),
% 25.04/25.12 inference(scs_inference,[],[232,234,256,244,696,699,702,705,325,524,403,379,428,397])).
% 25.04/25.12 cnf(708,plain,
% 25.04/25.12 (P8(f30(x7081),x7081)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(710,plain,
% 25.04/25.12 (P50(f30(f39(a34)))),
% 25.04/25.12 inference(scs_inference,[],[230,232,234,256,244,696,699,702,705,708,325,524,403,379,428,397,396])).
% 25.04/25.12 cnf(711,plain,
% 25.04/25.12 (P8(f30(x7111),x7111)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(713,plain,
% 25.04/25.12 (P49(f30(f39(a34)))),
% 25.04/25.12 inference(scs_inference,[],[230,232,234,256,244,696,699,702,705,708,711,325,524,403,379,428,397,396,395])).
% 25.04/25.12 cnf(714,plain,
% 25.04/25.12 (P8(f30(x7141),x7141)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(717,plain,
% 25.04/25.12 (P8(f30(x7171),x7171)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(720,plain,
% 25.04/25.12 (P8(f30(x7201),x7201)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(723,plain,
% 25.04/25.12 (P8(f30(x7231),x7231)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(729,plain,
% 25.04/25.12 (P19(a2)),
% 25.04/25.12 inference(scs_inference,[],[188,197,203,230,232,233,234,236,251,256,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295])).
% 25.04/25.12 cnf(731,plain,
% 25.04/25.12 (P2(a2)),
% 25.04/25.12 inference(scs_inference,[],[188,197,203,230,232,233,234,236,251,256,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294])).
% 25.04/25.12 cnf(735,plain,
% 25.04/25.12 (P22(a2)),
% 25.04/25.12 inference(scs_inference,[],[160,188,197,203,230,232,233,234,236,251,256,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326])).
% 25.04/25.12 cnf(737,plain,
% 25.04/25.12 (P15(f44(a1,a1,a18),f41(a1,a1,a18),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,245,246,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658])).
% 25.04/25.12 cnf(741,plain,
% 25.04/25.12 (~P32(f44(a1,a1,a18),f41(a1,a1,a18),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693])).
% 25.04/25.12 cnf(743,plain,
% 25.04/25.12 (P9(a18,f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543])).
% 25.04/25.12 cnf(745,plain,
% 25.04/25.12 (P10(f31(x7451,x7452),x7451,x7452)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542])).
% 25.04/25.12 cnf(749,plain,
% 25.04/25.12 (P6(a1)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271])).
% 25.04/25.12 cnf(751,plain,
% 25.04/25.12 (P5(a34)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270])).
% 25.04/25.12 cnf(753,plain,
% 25.04/25.12 (P50(a6)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269])).
% 25.04/25.12 cnf(755,plain,
% 25.04/25.12 (P49(a6)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268])).
% 25.04/25.12 cnf(757,plain,
% 25.04/25.12 (P43(a6)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266])).
% 25.04/25.12 cnf(759,plain,
% 25.04/25.12 (P38(a6)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264])).
% 25.04/25.12 cnf(761,plain,
% 25.04/25.12 (P21(a6)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262])).
% 25.04/25.12 cnf(765,plain,
% 25.04/25.12 (E(a6,a34)),
% 25.04/25.12 inference(scs_inference,[],[158,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259])).
% 25.04/25.12 cnf(769,plain,
% 25.04/25.12 (P8(x7691,f39(x7691))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381])).
% 25.04/25.12 cnf(773,plain,
% 25.04/25.12 (P53(f22(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301])).
% 25.04/25.12 cnf(775,plain,
% 25.04/25.12 (P11(f22(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300])).
% 25.04/25.12 cnf(807,plain,
% 25.04/25.12 (E(f45(x8071,a6),f45(x8071,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44])).
% 25.04/25.12 cnf(815,plain,
% 25.04/25.12 (E(f36(x8151,x8152,a6),f36(x8151,x8152,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36])).
% 25.04/25.12 cnf(816,plain,
% 25.04/25.12 (E(f36(x8161,a6,x8162),f36(x8161,a34,x8162))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35])).
% 25.04/25.12 cnf(817,plain,
% 25.04/25.12 (E(f36(a6,x8171,x8172),f36(a34,x8171,x8172))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34])).
% 25.04/25.12 cnf(818,plain,
% 25.04/25.12 (E(f40(x8181,x8182,a6),f40(x8181,x8182,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33])).
% 25.04/25.12 cnf(819,plain,
% 25.04/25.12 (E(f40(x8191,a6,x8192),f40(x8191,a34,x8192))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32])).
% 25.04/25.12 cnf(820,plain,
% 25.04/25.12 (E(f40(a6,x8201,x8202),f40(a34,x8201,x8202))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31])).
% 25.04/25.12 cnf(830,plain,
% 25.04/25.12 (E(f39(a6),f39(a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21])).
% 25.04/25.12 cnf(833,plain,
% 25.04/25.12 (E(f31(x8331,a6),f31(x8331,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18])).
% 25.04/25.12 cnf(834,plain,
% 25.04/25.12 (E(f31(a6,x8341),f31(a34,x8341))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17])).
% 25.04/25.12 cnf(835,plain,
% 25.04/25.12 (E(f32(x8351,a6),f32(x8351,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16])).
% 25.04/25.12 cnf(837,plain,
% 25.04/25.12 (E(f38(x8371,x8372,a6),f38(x8371,x8372,a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14])).
% 25.04/25.12 cnf(844,plain,
% 25.04/25.12 (E(f41(x8441,a6,x8442),f41(x8441,a34,x8442))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7])).
% 25.04/25.12 cnf(847,plain,
% 25.04/25.12 (E(f30(a6),f30(a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4])).
% 25.04/25.12 cnf(848,plain,
% 25.04/25.12 (P8(a18,f39(f43(f37(a1),f37(a1))))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544])).
% 25.04/25.12 cnf(850,plain,
% 25.04/25.12 (P20(f35(x8501,f31(x8501,x8501)))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521])).
% 25.04/25.12 cnf(851,plain,
% 25.04/25.12 (P9(f31(x8511,x8512),x8511,x8512)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(853,plain,
% 25.04/25.12 (P3(f35(x8531,f31(x8531,x8531)))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520])).
% 25.04/25.12 cnf(854,plain,
% 25.04/25.12 (P9(f31(x8541,x8542),x8541,x8542)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(856,plain,
% 25.04/25.12 (P8(f25(a4),f39(a4))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,230,232,233,234,235,236,240,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332])).
% 25.04/25.12 cnf(875,plain,
% 25.04/25.12 (P52(f30(a34))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,225,230,232,233,234,235,236,240,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353])).
% 25.04/25.12 cnf(885,plain,
% 25.04/25.12 (P3(f22(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,225,230,232,233,234,235,236,240,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338])).
% 25.04/25.12 cnf(887,plain,
% 25.04/25.12 (~P46(a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,197,203,225,230,232,233,234,235,236,240,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287])).
% 25.04/25.12 cnf(895,plain,
% 25.04/25.12 (P56(f9(a12),a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,250,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336])).
% 25.04/25.12 cnf(897,plain,
% 25.04/25.12 (P56(f42(a12),a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,250,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335])).
% 25.04/25.12 cnf(899,plain,
% 25.04/25.12 (P53(f26(a12),a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,250,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334])).
% 25.04/25.12 cnf(901,plain,
% 25.04/25.12 (P11(f26(a12),a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,250,251,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333])).
% 25.04/25.12 cnf(919,plain,
% 25.04/25.12 (P4(f9(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,241,250,251,255,256,258,245,246,248,851,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289])).
% 25.04/25.12 cnf(921,plain,
% 25.04/25.12 (~E(f35(a34,f31(a34,a34)),f35(a4,x9211))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,188,196,197,202,203,225,230,232,233,234,235,236,240,241,250,251,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535])).
% 25.04/25.12 cnf(948,plain,
% 25.04/25.12 (P8(f27(a21),f39(f37(a21)))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404])).
% 25.04/25.12 cnf(956,plain,
% 25.04/25.12 (P9(f9(a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490])).
% 25.04/25.12 cnf(958,plain,
% 25.04/25.12 (P17(f9(a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489])).
% 25.04/25.12 cnf(964,plain,
% 25.04/25.12 (P16(f14(a1),a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474])).
% 25.04/25.12 cnf(980,plain,
% 25.04/25.12 (P32(f14(a1),a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466])).
% 25.04/25.12 cnf(982,plain,
% 25.04/25.12 (P32(f42(a1),a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465])).
% 25.04/25.12 cnf(984,plain,
% 25.04/25.12 (P58(f14(a1),a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464])).
% 25.04/25.12 cnf(992,plain,
% 25.04/25.12 (P56(f23(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374])).
% 25.04/25.12 cnf(998,plain,
% 25.04/25.12 (P55(f15(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368])).
% 25.04/25.12 cnf(1000,plain,
% 25.04/25.12 (P55(f14(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367])).
% 25.04/25.12 cnf(1012,plain,
% 25.04/25.12 (P12(f14(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320])).
% 25.04/25.12 cnf(1022,plain,
% 25.04/25.12 (P4(f23(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312])).
% 25.04/25.12 cnf(1024,plain,
% 25.04/25.12 (P4(f15(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311])).
% 25.04/25.12 cnf(1026,plain,
% 25.04/25.12 (P4(f14(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310])).
% 25.04/25.12 cnf(1036,plain,
% 25.04/25.12 (P9(f23(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501])).
% 25.04/25.12 cnf(1038,plain,
% 25.04/25.12 (P9(f15(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500])).
% 25.04/25.12 cnf(1040,plain,
% 25.04/25.12 (P9(f14(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499])).
% 25.04/25.12 cnf(1042,plain,
% 25.04/25.12 (P17(f23(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498])).
% 25.04/25.12 cnf(1044,plain,
% 25.04/25.12 (P17(f15(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497])).
% 25.04/25.12 cnf(1046,plain,
% 25.04/25.12 (P17(f14(a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496])).
% 25.04/25.12 cnf(1048,plain,
% 25.04/25.12 (P41(a2)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337])).
% 25.04/25.12 cnf(1052,plain,
% 25.04/25.12 (P23(a2)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329])).
% 25.04/25.12 cnf(1054,plain,
% 25.04/25.12 (P22(a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327])).
% 25.04/25.12 cnf(1076,plain,
% 25.04/25.12 (P56(a18,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,160,167,172,177,188,196,197,198,199,202,203,205,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553])).
% 25.04/25.12 cnf(1082,plain,
% 25.04/25.12 (P16(f28(a12,a12),a12,a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532])).
% 25.04/25.12 cnf(1086,plain,
% 25.04/25.12 (P15(f24(a12,a12),a12,a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530])).
% 25.04/25.12 cnf(1100,plain,
% 25.04/25.12 (P4(f28(a12,a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458])).
% 25.04/25.12 cnf(1102,plain,
% 25.04/25.12 (P4(f24(a12,a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457])).
% 25.04/25.12 cnf(1108,plain,
% 25.04/25.12 (P9(f28(a12,a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539])).
% 25.04/25.12 cnf(1110,plain,
% 25.04/25.12 (P9(f24(a12,a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538])).
% 25.04/25.12 cnf(1112,plain,
% 25.04/25.12 (P17(f28(a12,a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537])).
% 25.04/25.12 cnf(1114,plain,
% 25.04/25.12 (P17(f24(a12,a12),f37(a12),f37(a12))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536])).
% 25.04/25.12 cnf(1116,plain,
% 25.04/25.12 (~P24(f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607])).
% 25.04/25.12 cnf(1118,plain,
% 25.04/25.12 (~P24(f38(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606])).
% 25.04/25.12 cnf(1120,plain,
% 25.04/25.12 (~P46(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605])).
% 25.04/25.12 cnf(1124,plain,
% 25.04/25.12 (P11(f41(a1,a1,a18),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569])).
% 25.04/25.12 cnf(1134,plain,
% 25.04/25.12 (P4(f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563])).
% 25.04/25.12 cnf(1148,plain,
% 25.04/25.12 (P51(f11(a1),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445])).
% 25.04/25.12 cnf(1176,plain,
% 25.04/25.12 (E(f42(f41(a1,a1,a18)),f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600])).
% 25.04/25.12 cnf(1178,plain,
% 25.04/25.12 (E(f45(f37(f41(a1,a1,a18)),a18),f38(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655])).
% 25.04/25.12 cnf(1182,plain,
% 25.04/25.12 (P10(f44(a1,a1,a18),f37(f41(a1,a1,a18)),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686])).
% 25.04/25.12 cnf(1184,plain,
% 25.04/25.12 (P17(f44(a1,a1,a18),f37(f41(a1,a1,a18)),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685])).
% 25.04/25.12 cnf(1200,plain,
% 25.04/25.12 (P44(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582])).
% 25.04/25.12 cnf(1202,plain,
% 25.04/25.12 (P39(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581])).
% 25.04/25.12 cnf(1204,plain,
% 25.04/25.12 (P1(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,167,171,172,177,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580])).
% 25.04/25.12 cnf(1220,plain,
% 25.04/25.12 (P22(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595])).
% 25.04/25.12 cnf(1224,plain,
% 25.04/25.12 (P40(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593])).
% 25.04/25.12 cnf(1226,plain,
% 25.04/25.12 (P19(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592])).
% 25.04/25.12 cnf(1228,plain,
% 25.04/25.12 (P2(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591])).
% 25.04/25.12 cnf(1236,plain,
% 25.04/25.12 (E(f40(f41(a1,a1,a18),a1,f38(a1,a1,a18)),f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678])).
% 25.04/25.12 cnf(1238,plain,
% 25.04/25.12 (E(f36(f41(a1,a1,a18),a1,f44(a1,a1,a18)),f38(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677])).
% 25.04/25.12 cnf(1246,plain,
% 25.04/25.12 (P4(f8(a1,a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522])).
% 25.04/25.12 cnf(1248,plain,
% 25.04/25.12 (P9(f8(a1,a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548])).
% 25.04/25.12 cnf(1250,plain,
% 25.04/25.12 (P17(f8(a1,a1),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547])).
% 25.04/25.12 cnf(1252,plain,
% 25.04/25.12 (P58(f28(a12,a12),a12,a12)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601])).
% 25.04/25.12 cnf(1262,plain,
% 25.04/25.12 (P53(f41(a1,a1,f14(a1)),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632])).
% 25.04/25.12 cnf(1264,plain,
% 25.04/25.12 (~P32(a18,a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631])).
% 25.04/25.12 cnf(1278,plain,
% 25.04/25.12 (~P59(a18,a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609])).
% 25.04/25.12 cnf(1280,plain,
% 25.04/25.12 (P4(f40(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609,604])).
% 25.04/25.12 cnf(1284,plain,
% 25.04/25.12 (P10(f40(a1,a1,a18),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609,604,603,625])).
% 25.04/25.12 cnf(1288,plain,
% 25.04/25.12 (P17(f40(a1,a1,a18),f37(a1),f37(a1))),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609,604,603,625,624,623])).
% 25.04/25.12 cnf(1302,plain,
% 25.04/25.12 (P59(f36(a1,a1,f14(a1)),a1,a1)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609,604,603,625,624,623,622,675,674,673,668,667,666])).
% 25.04/25.12 cnf(1352,plain,
% 25.04/25.12 (E(a34,a6)),
% 25.04/25.12 inference(scs_inference,[],[158,243,164,170,176,181,186,192,194,201,242,159,160,165,167,171,172,177,182,187,188,196,197,198,199,202,203,205,217,222,225,230,232,233,234,235,236,240,241,250,251,253,255,256,258,245,246,248,851,854,244,696,699,702,705,708,711,714,717,720,723,325,524,403,379,428,397,396,395,393,390,386,298,296,295,294,328,326,658,657,693,543,542,402,271,270,269,268,266,264,262,260,259,435,381,362,301,300,299,285,284,281,280,279,278,277,275,273,272,52,51,50,49,48,47,46,45,44,43,42,41,40,39,38,37,36,35,34,33,32,31,30,29,28,27,26,25,24,23,22,21,20,19,18,17,16,15,14,13,12,11,10,9,8,7,6,5,4,544,521,520,332,331,484,483,482,480,142,139,115,112,104,87,74,353,352,350,347,343,338,287,453,399,398,336,335,334,333,306,305,304,303,302,293,292,290,289,535,512,511,510,443,442,441,440,439,438,437,436,433,404,380,492,491,490,489,476,475,474,473,472,471,470,469,468,467,466,465,464,378,377,376,374,373,372,368,367,366,359,358,357,324,320,319,318,317,316,312,311,310,455,507,506,505,501,500,499,498,497,496,337,330,329,327,518,406,405,527,526,525,487,550,549,555,553,557,533,532,531,530,529,528,509,508,460,459,458,457,541,540,539,538,537,536,607,606,605,571,569,568,567,566,565,563,561,450,449,448,447,446,445,434,426,425,424,423,422,421,420,419,418,417,416,636,600,655,687,686,685,683,682,681,680,587,586,585,582,581,580,676,621,602,599,598,597,596,595,594,593,592,591,590,589,588,678,677,546,545,523,522,548,547,601,656,635,634,633,632,631,630,629,628,627,626,615,609,604,603,625,624,623,622,675,674,673,668,667,666,665,664,663,662,661,660,659,654,652,651,650,649,648,647,646,645,642,641,640,639,638,637,672,671,2])).
% 25.04/25.12 cnf(1370,plain,
% 25.04/25.12 (P7(f42(f41(a1,a1,a18)),f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[243,1176,751,1352,141,121])).
% 25.04/25.12 cnf(1371,plain,
% 25.04/25.12 (P7(x13711,x13711)),
% 25.04/25.12 inference(rename_variables,[],[243])).
% 25.04/25.12 cnf(1375,plain,
% 25.04/25.12 (P8(f30(x13751),x13751)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1376,plain,
% 25.04/25.12 (P8(f44(a1,a1,a18),f39(f42(f41(a1,a1,a18))))),
% 25.04/25.12 inference(scs_inference,[],[243,1371,244,769,1176,751,1352,141,121,120,94,93])).
% 25.04/25.12 cnf(1377,plain,
% 25.04/25.12 (P8(x13771,f39(x13771))),
% 25.04/25.12 inference(rename_variables,[],[769])).
% 25.04/25.12 cnf(1378,plain,
% 25.04/25.12 (P9(f31(x13781,f42(f41(a1,a1,a18))),x13781,f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[243,1371,244,248,769,1176,751,1352,141,121,120,94,93,73])).
% 25.04/25.12 cnf(1379,plain,
% 25.04/25.12 (P9(f31(x13791,x13792),x13791,x13792)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(1380,plain,
% 25.04/25.12 (P9(f31(f42(f41(a1,a1,a18)),x13801),f44(a1,a1,a18),x13801)),
% 25.04/25.12 inference(scs_inference,[],[243,1371,244,248,1379,769,1176,751,1352,141,121,120,94,93,73,72])).
% 25.04/25.12 cnf(1381,plain,
% 25.04/25.12 (P9(f31(x13811,x13812),x13811,x13812)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(1383,plain,
% 25.04/25.12 (E(f31(x13831,a6),f31(x13831,a34))),
% 25.04/25.12 inference(rename_variables,[],[833])).
% 25.04/25.12 cnf(1384,plain,
% 25.04/25.12 (P9(f31(x13841,x13842),x13841,x13842)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(1386,plain,
% 25.04/25.12 (P10(f32(x13861,x13862),x13861,x13862)),
% 25.04/25.12 inference(rename_variables,[],[247])).
% 25.04/25.12 cnf(1393,plain,
% 25.04/25.12 (E(f36(x13931,a6,a6),f36(x13931,a34,a34))),
% 25.04/25.12 inference(scs_inference,[],[247,1386,243,1371,244,248,1379,1381,745,769,1176,815,816,833,1383,741,751,1352,141,121,120,94,93,73,72,71,59,58,57,54,3])).
% 25.04/25.12 cnf(1397,plain,
% 25.04/25.12 (P8(f30(x13971),x13971)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1400,plain,
% 25.04/25.12 (P8(f30(x14001),x14001)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1403,plain,
% 25.04/25.12 (P8(f30(x14031),x14031)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1406,plain,
% 25.04/25.12 (P8(f30(x14061),x14061)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1414,plain,
% 25.04/25.12 (P49(f30(f39(a7)))),
% 25.04/25.12 inference(scs_inference,[],[229,247,1386,243,1371,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,751,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394])).
% 25.04/25.12 cnf(1416,plain,
% 25.04/25.12 (P43(f30(f39(a7)))),
% 25.04/25.12 inference(scs_inference,[],[229,247,1386,243,1371,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,751,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392])).
% 25.04/25.12 cnf(1426,plain,
% 25.04/25.12 (P53(f26(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[200,229,254,247,1386,243,1371,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,751,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334])).
% 25.04/25.12 cnf(1440,plain,
% 25.04/25.12 (P4(f9(a16))),
% 25.04/25.12 inference(scs_inference,[],[200,229,254,247,1386,243,1371,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289])).
% 25.04/25.12 cnf(1466,plain,
% 25.04/25.12 (P56(f23(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374])).
% 25.04/25.12 cnf(1468,plain,
% 25.04/25.12 (P56(f15(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373])).
% 25.04/25.12 cnf(1470,plain,
% 25.04/25.12 (P55(f14(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367])).
% 25.04/25.12 cnf(1478,plain,
% 25.04/25.12 (P4(f23(a16))),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312])).
% 25.04/25.12 cnf(1480,plain,
% 25.04/25.12 (P4(f15(a16))),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311])).
% 25.04/25.12 cnf(1482,plain,
% 25.04/25.12 (P4(f14(a16))),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310])).
% 25.04/25.12 cnf(1484,plain,
% 25.04/25.12 (P17(f23(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,183,185,200,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,745,769,1176,815,816,833,1383,741,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498])).
% 25.04/25.12 cnf(1496,plain,
% 25.04/25.12 (P32(f28(a16,a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,175,183,185,195,200,219,229,254,247,1386,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,194,745,769,1176,815,816,833,1383,992,741,1022,1036,1042,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528])).
% 25.04/25.12 cnf(1500,plain,
% 25.04/25.12 (P4(f24(a16,a16))),
% 25.04/25.12 inference(scs_inference,[],[163,169,173,175,183,185,195,200,219,229,254,247,1386,224,252,243,1371,198,244,1375,1397,1400,1403,1406,248,1379,1381,165,171,159,196,194,745,769,1176,815,816,833,1383,992,741,1022,1036,1042,899,901,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457])).
% 25.04/25.12 cnf(1566,plain,
% 25.04/25.12 (P4(f8(a16,a5))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,992,741,919,956,958,1022,1024,1036,1038,1042,1044,895,899,901,998,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522])).
% 25.04/25.12 cnf(1568,plain,
% 25.04/25.12 (P9(f8(a16,a5),f37(a16),f37(a5))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,992,741,919,956,958,1022,1024,1036,1038,1042,1044,895,899,901,998,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548])).
% 25.04/25.12 cnf(1584,plain,
% 25.04/25.12 (~P8(a4,f39(a34))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,992,741,919,956,958,1022,1024,1036,1038,1042,1044,701,895,899,901,998,1082,1086,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428])).
% 25.04/25.12 cnf(1588,plain,
% 25.04/25.12 (P48(a5)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,992,741,919,956,958,1022,1024,1036,1038,1042,1044,701,895,899,901,998,1082,1086,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296])).
% 25.04/25.12 cnf(1592,plain,
% 25.04/25.12 (P22(a5)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,992,741,919,956,958,1022,1024,1036,1038,1042,1044,701,895,899,901,998,1082,1086,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326])).
% 25.04/25.12 cnf(1594,plain,
% 25.04/25.12 (E(f42(f41(a1,a1,f40(a1,a1,a18))),f44(a1,a1,f40(a1,a1,a18)))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600])).
% 25.04/25.12 cnf(1596,plain,
% 25.04/25.12 (P9(f15(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500])).
% 25.04/25.12 cnf(1600,plain,
% 25.04/25.12 (P23(a5)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1054,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329])).
% 25.04/25.12 cnf(1602,plain,
% 25.04/25.12 (P9(f23(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1054,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501])).
% 25.04/25.12 cnf(1604,plain,
% 25.04/25.12 (P9(f14(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1054,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499])).
% 25.04/25.12 cnf(1606,plain,
% 25.04/25.12 (~P7(a4,a34)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,749,751,887,1054,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381])).
% 25.04/25.12 cnf(1608,plain,
% 25.04/25.12 (~E(f11(a1),f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136])).
% 25.04/25.12 cnf(1609,plain,
% 25.04/25.12 (~E(f36(a1,a1,f14(a1)),a18)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129])).
% 25.04/25.12 cnf(1611,plain,
% 25.04/25.12 (P3(f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,257,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338])).
% 25.04/25.12 cnf(1613,plain,
% 25.04/25.12 (P5(f43(f30(f39(a4)),f30(f39(a4))))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,207,219,229,254,257,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399])).
% 25.04/25.12 cnf(1617,plain,
% 25.04/25.12 (P56(f9(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336])).
% 25.04/25.12 cnf(1619,plain,
% 25.04/25.12 (P11(f26(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,180,224,252,243,1371,167,198,244,1375,1397,1400,1403,1406,258,248,1379,1381,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333])).
% 25.04/25.12 cnf(1632,plain,
% 25.04/25.12 (P8(f27(a1),f39(f37(a1)))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404])).
% 25.04/25.12 cnf(1636,plain,
% 25.04/25.12 (P17(f9(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489])).
% 25.04/25.12 cnf(1648,plain,
% 25.04/25.12 (P15(f14(a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470])).
% 25.04/25.12 cnf(1654,plain,
% 25.04/25.12 (P32(f14(a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466])).
% 25.04/25.12 cnf(1660,plain,
% 25.04/25.12 (P56(f14(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372])).
% 25.04/25.12 cnf(1662,plain,
% 25.04/25.12 (P55(f15(a16),a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368])).
% 25.04/25.12 cnf(1686,plain,
% 25.04/25.12 (P17(f15(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497])).
% 25.04/25.12 cnf(1698,plain,
% 25.04/25.12 (P16(f28(a16,a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532])).
% 25.04/25.12 cnf(1702,plain,
% 25.04/25.12 (P15(f24(a16,a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530])).
% 25.04/25.12 cnf(1704,plain,
% 25.04/25.12 (P14(f24(a16,a16),a16,a16)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529])).
% 25.04/25.12 cnf(1712,plain,
% 25.04/25.12 (P4(f28(a16,a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458])).
% 25.04/25.12 cnf(1716,plain,
% 25.04/25.12 (P17(f28(a16,a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537])).
% 25.04/25.12 cnf(1718,plain,
% 25.04/25.12 (P17(f24(a16,a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536])).
% 25.04/25.12 cnf(1776,plain,
% 25.04/25.12 (P17(f8(a16,a5),f37(a16),f37(a5))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1036,1038,1042,1044,1280,1124,1302,701,895,899,901,998,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547])).
% 25.04/25.12 cnf(1778,plain,
% 25.04/25.12 (P51(f41(a1,a1,f14(a1)),a1)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,980,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631])).
% 25.04/25.12 cnf(1792,plain,
% 25.04/25.12 (P9(f9(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,980,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490])).
% 25.04/25.12 cnf(1794,plain,
% 25.04/25.12 (P9(f24(a16,a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,980,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538])).
% 25.04/25.12 cnf(1796,plain,
% 25.04/25.12 (P9(f28(a16,a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,980,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539])).
% 25.04/25.12 cnf(1798,plain,
% 25.04/25.12 (P17(f14(a16),f37(a16),f37(a16))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1176,1100,1102,815,816,707,833,1383,980,1112,1114,1108,1110,1288,992,1284,741,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496])).
% 25.04/25.12 cnf(1802,plain,
% 25.04/25.12 (~P13(a4,f39(a34))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1377,1176,1100,1102,815,816,707,833,1383,980,921,1112,1114,1108,1110,1288,992,1284,741,875,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496,2,154,444])).
% 25.04/25.12 cnf(1804,plain,
% 25.04/25.12 (P13(f30(f42(f41(a1,a1,a18))),f44(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1377,1176,1100,1102,1116,815,816,707,833,1383,980,921,1112,1114,1108,1110,1288,992,1284,741,875,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496,2,154,444,379])).
% 25.04/25.12 cnf(1806,plain,
% 25.04/25.12 (P50(f30(f39(a7)))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,195,200,204,207,211,219,229,231,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1377,1176,1100,1102,1116,815,816,707,833,1383,980,921,1112,1114,1108,1110,1288,992,1284,741,875,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496,2,154,444,379,396])).
% 25.04/25.12 cnf(1816,plain,
% 25.04/25.12 (P58(f8(a16,a5),a16,a5)),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,191,195,200,204,207,211,219,229,231,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1377,1176,1100,1102,1116,815,816,707,833,1383,980,921,1112,1114,1108,1110,1288,992,1284,741,875,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1252,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496,2,154,444,379,396,676,632,629,627,615])).
% 25.04/25.12 cnf(1818,plain,
% 25.04/25.12 (~P13(f44(a1,a1,a18),f30(f42(f41(a1,a1,a18))))),
% 25.04/25.12 inference(scs_inference,[],[158,161,163,169,173,175,183,185,189,191,195,200,204,207,211,219,229,231,237,254,257,247,1386,178,179,180,224,252,243,1371,167,198,199,244,1375,1397,1400,1403,1406,258,248,1379,1381,1384,232,187,182,165,177,171,159,250,186,196,176,181,164,170,194,745,769,1377,1176,1100,1102,1116,815,816,707,833,1383,980,921,1112,1114,1108,1110,1288,992,1284,741,875,919,956,958,1022,1024,1026,1036,1038,1040,1042,1044,1046,1280,1124,1252,1302,701,895,899,901,998,1000,1082,1086,1148,749,751,887,1054,1278,1352,141,121,120,94,93,73,72,71,59,58,57,54,3,351,349,346,342,431,430,429,394,392,389,385,453,335,334,306,304,303,302,292,290,289,512,510,443,439,437,436,492,475,468,464,378,377,374,373,367,366,324,317,312,311,310,498,527,526,525,555,533,528,509,457,540,606,605,569,568,563,450,448,446,426,424,423,422,420,416,687,686,681,680,587,585,582,581,580,621,598,597,595,593,592,591,523,522,548,604,603,674,652,651,650,647,428,380,296,328,326,600,500,337,329,501,499,381,136,129,112,338,399,398,336,333,305,293,535,511,438,404,491,489,476,474,473,472,471,470,469,467,466,465,376,372,368,359,358,357,320,319,318,316,455,507,506,505,497,518,406,405,487,549,532,531,530,529,508,460,459,458,541,537,536,607,571,567,566,565,561,449,447,445,434,425,421,419,418,417,685,683,682,586,602,599,596,594,590,589,588,546,545,547,631,673,649,648,646,642,640,490,538,539,496,2,154,444,379,396,676,632,629,627,615,402])).
% 25.04/25.12 cnf(1855,plain,
% 25.04/25.12 (P41(a5)),
% 25.04/25.12 inference(scs_inference,[],[198,201,245,194,743,1264,1588,887,576,283])).
% 25.04/25.12 cnf(1857,plain,
% 25.04/25.12 (P18(f30(f30(f39(a34))))),
% 25.04/25.12 inference(scs_inference,[],[244,198,201,245,194,713,743,1264,1588,887,576,283,351])).
% 25.04/25.12 cnf(1858,plain,
% 25.04/25.12 (P8(f30(x18581),x18581)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1861,plain,
% 25.04/25.12 (P8(f30(x18611),x18611)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1895,plain,
% 25.04/25.12 (~E(f42(a1),a18)),
% 25.04/25.12 inference(scs_inference,[],[247,244,1858,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,713,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54])).
% 25.04/25.12 cnf(1897,plain,
% 25.04/25.12 (P8(f30(x18971),x18971)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1902,plain,
% 25.04/25.12 (P8(f30(x19021),x19021)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(1910,plain,
% 25.04/25.12 (P4(f15(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,247,253,231,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311])).
% 25.04/25.12 cnf(1912,plain,
% 25.04/25.12 (P4(f14(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,247,253,231,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310])).
% 25.04/25.12 cnf(1914,plain,
% 25.04/25.12 (P9(f10(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,247,253,231,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526])).
% 25.04/25.12 cnf(1926,plain,
% 25.04/25.12 (P4(f8(a13,a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522])).
% 25.04/25.12 cnf(1928,plain,
% 25.04/25.12 (P9(f8(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548])).
% 25.04/25.12 cnf(1938,plain,
% 25.04/25.12 (E(f36(a6,a6,a6),f36(a34,a34,a34))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3])).
% 25.04/25.12 cnf(1939,plain,
% 25.04/25.12 (E(f36(x19391,a6,a6),f36(x19391,a34,a34))),
% 25.04/25.12 inference(rename_variables,[],[1393])).
% 25.04/25.12 cnf(1941,plain,
% 25.04/25.12 (P56(f15(a13),a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373])).
% 25.04/25.12 cnf(1943,plain,
% 25.04/25.12 (P22(a16)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326])).
% 25.04/25.12 cnf(1947,plain,
% 25.04/25.12 (P9(f15(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500])).
% 25.04/25.12 cnf(1961,plain,
% 25.04/25.12 (P9(f23(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501])).
% 25.04/25.12 cnf(1963,plain,
% 25.04/25.12 (P9(f14(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499])).
% 25.04/25.12 cnf(1965,plain,
% 25.04/25.12 (~E(f39(a4),f39(a34))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94])).
% 25.04/25.12 cnf(1969,plain,
% 25.04/25.12 (P16(f14(a13),a13,a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474])).
% 25.04/25.12 cnf(1981,plain,
% 25.04/25.12 (P32(f14(a13),a13,a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466])).
% 25.04/25.12 cnf(1997,plain,
% 25.04/25.12 (P4(f23(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312])).
% 25.04/25.12 cnf(2005,plain,
% 25.04/25.12 (P17(f23(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498])).
% 25.04/25.12 cnf(2007,plain,
% 25.04/25.12 (P17(f15(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497])).
% 25.04/25.12 cnf(2015,plain,
% 25.04/25.12 (P17(f10(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,223,174,168,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525])).
% 25.04/25.12 cnf(2023,plain,
% 25.04/25.12 (P14(f24(a13,a13),a13,a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529])).
% 25.04/25.12 cnf(2025,plain,
% 25.04/25.12 (P32(f28(a13,a13),a13,a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528])).
% 25.04/25.12 cnf(2029,plain,
% 25.04/25.12 (P4(f28(a13,a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458])).
% 25.04/25.12 cnf(2031,plain,
% 25.04/25.12 (P4(f24(a13,a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,191,180,169,185,175,198,201,245,186,163,254,200,194,698,1611,1712,710,713,1414,1500,1393,1794,1796,1716,1718,1584,743,1702,1698,1426,1496,1619,982,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457])).
% 25.04/25.12 cnf(2075,plain,
% 25.04/25.12 (P56(f23(a13),a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374])).
% 25.04/25.12 cnf(2077,plain,
% 25.04/25.12 (P56(f14(a13),a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372])).
% 25.04/25.12 cnf(2079,plain,
% 25.04/25.12 (P55(f14(a13),a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367])).
% 25.04/25.12 cnf(2089,plain,
% 25.04/25.12 (~P24(f42(f41(a1,a1,a18)))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428])).
% 25.04/25.12 cnf(2093,plain,
% 25.04/25.12 (P9(f28(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539])).
% 25.04/25.12 cnf(2095,plain,
% 25.04/25.12 (P17(f14(a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496])).
% 25.04/25.12 cnf(2113,plain,
% 25.04/25.12 (P4(f10(a13,a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405])).
% 25.04/25.12 cnf(2117,plain,
% 25.04/25.12 (P15(f24(a13,a13),a13,a13)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530])).
% 25.04/25.12 cnf(2125,plain,
% 25.04/25.12 (P17(f28(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537])).
% 25.04/25.12 cnf(2127,plain,
% 25.04/25.12 (P17(f24(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536])).
% 25.04/25.12 cnf(2139,plain,
% 25.04/25.12 (P17(f8(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547])).
% 25.04/25.12 cnf(2151,plain,
% 25.04/25.12 (P9(f24(a13,a13),f37(a13),f37(a13))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1482,1604,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538])).
% 25.04/25.12 cnf(2154,plain,
% 25.04/25.12 (~E(f41(a1,a1,f14(a1)),f41(a1,a1,a18))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,710,713,1414,1500,1566,1393,1794,1796,1716,1718,1776,1568,1584,1802,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,817,834,835,830,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136])).
% 25.04/25.12 cnf(2156,plain,
% 25.04/25.12 (~P24(f36(f41(a1,a1,a18),a1,f44(a1,a1,a18)))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,1118,710,713,1414,1500,1566,1594,1393,1794,1796,1716,1718,1776,1568,1584,1802,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,1238,817,834,835,830,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136,2,112])).
% 25.04/25.12 cnf(2157,plain,
% 25.04/25.12 (E(f35(f36(x21571,a6,a6),x21572),f35(f36(x21571,a34,a34),x21572))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1376,1370,1712,1118,710,713,1414,1500,1566,1594,1393,1939,1794,1796,1716,1718,1776,1568,1584,1802,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,982,1654,1264,1588,1606,1238,817,834,835,830,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136,2,112,22])).
% 25.04/25.12 cnf(2160,plain,
% 25.04/25.12 (~E(f14(a1),a18)),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,698,1611,1804,1818,1376,1370,1712,1118,710,713,1414,1500,1566,1594,1393,1939,1794,1796,1716,1718,1776,1568,1584,1802,1012,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,964,982,1654,1264,1588,1606,1238,1236,817,834,835,830,1228,765,769,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136,2,112,22,153,138,98])).
% 25.04/25.12 cnf(2169,plain,
% 25.04/25.12 (P20(f35(f36(x21691,a34,a34),f31(f36(x21691,a6,a6),f36(x21691,a6,a6))))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,850,698,1611,1804,1818,1376,1370,1712,1118,710,713,1414,1416,1500,1566,1594,1393,1939,1794,1796,1716,1718,1776,1568,1584,1802,1012,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,964,982,1654,1264,1588,1606,1238,1236,817,834,835,830,1228,765,769,1040,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136,2,112,22,153,138,98,534,348,345,282,87])).
% 25.04/25.12 cnf(2171,plain,
% 25.04/25.12 (P3(f35(f36(x21711,a34,a34),f31(f36(x21711,a6,a6),f36(x21711,a6,a6))))),
% 25.04/25.12 inference(scs_inference,[],[162,184,190,212,223,174,168,218,247,253,231,179,244,1858,1861,1897,1902,199,258,248,252,191,180,169,185,161,175,198,201,245,186,163,254,200,194,850,853,698,1611,1804,1818,1376,1370,1712,1118,710,713,1414,1416,1500,1566,1594,1393,1939,1794,1796,1716,1718,1776,1568,1584,1802,1012,1482,1604,1778,1798,743,1816,1704,1702,1698,1426,1470,1496,1619,964,982,1654,1264,1588,1606,1238,1236,817,834,835,830,1228,765,769,1040,887,576,283,351,346,431,430,668,667,666,664,663,662,660,671,429,601,654,442,120,71,57,54,353,349,343,342,468,366,311,310,526,509,423,422,420,523,522,548,665,661,659,672,3,373,326,296,500,328,645,641,639,638,637,501,499,94,59,475,474,473,472,470,469,467,466,464,376,358,357,324,319,317,312,455,507,506,498,497,518,406,527,525,487,533,532,529,528,508,458,457,540,450,448,446,445,426,425,424,421,418,417,416,676,599,595,593,545,631,381,378,377,374,372,367,447,602,590,588,428,615,539,496,476,471,465,359,320,318,316,505,405,531,530,460,459,541,537,536,449,434,419,596,546,547,649,642,368,594,589,538,139,136,2,112,22,153,138,98,534,348,345,282,87,74])).
% 25.04/25.12 cnf(2216,plain,
% 25.04/25.12 (P9(f31(x22161,x22162),x22161,x22162)),
% 25.04/25.12 inference(rename_variables,[],[248])).
% 25.04/25.12 cnf(2222,plain,
% 25.04/25.12 (P8(f30(x22221),x22221)),
% 25.04/25.12 inference(rename_variables,[],[244])).
% 25.04/25.12 cnf(2224,plain,
% 25.04/25.12 (P44(f22(a1))),
% 25.04/25.12 inference(scs_inference,[],[247,244,248,2216,170,194,2157,773,775,1584,72,58,73,444,431])).
% 25.04/25.12 cnf(2232,plain,
% 25.04/25.12 (P24(f30(f39(a34)))),
% 25.04/25.12 inference(scs_inference,[],[164,247,244,2222,248,2216,174,253,170,162,199,194,2029,2157,2125,2093,2025,773,775,1584,704,158,72,58,73,444,431,430,429,601,379])).
% 25.04/25.12 cnf(2238,plain,
% 25.04/25.12 (P16(f28(a5,a5),a5,a5)),
% 25.04/25.12 inference(scs_inference,[],[164,247,244,2222,248,2216,160,252,251,197,173,161,198,174,253,170,162,199,194,2029,2157,2125,2093,2025,773,775,1600,735,1584,704,158,72,58,73,444,431,430,429,601,379,487,533,532])).
% 25.04/25.12 cnf(2244,plain,
% 25.04/25.12 (P4(f28(a5,a5))),
% 25.04/25.12 inference(scs_inference,[],[164,247,244,2222,248,2216,160,252,251,197,173,161,198,174,253,170,162,199,194,2029,2157,2125,2093,2025,773,775,1600,1855,735,1584,704,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458])).
% 25.04/25.12 cnf(2246,plain,
% 25.04/25.12 (P4(f24(a5,a5))),
% 25.04/25.12 inference(scs_inference,[],[164,247,244,2222,248,2216,160,252,251,197,173,161,198,174,253,170,162,199,194,2029,2157,2125,2093,2025,773,775,1600,1855,735,1584,704,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457])).
% 25.04/25.12 cnf(2278,plain,
% 25.04/25.12 (P4(f8(a2,a5))),
% 25.04/25.12 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,253,170,162,196,199,194,984,2029,2157,2125,2093,2025,773,775,729,1600,1855,735,731,1026,1046,1584,704,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522])).
% 25.04/25.12 cnf(2280,plain,
% 25.04/25.12 (P9(f8(a2,a5),f37(a2),f37(a5))),
% 25.04/25.12 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,253,170,162,196,199,194,984,2029,2157,2125,2093,2025,773,775,729,1600,1855,735,731,1026,1046,1584,704,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548])).
% 25.04/25.12 cnf(2290,plain,
% 25.04/25.12 (P32(f28(a5,a5),a5,a5)),
% 25.04/25.12 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528])).
% 25.04/25.12 cnf(2294,plain,
% 25.04/25.12 (P17(f28(a5,a5),f37(a5),f37(a5))),
% 25.04/25.12 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537])).
% 25.04/25.12 cnf(2296,plain,
% 25.04/25.12 (P17(f24(a5,a5),f37(a5),f37(a5))),
% 25.04/25.12 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536])).
% 25.04/25.12 cnf(2302,plain,
% 25.04/25.12 (P14(f8(a2,a5),a2,a5)),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545])).
% 25.04/25.13 cnf(2304,plain,
% 25.04/25.13 (P17(f8(a2,a5),f37(a2),f37(a5))),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547])).
% 25.04/25.13 cnf(2306,plain,
% 25.04/25.13 (P9(f28(a5,a5),f37(a5),f37(a5))),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539])).
% 25.04/25.13 cnf(2310,plain,
% 25.04/25.13 (P15(f24(a5,a5),a5,a5)),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,252,251,197,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530])).
% 25.04/25.13 cnf(2326,plain,
% 25.04/25.13 (~P8(a4,f39(a6))),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,188,252,251,197,189,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94])).
% 25.04/25.13 cnf(2329,plain,
% 25.04/25.13 (P9(f24(a5,a5),f37(a5),f37(a5))),
% 25.04/25.13 inference(scs_inference,[],[164,166,172,247,244,2222,248,2216,160,188,252,251,197,189,178,167,173,183,161,187,182,165,177,198,171,159,174,186,253,170,162,196,199,194,984,2029,2157,2125,2093,1965,2025,773,775,729,1600,1855,735,731,1026,1046,1236,741,1584,704,830,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94,449,538])).
% 25.04/25.13 cnf(2350,plain,
% 25.04/25.13 (P58(a18,a1,a1)),
% 25.04/25.13 inference(scs_inference,[],[164,694,166,257,172,247,244,2222,248,2216,160,188,252,233,251,197,189,178,167,173,183,161,187,182,165,177,198,169,201,245,171,175,159,174,186,253,170,254,163,162,196,199,200,194,2154,984,2113,2029,2157,1857,2125,2093,2015,1480,1596,1686,1914,1965,2025,773,775,1662,729,1600,1855,1076,735,731,1026,1046,743,1236,741,1584,704,830,1804,769,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94,449,538,139,112,2,152,636,667,666,663,662,671,93,585,555])).
% 25.04/25.13 cnf(2392,plain,
% 25.04/25.13 (~P8(f44(a1,a1,a18),f39(a6))),
% 25.04/25.13 inference(scs_inference,[],[164,694,166,257,172,247,244,2222,248,2216,160,188,252,233,251,197,189,178,167,173,183,161,187,182,165,177,198,169,201,245,171,175,159,174,186,253,170,254,163,162,196,199,200,194,2154,984,2113,2029,2157,1857,2125,2093,2015,1480,1596,1686,1914,1965,2025,773,775,1662,729,1600,1855,1076,735,731,1026,1046,743,1236,741,1584,704,830,1804,769,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94,449,538,139,112,2,152,636,667,666,663,662,671,93,585,555,668,664,660,659,8,21,587,586,582,581,580,654,549,665,661,652,651,650,647,646,672,428])).
% 25.04/25.13 cnf(2394,plain,
% 25.04/25.13 (P58(f24(a5,a5),a5,a5)),
% 25.04/25.13 inference(scs_inference,[],[164,694,166,257,172,247,244,2222,248,2216,160,188,252,233,251,197,189,178,167,173,183,161,187,182,165,177,198,169,201,245,171,175,159,174,186,253,170,254,163,162,196,199,200,194,2154,984,2113,2029,2157,1857,2125,2093,2015,1480,1596,1686,1914,1965,2025,773,775,1662,729,1600,1855,1076,735,731,1026,1046,743,1236,741,1584,704,830,1804,769,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94,449,538,139,112,2,152,636,667,666,663,662,671,93,585,555,668,664,660,659,8,21,587,586,582,581,580,654,549,665,661,652,651,650,647,646,672,428,615])).
% 25.04/25.13 cnf(2410,plain,
% 25.04/25.13 (~P7(a4,a6)),
% 25.04/25.13 inference(scs_inference,[],[164,694,166,257,172,247,244,2222,248,2216,160,188,252,233,251,197,189,178,167,173,183,161,187,182,165,177,198,169,201,245,171,175,159,174,186,253,170,254,163,162,196,199,200,194,2154,984,2113,2029,2157,1857,2125,2093,2015,1480,1596,1686,1914,1965,2025,773,775,1662,729,1600,1855,1076,735,731,1026,1046,743,1236,741,1584,704,830,1804,769,1040,887,158,72,58,73,444,431,430,429,601,379,487,533,532,509,508,458,457,540,450,448,446,445,425,424,423,422,421,420,417,416,676,523,522,548,54,3,447,328,529,528,459,537,536,426,418,545,547,539,531,530,460,541,434,419,546,649,642,94,449,538,139,112,2,152,636,667,666,663,662,671,93,585,555,668,664,660,659,8,21,587,586,582,581,580,654,549,665,661,652,651,650,647,646,672,428,615,645,641,639,638,637,648,640,381])).
% 25.04/25.13 cnf(2427,plain,
% 25.04/25.13 (P43(f30(f39(a6)))),
% 25.04/25.13 inference(scs_inference,[],[244,757,391])).
% 25.04/25.13 cnf(2428,plain,
% 25.04/25.13 (P8(f30(x24281),x24281)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2430,plain,
% 25.04/25.13 (P38(f30(f39(a6)))),
% 25.04/25.13 inference(scs_inference,[],[244,2428,757,759,391,387])).
% 25.04/25.13 cnf(2431,plain,
% 25.04/25.13 (P8(f30(x24311),x24311)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2434,plain,
% 25.04/25.13 (P8(f30(x24341),x24341)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2439,plain,
% 25.04/25.13 (P8(f30(x24391),x24391)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2442,plain,
% 25.04/25.13 (P8(f30(x24421),x24421)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2454,plain,
% 25.04/25.13 (P13(f30(a7),a7)),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,252,191,180,185,190,169,184,168,179,175,174,173,161,198,163,162,199,200,1660,2077,2244,2306,2294,885,1912,2224,2290,757,761,2095,759,1963,1482,1470,1654,1798,1604,391,387,382,441,348,345,656,598,592,591,601,379])).
% 25.04/25.13 cnf(2472,plain,
% 25.04/25.13 (P4(f28(a2,a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,2224,2290,757,761,1052,2095,759,1602,1963,1482,1470,1654,1798,1604,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458])).
% 25.04/25.13 cnf(2486,plain,
% 25.04/25.13 (E(f39(f36(a6,a6,a6)),f39(f36(a34,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21])).
% 25.04/25.13 cnf(2497,plain,
% 25.04/25.13 (P16(f28(a2,a2),a2,a2)),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532])).
% 25.04/25.13 cnf(2505,plain,
% 25.04/25.13 (P4(f24(a2,a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457])).
% 25.04/25.13 cnf(2507,plain,
% 25.04/25.13 (P17(f28(a2,a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537])).
% 25.04/25.13 cnf(2511,plain,
% 25.04/25.13 (P4(f8(a16,a16))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522])).
% 25.04/25.13 cnf(2513,plain,
% 25.04/25.13 (P9(f8(a16,a16),f37(a16),f37(a16))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548])).
% 25.04/25.13 cnf(2531,plain,
% 25.04/25.13 (E(f41(x25311,x25312,f36(a6,a6,a6)),f41(x25311,x25312,f36(a34,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8])).
% 25.04/25.13 cnf(2534,plain,
% 25.04/25.13 (E(f40(x25341,a6,a6),f40(x25341,a34,a34))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3])).
% 25.04/25.13 cnf(2539,plain,
% 25.04/25.13 (P15(f24(a2,a2),a2,a2)),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530])).
% 25.04/25.13 cnf(2545,plain,
% 25.04/25.13 (P17(f24(a2,a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,175,174,173,161,198,254,163,162,199,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536])).
% 25.04/25.13 cnf(2549,plain,
% 25.04/25.13 (P14(f8(a16,a16),a16,a16)),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545])).
% 25.04/25.13 cnf(2551,plain,
% 25.04/25.13 (P17(f8(a16,a16),f37(a16),f37(a16))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547])).
% 25.04/25.13 cnf(2553,plain,
% 25.04/25.13 (P32(f28(a2,a2),a2,a2)),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547,528])).
% 25.04/25.13 cnf(2557,plain,
% 25.04/25.13 (P9(f24(a2,a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547,528,426,538])).
% 25.04/25.13 cnf(2559,plain,
% 25.04/25.13 (P9(f28(a2,a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[257,244,2428,2431,2434,2439,2442,188,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547,528,426,538,539])).
% 25.04/25.13 cnf(2578,plain,
% 25.04/25.13 (~E(a34,f42(f41(a1,a1,a18)))),
% 25.04/25.13 inference(scs_inference,[],[694,257,244,2428,2431,2434,2439,2442,188,232,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,2089,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,769,830,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547,528,426,538,539,531,460,546,649,642,419,139,449,94,112])).
% 25.04/25.13 cnf(2579,plain,
% 25.04/25.13 (E(f36(a34,a34,a34),f36(a6,a6,a6))),
% 25.04/25.13 inference(scs_inference,[],[694,257,244,2428,2431,2434,2439,2442,188,232,166,172,251,160,197,252,191,180,185,190,169,184,168,179,187,182,165,177,175,174,171,159,173,161,198,254,163,162,199,196,200,2089,1660,2077,2244,1466,2306,2294,885,1478,1484,1912,1938,2224,2290,757,761,1052,818,819,1048,2095,759,1602,1963,1482,1470,1654,1798,1604,769,830,729,731,391,387,382,441,348,345,656,598,592,591,601,379,597,595,593,602,590,402,555,533,458,540,448,446,445,425,421,21,599,596,589,588,549,532,529,509,508,457,537,523,522,548,450,424,423,422,420,418,417,416,8,447,3,594,530,459,541,536,434,545,547,528,426,538,539,531,460,546,649,642,419,139,449,94,112,2])).
% 25.04/25.13 cnf(2656,plain,
% 25.04/25.13 (P8(f30(x26561),x26561)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(2671,plain,
% 25.04/25.13 (~P7(f44(a1,a1,a18),a6)),
% 25.04/25.13 inference(scs_inference,[],[244,191,180,185,169,190,175,184,168,179,174,163,162,200,199,2075,1468,1997,2005,847,1961,2392,1480,1596,1686,598,591,592,93,597,602,448,446,595,593,590,381])).
% 25.04/25.13 cnf(2716,plain,
% 25.04/25.13 (E(f41(x27161,x27162,f36(a6,a6,a6)),f41(x27161,x27162,f36(a34,a34,a34)))),
% 25.04/25.13 inference(rename_variables,[],[2531])).
% 25.04/25.13 cnf(2734,plain,
% 25.04/25.13 (~E(a18,f36(a1,a1,f14(a1)))),
% 25.04/25.13 inference(scs_inference,[],[244,2656,191,180,185,182,165,177,169,171,190,159,175,184,168,179,174,163,196,162,200,199,1609,2023,2531,2716,2075,1468,1997,2005,1178,844,847,1961,1118,2392,1480,1596,1686,2031,2127,2151,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2])).
% 25.04/25.13 cnf(2764,plain,
% 25.04/25.13 (P4(f28(a5,a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2023,2531,2716,2075,1468,2472,2559,2507,1997,2005,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458])).
% 25.04/25.13 cnf(2766,plain,
% 25.04/25.13 (P16(f28(a5,a2),a5,a2)),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2023,2531,2716,2075,1468,2472,2559,2507,1997,2005,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532])).
% 25.04/25.13 cnf(2770,plain,
% 25.04/25.13 (P4(f24(a5,a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2023,2531,2716,2075,1468,2472,2559,2507,1997,2005,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457])).
% 25.04/25.13 cnf(2772,plain,
% 25.04/25.13 (P17(f28(a5,a2),f37(a5),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2023,2531,2716,2075,1468,2472,2559,2507,1997,2005,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537])).
% 25.04/25.13 cnf(2804,plain,
% 25.04/25.13 (P32(f28(a5,a2),a5,a2)),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2505,2023,2531,2716,2075,1468,2472,2557,2559,2545,2507,1997,2005,2539,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537,668,665,661,660,651,647,646,654,645,641,529,509,541,650,640,528])).
% 25.04/25.13 cnf(2812,plain,
% 25.04/25.13 (P9(f24(a5,a2),f37(a5),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2505,2023,2531,2716,2075,1468,2472,2557,2559,2545,2507,1997,2005,2539,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537,668,665,661,660,651,647,646,654,645,641,529,509,541,650,640,528,639,638,637,538])).
% 25.04/25.13 cnf(2814,plain,
% 25.04/25.13 (P9(f28(a5,a2),f37(a5),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2505,2023,2531,2716,2075,1468,2472,2557,2559,2545,2507,1997,2005,2539,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537,668,665,661,660,651,647,646,654,645,641,529,509,541,650,640,528,639,638,637,538,539])).
% 25.04/25.13 cnf(2818,plain,
% 25.04/25.13 (P15(f24(a5,a2),a5,a2)),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2505,2023,2531,2716,2075,1468,2472,2557,2559,2545,2507,1997,2005,2539,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537,668,665,661,660,651,647,646,654,645,641,529,509,541,650,640,528,639,638,637,538,539,531,530])).
% 25.04/25.13 cnf(2822,plain,
% 25.04/25.13 (P17(f24(a5,a2),f37(a5),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[243,241,244,2656,252,188,251,166,191,172,180,187,160,185,182,165,177,197,169,171,190,159,175,184,168,179,198,174,163,196,162,200,199,1609,2505,2023,2531,2716,2075,1468,2472,2557,2559,2545,2507,1997,2005,2539,2497,1178,844,847,1961,2410,1118,2392,698,1086,1981,2079,1102,1114,1110,1480,1596,1686,2031,2127,1082,1052,1912,2151,2095,1048,1963,731,1112,729,1100,1108,598,591,592,93,597,602,448,446,595,593,590,381,548,450,445,425,422,421,420,418,599,596,615,589,588,545,523,522,547,424,423,417,416,3,447,594,546,426,434,419,449,94,112,2,135,121,621,663,662,631,120,666,664,533,540,667,659,652,672,671,458,532,508,457,537,668,665,661,660,651,647,646,654,645,641,529,509,541,650,640,528,639,638,637,538,539,531,530,459,536])).
% 25.04/25.13 cnf(2841,plain,
% 25.04/25.13 (P5(f30(f39(a34)))),
% 25.04/25.13 inference(scs_inference,[],[195,1378,2232,542,271,270])).
% 25.04/25.13 cnf(2855,plain,
% 25.04/25.13 (P5(f20(a7))),
% 25.04/25.13 inference(scs_inference,[],[257,241,195,1378,2232,542,271,270,435,301,281,278,277,275,272])).
% 25.04/25.13 cnf(2857,plain,
% 25.04/25.13 (P8(f32(x28571,x28572),f39(f43(x28571,x28572)))),
% 25.04/25.13 inference(scs_inference,[],[257,241,247,195,1378,2232,542,271,270,435,301,281,278,277,275,272,544])).
% 25.04/25.13 cnf(2860,plain,
% 25.04/25.13 (P9(f31(f42(f41(a1,a1,a18)),x28601),f44(a1,a1,a18),x28601)),
% 25.04/25.13 inference(rename_variables,[],[1380])).
% 25.04/25.13 cnf(2868,plain,
% 25.04/25.13 (E(f30(f39(a34)),a34)),
% 25.04/25.13 inference(scs_inference,[],[257,241,247,195,1378,1380,948,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259])).
% 25.04/25.13 cnf(2870,plain,
% 25.04/25.13 (P49(f20(a7))),
% 25.04/25.13 inference(scs_inference,[],[257,241,247,195,229,1378,1380,948,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394])).
% 25.04/25.13 cnf(2874,plain,
% 25.04/25.13 (P25(a18)),
% 25.04/25.13 inference(scs_inference,[],[257,241,247,195,229,1378,1380,948,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524])).
% 25.04/25.13 cnf(2878,plain,
% 25.04/25.13 (P11(f22(a17),a17)),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,948,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300])).
% 25.04/25.13 cnf(2895,plain,
% 25.04/25.13 (P8(f25(a7),f39(a7))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332])).
% 25.04/25.13 cnf(2915,plain,
% 25.04/25.13 (E(f40(x29151,x29152,f40(x29153,a6,a6)),f40(x29151,x29152,f40(x29153,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33])).
% 25.04/25.13 cnf(2916,plain,
% 25.04/25.13 (E(f40(x29161,f40(x29162,a6,a6),x29163),f40(x29161,f40(x29162,a34,a34),x29163))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32])).
% 25.04/25.13 cnf(2917,plain,
% 25.04/25.13 (E(f40(f40(x29171,a6,a6),x29172,x29173),f40(f40(x29171,a34,a34),x29172,x29173))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31])).
% 25.04/25.13 cnf(2920,plain,
% 25.04/25.13 (E(f31(x29201,f40(x29202,a6,a6)),f31(x29201,f40(x29202,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18])).
% 25.04/25.13 cnf(2921,plain,
% 25.04/25.13 (E(f31(f40(x29211,a6,a6),x29212),f31(f40(x29211,a34,a34),x29212))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17])).
% 25.04/25.13 cnf(2922,plain,
% 25.04/25.13 (E(f38(x29221,f40(x29222,a6,a6),x29223),f38(x29221,f40(x29222,a34,a34),x29223))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13])).
% 25.04/25.13 cnf(2923,plain,
% 25.04/25.13 (E(f44(x29231,x29232,f40(x29233,a6,a6)),f44(x29231,x29232,f40(x29233,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11])).
% 25.04/25.13 cnf(2924,plain,
% 25.04/25.13 (E(f44(x29241,f40(x29242,a6,a6),x29243),f44(x29241,f40(x29242,a34,a34),x29243))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10])).
% 25.04/25.13 cnf(2925,plain,
% 25.04/25.13 (E(f44(f40(x29251,a6,a6),x29252,x29253),f44(f40(x29251,a34,a34),x29252,x29253))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9])).
% 25.04/25.13 cnf(2928,plain,
% 25.04/25.13 (E(f30(f40(x29281,a6,a6)),f30(f40(x29281,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4])).
% 25.04/25.13 cnf(2930,plain,
% 25.04/25.13 (P43(f20(a7))),
% 25.04/25.13 inference(scs_inference,[],[237,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392])).
% 25.04/25.13 cnf(2934,plain,
% 25.04/25.13 (P38(f20(a7))),
% 25.04/25.13 inference(scs_inference,[],[237,221,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389])).
% 25.04/25.13 cnf(2936,plain,
% 25.04/25.13 (P38(f25(a7))),
% 25.04/25.13 inference(scs_inference,[],[216,237,221,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387])).
% 25.04/25.13 cnf(2959,plain,
% 25.04/25.13 (E(f32(f40(x29591,a6,a6),x29592),f32(f40(x29591,a34,a34),x29592))),
% 25.04/25.13 inference(scs_inference,[],[216,237,210,221,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15])).
% 25.04/25.13 cnf(2960,plain,
% 25.04/25.13 (E(f38(x29601,x29602,f40(x29603,a6,a6)),f38(x29601,x29602,f40(x29603,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[216,237,210,221,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15,14])).
% 25.04/25.13 cnf(2961,plain,
% 25.04/25.13 (E(f38(f40(x29611,a6,a6),x29612,x29613),f38(f40(x29611,a34,a34),x29612,x29613))),
% 25.04/25.13 inference(scs_inference,[],[216,237,210,221,257,241,247,195,229,1378,1380,2860,948,2534,848,2232,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15,14,12])).
% 25.04/25.13 cnf(2988,plain,
% 25.04/25.13 (P11(f11(f41(a1,a1,a18)),f41(a1,a1,a18))),
% 25.04/25.13 inference(scs_inference,[],[216,237,210,221,257,243,241,247,195,229,188,166,189,201,245,178,183,167,191,190,173,172,161,180,160,184,168,179,185,197,169,174,198,175,162,163,199,200,194,1226,1224,1202,1378,1380,2860,2350,948,2486,2770,2534,2822,2812,1440,1636,1910,848,2818,1941,2232,1792,1947,1617,1200,2007,1204,1228,1611,769,743,887,731,729,158,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15,14,12,6,121,676,621,598,666,591,592,120,93,659,671,597,448,446])).
% 25.04/25.13 cnf(3000,plain,
% 25.04/25.13 (P47(f11(f41(a1,a1,a18)),f41(a1,a1,a18))),
% 25.04/25.13 inference(scs_inference,[],[216,237,210,221,257,243,241,247,195,229,188,166,189,201,245,178,183,167,191,190,173,172,161,180,160,184,168,179,185,197,169,174,198,175,162,163,199,200,194,1226,1224,1202,1378,1380,2860,2350,948,2486,2764,2770,2534,2822,2814,2772,2812,1440,1636,1910,848,2818,2766,1941,2232,1792,1947,1617,1200,2007,1204,1228,1611,769,743,887,731,729,158,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15,14,12,6,121,676,621,598,666,591,592,120,93,659,671,597,448,446,381,667,661,654,645,450])).
% 25.04/25.13 cnf(3077,plain,
% 25.04/25.13 (P50(f20(a7))),
% 25.04/25.13 inference(scs_inference,[],[239,216,237,210,221,231,257,243,241,247,195,244,229,188,166,189,201,245,178,183,167,191,190,173,172,161,180,160,184,168,179,185,197,169,174,198,175,162,163,199,200,194,1226,1224,1202,1378,1380,2860,2350,2551,2513,948,2549,2486,2511,2764,2770,2534,2822,2814,2772,2812,1440,1636,1910,2578,848,2818,2766,1941,2232,2430,1792,1947,1617,1200,2427,2007,1204,1376,1228,1352,2392,1611,769,743,887,731,729,158,542,271,270,435,301,281,278,277,275,272,544,520,331,483,403,259,394,260,524,362,300,299,285,284,280,279,273,521,332,484,482,480,543,52,51,50,48,45,44,43,41,39,38,33,32,31,20,19,18,17,13,11,10,9,7,5,4,23,392,391,389,387,385,382,49,47,46,42,40,37,36,35,34,30,29,28,27,26,25,24,16,15,14,12,6,121,676,621,598,666,591,592,120,93,659,671,597,448,446,381,667,661,654,645,450,422,420,615,668,651,650,647,646,640,545,522,548,641,445,425,424,421,418,648,523,547,639,638,637,3,423,417,416,434,447,546,426,419,449,94,2,112,125,344,341,396])).
% 25.04/25.13 cnf(3117,plain,
% 25.04/25.13 (P8(f30(x31171),x31171)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3120,plain,
% 25.04/25.13 (P8(f30(x31201),x31201)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3123,plain,
% 25.04/25.13 (P8(f30(x31231),x31231)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3183,plain,
% 25.04/25.13 (P7(f30(f39(x31831)),x31831)),
% 25.04/25.13 inference(rename_variables,[],[698])).
% 25.04/25.13 cnf(3194,plain,
% 25.04/25.13 (~E(f30(f39(a6)),f44(a1,a1,a18))),
% 25.04/25.13 inference(scs_inference,[],[206,203,236,698,3183,248,244,3117,3120,195,252,188,189,166,178,183,167,173,172,161,160,197,198,2160,2841,2579,2671,2930,2936,2878,2766,2764,2772,2814,1226,1611,731,729,388,384,383,453,290,289,512,439,437,398,335,334,304,303,302,292,436,492,489,399,490,380,333,293,438,491,336,338,535,430,664,121,663,662,652,665,660,120])).
% 25.04/25.13 cnf(3199,plain,
% 25.04/25.13 (E(f40(x31991,f40(x31992,a6,a6),f40(x31993,a6,a6)),f40(x31991,f40(x31992,a34,a34),f40(x31993,a34,a34)))),
% 25.04/25.13 inference(scs_inference,[],[206,203,236,698,3183,248,244,3117,3120,195,252,188,189,166,178,183,167,173,172,161,160,197,198,2160,2915,2916,2841,2579,2671,2930,2936,2868,2878,1802,2766,2764,2772,2814,1226,1611,731,729,388,384,383,453,290,289,512,439,437,398,335,334,304,303,302,292,436,492,489,399,490,380,333,293,438,491,336,338,535,430,664,121,663,662,652,665,660,120,672,21,139,3])).
% 25.04/25.13 cnf(3200,plain,
% 25.04/25.13 (E(f40(x32001,x32002,f40(x32003,a6,a6)),f40(x32001,x32002,f40(x32003,a34,a34)))),
% 25.04/25.13 inference(rename_variables,[],[2915])).
% 25.04/25.13 cnf(3203,plain,
% 25.04/25.13 (P8(f30(x32031),x32031)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3229,plain,
% 25.04/25.13 (E(f35(f36(a34,a34,a34),x32291),f35(f36(a6,a6,a6),x32291))),
% 25.04/25.13 inference(scs_inference,[],[176,206,203,236,698,3183,248,244,3117,3120,3123,3203,233,195,252,251,188,189,166,178,183,167,181,173,172,161,160,197,198,194,2857,3000,2160,2156,1608,2915,3200,2916,1246,2394,2804,2246,2841,1250,2296,1248,2579,2671,2930,2934,2936,3077,2868,2878,807,2329,1613,1802,2766,2764,2772,2814,1226,1611,731,729,164,170,158,388,384,383,453,290,289,512,439,437,398,335,334,304,303,302,292,436,492,489,399,490,380,333,293,438,491,336,338,535,430,664,121,663,662,652,665,660,120,672,21,139,3,94,2,112,122,340,65,397,624,622,625,623,675,353,601,676,22])).
% 25.04/25.13 cnf(3274,plain,
% 25.04/25.13 (P4(f14(a2))),
% 25.04/25.13 inference(scs_inference,[],[251,182,171,160,197,196,453,290,289,439,437,468,366,310])).
% 25.04/25.13 cnf(3279,plain,
% 25.04/25.13 (E(f31(x32791,f40(x32792,a6,a6)),f31(x32791,f40(x32792,a34,a34)))),
% 25.04/25.13 inference(rename_variables,[],[2920])).
% 25.04/25.13 cnf(3280,plain,
% 25.04/25.13 (P9(f31(x32801,x32802),x32801,x32802)),
% 25.04/25.13 inference(rename_variables,[],[248])).
% 25.04/25.13 cnf(3285,plain,
% 25.04/25.13 (P8(f30(x32851),x32851)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3321,plain,
% 25.04/25.13 (E(f35(f36(a34,a34,a34),x33211),f35(f36(a6,a6,a6),x33211))),
% 25.04/25.13 inference(rename_variables,[],[3229])).
% 25.04/25.13 cnf(3335,plain,
% 25.04/25.13 (P17(f14(a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[248,244,251,188,182,166,171,172,160,197,196,2920,3279,2169,2171,3229,3321,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496])).
% 25.04/25.13 cnf(3337,plain,
% 25.04/25.13 (E(f35(f37(a13),f46(a13)),a13)),
% 25.04/25.13 inference(scs_inference,[],[208,248,244,251,188,182,166,171,172,160,197,196,199,2920,3279,2169,2171,3229,3321,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380])).
% 25.04/25.13 cnf(3339,plain,
% 25.04/25.13 (P9(f14(a2),f37(a2),f37(a2))),
% 25.04/25.13 inference(scs_inference,[],[208,248,244,251,188,182,166,171,172,160,197,196,199,2920,3279,2169,2171,3229,3321,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499])).
% 25.04/25.13 cnf(3355,plain,
% 25.04/25.13 (P16(f14(a2),a2,a2)),
% 25.04/25.13 inference(scs_inference,[],[208,247,248,244,251,188,182,166,171,172,160,197,196,199,2917,2920,3279,2169,2171,3229,3321,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474])).
% 25.04/25.13 cnf(3363,plain,
% 25.04/25.13 (P32(f14(a2),a2,a2)),
% 25.04/25.13 inference(scs_inference,[],[208,247,248,244,251,188,182,166,171,172,160,197,196,199,2917,2920,3279,2169,2171,3229,3321,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474,473,472,471,466])).
% 25.04/25.13 cnf(3387,plain,
% 25.04/25.13 (P55(f14(a2),a2)),
% 25.04/25.13 inference(scs_inference,[],[208,247,248,244,251,201,188,182,165,166,171,172,160,197,196,199,2917,2920,3279,2169,2171,3229,3321,2874,2855,753,745,2497,2472,2559,2507,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474,473,472,471,466,357,324,317,312,497,398,436,378,377,372,368,367])).
% 25.04/25.13 cnf(3422,plain,
% 25.04/25.13 (~P7(f40(f41(a1,a1,a18),a1,f38(a1,a1,a18)),a6)),
% 25.04/25.13 inference(scs_inference,[],[208,247,248,3280,244,251,201,188,182,165,177,166,171,159,172,160,197,196,199,2988,2553,1895,2917,2920,3279,2169,2171,3229,3321,2874,2855,753,745,2671,1236,2497,2472,2559,2507,1611,731,729,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474,473,472,471,466,357,324,317,312,497,398,436,378,377,372,368,367,336,535,333,293,438,491,465,359,320,318,316,505,338,601,631,545,120])).
% 25.04/25.13 cnf(3435,plain,
% 25.04/25.13 (E(f40(f40(x34351,a6,a6),x34352,x34353),f40(f40(x34351,a34,a34),x34352,x34353))),
% 25.04/25.13 inference(rename_variables,[],[2917])).
% 25.04/25.13 cnf(3446,plain,
% 25.04/25.13 (~P28(f36(f41(a1,a1,a18),a1,f44(a1,a1,a18)),a1,f41(a1,a1,a18))),
% 25.04/25.13 inference(scs_inference,[],[181,208,192,247,248,3280,244,3285,251,201,188,182,165,177,186,166,184,168,179,171,159,174,172,160,197,196,162,199,194,2988,737,2553,1134,1895,2917,3435,2920,3279,2169,2171,3199,3229,3321,2928,1182,1926,2139,1928,897,2874,1184,2855,753,745,1116,2671,741,1236,1224,2497,2472,2559,2507,1200,1202,1204,1226,1228,1611,731,729,176,164,170,158,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474,473,472,471,466,357,324,317,312,497,398,436,378,377,372,368,367,336,535,333,293,438,491,465,359,320,318,316,505,338,601,631,545,120,522,548,547,93,523,546,3,94,2,112,118,624,622,688])).
% 25.04/25.13 cnf(3452,plain,
% 25.04/25.13 (~P8(f40(f41(a1,a1,a18),a1,f38(a1,a1,a18)),f39(a6))),
% 25.04/25.13 inference(scs_inference,[],[181,208,192,247,248,3280,244,3285,251,201,188,182,165,177,186,166,184,168,179,171,159,174,172,160,197,196,162,199,194,2988,737,2553,1134,1895,2917,3435,2920,3279,2169,2171,3199,3229,3321,2928,1182,1926,2139,1928,897,2874,1184,2855,753,745,1116,2671,741,1236,1224,2497,2472,2559,2507,1200,1202,1204,1226,1228,1611,731,729,176,164,170,158,453,290,289,439,437,468,366,310,501,71,57,343,303,302,292,489,470,469,467,464,376,358,319,311,455,507,506,498,74,374,373,399,490,500,675,87,496,380,499,59,335,334,304,492,476,475,474,473,472,471,466,357,324,317,312,497,398,436,378,377,372,368,367,336,535,333,293,438,491,465,359,320,318,316,505,338,601,631,545,120,522,548,547,93,523,546,3,94,2,112,118,624,622,688,625,623,403])).
% 25.04/25.13 cnf(3476,plain,
% 25.04/25.13 (~E(f38(a1,a1,a18),f36(f41(a1,a1,a18),a1,f44(a1,a1,a18)))),
% 25.04/25.13 inference(scs_inference,[],[249,3446,146])).
% 25.04/25.13 cnf(3480,plain,
% 25.04/25.13 (P8(f30(x34801),x34801)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3483,plain,
% 25.04/25.13 (P8(f30(x34831),x34831)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3632,plain,
% 25.04/25.13 (~P7(f40(f41(a1,a1,a18),a1,f38(a1,a1,a18)),a34)),
% 25.04/25.13 inference(scs_inference,[],[249,247,248,244,3480,3483,252,188,189,178,183,166,167,173,161,172,198,160,197,1632,2922,2921,2959,2278,3422,3446,2304,2280,2870,3274,3335,3339,2734,2310,2302,2238,3355,1592,2296,2246,2329,2306,2294,2244,1352,743,731,729,146,674,351,346,534,349,366,673,403,469,468,464,319,506,487,374,373,500,310,501,499,71,476,472,471,470,467,376,358,312,311,507,498,497,368,455,675,496,59,57,475,474,473,466,465,357,324,320,318,317,316,505,378,377,372,367,359,664,652,654,649,663,662,650,646,645,642,665,660,672,647,640,641,637,615,648,639,638,121])).
% 25.04/25.13 cnf(3637,plain,
% 25.04/25.13 (P7(f38(x36371,f40(x36372,a34,a34),x36373),f38(x36371,f40(x36372,a6,a6),x36373))),
% 25.04/25.13 inference(scs_inference,[],[249,243,247,248,244,3480,3483,252,188,189,182,177,165,178,183,166,167,171,159,173,161,172,198,196,160,197,1632,2922,2921,2959,2278,3422,3446,2304,2280,2870,3274,3335,3339,2734,2310,2302,2238,3355,1592,2296,2246,2329,2306,2294,2244,1352,743,731,729,146,674,351,346,534,349,366,673,403,469,468,464,319,506,487,374,373,500,310,501,499,71,476,472,471,470,467,376,358,312,311,507,498,497,368,455,675,496,59,57,475,474,473,466,465,357,324,320,318,317,316,505,378,377,372,367,359,664,652,654,649,663,662,650,646,645,642,665,660,672,647,640,641,637,615,648,639,638,121,545,548,120])).
% 25.04/25.13 cnf(3644,plain,
% 25.04/25.13 (P8(f38(x36441,f40(x36442,a34,a34),x36443),f39(f38(x36441,f40(x36442,a6,a6),x36443)))),
% 25.04/25.13 inference(scs_inference,[],[249,243,247,248,244,3480,3483,252,188,189,182,177,165,178,183,166,167,171,159,173,161,172,198,196,160,197,1632,2922,2921,2959,2278,3422,3446,2304,2280,2870,3274,3335,3337,3339,2734,2310,2302,2238,3355,1592,2296,2246,2329,2306,2294,2244,1352,743,769,731,729,146,674,351,346,534,349,366,673,403,469,468,464,319,506,487,374,373,500,310,501,499,71,476,472,471,470,467,376,358,312,311,507,498,497,368,455,675,496,59,57,475,474,473,466,465,357,324,320,318,317,316,505,378,377,372,367,359,664,652,654,649,663,662,650,646,645,642,665,660,672,647,640,641,637,615,648,639,638,121,545,548,120,522,547,21,93])).
% 25.04/25.13 cnf(3645,plain,
% 25.04/25.13 (P8(x36451,f39(x36451))),
% 25.04/25.13 inference(rename_variables,[],[769])).
% 25.04/25.13 cnf(3651,plain,
% 25.04/25.13 (~E(f39(f40(f41(a1,a1,a18),a1,f38(a1,a1,a18))),f39(a6))),
% 25.04/25.13 inference(scs_inference,[],[249,243,247,248,244,3480,3483,252,188,189,182,177,165,178,183,166,167,171,159,173,161,172,198,196,160,197,1632,2922,3194,2921,2959,2278,3422,3452,3446,2304,2280,2870,3274,3335,3337,3339,2734,2310,2302,2238,3355,1592,2296,2246,2329,2306,2294,2244,1352,1236,743,769,3645,731,729,146,674,351,346,534,349,366,673,403,469,468,464,319,506,487,374,373,500,310,501,499,71,476,472,471,470,467,376,358,312,311,507,498,497,368,455,675,496,59,57,475,474,473,466,465,357,324,320,318,317,316,505,378,377,372,367,359,664,652,654,649,663,662,650,646,645,642,665,660,672,647,640,641,637,615,648,639,638,121,545,548,120,522,547,21,93,546,523,3,94])).
% 25.04/25.13 cnf(3682,plain,
% 25.04/25.13 (P8(f30(x36821),x36821)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3687,plain,
% 25.04/25.13 (P8(f30(x36871),x36871)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3725,plain,
% 25.04/25.13 (P4(f14(a12))),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310])).
% 25.04/25.13 cnf(3729,plain,
% 25.04/25.13 (P9(f14(a12),f37(a12),f37(a12))),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499])).
% 25.04/25.13 cnf(3735,plain,
% 25.04/25.13 (P16(f14(a12),a12,a12)),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474])).
% 25.04/25.13 cnf(3745,plain,
% 25.04/25.13 (P32(f14(a12),a12,a12)),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466])).
% 25.04/25.13 cnf(3765,plain,
% 25.04/25.13 (P55(f14(a12),a12)),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466,465,376,357,324,320,318,312,372,368,367])).
% 25.04/25.13 cnf(3771,plain,
% 25.04/25.13 (P17(f14(a12),f37(a12),f37(a12))),
% 25.04/25.13 inference(scs_inference,[],[244,3682,250,191,180,185,169,159,254,175,196,163,200,3632,1648,755,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466,465,376,357,324,320,318,312,372,368,367,671,497,496])).
% 25.04/25.13 cnf(3796,plain,
% 25.04/25.13 (P7(f30(f39(x37961)),x37961)),
% 25.04/25.13 inference(rename_variables,[],[698])).
% 25.04/25.13 cnf(3800,plain,
% 25.04/25.13 (E(f44(x38001,x38002,f40(x38003,a6,a6)),f44(x38001,x38002,f40(x38003,a34,a34)))),
% 25.04/25.13 inference(rename_variables,[],[2923])).
% 25.04/25.13 cnf(3803,plain,
% 25.04/25.13 (P8(f30(x38031),x38031)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3804,plain,
% 25.04/25.13 (E(f44(x38041,x38042,f40(x38043,a34,a34)),f44(x38041,x38042,f40(x38043,a6,a6)))),
% 25.04/25.13 inference(scs_inference,[],[698,3796,244,3682,3687,250,191,180,185,169,159,254,175,196,163,200,2923,3800,2924,3651,3632,1648,755,820,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466,465,376,357,324,320,318,312,372,368,367,671,497,496,359,317,316,505,378,377,667,661,659,668,651,121,120,21,3,94,2])).
% 25.04/25.13 cnf(3806,plain,
% 25.04/25.13 (P49(f25(a7))),
% 25.04/25.13 inference(scs_inference,[],[698,3796,231,244,3682,3687,250,191,180,185,169,159,254,175,196,163,200,1262,2923,3800,2924,3651,2895,3632,1648,755,820,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466,465,376,357,324,320,318,312,372,368,367,671,497,496,359,317,316,505,378,377,667,661,659,668,651,121,120,21,3,94,2,109,395])).
% 25.04/25.13 cnf(3810,plain,
% 25.04/25.13 (~P13(x38101,f30(f39(a6)))),
% 25.04/25.13 inference(scs_inference,[],[698,3796,231,233,244,3682,3687,3803,187,250,191,182,177,165,180,185,171,169,159,254,175,196,163,200,1262,2923,3800,2924,3651,2895,3632,1648,755,820,2326,1943,3452,1482,1798,1604,394,361,444,366,403,468,464,319,487,374,373,472,469,358,311,507,506,498,666,455,500,310,501,499,476,475,474,473,471,470,467,466,465,376,357,324,320,318,312,372,368,367,671,497,496,359,317,316,505,378,377,667,661,659,668,651,121,120,21,3,94,2,109,395,598,428])).
% 25.04/25.13 cnf(3886,plain,
% 25.04/25.13 (P8(f30(x38861),x38861)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3893,plain,
% 25.04/25.13 (P8(f30(x38931),x38931)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3896,plain,
% 25.04/25.13 (P8(f30(x38961),x38961)),
% 25.04/25.13 inference(rename_variables,[],[244])).
% 25.04/25.13 cnf(3925,plain,
% 25.04/25.13 (E(f44(f40(x39251,a6,a6),x39252,x39253),f44(f40(x39251,a34,a34),x39252,x39253))),
% 25.04/25.13 inference(rename_variables,[],[2925])).
% 25.04/25.13 cnf(3929,plain,
% 25.04/25.13 ($false),
% 25.04/25.13 inference(scs_inference,[],[701,698,233,244,3886,3893,3896,187,190,184,168,179,188,182,177,165,174,166,171,172,162,159,199,160,197,196,3476,3363,3644,2925,3925,2960,2961,3637,3804,3810,856,3725,3729,3771,3806,3387,3765,3735,3745,837,1220,1969,1806,1238,2454,1120,2117,2127,2031,2151,1912,2095,1963,1204,3274,3335,3339,1611,731,729,352,674,633,392,389,656,634,673,635,487,403,675,428,381,139,121,120,21,93,3,94,2]),
% 25.04/25.13 ['proof']).
% 25.04/25.13 % SZS output end Proof
% 25.04/25.13 % Total time :24.180000s
%------------------------------------------------------------------------------