TSTP Solution File: SEV439+1 by Prover9---1109a
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : Prover9---1109a
% Problem : SEV439+1 : TPTP v8.1.0. Released v6.4.0.
% Transfm : none
% Format : tptp:raw
% Command : tptp2X_and_run_prover9 %d %s
% Computer : n019.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Tue Jul 19 17:59:53 EDT 2022
% Result : Unknown 223.33s 223.65s
% Output : None
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.12 % Problem : SEV439+1 : TPTP v8.1.0. Released v6.4.0.
% 0.06/0.13 % Command : tptp2X_and_run_prover9 %d %s
% 0.12/0.34 % Computer : n019.cluster.edu
% 0.12/0.34 % Model : x86_64 x86_64
% 0.12/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.34 % Memory : 8042.1875MB
% 0.12/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.34 % CPULimit : 300
% 0.12/0.34 % WCLimit : 600
% 0.12/0.34 % DateTime : Tue Jun 28 08:53:09 EDT 2022
% 0.12/0.34 % CPUTime :
% 0.75/1.01 ============================== Prover9 ===============================
% 0.75/1.01 Prover9 (32) version 2009-11A, November 2009.
% 0.75/1.01 Process 7945 was started by sandbox on n019.cluster.edu,
% 0.75/1.01 Tue Jun 28 08:53:09 2022
% 0.75/1.01 The command was "/export/starexec/sandbox/solver/bin/prover9 -t 300 -f /tmp/Prover9_7788_n019.cluster.edu".
% 0.75/1.01 ============================== end of head ===========================
% 0.75/1.01
% 0.75/1.01 ============================== INPUT =================================
% 0.75/1.01
% 0.75/1.01 % Reading from file /tmp/Prover9_7788_n019.cluster.edu
% 0.75/1.01
% 0.75/1.01 set(prolog_style_variables).
% 0.75/1.01 set(auto2).
% 0.75/1.01 % set(auto2) -> set(auto).
% 0.75/1.01 % set(auto) -> set(auto_inference).
% 0.75/1.01 % set(auto) -> set(auto_setup).
% 0.75/1.01 % set(auto_setup) -> set(predicate_elim).
% 0.75/1.01 % set(auto_setup) -> assign(eq_defs, unfold).
% 0.75/1.01 % set(auto) -> set(auto_limits).
% 0.75/1.01 % set(auto_limits) -> assign(max_weight, "100.000").
% 0.75/1.01 % set(auto_limits) -> assign(sos_limit, 20000).
% 0.75/1.01 % set(auto) -> set(auto_denials).
% 0.75/1.01 % set(auto) -> set(auto_process).
% 0.75/1.01 % set(auto2) -> assign(new_constants, 1).
% 0.75/1.01 % set(auto2) -> assign(fold_denial_max, 3).
% 0.75/1.01 % set(auto2) -> assign(max_weight, "200.000").
% 0.75/1.01 % set(auto2) -> assign(max_hours, 1).
% 0.75/1.01 % assign(max_hours, 1) -> assign(max_seconds, 3600).
% 0.75/1.01 % set(auto2) -> assign(max_seconds, 0).
% 0.75/1.01 % set(auto2) -> assign(max_minutes, 5).
% 0.75/1.01 % assign(max_minutes, 5) -> assign(max_seconds, 300).
% 0.75/1.01 % set(auto2) -> set(sort_initial_sos).
% 0.75/1.01 % set(auto2) -> assign(sos_limit, -1).
% 0.75/1.01 % set(auto2) -> assign(lrs_ticks, 3000).
% 0.75/1.01 % set(auto2) -> assign(max_megs, 400).
% 0.75/1.01 % set(auto2) -> assign(stats, some).
% 0.75/1.01 % set(auto2) -> clear(echo_input).
% 0.75/1.01 % set(auto2) -> set(quiet).
% 0.75/1.01 % set(auto2) -> clear(print_initial_clauses).
% 0.75/1.01 % set(auto2) -> clear(print_given).
% 0.75/1.01 assign(lrs_ticks,-1).
% 0.75/1.01 assign(sos_limit,10000).
% 0.75/1.01 assign(order,kbo).
% 0.75/1.01 set(lex_order_vars).
% 0.75/1.01 clear(print_given).
% 0.75/1.01
% 0.75/1.01 % formulas(sos). % not echoed (19 formulas)
% 0.75/1.01
% 0.75/1.01 ============================== end of input ==========================
% 0.75/1.01
% 0.75/1.01 % From the command line: assign(max_seconds, 300).
% 0.75/1.01
% 0.75/1.01 ============================== PROCESS NON-CLAUSAL FORMULAS ==========
% 0.75/1.01
% 0.75/1.01 % Formulas that are not ordinary clauses:
% 0.75/1.01 1 (all A all B (subset(A,B) <-> (all X (member(X,A) -> member(X,B))))) # label(subset) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 2 (all A all B (equal_set(A,B) <-> subset(A,B) & subset(B,A))) # label(equal_set) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 3 (all X all A (member(X,power_set(A)) <-> subset(X,A))) # label(power_set) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 4 (all X all A all B (member(X,intersection(A,B)) <-> member(X,A) & member(X,B))) # label(intersection) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 5 (all X all A all B (member(X,union(A,B)) <-> member(X,A) | member(X,B))) # label(union) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 6 (all X -member(X,empty_set)) # label(empty_set) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 7 (all B all A all E (member(B,difference(E,A)) <-> member(B,E) & -member(B,A))) # label(difference) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 8 (all X all A (member(X,singleton(A)) <-> X = A)) # label(singleton) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 9 (all X all A all B (member(X,unordered_pair(A,B)) <-> X = A | X = B)) # label(unordered_pair) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 10 (all X all A (member(X,sum(A)) <-> (exists Y (member(Y,A) & member(X,Y))))) # label(sum) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 11 (all X all A (member(X,product(A)) <-> (all Y (member(Y,A) -> member(X,Y))))) # label(product) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 12 (all A (member(A,on) <-> set(A) & strict_well_order(member_predicate,A) & (all X (member(X,A) -> subset(X,A))))) # label(ordinal_number) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 13 (all R all E (strict_well_order(R,E) <-> strict_order(R,E) & (all A (subset(A,E) & (exists X member(X,A)) -> (exists Y least(Y,R,A)))))) # label(strict_well_order) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 14 (all R all E all M (least(M,R,E) <-> member(M,E) & (all X (member(X,E) -> M = X | apply(R,M,X))))) # label(least) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 15 (all X all Y (apply(member_predicate,X,Y) <-> member(X,Y))) # label(rel_member) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 16 (all R all E (strict_order(R,E) <-> (all X all Y (member(X,E) & member(Y,E) -> -(apply(R,X,Y) & apply(R,Y,X)))) & (all X all Y all Z (member(X,E) & member(Y,E) & member(Z,E) -> (apply(R,X,Y) & apply(R,Y,Z) -> apply(R,X,Z)))))) # label(strict_order) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 17 (all X (set(X) -> (all Y (member(Y,X) -> set(Y))))) # label(set_member) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 18 (all X all R all A all Y (member(Y,initial_segment(X,R,A)) <-> member(Y,A) & apply(R,Y,X))) # label(initial_segment) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01 19 (all A all X (member(X,suc(A)) <-> member(X,union(A,singleton(A))))) # label(successor) # label(axiom) # label(non_clause). [assumption].
% 0.75/1.01
% 0.75/1.01 ============================== end of process non-clausal formulas ===
% 0.75/1.01
% 0.75/1.01 ============================== PROCESS INITIAL CLAUSES ===============
% 0.75/1.01
% 0.75/1.01 ============================== PREDICATE ELIMINATION =================
% 0.75/1.01 20 -strict_order(A,B) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 21 strict_order(A,B) | member(f9(A,B),B) | member(f11(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 22 strict_order(A,B) | member(f9(A,B),B) | member(f12(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 23 strict_order(A,B) | member(f9(A,B),B) | member(f13(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 24 strict_order(A,B) | member(f10(A,B),B) | member(f11(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 25 strict_order(A,B) | member(f10(A,B),B) | member(f12(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 26 strict_order(A,B) | member(f10(A,B),B) | member(f13(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 27 strict_order(A,B) | member(f9(A,B),B) | apply(A,f11(A,B),f12(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 28 strict_order(A,B) | member(f9(A,B),B) | apply(A,f12(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 29 strict_order(A,B) | member(f10(A,B),B) | apply(A,f11(A,B),f12(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 30 strict_order(A,B) | member(f10(A,B),B) | apply(A,f12(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 31 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | member(f11(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 32 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | member(f12(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 33 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | member(f13(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 34 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | member(f11(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 35 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | member(f12(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 36 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | member(f13(A,B),B) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 37 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | apply(A,f11(A,B),f12(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 38 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | apply(A,f12(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 39 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | apply(A,f11(A,B),f12(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 40 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | apply(A,f12(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f9(D,B),B) | member(f11(D,B),B). [resolve(20,a,21,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f9(D,B),B) | member(f12(D,B),B). [resolve(20,a,22,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f9(D,B),B) | member(f13(D,B),B). [resolve(20,a,23,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f10(D,B),B) | member(f11(D,B),B). [resolve(20,a,24,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f10(D,B),B) | member(f12(D,B),B). [resolve(20,a,25,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f10(D,B),B) | member(f13(D,B),B). [resolve(20,a,26,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f9(D,B),B) | apply(D,f11(D,B),f12(D,B)). [resolve(20,a,27,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f9(D,B),B) | apply(D,f12(D,B),f13(D,B)). [resolve(20,a,28,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f10(D,B),B) | apply(D,f11(D,B),f12(D,B)). [resolve(20,a,29,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | member(f10(D,B),B) | apply(D,f12(D,B),f13(D,B)). [resolve(20,a,30,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f9(D,B),f10(D,B)) | member(f11(D,B),B). [resolve(20,a,31,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f9(D,B),f10(D,B)) | member(f12(D,B),B). [resolve(20,a,32,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f9(D,B),f10(D,B)) | member(f13(D,B),B). [resolve(20,a,33,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f10(D,B),f9(D,B)) | member(f11(D,B),B). [resolve(20,a,34,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f10(D,B),f9(D,B)) | member(f12(D,B),B). [resolve(20,a,35,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f10(D,B),f9(D,B)) | member(f13(D,B),B). [resolve(20,a,36,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f9(D,B),f10(D,B)) | apply(D,f11(D,B),f12(D,B)). [resolve(20,a,37,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f9(D,B),f10(D,B)) | apply(D,f12(D,B),f13(D,B)). [resolve(20,a,38,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f10(D,B),f9(D,B)) | apply(D,f11(D,B),f12(D,B)). [resolve(20,a,39,a)].
% 0.75/1.01 Derived: -member(A,B) | -member(C,B) | -apply(D,A,C) | -apply(D,C,A) | apply(D,f10(D,B),f9(D,B)) | apply(D,f12(D,B),f13(D,B)). [resolve(20,a,40,a)].
% 0.75/1.01 41 -strict_well_order(A,B) | strict_order(A,B) # label(strict_well_order) # label(axiom). [clausify(13)].
% 0.75/1.01 Derived: -strict_well_order(A,B) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C). [resolve(41,b,20,a)].
% 0.75/1.01 42 strict_well_order(A,B) | -strict_order(A,B) | subset(f6(A,B),B) # label(strict_well_order) # label(axiom). [clausify(13)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f9(A,B),B) | member(f11(A,B),B). [resolve(42,b,21,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f9(A,B),B) | member(f12(A,B),B). [resolve(42,b,22,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f9(A,B),B) | member(f13(A,B),B). [resolve(42,b,23,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f10(A,B),B) | member(f11(A,B),B). [resolve(42,b,24,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f10(A,B),B) | member(f12(A,B),B). [resolve(42,b,25,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f10(A,B),B) | member(f13(A,B),B). [resolve(42,b,26,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f9(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(42,b,27,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f9(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(42,b,28,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f10(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(42,b,29,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | member(f10(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(42,b,30,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f9(A,B),f10(A,B)) | member(f11(A,B),B). [resolve(42,b,31,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f9(A,B),f10(A,B)) | member(f12(A,B),B). [resolve(42,b,32,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f9(A,B),f10(A,B)) | member(f13(A,B),B). [resolve(42,b,33,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f10(A,B),f9(A,B)) | member(f11(A,B),B). [resolve(42,b,34,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f10(A,B),f9(A,B)) | member(f12(A,B),B). [resolve(42,b,35,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f10(A,B),f9(A,B)) | member(f13(A,B),B). [resolve(42,b,36,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f9(A,B),f10(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(42,b,37,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f9(A,B),f10(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(42,b,38,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f10(A,B),f9(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(42,b,39,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | subset(f6(A,B),B) | apply(A,f10(A,B),f9(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(42,b,40,a)].
% 0.75/1.01 43 strict_well_order(A,B) | -strict_order(A,B) | -least(C,A,f6(A,B)) # label(strict_well_order) # label(axiom). [clausify(13)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f9(A,B),B) | member(f11(A,B),B). [resolve(43,b,21,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f9(A,B),B) | member(f12(A,B),B). [resolve(43,b,22,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f9(A,B),B) | member(f13(A,B),B). [resolve(43,b,23,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f10(A,B),B) | member(f11(A,B),B). [resolve(43,b,24,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f10(A,B),B) | member(f12(A,B),B). [resolve(43,b,25,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f10(A,B),B) | member(f13(A,B),B). [resolve(43,b,26,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f9(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(43,b,27,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f9(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(43,b,28,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f10(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(43,b,29,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | member(f10(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(43,b,30,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f11(A,B),B). [resolve(43,b,31,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f12(A,B),B). [resolve(43,b,32,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f13(A,B),B). [resolve(43,b,33,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f11(A,B),B). [resolve(43,b,34,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f12(A,B),B). [resolve(43,b,35,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f13(A,B),B). [resolve(43,b,36,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(43,b,37,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(43,b,38,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(43,b,39,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | -least(C,A,f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(43,b,40,a)].
% 0.75/1.01 44 strict_well_order(A,B) | -strict_order(A,B) | member(f7(A,B),f6(A,B)) # label(strict_well_order) # label(axiom). [clausify(13)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f9(A,B),B) | member(f11(A,B),B). [resolve(44,b,21,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f9(A,B),B) | member(f12(A,B),B). [resolve(44,b,22,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f9(A,B),B) | member(f13(A,B),B). [resolve(44,b,23,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f10(A,B),B) | member(f11(A,B),B). [resolve(44,b,24,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f10(A,B),B) | member(f12(A,B),B). [resolve(44,b,25,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f10(A,B),B) | member(f13(A,B),B). [resolve(44,b,26,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f9(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(44,b,27,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f9(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(44,b,28,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f10(A,B),B) | apply(A,f11(A,B),f12(A,B)). [resolve(44,b,29,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | member(f10(A,B),B) | apply(A,f12(A,B),f13(A,B)). [resolve(44,b,30,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f11(A,B),B). [resolve(44,b,31,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f12(A,B),B). [resolve(44,b,32,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | member(f13(A,B),B). [resolve(44,b,33,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f11(A,B),B). [resolve(44,b,34,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f12(A,B),B). [resolve(44,b,35,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | member(f13(A,B),B). [resolve(44,b,36,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(44,b,37,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f9(A,B),f10(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(44,b,38,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | apply(A,f11(A,B),f12(A,B)). [resolve(44,b,39,a)].
% 0.75/1.01 Derived: strict_well_order(A,B) | member(f7(A,B),f6(A,B)) | apply(A,f10(A,B),f9(A,B)) | apply(A,f12(A,B),f13(A,B)). [resolve(44,b,40,a)].
% 0.75/1.01 45 strict_order(A,B) | member(f9(A,B),B) | -apply(A,f11(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 Derived: member(f9(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C). [resolve(45,a,20,a)].
% 0.75/1.01 Derived: member(f9(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | subset(f6(A,B),B). [resolve(45,a,42,b)].
% 0.75/1.01 Derived: member(f9(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | -least(C,A,f6(A,B)). [resolve(45,a,43,b)].
% 0.75/1.01 Derived: member(f9(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | member(f7(A,B),f6(A,B)). [resolve(45,a,44,b)].
% 0.75/1.01 46 strict_order(A,B) | member(f10(A,B),B) | -apply(A,f11(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 Derived: member(f10(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C). [resolve(46,a,20,a)].
% 0.75/1.01 Derived: member(f10(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | subset(f6(A,B),B). [resolve(46,a,42,b)].
% 0.75/1.01 Derived: member(f10(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | -least(C,A,f6(A,B)). [resolve(46,a,43,b)].
% 0.75/1.01 Derived: member(f10(A,B),B) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | member(f7(A,B),f6(A,B)). [resolve(46,a,44,b)].
% 0.75/1.01 47 strict_order(A,B) | apply(A,f9(A,B),f10(A,B)) | -apply(A,f11(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.01 Derived: apply(A,f9(A,B),f10(A,B)) | -apply(A,f11(A,B),f13(A,B)) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C). [resolve(47,a,20,a)].
% 0.75/1.02 Derived: apply(A,f9(A,B),f10(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | subset(f6(A,B),B). [resolve(47,a,42,b)].
% 0.75/1.02 Derived: apply(A,f9(A,B),f10(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | -least(C,A,f6(A,B)). [resolve(47,a,43,b)].
% 0.75/1.02 Derived: apply(A,f9(A,B),f10(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | member(f7(A,B),f6(A,B)). [resolve(47,a,44,b)].
% 0.75/1.02 48 strict_order(A,B) | apply(A,f10(A,B),f9(A,B)) | -apply(A,f11(A,B),f13(A,B)) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.02 Derived: apply(A,f10(A,B),f9(A,B)) | -apply(A,f11(A,B),f13(A,B)) | -member(C,B) | -member(D,B) | -apply(A,C,D) | -apply(A,D,C). [resolve(48,a,20,a)].
% 0.75/1.02 Derived: apply(A,f10(A,B),f9(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | subset(f6(A,B),B). [resolve(48,a,42,b)].
% 0.75/1.02 Derived: apply(A,f10(A,B),f9(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | -least(C,A,f6(A,B)). [resolve(48,a,43,b)].
% 0.75/1.02 Derived: apply(A,f10(A,B),f9(A,B)) | -apply(A,f11(A,B),f13(A,B)) | strict_well_order(A,B) | member(f7(A,B),f6(A,B)). [resolve(48,a,44,b)].
% 0.75/1.02 49 -strict_order(A,B) | -member(C,B) | -member(D,B) | -member(E,B) | -apply(A,C,D) | -apply(A,D,E) | apply(A,C,E) # label(strict_order) # label(axiom). [clausify(16)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | member(f11(E,B),B). [resolve(49,a,21,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | member(f12(E,B),B). [resolve(49,a,22,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | member(f13(E,B),B). [resolve(49,a,23,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | member(f11(E,B),B). [resolve(49,a,24,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | member(f12(E,B),B). [resolve(49,a,25,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | member(f13(E,B),B). [resolve(49,a,26,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | apply(E,f11(E,B),f12(E,B)). [resolve(49,a,27,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | apply(E,f12(E,B),f13(E,B)). [resolve(49,a,28,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | apply(E,f11(E,B),f12(E,B)). [resolve(49,a,29,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | apply(E,f12(E,B),f13(E,B)). [resolve(49,a,30,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | member(f11(E,B),B). [resolve(49,a,31,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | member(f12(E,B),B). [resolve(49,a,32,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | member(f13(E,B),B). [resolve(49,a,33,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | member(f11(E,B),B). [resolve(49,a,34,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | member(f12(E,B),B). [resolve(49,a,35,a)].
% 0.75/1.02 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | member(f13(E,B),B). [resolve(49,a,36,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | apply(E,f11(E,B),f12(E,B)). [resolve(49,a,37,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | apply(E,f12(E,B),f13(E,B)). [resolve(49,a,38,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | apply(E,f11(E,B),f12(E,B)). [resolve(49,a,39,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | apply(E,f12(E,B),f13(E,B)). [resolve(49,a,40,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | -strict_well_order(E,B). [resolve(49,a,41,b)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f9(E,B),B) | -apply(E,f11(E,B),f13(E,B)). [resolve(49,a,45,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | member(f10(E,B),B) | -apply(E,f11(E,B),f13(E,B)). [resolve(49,a,46,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f9(E,B),f10(E,B)) | -apply(E,f11(E,B),f13(E,B)). [resolve(49,a,47,a)].
% 1.96/2.24 Derived: -member(A,B) | -member(C,B) | -member(D,B) | -apply(E,A,C) | -apply(E,C,D) | apply(E,A,D) | apply(E,f10(E,B),f9(E,B)) | -apply(E,f11(E,B),f13(E,B)). [resolve(49,a,48,a)].
% 1.96/2.24 50 equal_set(A,B) | -subset(A,B) | -subset(B,A) # label(equal_set) # label(axiom). [clausify(2)].
% 1.96/2.24 51 -equal_set(A,B) | subset(A,B) # label(equal_set) # label(axiom). [clausify(2)].
% 1.96/2.24 52 -equal_set(A,B) | subset(B,A) # label(equal_set) # label(axiom). [clausify(2)].
% 1.96/2.24
% 1.96/2.24 ============================== end predicate elimination =============
% 1.96/2.24
% 1.96/2.24 Auto_denials: (non-Horn, no changes).
% 1.96/2.24
% 1.96/2.24 Term ordering decisions:
% 1.96/2.24 Function symbol KB weights: member_predicate=1. on=1. empty_set=1. union=1. intersection=1. unordered_pair=1. difference=1. f1=1. f2=1. f3=1. f6=1. f7=1. f9=1. f10=1. f11=1. f12=1. f13=1. singleton=1. product=1. sum=1. power_set=1. suc=1. f4=1. initial_segment=1. f5=1. f8=1.
% 1.96/2.24
% 1.96/2.24 ============================== end of process initial clauses ========
% 1.96/2.24
% 1.96/2.24 ============================== CLAUSES FOR SEARCH ====================
% 1.96/2.24
% 1.96/2.24 ============================== end of clauses for search =============
% 1.96/2.24
% 1.96/2.24 ============================== SEARCH ================================
% 1.96/2.24
% 1.96/2.24 % Starting search at 0.05 seconds.
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=45.000, iters=4107
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=42.000, iters=3704
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=39.000, iters=3452
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=37.000, iters=3408
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=36.000, iters=3562
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=33.000, iters=3358
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=32.000, iters=3431
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=30.000, iters=3439
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=28.000, iters=3388
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=26.000, iters=3381
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=22.000, iters=3515
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=19.000, iters=3431
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=18.000, iters=3531
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=17.000, iters=3398
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=16.000, iters=3345
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=15.000, iters=3453
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=5103, wt=80.000
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=14.000, iters=3405
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=5127, wt=77.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=5139, wt=69.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=5151, wt=66.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=2491, wt=59.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=4992, wt=58.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=2505, wt=57.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=2501, wt=56.000
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=13.000, iters=3475
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=5002, wt=55.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=2515, wt=54.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12548, wt=19.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12570, wt=18.000
% 1.96/2.24
% 1.96/2.24 Low Water (keep): wt=12.000, iters=3490
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12853, wt=16.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12875, wt=15.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12901, wt=14.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12916, wt=13.000
% 1.96/2.24
% 1.96/2.24 Low Water (displace): id=12921, wt=12.000
% 223.33/223.65
% 223.33/223.65 Low Water (displace): id=12983, wt=11.000
% 223.33/223.65
% 223.33/223.65 Low Water (displace): id=13030, wt=10.000
% 223.33/223.65
% 223.33/223.65 Low Water (displace): id=13816, wt=9.000
% 223.33/223.65
% 223.33/223.65 Low Water (keep): wt=11.000, iters=3342
% 223.33/223.65
% 223.33/223.65 Low Water (displace): id=13837, wt=8.000
% 223.33/223.65
% 223.33/223.65 Low Water (keep): wt=10.000, iters=3334
% 223.33/223.65
% 223.33/223.65 ============================== STATISTICS ============================
% 223.33/223.65
% 223.33/223.65 Given=24850. Generated=18811073. Kept=505681. proofs=0.
% 223.33/223.65 Usable=24736. Sos=8410. Demods=14. Limbo=540, Disabled=472195. Hints=0.
% 223.33/223.65 Kept_by_rule=0, Deleted_by_rule=0.
% 223.33/223.65 Forward_subsumed=831948. Back_subsumed=449342.
% 223.33/223.65 Sos_limit_deleted=17473444. Sos_displaced=22502. Sos_removed=0.
% 223.33/223.65 New_demodulators=15 (0 lex), Back_demodulated=148. Back_unit_deleted=3.
% 223.33/223.65 Demod_attempts=358525793. Demod_rewrites=2958.
% 223.33/223.65 Res_instance_prunes=0. Para_instance_prunes=0. Basic_paramod_prunes=0.
% 223.33/223.65 Nonunit_fsub_feature_tests=105377510. Nonunit_bsub_feature_tests=8112439.
% 223.33/223.65 Megabytes=419.43.
% 223.33/223.65 User_CPU=213.17, System_CPU=9.42, Wall_clock=223.
% 223.33/223.65
% 223.33/223.65 Megs malloced by palloc(): 400.
% 223.33/223.65 type (bytes each) gets frees in use bytes
% 223.33/223.65 chunk ( 104) 928 928 0 0.0 K
% 223.33/223.65 string_buf ( 8) 728 728 0 0.0 K
% 223.33/223.65 token ( 20) 1555 1555 0 0.0 K
% 223.33/223.65 pterm ( 16) 817 817 0 0.0 K
% 223.33/223.65 hashtab ( 8) 19 19 0 0.0 K
% 223.33/223.65 hashnode ( 8) 153 153 0 0.0 K
% 223.33/223.65 term ( 20) 362307187 352577714 9729473 190028.8 K
% 223.33/223.65 term arg arrays: 42773.1 K
% 223.33/223.65 attribute ( 12) 301 0 301 3.5 K
% 223.33/223.65 ilist ( 8) 543939323 541914566 2024757 15818.4 K
% 223.33/223.65 plist ( 8) 1608036 1067899 540137 4219.8 K
% 223.33/223.65 i2list ( 12) 737076 737076 0 0.0 K
% 223.33/223.65 just ( 12) 18840544 18333561 506983 5941.2 K
% 223.33/223.65 parajust ( 16) 3128 3094 34 0.5 K
% 223.33/223.65 instancejust ( 8) 0 0 0 0.0 K
% 223.33/223.65 ivyjust ( 24) 0 0 0 0.0 K
% 223.33/223.65 formula ( 28) 1577 1241 336 9.2 K
% 223.33/223.65 formula arg arrays: 1.2 K
% 223.33/223.65 topform ( 52) 18811298 18305397 505901 25690.3 K
% 223.33/223.65 clist_pos ( 20) 1508127 1002232 505895 9880.8 K
% 223.33/223.65 clist ( 16) 8 1 7 0.1 K
% 223.33/223.65 context ( 808) 83084016 83084014 2 1.6 K
% 223.33/223.65 trail ( 12) 232594187 232594185 2 0.0 K
% 223.33/223.65 ac_match_pos (70044) 0 0 0 0.0 K
% 223.33/223.65 ac_match_free_vars_pos (20020)
% 223.33/223.65 0 0 0 0.0 K
% 223.33/223.65 btm_state ( 60) 0 0 0 0.0 K
% 223.33/223.65 btu_state ( 60) 0 0 0 0.0 K
% 223.33/223.65 ac_position (285432) 0 0 0 0.0 K
% 223.33/223.65 fpa_trie ( 20) 4662038 1547872 3114166 60823.6 K
% 223.33/223.65 fpa_state ( 28) 1855526 1855521 5 0.1 K
% 223.33/223.65 fpa_index ( 12) 10 0 10 0.1 K
% 223.33/223.65 fpa_chunk ( 20) 2458392 2357320 101072 1974.1 K
% 223.33/223.65 fpa_list ( 16) 1633416 0 1633416 25522.1 K
% 223.33/223.65 fpa_list chunks: 3763.0 K
% 223.33/223.65 discrim ( 12) 121368 46467 74901 877.7 K
% 223.33/223.65 discrim_pos ( 16) 348438 348438 0 0.0 K
% 223.33/223.65 flat2 ( 32) 97788581 97788581 0 0.0 K
% 223.33/223.65 flat ( 48) 0 0 0 0.0 K
% 223.33/223.65 flatterm ( 32) 434436104 434436104 0 0.0 K
% 223.33/223.65 mindex ( 28) 13 0 13 0.4 K
% 223.33/223.65 mindex_pos ( 56) 34586606 34586605 1 0.1 K
% 223.33/223.65 lindex ( 12) 5 0 5 0.1 K
% 223.33/223.65 clash ( 40) 0 0 0 0.0 K
% 223.33/223.65 di_tree ( 12) 17224073 16820975 403098 4723.8 K
% 223.33/223.65 avl_node ( 20) 1010053 993233 16820 328.5 K
% 223.33/223.65
% 223.33/223.65 Memory report, 20 @ 20 = 400 megs (400.00 megs used).
% 223.33/223.65 List 1, length 24, 0.1 K
% 223.33/223.65 List 2, length 118, 0.9 K
% 223.33/223.65 List 3, length 3497, 41.0 K
% 223.33/223.65 List 4, length 60, 0.9 K
% 223.33/223.65 List 8, length 55, 1.7 K
% 223.33/223.65 List 14, length 1, 0.1 K
% 223.33/223.65 List 16, length 87, 5.4 K
% 223.33/223.65 List 24, length 2, 0.2 K
% 223.33/223.65 List 26, length 75, 7.6 K
% 223.33/223.65 List 32, length 91, 11.4 K
% 223.33/223.65 List 64, length 165, 41.2 K
% 223.33/223.65 List 128, length 41, 20.5 K
% 223.33/223.65 List 202, length 2, 1.6 K
% 223.33/223.65 List 256, length 11, 11.0 K
% 223.33/223.65
% 223.33/223.65 ============================== SELECTOR REPORT =======================
% 223.33/223.65 Sos_deleted=17473444, Sos_displaced=22502, Sos_size=8410
% 223.33/223.65 SELECTOR PART PRIORITY ORDER SIZE SELECTED
% 223.33/223.65 I 2147483647 high age 0 229
% 223.33/223.65 H 1 high weight 0 0
% 223.33/223.65 A 1 low age 8410 4313
% 223.33/223.65 F 4 low weight 0 3058
% 223.33/223.65 T 4 low weight 8410 17250
% 223.33/223.65 ============================== end of selector report ================
% 223.33/223.65
% 223.33/223.65 ============================== end of statistics =====================
% 223.33/223.65
% 223.33/223.65 Exiting with failure.
% 223.33/223.65
% 223.33/223.65 Process 7945 exit (max_megs) Tue Jun 28 08:56:52 2022
% 223.33/223.65 Prover9 interrupted
%------------------------------------------------------------------------------