TSTP Solution File: MGT005+2 by Z3---4.8.9.0
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- Process Solution
%------------------------------------------------------------------------------
% File : Z3---4.8.9.0
% Problem : MGT005+2 : TPTP v8.1.0. Bugfixed v3.2.0.
% Transfm : none
% Format : tptp
% Command : z3_tptp -proof -model -t:%d -file:%s
% Computer : n014.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 : Sun Sep 18 05:21:45 EDT 2022
% Result : Theorem 0.20s 0.42s
% Output : Proof 0.20s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : MGT005+2 : TPTP v8.1.0. Bugfixed v3.2.0.
% 0.03/0.13 % Command : z3_tptp -proof -model -t:%d -file:%s
% 0.13/0.34 % Computer : n014.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Fri Sep 2 02:37:01 EDT 2022
% 0.13/0.34 % CPUTime :
% 0.13/0.35 Z3tptp [4.8.9.0] (c) 2006-20**. Microsoft Corp.
% 0.13/0.35 Usage: tptp [options] [-file:]file
% 0.13/0.35 -h, -? prints this message.
% 0.13/0.35 -smt2 print SMT-LIB2 benchmark.
% 0.13/0.35 -m, -model generate model.
% 0.13/0.35 -p, -proof generate proof.
% 0.13/0.35 -c, -core generate unsat core of named formulas.
% 0.13/0.35 -st, -statistics display statistics.
% 0.13/0.35 -t:timeout set timeout (in second).
% 0.13/0.35 -smt2status display status in smt2 format instead of SZS.
% 0.13/0.35 -check_status check the status produced by Z3 against annotation in benchmark.
% 0.13/0.35 -<param>:<value> configuration parameter and value.
% 0.13/0.35 -o:<output-file> file to place output in.
% 0.20/0.42 % SZS status Theorem
% 0.20/0.42 % SZS output start Proof
% 0.20/0.42 tff(greater_type, type, (
% 0.20/0.42 greater: ( $i * $i ) > $o)).
% 0.20/0.42 tff(tptp_fun_Tb_5_type, type, (
% 0.20/0.42 tptp_fun_Tb_5: $i)).
% 0.20/0.42 tff(tptp_fun_Tc_4_type, type, (
% 0.20/0.42 tptp_fun_Tc_4: $i)).
% 0.20/0.42 tff(tptp_fun_C1_9_type, type, (
% 0.20/0.42 tptp_fun_C1_9: $i)).
% 0.20/0.42 tff(tptp_fun_C2_8_type, type, (
% 0.20/0.42 tptp_fun_C2_8: $i)).
% 0.20/0.42 tff(tptp_fun_P2_10_type, type, (
% 0.20/0.42 tptp_fun_P2_10: $i)).
% 0.20/0.42 tff(tptp_fun_P1_11_type, type, (
% 0.20/0.42 tptp_fun_P1_11: $i)).
% 0.20/0.42 tff(tptp_fun_T_7_type, type, (
% 0.20/0.42 tptp_fun_T_7: $i)).
% 0.20/0.42 tff(complexity_type, type, (
% 0.20/0.42 complexity: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(tptp_fun_Ta_6_type, type, (
% 0.20/0.42 tptp_fun_Ta_6: $i)).
% 0.20/0.42 tff(tptp_fun_Y_15_type, type, (
% 0.20/0.42 tptp_fun_Y_15: $i)).
% 0.20/0.42 tff(tptp_fun_X_16_type, type, (
% 0.20/0.42 tptp_fun_X_16: $i)).
% 0.20/0.42 tff(survival_chance_type, type, (
% 0.20/0.42 survival_chance: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(reorganization_free_type, type, (
% 0.20/0.42 reorganization_free: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(reorganization_type_type, type, (
% 0.20/0.42 reorganization_type: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(tptp_fun_Re_14_type, type, (
% 0.20/0.42 tptp_fun_Re_14: $i)).
% 0.20/0.42 tff(reorganization_type, type, (
% 0.20/0.42 reorganization: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(tptp_fun_P_12_type, type, (
% 0.20/0.42 tptp_fun_P_12: $i)).
% 0.20/0.42 tff(class_type, type, (
% 0.20/0.42 class: ( $i * $i * $i ) > $o)).
% 0.20/0.42 tff(tptp_fun_C_13_type, type, (
% 0.20/0.42 tptp_fun_C_13: $i)).
% 0.20/0.42 tff(organization_type, type, (
% 0.20/0.42 organization: ( $i * $i ) > $o)).
% 0.20/0.42 tff(1,plain,
% 0.20/0.42 ((~((P1!11 = P2!10) | greater(P1!11, P2!10) | (~(T!7 = Tb!5)) | (~(organization(X!16, Ta!6) & organization(Y!15, Ta!6) & organization(X!16, Tc!4) & organization(Y!15, Tc!4) & class(X!16, C!13, Ta!6) & class(Y!15, C!13, Ta!6) & survival_chance(X!16, P!12, Ta!6) & survival_chance(Y!15, P!12, Ta!6) & reorganization(X!16, Ta!6, Tb!5) & reorganization(Y!15, Ta!6, Tc!4) & reorganization_type(X!16, Re!14, Ta!6) & reorganization_type(Y!15, Re!14, Ta!6) & reorganization_free(X!16, Tb!5, Tc!4) & survival_chance(X!16, P1!11, T!7) & survival_chance(Y!15, P2!10, T!7) & complexity(X!16, C1!9, Ta!6) & complexity(Y!15, C2!8, Ta!6) & greater(C2!8, C1!9) & ((~(T!7 = Tc!4)) | greater(P1!11, P2!10)))))) <=> (~((P1!11 = P2!10) | greater(P1!11, P2!10) | (~(T!7 = Tb!5)) | (~(organization(X!16, Ta!6) & organization(Y!15, Ta!6) & organization(X!16, Tc!4) & organization(Y!15, Tc!4) & class(X!16, C!13, Ta!6) & class(Y!15, C!13, Ta!6) & survival_chance(X!16, P!12, Ta!6) & survival_chance(Y!15, P!12, Ta!6) & reorganization(X!16, Ta!6, Tb!5) & reorganization(Y!15, Ta!6, Tc!4) & reorganization_type(X!16, Re!14, Ta!6) & reorganization_type(Y!15, Re!14, Ta!6) & reorganization_free(X!16, Tb!5, Tc!4) & survival_chance(X!16, P1!11, T!7) & survival_chance(Y!15, P2!10, T!7) & complexity(X!16, C1!9, Ta!6) & complexity(Y!15, C2!8, Ta!6) & greater(C2!8, C1!9) & ((~(T!7 = Tc!4)) | greater(P1!11, P2!10))))))),
% 0.20/0.42 inference(rewrite,[status(thm)],[])).
% 0.20/0.42 tff(2,plain,
% 0.20/0.42 ((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))) <=> (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2))))))),
% 0.20/0.42 inference(rewrite,[status(thm)],[])).
% 0.20/0.42 tff(3,plain,
% 0.20/0.42 ((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : (((((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tc)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & reorganization_free(X, Tb, Tc)) & survival_chance(X, P1, T)) & survival_chance(Y, P2, T)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) & ((T = Tc) => greater(P1, P2))) => ((T = Tb) => (greater(P1, P2) | (P1 = P2))))) <=> (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2))))))),
% 0.20/0.42 inference(rewrite,[status(thm)],[])).
% 0.20/0.42 tff(4,axiom,(~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : (((((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tc)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & reorganization_free(X, Tb, Tc)) & survival_chance(X, P1, T)) & survival_chance(Y, P2, T)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) & ((T = Tc) => greater(P1, P2))) => ((T = Tb) => (greater(P1, P2) | (P1 = P2))))), file('/export/starexec/sandbox/benchmark/theBenchmark.p','t5_plus_FOL')).
% 0.20/0.42 tff(5,plain,
% 0.20/0.42 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.42 inference(modus_ponens,[status(thm)],[4, 3])).
% 0.20/0.42 tff(6,plain,
% 0.20/0.42 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.42 inference(modus_ponens,[status(thm)],[5, 2])).
% 0.20/0.42 tff(7,plain,
% 0.20/0.42 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[6, 2])).
% 0.20/0.43 tff(8,plain,
% 0.20/0.43 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[7, 2])).
% 0.20/0.43 tff(9,plain,
% 0.20/0.43 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[8, 2])).
% 0.20/0.43 tff(10,plain,
% 0.20/0.43 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[9, 2])).
% 0.20/0.43 tff(11,plain,
% 0.20/0.43 (~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, T: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(T = Tb)) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tc) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & reorganization_free(X, Tb, Tc) & survival_chance(X, P1, T) & survival_chance(Y, P2, T) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1) & ((~(T = Tc)) | greater(P1, P2)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[10, 2])).
% 0.20/0.43 tff(12,plain,(
% 0.20/0.43 ~((P1!11 = P2!10) | greater(P1!11, P2!10) | (~(T!7 = Tb!5)) | (~(organization(X!16, Ta!6) & organization(Y!15, Ta!6) & organization(X!16, Tc!4) & organization(Y!15, Tc!4) & class(X!16, C!13, Ta!6) & class(Y!15, C!13, Ta!6) & survival_chance(X!16, P!12, Ta!6) & survival_chance(Y!15, P!12, Ta!6) & reorganization(X!16, Ta!6, Tb!5) & reorganization(Y!15, Ta!6, Tc!4) & reorganization_type(X!16, Re!14, Ta!6) & reorganization_type(Y!15, Re!14, Ta!6) & reorganization_free(X!16, Tb!5, Tc!4) & survival_chance(X!16, P1!11, T!7) & survival_chance(Y!15, P2!10, T!7) & complexity(X!16, C1!9, Ta!6) & complexity(Y!15, C2!8, Ta!6) & greater(C2!8, C1!9) & ((~(T!7 = Tc!4)) | greater(P1!11, P2!10)))))),
% 0.20/0.43 inference(skolemize,[status(sab)],[11])).
% 0.20/0.43 tff(13,plain,
% 0.20/0.43 (~((P1!11 = P2!10) | greater(P1!11, P2!10) | (~(T!7 = Tb!5)) | (~(organization(X!16, Ta!6) & organization(Y!15, Ta!6) & organization(X!16, Tc!4) & organization(Y!15, Tc!4) & class(X!16, C!13, Ta!6) & class(Y!15, C!13, Ta!6) & survival_chance(X!16, P!12, Ta!6) & survival_chance(Y!15, P!12, Ta!6) & reorganization(X!16, Ta!6, Tb!5) & reorganization(Y!15, Ta!6, Tc!4) & reorganization_type(X!16, Re!14, Ta!6) & reorganization_type(Y!15, Re!14, Ta!6) & reorganization_free(X!16, Tb!5, Tc!4) & survival_chance(X!16, P1!11, T!7) & survival_chance(Y!15, P2!10, T!7) & complexity(X!16, C1!9, Ta!6) & complexity(Y!15, C2!8, Ta!6) & greater(C2!8, C1!9) & ((~(T!7 = Tc!4)) | greater(P1!11, P2!10)))))),
% 0.20/0.43 inference(modus_ponens,[status(thm)],[12, 1])).
% 0.20/0.43 tff(14,plain,
% 0.20/0.43 (organization(X!16, Ta!6) & organization(Y!15, Ta!6) & organization(X!16, Tc!4) & organization(Y!15, Tc!4) & class(X!16, C!13, Ta!6) & class(Y!15, C!13, Ta!6) & survival_chance(X!16, P!12, Ta!6) & survival_chance(Y!15, P!12, Ta!6) & reorganization(X!16, Ta!6, Tb!5) & reorganization(Y!15, Ta!6, Tc!4) & reorganization_type(X!16, Re!14, Ta!6) & reorganization_type(Y!15, Re!14, Ta!6) & reorganization_free(X!16, Tb!5, Tc!4) & survival_chance(X!16, P1!11, T!7) & survival_chance(Y!15, P2!10, T!7) & complexity(X!16, C1!9, Ta!6) & complexity(Y!15, C2!8, Ta!6) & greater(C2!8, C1!9) & ((~(T!7 = Tc!4)) | greater(P1!11, P2!10))),
% 0.20/0.43 inference(or_elim,[status(thm)],[13])).
% 0.20/0.43 tff(15,plain,
% 0.20/0.43 (greater(C2!8, C1!9)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(16,plain,
% 0.20/0.43 (complexity(Y!15, C2!8, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(17,plain,
% 0.20/0.43 (complexity(X!16, C1!9, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(18,plain,
% 0.20/0.43 (reorganization_type(Y!15, Re!14, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(19,plain,
% 0.20/0.43 (reorganization_type(X!16, Re!14, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(20,plain,
% 0.20/0.43 (reorganization(Y!15, Ta!6, Tc!4)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(21,plain,
% 0.20/0.43 (reorganization(X!16, Ta!6, Tb!5)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(22,plain,
% 0.20/0.43 (class(Y!15, C!13, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(23,plain,
% 0.20/0.43 (class(X!16, C!13, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(24,plain,
% 0.20/0.43 (organization(Y!15, Tc!4)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(25,plain,
% 0.20/0.43 (organization(Y!15, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(26,plain,
% 0.20/0.43 (organization(X!16, Ta!6)),
% 0.20/0.43 inference(and_elim,[status(thm)],[14])).
% 0.20/0.43 tff(27,plain,
% 0.20/0.43 (^[X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : refl((greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))) <=> (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))))),
% 0.20/0.43 inference(bind,[status(th)],[])).
% 0.20/0.43 tff(28,plain,
% 0.20/0.43 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))) <=> ![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))),
% 0.20/0.43 inference(quant_intro,[status(thm)],[27])).
% 0.20/0.43 tff(29,plain,
% 0.20/0.43 (^[X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : trans(monotonicity(trans(monotonicity(rewrite((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) <=> (~((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))))), ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) <=> (~(~((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))))))), rewrite((~(~((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))))) <=> ((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))), ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) <=> ((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))))), (((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb)) <=> (((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))) | greater(Tc, Tb)))), rewrite((((~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1))) | greater(Tc, Tb)) <=> (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))), (((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb)) <=> (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))))),
% 0.20/0.43 inference(bind,[status(th)],[])).
% 0.20/0.43 tff(30,plain,
% 0.20/0.43 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb)) <=> ![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))),
% 0.20/0.43 inference(quant_intro,[status(thm)],[29])).
% 0.20/0.43 tff(31,plain,
% 0.20/0.43 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb)) <=> ![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))),
% 0.20/0.43 inference(rewrite,[status(thm)],[])).
% 0.20/0.43 tff(32,plain,
% 0.20/0.43 (^[X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(rewrite(((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc))), ((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc)) & class(X, C, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc)) & class(X, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta))), ((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta)))), (((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta)) & class(Y, C, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta)) & class(Y, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta))), (((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta)))), ((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb))), ((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb)))), (((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc))), (((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)))), ((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta))), ((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)))), (((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta))), (((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)))), ((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta))), ((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta)))), (((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta))), (((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)))), ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)) & greater(C2, C1)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))), ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))), (((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => greater(Tc, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) => greater(Tc, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) => greater(Tc, Tb)) <=> ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))), (((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => greater(Tc, Tb)) <=> ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))))),
% 0.20/0.43 inference(bind,[status(th)],[])).
% 0.20/0.43 tff(33,plain,
% 0.20/0.43 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => greater(Tc, Tb)) <=> ![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))),
% 0.20/0.43 inference(quant_intro,[status(thm)],[32])).
% 0.20/0.44 tff(34,axiom,(![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(Y, Tc)) & class(X, C, Ta)) & class(Y, C, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => greater(Tc, Tb))), file('/export/starexec/sandbox/benchmark/theBenchmark.p','a10_FOL')).
% 0.20/0.44 tff(35,plain,
% 0.20/0.44 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))),
% 0.20/0.44 inference(modus_ponens,[status(thm)],[34, 33])).
% 0.20/0.44 tff(36,plain,
% 0.20/0.44 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))),
% 0.20/0.44 inference(modus_ponens,[status(thm)],[35, 31])).
% 0.20/0.44 tff(37,plain,(
% 0.20/0.44 ![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((~(organization(X, Ta) & organization(Y, Ta) & organization(Y, Tc) & class(X, C, Ta) & class(Y, C, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) | greater(Tc, Tb))),
% 0.20/0.44 inference(skolemize,[status(sab)],[36])).
% 0.20/0.44 tff(38,plain,
% 0.20/0.44 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))),
% 0.20/0.44 inference(modus_ponens,[status(thm)],[37, 30])).
% 0.20/0.44 tff(39,plain,
% 0.20/0.44 (![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))),
% 0.20/0.44 inference(modus_ponens,[status(thm)],[38, 28])).
% 0.20/0.44 tff(40,plain,
% 0.20/0.44 (((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | ((~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5))) <=> ((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5))),
% 0.20/0.44 inference(rewrite,[status(thm)],[])).
% 0.20/0.44 tff(41,plain,
% 0.20/0.44 ((greater(Tc!4, Tb!5) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~greater(C2!8, C1!9))) <=> ((~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5))),
% 0.20/0.44 inference(rewrite,[status(thm)],[])).
% 0.20/0.44 tff(42,plain,
% 0.20/0.44 (((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (greater(Tc!4, Tb!5) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~greater(C2!8, C1!9)))) <=> ((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | ((~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5)))),
% 0.20/0.44 inference(monotonicity,[status(thm)],[41])).
% 0.20/0.44 tff(43,plain,
% 0.20/0.44 (((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (greater(Tc!4, Tb!5) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~greater(C2!8, C1!9)))) <=> ((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5))),
% 0.20/0.44 inference(transitivity,[status(thm)],[42, 40])).
% 0.20/0.44 tff(44,plain,
% 0.20/0.44 ((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (greater(Tc!4, Tb!5) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~greater(C2!8, C1!9)))),
% 0.20/0.44 inference(quant_inst,[status(thm)],[])).
% 0.20/0.44 tff(45,plain,
% 0.20/0.44 ((~![X: $i, Y: $i, Re: $i, C: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (greater(Tc, Tb) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(Y, Tc)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)) | (~greater(C2, C1)))) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)) | (~organization(Y!15, Tc!4)) | greater(Tc!4, Tb!5)),
% 0.20/0.44 inference(modus_ponens,[status(thm)],[44, 43])).
% 0.20/0.44 tff(46,plain,
% 0.20/0.44 (greater(Tc!4, Tb!5)),
% 0.20/0.44 inference(unit_resolution,[status(thm)],[45, 39, 26, 25, 24, 23, 22, 21, 20, 19, 18, 17, 16, 15])).
% 0.20/0.44 tff(47,plain,
% 0.20/0.44 (^[X: $i, Ta: $i, Tb: $i] : refl(((~reorganization(X, Ta, Tb)) | greater(Tb, Ta)) <=> ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta)))),
% 0.20/0.44 inference(bind,[status(th)],[])).
% 0.20/0.44 tff(48,plain,
% 0.20/0.44 (![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta)) <=> ![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.44 inference(quant_intro,[status(thm)],[47])).
% 0.20/0.44 tff(49,plain,
% 0.20/0.44 (![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta)) <=> ![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.44 inference(rewrite,[status(thm)],[])).
% 0.20/0.44 tff(50,plain,
% 0.20/0.44 (^[X: $i, Ta: $i, Tb: $i] : rewrite((reorganization(X, Ta, Tb) => greater(Tb, Ta)) <=> ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta)))),
% 0.20/0.44 inference(bind,[status(th)],[])).
% 0.20/0.44 tff(51,plain,
% 0.20/0.44 (![X: $i, Ta: $i, Tb: $i] : (reorganization(X, Ta, Tb) => greater(Tb, Ta)) <=> ![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.44 inference(quant_intro,[status(thm)],[50])).
% 0.20/0.44 tff(52,axiom,(![X: $i, Ta: $i, Tb: $i] : (reorganization(X, Ta, Tb) => greater(Tb, Ta))), file('/export/starexec/sandbox/benchmark/theBenchmark.p','mp7')).
% 0.20/0.45 tff(53,plain,
% 0.20/0.45 (![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[52, 51])).
% 0.20/0.45 tff(54,plain,
% 0.20/0.45 (![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[53, 49])).
% 0.20/0.45 tff(55,plain,(
% 0.20/0.45 ![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.45 inference(skolemize,[status(sab)],[54])).
% 0.20/0.45 tff(56,plain,
% 0.20/0.45 (![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[55, 48])).
% 0.20/0.45 tff(57,plain,
% 0.20/0.45 (((~![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))) | ((~reorganization(X!16, Ta!6, Tb!5)) | greater(Tb!5, Ta!6))) <=> ((~![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))) | (~reorganization(X!16, Ta!6, Tb!5)) | greater(Tb!5, Ta!6))),
% 0.20/0.45 inference(rewrite,[status(thm)],[])).
% 0.20/0.45 tff(58,plain,
% 0.20/0.45 ((~![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))) | ((~reorganization(X!16, Ta!6, Tb!5)) | greater(Tb!5, Ta!6))),
% 0.20/0.45 inference(quant_inst,[status(thm)],[])).
% 0.20/0.45 tff(59,plain,
% 0.20/0.45 ((~![X: $i, Ta: $i, Tb: $i] : ((~reorganization(X, Ta, Tb)) | greater(Tb, Ta))) | (~reorganization(X!16, Ta!6, Tb!5)) | greater(Tb!5, Ta!6)),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[58, 57])).
% 0.20/0.45 tff(60,plain,
% 0.20/0.45 (greater(Tb!5, Ta!6)),
% 0.20/0.45 inference(unit_resolution,[status(thm)],[59, 56, 21])).
% 0.20/0.45 tff(61,assumption,(~organization(X!16, Tb!5)), introduced(assumption)).
% 0.20/0.45 tff(62,plain,
% 0.20/0.45 (organization(X!16, Tc!4)),
% 0.20/0.45 inference(and_elim,[status(thm)],[14])).
% 0.20/0.45 tff(63,plain,
% 0.20/0.45 (^[X: $i, T: $i, T1: $i, T2: $i] : refl((organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))) <=> (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))))),
% 0.20/0.45 inference(bind,[status(th)],[])).
% 0.20/0.45 tff(64,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))) <=> ![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))),
% 0.20/0.45 inference(quant_intro,[status(thm)],[63])).
% 0.20/0.45 tff(65,plain,
% 0.20/0.45 (^[X: $i, T: $i, T1: $i, T2: $i] : trans(monotonicity(trans(monotonicity(rewrite((organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T)) <=> (~((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))))), ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) <=> (~(~((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))))))), rewrite((~(~((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))))) <=> ((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))), ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) <=> ((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))))), (((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T)) <=> (((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))) | organization(X, T)))), rewrite((((~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T))) | organization(X, T)) <=> (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))), (((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T)) <=> (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))))),
% 0.20/0.45 inference(bind,[status(th)],[])).
% 0.20/0.45 tff(66,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T)) <=> ![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))),
% 0.20/0.45 inference(quant_intro,[status(thm)],[65])).
% 0.20/0.45 tff(67,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T)) <=> ![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))),
% 0.20/0.45 inference(rewrite,[status(thm)],[])).
% 0.20/0.45 tff(68,plain,
% 0.20/0.45 (^[X: $i, T: $i, T1: $i, T2: $i] : trans(monotonicity(trans(monotonicity(rewrite(((organization(X, T1) & organization(X, T2)) & greater(T, T1)) <=> (organization(X, T1) & organization(X, T2) & greater(T, T1))), ((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) <=> ((organization(X, T1) & organization(X, T2) & greater(T, T1)) & greater(T2, T)))), rewrite(((organization(X, T1) & organization(X, T2) & greater(T, T1)) & greater(T2, T)) <=> (organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))), ((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) <=> (organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T)))), (((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) => organization(X, T)) <=> ((organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T)) => organization(X, T)))), rewrite(((organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T)) => organization(X, T)) <=> ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))), (((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) => organization(X, T)) <=> ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))))),
% 0.20/0.45 inference(bind,[status(th)],[])).
% 0.20/0.45 tff(69,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : ((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) => organization(X, T)) <=> ![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))),
% 0.20/0.45 inference(quant_intro,[status(thm)],[68])).
% 0.20/0.45 tff(70,axiom,(![X: $i, T: $i, T1: $i, T2: $i] : ((((organization(X, T1) & organization(X, T2)) & greater(T, T1)) & greater(T2, T)) => organization(X, T))), file('/export/starexec/sandbox/benchmark/theBenchmark.p','mp13')).
% 0.20/0.45 tff(71,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[70, 69])).
% 0.20/0.45 tff(72,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[71, 67])).
% 0.20/0.45 tff(73,plain,(
% 0.20/0.45 ![X: $i, T: $i, T1: $i, T2: $i] : ((~(organization(X, T1) & organization(X, T2) & greater(T, T1) & greater(T2, T))) | organization(X, T))),
% 0.20/0.45 inference(skolemize,[status(sab)],[72])).
% 0.20/0.45 tff(74,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[73, 66])).
% 0.20/0.45 tff(75,plain,
% 0.20/0.45 (![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[74, 64])).
% 0.20/0.45 tff(76,plain,
% 0.20/0.45 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | ((~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.45 inference(rewrite,[status(thm)],[])).
% 0.20/0.45 tff(77,plain,
% 0.20/0.45 ((organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5))) <=> ((~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.45 inference(rewrite,[status(thm)],[])).
% 0.20/0.45 tff(78,plain,
% 0.20/0.45 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | ((~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5))))),
% 0.20/0.45 inference(monotonicity,[status(thm)],[77])).
% 0.20/0.45 tff(79,plain,
% 0.20/0.45 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.45 inference(transitivity,[status(thm)],[78, 76])).
% 0.20/0.45 tff(80,plain,
% 0.20/0.45 ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.45 inference(quant_inst,[status(thm)],[])).
% 0.20/0.45 tff(81,plain,
% 0.20/0.45 ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(X!16, Ta!6)) | organization(X!16, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(X!16, Tc!4)) | (~greater(Tc!4, Tb!5))),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[80, 79])).
% 0.20/0.45 tff(82,plain,
% 0.20/0.45 ($false),
% 0.20/0.45 inference(unit_resolution,[status(thm)],[81, 75, 26, 62, 61, 60, 46])).
% 0.20/0.45 tff(83,plain,(organization(X!16, Tb!5)), inference(lemma,lemma(discharge,[]))).
% 0.20/0.45 tff(84,plain,
% 0.20/0.45 (T!7 = Tb!5),
% 0.20/0.45 inference(or_elim,[status(thm)],[13])).
% 0.20/0.45 tff(85,plain,
% 0.20/0.45 (Tb!5 = T!7),
% 0.20/0.45 inference(symmetry,[status(thm)],[84])).
% 0.20/0.45 tff(86,plain,
% 0.20/0.45 (survival_chance(Y!15, P2!10, Tb!5) <=> survival_chance(Y!15, P2!10, T!7)),
% 0.20/0.45 inference(monotonicity,[status(thm)],[85])).
% 0.20/0.45 tff(87,plain,
% 0.20/0.45 (survival_chance(Y!15, P2!10, T!7) <=> survival_chance(Y!15, P2!10, Tb!5)),
% 0.20/0.45 inference(symmetry,[status(thm)],[86])).
% 0.20/0.45 tff(88,plain,
% 0.20/0.45 (survival_chance(Y!15, P2!10, T!7)),
% 0.20/0.45 inference(and_elim,[status(thm)],[14])).
% 0.20/0.45 tff(89,plain,
% 0.20/0.45 (survival_chance(Y!15, P2!10, Tb!5)),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[88, 87])).
% 0.20/0.45 tff(90,plain,
% 0.20/0.45 (survival_chance(X!16, P1!11, Tb!5) <=> survival_chance(X!16, P1!11, T!7)),
% 0.20/0.45 inference(monotonicity,[status(thm)],[85])).
% 0.20/0.45 tff(91,plain,
% 0.20/0.45 (survival_chance(X!16, P1!11, T!7) <=> survival_chance(X!16, P1!11, Tb!5)),
% 0.20/0.45 inference(symmetry,[status(thm)],[90])).
% 0.20/0.45 tff(92,plain,
% 0.20/0.45 (survival_chance(X!16, P1!11, T!7)),
% 0.20/0.45 inference(and_elim,[status(thm)],[14])).
% 0.20/0.45 tff(93,plain,
% 0.20/0.45 (survival_chance(X!16, P1!11, Tb!5)),
% 0.20/0.45 inference(modus_ponens,[status(thm)],[92, 91])).
% 0.20/0.45 tff(94,plain,
% 0.20/0.45 (survival_chance(Y!15, P!12, Ta!6)),
% 0.20/0.45 inference(and_elim,[status(thm)],[14])).
% 0.20/0.45 tff(95,plain,
% 0.20/0.45 (survival_chance(X!16, P!12, Ta!6)),
% 0.20/0.45 inference(and_elim,[status(thm)],[14])).
% 0.20/0.45 tff(96,plain,
% 0.20/0.45 (~greater(P1!11, P2!10)),
% 0.20/0.45 inference(or_elim,[status(thm)],[13])).
% 0.20/0.45 tff(97,plain,
% 0.20/0.45 (~(P1!11 = P2!10)),
% 0.20/0.45 inference(or_elim,[status(thm)],[13])).
% 0.20/0.45 tff(98,plain,
% 0.20/0.45 (^[X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : refl(((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))) <=> ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))))),
% 0.20/0.45 inference(bind,[status(th)],[])).
% 0.20/0.45 tff(99,plain,
% 0.20/0.45 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))) <=> ![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))),
% 0.20/0.45 inference(quant_intro,[status(thm)],[98])).
% 0.20/0.45 tff(100,plain,
% 0.20/0.45 (^[X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : trans(monotonicity(trans(monotonicity(rewrite((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) <=> (~((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))))), ((~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) <=> (~(~((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))))))), rewrite((~(~((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))))) <=> ((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))), ((~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))) <=> ((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta))))), (((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))) <=> ((P1 = P2) | greater(P1, P2) | ((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))))), rewrite(((P1 = P2) | greater(P1, P2) | ((~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))) <=> ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))), (((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))) <=> ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))))),
% 0.20/0.45 inference(bind,[status(th)],[])).
% 0.20/0.45 tff(101,plain,
% 0.20/0.45 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))) <=> ![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))),
% 0.20/0.45 inference(quant_intro,[status(thm)],[100])).
% 0.20/0.45 tff(102,plain,
% 0.20/0.45 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))) <=> ![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))),
% 0.20/0.45 inference(rewrite,[status(thm)],[])).
% 0.20/0.45 tff(103,plain,
% 0.20/0.45 (^[X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(trans(monotonicity(rewrite(((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb))), ((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb)) & organization(Y, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb)) & organization(Y, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb))), ((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb)))), (((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb)) & class(X, C, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb)) & class(X, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta))), (((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta)))), ((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta)) & class(Y, C, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta)) & class(Y, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta))), ((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta)))), (((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta)) & survival_chance(X, P, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta))), (((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta)))), ((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta))), ((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta)))), (((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb))), (((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb)))), ((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc))), ((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)))), (((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta))), (((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)))), ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta))), ((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)))), (((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb))), (((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb)))), ((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb))), ((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb)))), (((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta))), (((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta)))), ((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta))), ((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)))), (((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)) & greater(C2, C1)))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))), (((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) <=> (organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)))), rewrite((greater(P1, P2) | (P1 = P2)) <=> ((P1 = P2) | greater(P1, P2))), ((((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => (greater(P1, P2) | (P1 = P2))) <=> ((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) => ((P1 = P2) | greater(P1, P2))))), rewrite(((organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1)) => ((P1 = P2) | greater(P1, P2))) <=> ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))), ((((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => (greater(P1, P2) | (P1 = P2))) <=> ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))))),
% 0.20/0.46 inference(bind,[status(th)],[])).
% 0.20/0.46 tff(104,plain,
% 0.20/0.46 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => (greater(P1, P2) | (P1 = P2))) <=> ![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))),
% 0.20/0.46 inference(quant_intro,[status(thm)],[103])).
% 0.20/0.46 tff(105,axiom,(![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : (((((((((((((((((organization(X, Ta) & organization(Y, Ta)) & organization(X, Tb)) & organization(Y, Tb)) & class(X, C, Ta)) & class(Y, C, Ta)) & survival_chance(X, P, Ta)) & survival_chance(Y, P, Ta)) & reorganization(X, Ta, Tb)) & reorganization(Y, Ta, Tc)) & reorganization_type(X, Re, Ta)) & reorganization_type(Y, Re, Ta)) & survival_chance(X, P1, Tb)) & survival_chance(Y, P2, Tb)) & complexity(X, C1, Ta)) & complexity(Y, C2, Ta)) & greater(C2, C1)) => (greater(P1, P2) | (P1 = P2)))), file('/export/starexec/sandbox/benchmark/theBenchmark.p','a11_FOL')).
% 0.20/0.46 tff(106,plain,
% 0.20/0.46 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))),
% 0.20/0.46 inference(modus_ponens,[status(thm)],[105, 104])).
% 0.20/0.46 tff(107,plain,
% 0.20/0.46 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))),
% 0.20/0.46 inference(modus_ponens,[status(thm)],[106, 102])).
% 0.20/0.46 tff(108,plain,(
% 0.20/0.46 ![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~(organization(X, Ta) & organization(Y, Ta) & organization(X, Tb) & organization(Y, Tb) & class(X, C, Ta) & class(Y, C, Ta) & survival_chance(X, P, Ta) & survival_chance(Y, P, Ta) & reorganization(X, Ta, Tb) & reorganization(Y, Ta, Tc) & reorganization_type(X, Re, Ta) & reorganization_type(Y, Re, Ta) & survival_chance(X, P1, Tb) & survival_chance(Y, P2, Tb) & complexity(X, C1, Ta) & complexity(Y, C2, Ta) & greater(C2, C1))))),
% 0.20/0.46 inference(skolemize,[status(sab)],[107])).
% 0.20/0.46 tff(109,plain,
% 0.20/0.46 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))),
% 0.20/0.46 inference(modus_ponens,[status(thm)],[108, 101])).
% 0.20/0.46 tff(110,plain,
% 0.20/0.46 (![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))),
% 0.20/0.46 inference(modus_ponens,[status(thm)],[109, 99])).
% 0.20/0.46 tff(111,plain,
% 0.20/0.46 (((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))) | ((P1!11 = P2!10) | greater(P1!11, P2!10) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~survival_chance(X!16, P!12, Ta!6)) | (~survival_chance(Y!15, P!12, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~survival_chance(X!16, P1!11, Tb!5)) | (~survival_chance(Y!15, P2!10, Tb!5)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)))) <=> ((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))) | (P1!11 = P2!10) | greater(P1!11, P2!10) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~survival_chance(X!16, P!12, Ta!6)) | (~survival_chance(Y!15, P!12, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~survival_chance(X!16, P1!11, Tb!5)) | (~survival_chance(Y!15, P2!10, Tb!5)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)))),
% 0.20/0.46 inference(rewrite,[status(thm)],[])).
% 0.20/0.46 tff(112,plain,
% 0.20/0.46 ((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))) | ((P1!11 = P2!10) | greater(P1!11, P2!10) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~survival_chance(X!16, P!12, Ta!6)) | (~survival_chance(Y!15, P!12, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~survival_chance(X!16, P1!11, Tb!5)) | (~survival_chance(Y!15, P2!10, Tb!5)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6)))),
% 0.20/0.46 inference(quant_inst,[status(thm)],[])).
% 0.20/0.46 tff(113,plain,
% 0.20/0.46 ((~![X: $i, Y: $i, Re: $i, C: $i, P: $i, P1: $i, P2: $i, C1: $i, C2: $i, Ta: $i, Tb: $i, Tc: $i] : ((P1 = P2) | greater(P1, P2) | (~greater(C2, C1)) | (~organization(X, Ta)) | (~organization(Y, Ta)) | (~organization(X, Tb)) | (~organization(Y, Tb)) | (~class(X, C, Ta)) | (~class(Y, C, Ta)) | (~survival_chance(X, P, Ta)) | (~survival_chance(Y, P, Ta)) | (~reorganization(X, Ta, Tb)) | (~reorganization(Y, Ta, Tc)) | (~reorganization_type(X, Re, Ta)) | (~reorganization_type(Y, Re, Ta)) | (~survival_chance(X, P1, Tb)) | (~survival_chance(Y, P2, Tb)) | (~complexity(X, C1, Ta)) | (~complexity(Y, C2, Ta)))) | (P1!11 = P2!10) | greater(P1!11, P2!10) | (~greater(C2!8, C1!9)) | (~organization(X!16, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5)) | (~class(X!16, C!13, Ta!6)) | (~class(Y!15, C!13, Ta!6)) | (~survival_chance(X!16, P!12, Ta!6)) | (~survival_chance(Y!15, P!12, Ta!6)) | (~reorganization(X!16, Ta!6, Tb!5)) | (~reorganization(Y!15, Ta!6, Tc!4)) | (~reorganization_type(X!16, Re!14, Ta!6)) | (~reorganization_type(Y!15, Re!14, Ta!6)) | (~survival_chance(X!16, P1!11, Tb!5)) | (~survival_chance(Y!15, P2!10, Tb!5)) | (~complexity(X!16, C1!9, Ta!6)) | (~complexity(Y!15, C2!8, Ta!6))),
% 0.20/0.46 inference(modus_ponens,[status(thm)],[112, 111])).
% 0.20/0.46 tff(114,plain,
% 0.20/0.46 ((~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5)) | (~survival_chance(X!16, P1!11, Tb!5)) | (~survival_chance(Y!15, P2!10, Tb!5))),
% 0.20/0.46 inference(unit_resolution,[status(thm)],[113, 110, 97, 96, 26, 25, 23, 22, 95, 94, 21, 20, 19, 18, 17, 16, 15])).
% 0.20/0.46 tff(115,plain,
% 0.20/0.46 ((~organization(X!16, Tb!5)) | (~organization(Y!15, Tb!5))),
% 0.20/0.46 inference(unit_resolution,[status(thm)],[114, 93, 89])).
% 0.20/0.46 tff(116,plain,
% 0.20/0.46 (~organization(Y!15, Tb!5)),
% 0.20/0.46 inference(unit_resolution,[status(thm)],[115, 83])).
% 0.20/0.46 tff(117,plain,
% 0.20/0.46 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | ((~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.47 inference(rewrite,[status(thm)],[])).
% 0.20/0.47 tff(118,plain,
% 0.20/0.47 ((organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5))) <=> ((~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.47 inference(rewrite,[status(thm)],[])).
% 0.20/0.47 tff(119,plain,
% 0.20/0.47 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | ((~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5))))),
% 0.20/0.47 inference(monotonicity,[status(thm)],[118])).
% 0.20/0.47 tff(120,plain,
% 0.20/0.47 (((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))) <=> ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.47 inference(transitivity,[status(thm)],[119, 117])).
% 0.20/0.47 tff(121,plain,
% 0.20/0.47 ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5)))),
% 0.20/0.47 inference(quant_inst,[status(thm)],[])).
% 0.20/0.47 tff(122,plain,
% 0.20/0.47 ((~![X: $i, T: $i, T1: $i, T2: $i] : (organization(X, T) | (~greater(T, T1)) | (~organization(X, T1)) | (~organization(X, T2)) | (~greater(T2, T)))) | (~organization(Y!15, Ta!6)) | organization(Y!15, Tb!5) | (~greater(Tb!5, Ta!6)) | (~organization(Y!15, Tc!4)) | (~greater(Tc!4, Tb!5))),
% 0.20/0.47 inference(modus_ponens,[status(thm)],[121, 120])).
% 0.20/0.47 tff(123,plain,
% 0.20/0.47 ($false),
% 0.20/0.47 inference(unit_resolution,[status(thm)],[122, 75, 25, 24, 116, 60, 46])).
% 0.20/0.47 % SZS output end Proof
%------------------------------------------------------------------------------