TSTP Solution File: MGT024-1 by ConnectPP---0.3.0
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- Process Solution
%------------------------------------------------------------------------------
% File : ConnectPP---0.3.0
% Problem : MGT024-1 : TPTP v8.1.2. Released v2.4.0.
% Transfm : none
% Format : tptp:raw
% Command : connect++ --verbosity 0 --no-colour --tptp-proof --schedule default %s
% Computer : n011.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 : Mon Mar 25 14:21:51 EDT 2024
% Result : Unsatisfiable 18.50s 18.65s
% Output : Proof 18.50s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : MGT024-1 : TPTP v8.1.2. Released v2.4.0.
% 0.03/0.13 % Command : connect++ --verbosity 0 --no-colour --tptp-proof --schedule default %s
% 0.13/0.34 % Computer : n011.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 : Thu Mar 21 03:19:12 EDT 2024
% 0.13/0.34 % CPUTime :
% 18.50/18.65 % SZS status Unsatisfiable for theBenchmark
% 18.50/18.65 % SZS output start Proof for theBenchmark
% 18.50/18.65
% 18.50/18.65 % Problem matrix:
% 18.50/18.65 cnf(matrix-0, plain, ( ( __eqx_0 = __eqx_0) )).
% 18.50/18.65 cnf(matrix-1, plain, ( ( __eqx_0 != __eqx_1) | ( __eqx_1 = __eqx_0) )).
% 18.50/18.65 cnf(matrix-2, plain, ( ( __eqx_0 != __eqx_1) | ( __eqx_1 != __eqx_2) | ( __eqx_0 = __eqx_2) )).
% 18.50/18.65 cnf(matrix-3, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ( number_of_organizations(__eqx_0, __eqx_1) = number_of_organizations(__eqy_0, __eqy_1)) )).
% 18.50/18.65 cnf(matrix-4, plain, ( ( __eqx_0 != __eqy_0) | ( equilibrium(__eqx_0) = equilibrium(__eqy_0)) )).
% 18.50/18.65 cnf(matrix-5, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ( resources(__eqx_0, __eqx_1) = resources(__eqy_0, __eqy_1)) )).
% 18.50/18.65 cnf(matrix-6, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ( growth_rate(__eqx_0, __eqx_1) = growth_rate(__eqy_0, __eqy_1)) )).
% 18.50/18.65 cnf(matrix-7, plain, ( ( __eqx_0 != __eqy_0) | ~environment(__eqx_0) | environment(__eqy_0) )).
% 18.50/18.65 cnf(matrix-8, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ( __eqx_2 != __eqy_2) | ( __eqx_3 != __eqy_3) | ~subpopulations(__eqx_0, __eqx_1, __eqx_2, __eqx_3) | subpopulations(__eqy_0, __eqy_1, __eqy_2, __eqy_3) )).
% 18.50/18.65 cnf(matrix-9, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ~in_environment(__eqx_0, __eqx_1) | in_environment(__eqy_0, __eqy_1) )).
% 18.50/18.65 cnf(matrix-10, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ~greater(__eqx_0, __eqx_1) | greater(__eqy_0, __eqy_1) )).
% 18.50/18.65 cnf(matrix-11, plain, ( ( __eqx_0 != __eqy_0) | ( __eqx_1 != __eqy_1) | ~greater_or_equal(__eqx_0, __eqx_1) | greater_or_equal(__eqy_0, __eqy_1) )).
% 18.50/18.65 cnf(matrix-12, plain, ( ( __eqx_0 != __eqy_0) | ~decreases(__eqx_0) | decreases(__eqy_0) )).
% 18.50/18.65 cnf(matrix-13, plain, ( ( __eqx_0 != __eqy_0) | ~constant(__eqx_0) | constant(__eqy_0) )).
% 18.50/18.65 cnf(matrix-14, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | in_environment(A, B) )).
% 18.50/18.65 cnf(matrix-15, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | greater(number_of_organizations(A, B), zero) )).
% 18.50/18.65 cnf(matrix-16, plain, ( ~environment(A) | ~greater_or_equal(B, equilibrium(A)) | ~greater(equilibrium(A), B) )).
% 18.50/18.65 cnf(matrix-17, plain, ( ~environment(A) | ~in_environment(A, B) | ~greater(number_of_organizations(A, B), zero) | ~greater(equilibrium(A), B) | decreases(resources(A, B)) )).
% 18.50/18.65 cnf(matrix-18, plain, ( ~environment(A) | ~in_environment(A, B) | ~greater(number_of_organizations(A, B), zero) | greater(equilibrium(A), B) | constant(resources(A, B)) )).
% 18.50/18.65 cnf(matrix-19, plain, ( ~environment(A) | ~in_environment(A, B) | ~decreases(resources(A, B)) | ~decreases(number_of_organizations(A, B)) )).
% 18.50/18.65 cnf(matrix-20, plain, ( ~environment(A) | ~in_environment(A, B) | ~constant(resources(A, B)) | constant(number_of_organizations(A, B)) )).
% 18.50/18.65 cnf(matrix-21, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(first_movers, B) = zero) | greater(growth_rate(first_movers, B), zero) | greater(growth_rate(efficient_producers, B), zero) )).
% 18.50/18.65 cnf(matrix-22, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(first_movers, B) = zero) | greater(growth_rate(first_movers, B), zero) | greater(zero, growth_rate(first_movers, B)) )).
% 18.50/18.65 cnf(matrix-23, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(first_movers, B) = zero) | greater(zero, growth_rate(efficient_producers, B)) | greater(growth_rate(efficient_producers, B), zero) )).
% 18.50/18.65 cnf(matrix-24, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(first_movers, B) = zero) | greater(zero, growth_rate(efficient_producers, B)) | greater(zero, growth_rate(first_movers, B)) )).
% 18.50/18.65 cnf(matrix-25, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(efficient_producers, B) = zero) | greater(growth_rate(first_movers, B), zero) | greater(growth_rate(efficient_producers, B), zero) )).
% 18.50/18.65 cnf(matrix-26, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(efficient_producers, B) = zero) | greater(growth_rate(first_movers, B), zero) | greater(zero, growth_rate(first_movers, B)) )).
% 18.50/18.65 cnf(matrix-27, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(efficient_producers, B) = zero) | greater(zero, growth_rate(efficient_producers, B)) | greater(growth_rate(efficient_producers, B), zero) )).
% 18.50/18.65 cnf(matrix-28, plain, ( ~environment(A) | ~subpopulations(first_movers, efficient_producers, A, B) | ~constant(number_of_organizations(A, B)) | ( growth_rate(efficient_producers, B) = zero) | greater(zero, growth_rate(efficient_producers, B)) | greater(zero, growth_rate(first_movers, B)) )).
% 18.50/18.65 cnf(matrix-29, plain, ( environment(sk1) )).
% 18.50/18.65 cnf(matrix-30, plain, ( subpopulations(first_movers, efficient_producers, sk1, sk2) )).
% 18.50/18.65 cnf(matrix-31, plain, ( greater_or_equal(sk2, equilibrium(sk1)) )).
% 18.50/18.65 cnf(matrix-32, plain, ( ( growth_rate(first_movers, sk2) != zero) | ( growth_rate(efficient_producers, sk2) != zero) )).
% 18.50/18.65 cnf(matrix-33, plain, ( ~greater(growth_rate(first_movers, sk2), zero) | ~greater(zero, growth_rate(efficient_producers, sk2)) )).
% 18.50/18.65 cnf(matrix-34, plain, ( ~greater(growth_rate(efficient_producers, sk2), zero) | ~greater(zero, growth_rate(first_movers, sk2)) )).
% 18.50/18.65
% 18.50/18.65 % Proof stack:
% 18.50/18.65 cnf(proof-stack, plain,
% 18.50/18.65 proof_stack(
% 18.50/18.65 start(29),
% 18.50/18.65 left_branch(0, 20, 0, 2),
% 18.50/18.65 left_branch(0, 26, 2, 3),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 left_branch(0, 10, 2, 5),
% 18.50/18.65 left_branch(0, 24, 3, 6),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 left_branch(0, 33, 1, 8),
% 18.50/18.65 reduction(0, 2),
% 18.50/18.65 right_branch(8),
% 18.50/18.65 left_branch(0, 34, 1, 9),
% 18.50/18.65 left_branch(0, 23, 5, 10),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 lemmata(0, 2),
% 18.50/18.65 reduction(0, 3),
% 18.50/18.65 reduction(0, 1),
% 18.50/18.65 left_branch(0, 30, 0, 15),
% 18.50/18.65 right_branch(15),
% 18.50/18.65 right_branch(10),
% 18.50/18.65 right_branch(9),
% 18.50/18.65 reduction(0, 1),
% 18.50/18.65 left_branch(0, 30, 0, 11),
% 18.50/18.65 right_branch(11),
% 18.50/18.65 right_branch(6),
% 18.50/18.65 left_branch(0, 34, 1, 7),
% 18.50/18.65 left_branch(0, 27, 5, 8),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 left_branch(0, 33, 1, 10),
% 18.50/18.65 reduction(0, 2),
% 18.50/18.65 right_branch(10),
% 18.50/18.65 left_branch(0, 32, 1, 11),
% 18.50/18.65 lemmata(0, 1),
% 18.50/18.65 right_branch(11),
% 18.50/18.65 reduction(0, 1),
% 18.50/18.65 left_branch(0, 30, 0, 13),
% 18.50/18.65 right_branch(13),
% 18.50/18.65 right_branch(8),
% 18.50/18.65 right_branch(7),
% 18.50/18.65 left_branch(0, 1, 1, 8),
% 18.50/18.65 lemmata(0, 1),
% 18.50/18.65 right_branch(8),
% 18.50/18.65 right_branch(5),
% 18.50/18.65 left_branch(0, 32, 1, 6),
% 18.50/18.65 left_branch(0, 22, 3, 7),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 lemmata(0, 1),
% 18.50/18.65 left_branch(0, 34, 1, 10),
% 18.50/18.65 left_branch(0, 21, 5, 11),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 lemmata(0, 1),
% 18.50/18.65 reduction(0, 3),
% 18.50/18.65 reduction(0, 1),
% 18.50/18.65 left_branch(0, 30, 0, 16),
% 18.50/18.65 right_branch(16),
% 18.50/18.65 right_branch(11),
% 18.50/18.65 right_branch(10),
% 18.50/18.65 reduction(0, 1),
% 18.50/18.65 left_branch(0, 30, 0, 12),
% 18.50/18.65 right_branch(12),
% 18.50/18.65 right_branch(7),
% 18.50/18.65 right_branch(6),
% 18.50/18.65 left_branch(0, 34, 1, 7),
% 18.50/18.65 left_branch(0, 27, 5, 8),
% 18.50/18.65 reduction(0, 0),
% 18.50/18.65 left_branch(0, 33, 1, 10),
% 18.50/18.65 left_branch(0, 25, 4, 11),
% 18.50/18.66 reduction(0, 0),
% 18.50/18.66 reduction(0, 3),
% 18.50/18.66 lemmata(0, 2),
% 18.50/18.66 reduction(0, 1),
% 18.50/18.66 left_branch(0, 30, 0, 16),
% 18.50/18.66 right_branch(16),
% 18.50/18.66 right_branch(11),
% 18.50/18.66 right_branch(10),
% 18.50/18.66 lemmata(0, 2),
% 18.50/18.66 reduction(0, 1),
% 18.50/18.66 left_branch(0, 30, 0, 13),
% 18.50/18.66 right_branch(13),
% 18.50/18.66 right_branch(8),
% 18.50/18.66 right_branch(7),
% 18.50/18.66 left_branch(0, 30, 0, 8),
% 18.50/18.66 right_branch(8),
% 18.50/18.66 right_branch(3),
% 18.50/18.66 left_branch(0, 18, 4, 4),
% 18.50/18.66 reduction(0, 0),
% 18.50/18.66 left_branch(0, 16, 2, 6),
% 18.50/18.66 lemmata(0, 1),
% 18.50/18.66 left_branch(0, 31, 0, 8),
% 18.50/18.66 right_branch(8),
% 18.50/18.66 right_branch(6),
% 18.50/18.66 left_branch(0, 15, 2, 7),
% 18.50/18.66 lemmata(0, 1),
% 18.50/18.66 left_branch(0, 30, 0, 9),
% 18.50/18.66 right_branch(9),
% 18.50/18.66 right_branch(7),
% 18.50/18.66 left_branch(0, 14, 2, 8),
% 18.50/18.66 lemmata(0, 1),
% 18.50/18.66 left_branch(0, 30, 0, 10),
% 18.50/18.66 right_branch(10),
% 18.50/18.66 right_branch(8),
% 18.50/18.66 right_branch(4),
% 18.50/18.66 left_branch(0, 14, 2, 5),
% 18.50/18.66 reduction(0, 0),
% 18.50/18.66 left_branch(0, 30, 0, 7),
% 18.50/18.66 right_branch(7),
% 18.50/18.66 right_branch(5),
% 18.50/18.66 right_branch(2)
% 18.50/18.66 )).
% 18.50/18.66 % SZS output end Proof for theBenchmark
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