TSTP Solution File: KRS162+1 by Prover9---1109a
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- Process Solution
%------------------------------------------------------------------------------
% File : Prover9---1109a
% Problem : KRS162+1 : TPTP v8.1.0. Released v3.1.0.
% Transfm : none
% Format : tptp:raw
% Command : tptp2X_and_run_prover9 %d %s
% Computer : n024.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 : Sun Jul 17 03:25:15 EDT 2022
% Result : Theorem 0.96s 1.24s
% Output : Refutation 0.96s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.06/0.11 % Problem : KRS162+1 : TPTP v8.1.0. Released v3.1.0.
% 0.06/0.12 % Command : tptp2X_and_run_prover9 %d %s
% 0.12/0.33 % Computer : n024.cluster.edu
% 0.12/0.33 % Model : x86_64 x86_64
% 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33 % Memory : 8042.1875MB
% 0.12/0.33 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33 % CPULimit : 300
% 0.12/0.33 % WCLimit : 600
% 0.12/0.33 % DateTime : Tue Jun 7 20:09:04 EDT 2022
% 0.12/0.33 % CPUTime :
% 0.71/1.00 ============================== Prover9 ===============================
% 0.71/1.00 Prover9 (32) version 2009-11A, November 2009.
% 0.71/1.00 Process 23299 was started by sandbox2 on n024.cluster.edu,
% 0.71/1.00 Tue Jun 7 20:09:05 2022
% 0.71/1.00 The command was "/export/starexec/sandbox2/solver/bin/prover9 -t 300 -f /tmp/Prover9_23146_n024.cluster.edu".
% 0.71/1.00 ============================== end of head ===========================
% 0.71/1.00
% 0.71/1.00 ============================== INPUT =================================
% 0.71/1.00
% 0.71/1.00 % Reading from file /tmp/Prover9_23146_n024.cluster.edu
% 0.71/1.00
% 0.71/1.00 set(prolog_style_variables).
% 0.71/1.00 set(auto2).
% 0.71/1.00 % set(auto2) -> set(auto).
% 0.71/1.00 % set(auto) -> set(auto_inference).
% 0.71/1.00 % set(auto) -> set(auto_setup).
% 0.71/1.00 % set(auto_setup) -> set(predicate_elim).
% 0.71/1.00 % set(auto_setup) -> assign(eq_defs, unfold).
% 0.71/1.00 % set(auto) -> set(auto_limits).
% 0.71/1.00 % set(auto_limits) -> assign(max_weight, "100.000").
% 0.71/1.00 % set(auto_limits) -> assign(sos_limit, 20000).
% 0.71/1.00 % set(auto) -> set(auto_denials).
% 0.71/1.00 % set(auto) -> set(auto_process).
% 0.71/1.00 % set(auto2) -> assign(new_constants, 1).
% 0.71/1.00 % set(auto2) -> assign(fold_denial_max, 3).
% 0.71/1.00 % set(auto2) -> assign(max_weight, "200.000").
% 0.71/1.00 % set(auto2) -> assign(max_hours, 1).
% 0.71/1.00 % assign(max_hours, 1) -> assign(max_seconds, 3600).
% 0.71/1.00 % set(auto2) -> assign(max_seconds, 0).
% 0.71/1.00 % set(auto2) -> assign(max_minutes, 5).
% 0.71/1.00 % assign(max_minutes, 5) -> assign(max_seconds, 300).
% 0.71/1.00 % set(auto2) -> set(sort_initial_sos).
% 0.71/1.00 % set(auto2) -> assign(sos_limit, -1).
% 0.71/1.00 % set(auto2) -> assign(lrs_ticks, 3000).
% 0.71/1.00 % set(auto2) -> assign(max_megs, 400).
% 0.71/1.00 % set(auto2) -> assign(stats, some).
% 0.71/1.00 % set(auto2) -> clear(echo_input).
% 0.71/1.00 % set(auto2) -> set(quiet).
% 0.71/1.00 % set(auto2) -> clear(print_initial_clauses).
% 0.71/1.00 % set(auto2) -> clear(print_given).
% 0.71/1.00 assign(lrs_ticks,-1).
% 0.71/1.00 assign(sos_limit,10000).
% 0.71/1.00 assign(order,kbo).
% 0.71/1.00 set(lex_order_vars).
% 0.71/1.00 clear(print_given).
% 0.71/1.00
% 0.71/1.00 % formulas(sos). % not echoed (20 formulas)
% 0.71/1.00
% 0.71/1.00 ============================== end of input ==========================
% 0.71/1.00
% 0.71/1.00 % From the command line: assign(max_seconds, 300).
% 0.71/1.00
% 0.71/1.00 ============================== PROCESS NON-CLAUSAL FORMULAS ==========
% 0.71/1.00
% 0.71/1.00 % Formulas that are not ordinary clauses:
% 0.71/1.00 1 (all A all B (A = B & cA(A) -> cA(B))) # label(cA_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 2 (all A all B (A = B & cB(A) -> cB(B))) # label(cB_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 3 (all A all B (A = B & cowlNothing(A) -> cowlNothing(B))) # label(cowlNothing_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 4 (all A all B (A = B & cowlThing(A) -> cowlThing(B))) # label(cowlThing_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 5 (all A all B all C (A = B & rp(A,C) -> rp(B,C))) # label(rp_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 6 (all A all B all C (A = B & rp(C,A) -> rp(C,B))) # label(rp_substitution_2) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 7 (all A all B all C (A = B & rq(A,C) -> rq(B,C))) # label(rq_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 8 (all A all B all C (A = B & rq(C,A) -> rq(C,B))) # label(rq_substitution_2) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 9 (all A all B all C (A = B & rr(A,C) -> rr(B,C))) # label(rr_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 10 (all A all B all C (A = B & rr(C,A) -> rr(C,B))) # label(rr_substitution_2) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 11 (all A all B (A = B & xsd_integer(A) -> xsd_integer(B))) # label(xsd_integer_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 12 (all A all B (A = B & xsd_string(A) -> xsd_string(B))) # label(xsd_string_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 13 (all X (cowlThing(X) & -cowlNothing(X))) # label(axiom_0) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 14 (all X (xsd_string(X) <-> -xsd_integer(X))) # label(axiom_1) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 15 (all X all Y (rp(X,Y) -> cA(Y))) # label(axiom_2) # label(axiom) # label(non_clause). [assumption].
% 0.71/1.00 16 (all X all Y (rq(X,Y) -> cB(Y))) # label(axiom_3) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 17 (all X -(cB(X) & cA(X))) # label(axiom_4) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 18 (all X all Y (rq(X,Y) -> rr(X,Y))) # label(axiom_5) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 19 (all X all Y (rp(X,Y) -> rr(X,Y))) # label(axiom_6) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 20 -((all X (cowlThing(X) & -cowlNothing(X))) & (all X (xsd_string(X) <-> -xsd_integer(X))) & (all X ((exists Y0 exists Y1 (rp(X,Y0) & rp(X,Y1) & Y0 != Y1)) & (exists Y0 exists Y1 exists Y2 (rq(X,Y0) & rq(X,Y1) & rq(X,Y2) & Y0 != Y1 & Y0 != Y2 & Y1 != Y2)) -> (exists Y0 exists Y1 exists Y2 exists Y3 exists Y4 (rr(X,Y0) & rr(X,Y1) & rr(X,Y2) & rr(X,Y3) & rr(X,Y4) & Y0 != Y1 & Y0 != Y2 & Y0 != Y3 & Y0 != Y4 & Y1 != Y2 & Y1 != Y3 & Y1 != Y4 & Y2 != Y3 & Y2 != Y4 & Y3 != Y4))))) # label(the_axiom) # label(negated_conjecture) # label(non_clause). [assumption].
% 0.96/1.24
% 0.96/1.24 ============================== end of process non-clausal formulas ===
% 0.96/1.24
% 0.96/1.24 ============================== PROCESS INITIAL CLAUSES ===============
% 0.96/1.24
% 0.96/1.24 ============================== PREDICATE ELIMINATION =================
% 0.96/1.24
% 0.96/1.24 ============================== end predicate elimination =============
% 0.96/1.24
% 0.96/1.24 Auto_denials: (non-Horn, no changes).
% 0.96/1.24
% 0.96/1.24 Term ordering decisions:
% 0.96/1.24 Function symbol KB weights: c1=1. c2=1. c3=1. c4=1. c5=1. c6=1. c7=1. c8=1.
% 0.96/1.24
% 0.96/1.24 ============================== end of process initial clauses ========
% 0.96/1.24
% 0.96/1.24 ============================== CLAUSES FOR SEARCH ====================
% 0.96/1.24
% 0.96/1.24 ============================== end of clauses for search =============
% 0.96/1.24
% 0.96/1.24 ============================== SEARCH ================================
% 0.96/1.24
% 0.96/1.24 % Starting search at 0.02 seconds.
% 0.96/1.24
% 0.96/1.24 ============================== PROOF =================================
% 0.96/1.24 % SZS status Theorem
% 0.96/1.24 % SZS output start Refutation
% 0.96/1.24
% 0.96/1.24 % Proof 1 at 0.23 (+ 0.01) seconds.
% 0.96/1.24 % Length of proof is 193.
% 0.96/1.24 % Level of proof is 94.
% 0.96/1.24 % Maximum clause weight is 76.000.
% 0.96/1.24 % Given clauses 378.
% 0.96/1.24
% 0.96/1.24 1 (all A all B (A = B & cA(A) -> cA(B))) # label(cA_substitution_1) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 13 (all X (cowlThing(X) & -cowlNothing(X))) # label(axiom_0) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 14 (all X (xsd_string(X) <-> -xsd_integer(X))) # label(axiom_1) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 15 (all X all Y (rp(X,Y) -> cA(Y))) # label(axiom_2) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 16 (all X all Y (rq(X,Y) -> cB(Y))) # label(axiom_3) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 17 (all X -(cB(X) & cA(X))) # label(axiom_4) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 18 (all X all Y (rq(X,Y) -> rr(X,Y))) # label(axiom_5) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 19 (all X all Y (rp(X,Y) -> rr(X,Y))) # label(axiom_6) # label(axiom) # label(non_clause). [assumption].
% 0.96/1.24 20 -((all X (cowlThing(X) & -cowlNothing(X))) & (all X (xsd_string(X) <-> -xsd_integer(X))) & (all X ((exists Y0 exists Y1 (rp(X,Y0) & rp(X,Y1) & Y0 != Y1)) & (exists Y0 exists Y1 exists Y2 (rq(X,Y0) & rq(X,Y1) & rq(X,Y2) & Y0 != Y1 & Y0 != Y2 & Y1 != Y2)) -> (exists Y0 exists Y1 exists Y2 exists Y3 exists Y4 (rr(X,Y0) & rr(X,Y1) & rr(X,Y2) & rr(X,Y3) & rr(X,Y4) & Y0 != Y1 & Y0 != Y2 & Y0 != Y3 & Y0 != Y4 & Y1 != Y2 & Y1 != Y3 & Y1 != Y4 & Y2 != Y3 & Y2 != Y4 & Y3 != Y4))))) # label(the_axiom) # label(negated_conjecture) # label(non_clause). [assumption].
% 0.96/1.24 21 cowlThing(A) # label(axiom_0) # label(axiom). [clausify(13)].
% 0.96/1.24 22 xsd_string(A) | xsd_integer(A) # label(axiom_1) # label(axiom). [clausify(14)].
% 0.96/1.24 23 -cowlNothing(A) # label(axiom_0) # label(axiom). [clausify(13)].
% 0.96/1.24 24 -xsd_string(A) | -xsd_integer(A) # label(axiom_1) # label(axiom). [clausify(14)].
% 0.96/1.24 25 -cB(A) | -cA(A) # label(axiom_4) # label(axiom). [clausify(17)].
% 0.96/1.24 26 -rp(A,B) | cA(B) # label(axiom_2) # label(axiom). [clausify(15)].
% 0.96/1.24 27 -rq(A,B) | cB(B) # label(axiom_3) # label(axiom). [clausify(16)].
% 0.96/1.24 28 -rq(A,B) | rr(A,B) # label(axiom_5) # label(axiom). [clausify(18)].
% 0.96/1.24 29 -rp(A,B) | rr(A,B) # label(axiom_6) # label(axiom). [clausify(19)].
% 0.96/1.24 30 A != B | -cA(B) | cA(A) # label(cA_substitution_1) # label(axiom). [clausify(1)].
% 0.96/1.24 42 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | rp(c3,c4) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 43 xsd_string(c2) | -xsd_integer(c2) | rp(c3,c4). [copy(42),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 44 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | rp(c3,c5) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 45 xsd_string(c2) | -xsd_integer(c2) | rp(c3,c5). [copy(44),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 46 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | c5 != c4 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 47 xsd_string(c2) | -xsd_integer(c2) | c5 != c4. [copy(46),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 48 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | rq(c3,c6) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 49 xsd_string(c2) | -xsd_integer(c2) | rq(c3,c6). [copy(48),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 50 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | rq(c3,c7) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 51 xsd_string(c2) | -xsd_integer(c2) | rq(c3,c7). [copy(50),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 52 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | rq(c3,c8) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 53 xsd_string(c2) | -xsd_integer(c2) | rq(c3,c8). [copy(52),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 54 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | c7 != c6 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 55 xsd_string(c2) | -xsd_integer(c2) | c7 != c6. [copy(54),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 56 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | c8 != c6 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 57 xsd_string(c2) | -xsd_integer(c2) | c8 != c6. [copy(56),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 58 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | c8 != c7 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 59 xsd_string(c2) | -xsd_integer(c2) | c8 != c7. [copy(58),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 60 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | rp(c3,c4) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 61 -xsd_string(c2) | xsd_integer(c2) | rp(c3,c4). [copy(60),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 62 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | rp(c3,c5) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 63 -xsd_string(c2) | xsd_integer(c2) | rp(c3,c5). [copy(62),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 64 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | c5 != c4 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 65 -xsd_string(c2) | xsd_integer(c2) | c5 != c4. [copy(64),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 66 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | rq(c3,c6) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 67 -xsd_string(c2) | xsd_integer(c2) | rq(c3,c6). [copy(66),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 68 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | rq(c3,c7) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 69 -xsd_string(c2) | xsd_integer(c2) | rq(c3,c7). [copy(68),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 70 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | rq(c3,c8) # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 71 -xsd_string(c2) | xsd_integer(c2) | rq(c3,c8). [copy(70),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 72 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | c7 != c6 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 73 -xsd_string(c2) | xsd_integer(c2) | c7 != c6. [copy(72),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 74 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | c8 != c6 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 75 -xsd_string(c2) | xsd_integer(c2) | c8 != c6. [copy(74),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 76 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | c8 != c7 # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 77 -xsd_string(c2) | xsd_integer(c2) | c8 != c7. [copy(76),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 78 -cowlThing(c1) | cowlNothing(c1) | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | -rr(c3,E) | B = A | C = A | D = A | E = A | C = B | D = B | E = B | D = C | E = C | E = D # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 79 xsd_string(c2) | -xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | -rr(c3,E) | B = A | C = A | D = A | E = A | C = B | D = B | E = B | D = C | E = C | E = D. [copy(78),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 80 -cowlThing(c1) | cowlNothing(c1) | -xsd_string(c2) | xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | -rr(c3,E) | B = A | C = A | D = A | E = A | C = B | D = B | E = B | D = C | E = C | E = D # label(the_axiom) # label(negated_conjecture). [clausify(20)].
% 0.96/1.24 81 -xsd_string(c2) | xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | -rr(c3,E) | B = A | C = A | D = A | E = A | C = B | D = B | E = B | D = C | E = C | E = D. [copy(80),unit_del(a,21),unit_del(b,23)].
% 0.96/1.24 83 xsd_integer(c2) | rp(c3,c4). [resolve(61,a,22,a),merge(c)].
% 0.96/1.24 84 xsd_integer(c2) | rp(c3,c5). [resolve(63,a,22,a),merge(c)].
% 0.96/1.24 85 xsd_integer(c2) | c5 != c4. [resolve(65,a,22,a),merge(c)].
% 0.96/1.24 86 xsd_integer(c2) | rq(c3,c6). [resolve(67,a,22,a),merge(c)].
% 0.96/1.24 87 xsd_integer(c2) | rq(c3,c7). [resolve(69,a,22,a),merge(c)].
% 0.96/1.24 88 xsd_integer(c2) | rq(c3,c8). [resolve(71,a,22,a),merge(c)].
% 0.96/1.24 89 xsd_integer(c2) | c7 != c6. [resolve(73,a,22,a),merge(c)].
% 0.96/1.24 90 xsd_integer(c2) | c8 != c6. [resolve(75,a,22,a),merge(c)].
% 0.96/1.24 91 xsd_integer(c2) | c8 != c7. [resolve(77,a,22,a),merge(c)].
% 0.96/1.24 94 xsd_integer(c2) | rr(c3,c4). [resolve(83,b,29,a)].
% 0.96/1.24 95 xsd_integer(c2) | cA(c4). [resolve(83,b,26,a)].
% 0.96/1.24 96 xsd_integer(c2) | c4 != A | cA(A). [resolve(95,b,30,b),flip(b)].
% 0.96/1.24 99 xsd_integer(c2) | rr(c3,c5). [resolve(84,b,29,a)].
% 0.96/1.24 100 xsd_integer(c2) | cA(c5). [resolve(84,b,26,a)].
% 0.96/1.24 101 xsd_integer(c2) | c5 != A | cA(A). [resolve(100,b,30,b),flip(b)].
% 0.96/1.24 104 xsd_integer(c2) | rr(c3,c6). [resolve(86,b,28,a)].
% 0.96/1.24 105 xsd_integer(c2) | cB(c6). [resolve(86,b,27,a)].
% 0.96/1.24 107 xsd_integer(c2) | -cA(c6). [resolve(105,b,25,a)].
% 0.96/1.24 110 xsd_integer(c2) | rr(c3,c7). [resolve(87,b,28,a)].
% 0.96/1.24 111 xsd_integer(c2) | cB(c7). [resolve(87,b,27,a)].
% 0.96/1.24 114 xsd_integer(c2) | rr(c3,c8). [resolve(88,b,28,a)].
% 0.96/1.24 115 xsd_integer(c2) | cB(c8). [resolve(88,b,27,a)].
% 0.96/1.24 117 xsd_integer(c2) | -cA(c7). [resolve(111,b,25,a)].
% 0.96/1.24 119 xsd_integer(c2) | -cA(c8). [resolve(115,b,25,a)].
% 0.96/1.24 120 xsd_integer(c2) | -xsd_string(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | B = A | C = A | D = A | c4 = A | C = B | D = B | c4 = B | D = C | c4 = C | c4 = D. [resolve(94,b,81,g),merge(c)].
% 0.96/1.24 135 xsd_integer(c2) | -xsd_string(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | c8 = A | c8 = B | c8 = C | c8 = c4 | B = A | C = A | c4 = A | C = B | c4 = B | c4 = C. [resolve(120,c,114,b),flip(f),flip(g),flip(h),flip(i),merge(p)].
% 0.96/1.24 144 xsd_integer(c2) | -xsd_string(c2) | -rr(c3,A) | -rr(c3,B) | c8 = c7 | c8 = A | c8 = B | c8 = c4 | c7 = A | c7 = B | c7 = c4 | B = A | c4 = A | c4 = B. [resolve(135,c,110,b),flip(i),flip(j),flip(k),merge(o)].
% 0.96/1.24 147 xsd_integer(c2) | -xsd_string(c2) | -rr(c3,A) | c8 = c7 | c8 = c6 | c8 = A | c8 = c4 | c7 = c6 | c7 = A | c7 = c4 | c6 = A | c6 = c4 | c4 = A. [resolve(144,c,104,b),flip(k),flip(l),merge(n)].
% 0.96/1.24 149 xsd_integer(c2) | -xsd_string(c2) | c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(147,c,99,b),flip(l),merge(m)].
% 0.96/1.24 150 xsd_integer(c2) | c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(149,b,22,a),merge(l)].
% 0.96/1.24 152 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c8). [resolve(150,a,53,b)].
% 0.96/1.24 153 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c7). [resolve(150,a,51,b)].
% 0.96/1.24 154 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c6). [resolve(150,a,49,b)].
% 0.96/1.24 155 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c5). [resolve(150,a,45,b)].
% 0.96/1.24 156 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c4). [resolve(150,a,43,b)].
% 0.96/1.24 160 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rr(c3,c8). [resolve(152,l,28,a)].
% 0.96/1.24 166 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rr(c3,c7). [resolve(153,l,28,a)].
% 0.96/1.24 172 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rr(c3,c6). [resolve(154,l,28,a)].
% 0.96/1.24 180 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rr(c3,c5). [resolve(155,l,29,a)].
% 0.96/1.24 186 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rr(c3,c4). [resolve(156,l,29,a)].
% 0.96/1.24 189 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | -rr(c3,D) | B = A | C = A | D = A | c8 = A | C = B | D = B | c8 = B | D = C | c8 = C | c8 = D. [resolve(160,l,79,g),merge(l)].
% 0.96/1.24 276 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,A) | -rr(c3,B) | -rr(c3,C) | c4 = A | c4 = B | c4 = C | B = A | C = A | c8 = A | C = B | c8 = B | c8 = C. [resolve(189,m,186,l),flip(p),flip(q),flip(r),merge(s),merge(z),merge(A),merge(B),merge(C),merge(D),merge(E),merge(F),merge(G),merge(H),merge(I),merge(J)].
% 0.96/1.24 280 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,c7) | -rr(c3,A) | -rr(c3,B) | c4 = A | c4 = B | c7 = A | c7 = B | B = A | c8 = A | c8 = B. [factor(276,a,u),flip(p),flip(s),flip(t),merge(p)].
% 0.96/1.24 304 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,c7) | -rr(c3,c5) | -rr(c3,c6). [factor(280,h,t),flip(p),flip(q),merge(p),merge(q),merge(r),merge(s),merge(t),merge(u)].
% 0.96/1.24 329 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,c5) | -rr(c3,c6). [resolve(304,m,166,l),merge(o),merge(p),merge(q),merge(r),merge(s),merge(t),merge(u),merge(v),merge(w),merge(x),merge(y)].
% 0.96/1.24 330 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2) | -rr(c3,c5). [resolve(329,n,172,l),merge(n),merge(o),merge(p),merge(q),merge(r),merge(s),merge(t),merge(u),merge(v),merge(w),merge(x)].
% 0.96/1.24 331 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -xsd_integer(c2). [resolve(330,m,180,l),merge(m),merge(n),merge(o),merge(p),merge(q),merge(r),merge(s),merge(t),merge(u),merge(v),merge(w)].
% 0.96/1.24 332 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(331,l,150,a),merge(l),merge(m),merge(n),merge(o),merge(p),merge(q),merge(r),merge(s),merge(t),merge(u)].
% 0.96/1.24 334 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(332,k,24,a)].
% 0.96/1.24 335 c8 = c7 | c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(334,k,150,a),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p),merge(q),merge(r),merge(s),merge(t)].
% 0.96/1.24 336 c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(335,a,91,b)].
% 0.96/1.24 339 c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | c8 != c7. [resolve(336,j,59,b)].
% 0.96/1.24 350 c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(339,k,335,a),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p),merge(q),merge(r),merge(s)].
% 0.96/1.24 352 c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(350,j,24,a)].
% 0.96/1.24 353 c8 = c6 | c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(352,j,336,j),merge(j),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p),merge(q),merge(r)].
% 0.96/1.24 354 c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(353,a,90,b)].
% 0.96/1.24 358 c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | c8 != c6. [resolve(354,i,57,b)].
% 0.96/1.24 369 c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(358,j,353,a),merge(j),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p),merge(q)].
% 0.96/1.24 371 c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(369,i,24,a)].
% 0.96/1.24 372 c8 = c5 | c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(371,i,354,i),merge(i),merge(j),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p)].
% 0.96/1.24 376 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2) | cA(c8). [resolve(372,a,101,b(flip))].
% 0.96/1.24 385 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(376,i,119,b),merge(i)].
% 0.96/1.24 388 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c8). [resolve(385,h,53,b)].
% 0.96/1.24 391 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c5). [resolve(385,h,45,b)].
% 0.96/1.24 400 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cB(c8). [resolve(388,i,27,a)].
% 0.96/1.24 403 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c8). [resolve(400,i,25,a)].
% 0.96/1.24 405 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c5). [para(372(a,1),403(i,1)),merge(h),merge(i),merge(j),merge(k),merge(l),merge(m),merge(n)].
% 0.96/1.24 422 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cA(c5). [resolve(391,i,26,a)].
% 0.96/1.24 423 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(422,i,405,i),merge(i),merge(j),merge(k),merge(l),merge(m),merge(n),merge(o),merge(p)].
% 0.96/1.24 425 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(423,h,24,a)].
% 0.96/1.24 426 c8 = c4 | c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(425,h,385,h),merge(h),merge(i),merge(j),merge(k),merge(l),merge(m),merge(n)].
% 0.96/1.24 430 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2) | cA(c8). [resolve(426,a,96,b(flip))].
% 0.96/1.24 438 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(430,h,119,b),merge(h)].
% 0.96/1.24 441 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c8). [resolve(438,g,53,b)].
% 0.96/1.24 445 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c4). [resolve(438,g,43,b)].
% 0.96/1.24 453 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cB(c8). [resolve(441,h,27,a)].
% 0.96/1.24 456 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c8). [resolve(453,h,25,a)].
% 0.96/1.24 458 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c4). [para(426(a,1),456(h,1)),merge(g),merge(h),merge(i),merge(j),merge(k),merge(l)].
% 0.96/1.24 480 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cA(c4). [resolve(445,h,26,a)].
% 0.96/1.24 481 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(480,h,458,h),merge(h),merge(i),merge(j),merge(k),merge(l),merge(m),merge(n)].
% 0.96/1.24 483 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(481,g,24,a)].
% 0.96/1.24 484 c7 = c6 | c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(483,g,438,g),merge(g),merge(h),merge(i),merge(j),merge(k),merge(l)].
% 0.96/1.24 485 c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(484,a,89,b)].
% 0.96/1.24 490 c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | c7 != c6. [resolve(485,f,55,b)].
% 0.96/1.24 501 c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(490,g,484,a),merge(g),merge(h),merge(i),merge(j),merge(k)].
% 0.96/1.24 503 c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(501,f,24,a)].
% 0.96/1.24 504 c7 = c5 | c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(503,f,485,f),merge(f),merge(g),merge(h),merge(i),merge(j)].
% 0.96/1.24 508 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2) | cA(c7). [resolve(504,a,101,b(flip))].
% 0.96/1.24 517 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(508,f,117,b),merge(f)].
% 0.96/1.24 522 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c7). [resolve(517,e,51,b)].
% 0.96/1.24 524 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c5). [resolve(517,e,45,b)].
% 0.96/1.24 540 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cB(c7). [resolve(522,f,27,a)].
% 0.96/1.24 543 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c7). [resolve(540,f,25,a)].
% 0.96/1.24 545 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c5). [para(504(a,1),543(f,1)),merge(e),merge(f),merge(g),merge(h)].
% 0.96/1.24 556 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cA(c5). [resolve(524,f,26,a)].
% 0.96/1.24 557 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(556,f,545,f),merge(f),merge(g),merge(h),merge(i),merge(j)].
% 0.96/1.24 559 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(557,e,24,a)].
% 0.96/1.24 560 c7 = c4 | c6 = c5 | c6 = c4 | c5 = c4. [resolve(559,e,517,e),merge(e),merge(f),merge(g),merge(h)].
% 0.96/1.24 564 c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2) | cA(c7). [resolve(560,a,96,b(flip))].
% 0.96/1.24 574 c6 = c5 | c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(564,e,117,b),merge(e)].
% 0.96/1.24 579 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c7). [resolve(574,d,51,b)].
% 0.96/1.24 582 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c4). [resolve(574,d,43,b)].
% 0.96/1.24 597 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cB(c7). [resolve(579,e,27,a)].
% 0.96/1.24 604 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c7). [resolve(597,e,25,a)].
% 0.96/1.24 608 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c4). [para(560(a,1),604(e,1)),merge(d),merge(e),merge(f)].
% 0.96/1.24 618 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2) | cA(c4). [resolve(582,e,26,a)].
% 0.96/1.24 619 c6 = c5 | c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(618,e,608,e),merge(e),merge(f),merge(g),merge(h)].
% 0.96/1.24 621 c6 = c5 | c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(619,d,24,a)].
% 0.96/1.24 622 c6 = c5 | c6 = c4 | c5 = c4. [resolve(621,d,574,d),merge(d),merge(e),merge(f)].
% 0.96/1.24 626 c6 = c4 | c5 = c4 | xsd_integer(c2) | cA(c6). [resolve(622,a,101,b(flip))].
% 0.96/1.24 636 c6 = c4 | c5 = c4 | xsd_integer(c2). [resolve(626,d,107,b),merge(d)].
% 0.96/1.24 642 c6 = c4 | c5 = c4 | xsd_string(c2) | rq(c3,c6). [resolve(636,c,49,b)].
% 0.96/1.24 643 c6 = c4 | c5 = c4 | xsd_string(c2) | rp(c3,c5). [resolve(636,c,45,b)].
% 0.96/1.24 664 c6 = c4 | c5 = c4 | xsd_string(c2) | cB(c6). [resolve(642,d,27,a)].
% 0.96/1.24 669 c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c6). [resolve(664,d,25,a)].
% 0.96/1.24 671 c6 = c4 | c5 = c4 | xsd_string(c2) | -cA(c5). [para(622(a,1),669(d,1)),merge(c),merge(d)].
% 0.96/1.24 675 c6 = c4 | c5 = c4 | xsd_string(c2) | cA(c5). [resolve(643,d,26,a)].
% 0.96/1.24 677 c6 = c4 | c5 = c4 | xsd_string(c2). [resolve(675,d,671,d),merge(d),merge(e),merge(f)].
% 0.96/1.24 679 c6 = c4 | c5 = c4 | -xsd_integer(c2). [resolve(677,c,24,a)].
% 0.96/1.24 680 c6 = c4 | c5 = c4. [resolve(679,c,636,c),merge(c),merge(d)].
% 0.96/1.24 684 c5 = c4 | xsd_integer(c2) | cA(c6). [resolve(680,a,96,b(flip))].
% 0.96/1.24 695 c5 = c4 | xsd_integer(c2). [resolve(684,c,107,b),merge(c)].
% 0.96/1.24 701 c5 = c4 | xsd_string(c2) | rq(c3,c6). [resolve(695,b,49,b)].
% 0.96/1.24 703 c5 = c4 | xsd_string(c2) | rp(c3,c4). [resolve(695,b,43,b)].
% 0.96/1.24 725 c5 = c4 | xsd_string(c2) | cB(c6). [resolve(701,c,27,a)].
% 0.96/1.24 728 c5 = c4 | xsd_string(c2) | -cA(c6). [resolve(725,c,25,a)].
% 0.96/1.24 730 c5 = c4 | xsd_string(c2) | -cA(c4). [para(680(a,1),728(c,1)),merge(b)].
% 0.96/1.24 740 c5 = c4 | xsd_string(c2) | cA(c4). [resolve(703,c,26,a)].
% 0.96/1.24 741 c5 = c4 | xsd_string(c2). [resolve(740,c,730,c),merge(c),merge(d)].
% 0.96/1.24 743 c5 = c4 | -xsd_integer(c2). [resolve(741,b,24,a)].
% 0.96/1.24 744 c5 = c4. [resolve(743,b,695,b),merge(b)].
% 0.96/1.24 745 xsd_integer(c2). [back_rewrite(85),rewrite([744(3)]),xx(b)].
% 0.96/1.24 746 xsd_string(c2). [back_rewrite(47),rewrite([744(5)]),xx(c),unit_del(b,745)].
% 0.96/1.24 748 $F. [ur(24,b,745,a),unit_del(a,746)].
% 0.96/1.24
% 0.96/1.24 % SZS output end Refutation
% 0.96/1.24 ============================== end of proof ==========================
% 0.96/1.24
% 0.96/1.24 ============================== STATISTICS ============================
% 0.96/1.24
% 0.96/1.24 Given=378. Generated=6730. Kept=705. proofs=1.
% 0.96/1.24 Usable=21. Sos=2. Demods=1. Limbo=1, Disabled=722. Hints=0.
% 0.96/1.24 Megabytes=0.79.
% 0.96/1.24 User_CPU=0.24, System_CPU=0.01, Wall_clock=0.
% 0.96/1.24
% 0.96/1.24 ============================== end of statistics =====================
% 0.96/1.24
% 0.96/1.24 ============================== end of search =========================
% 0.96/1.24
% 0.96/1.24 THEOREM PROVED
% 0.96/1.24 % SZS status Theorem
% 0.96/1.24
% 0.96/1.24 Exiting with 1 proof.
% 0.96/1.24
% 0.96/1.24 Process 23299 exit (max_proofs) Tue Jun 7 20:09:05 2022
% 0.96/1.24 Prover9 interrupted
%------------------------------------------------------------------------------