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Toma---0.7.SAT-Ass.s

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%------------------------------------------------------------------------------
% File     : Toma---0.7
% Problem  : NLP125-10 : TPTP v9.0.0. Released v7.5.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : run_Leo-III %s %d THM

% Computer : n005.cluster.edu
% Model    : x86_64 x86_64
% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory   : 8042.1875MB
% OS       : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit  : 300s
% DateTime : Tue Jul 15 07:23:46 AM UTC 2025

% Result   : Satisfiable 3.26s 3.31s
% Output   : Assurance 0s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.07/0.12  % Problem  : NLP125-10 : TPTP v9.0.0. Released v7.5.0.
% 0.07/0.12  % Command  : run_Leo-III %s %d THM
% 0.12/0.33  % Computer : n005.cluster.edu
% 0.12/0.33  % Model    : x86_64 x86_64
% 0.12/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33  % Memory   : 8042.1875MB
% 0.12/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33  % CPULimit : 300
% 0.12/0.33  % WCLimit  : 300
% 0.12/0.33  % DateTime : Mon Jul 14 14:16:19 EDT 2025
% 0.12/0.33  % CPUTime  : 
% 3.26/3.31  % SZS status Satisfiable
% 3.26/3.31  The following TRS is a complete presentation of the axioms, but the goal is not joinable.
% 3.26/3.31  1: actual_world(skc5) -> true
% 3.26/3.31  2: hollywood_placename(skc5, skc9) -> true
% 3.26/3.31  3: placename(skc5, skc9) -> true
% 3.26/3.31  4: chevy(skc5, skc7) -> true
% 3.26/3.31  5: white(skc5, skc7) -> true
% 3.26/3.31  6: dirty(skc5, skc7) -> true
% 3.26/3.31  7: old(skc5, skc7) -> true
% 3.26/3.31  8: barrel(skc5, skc6) -> true
% 3.26/3.31  9: present(skc5, skc6) -> true
% 3.26/3.31  10: event(skc5, skc6) -> true
% 3.26/3.31  11: lonely(skc5, skc8) -> true
% 3.26/3.31  12: street(skc5, skc8) -> true
% 3.26/3.31  13: city(skc5, skc8) -> true
% 3.26/3.31  14: of(skc5, skc9, skc8) -> true
% 3.26/3.31  15: agent(skc5, skc6, skc7) -> true
% 3.26/3.31  16: in(skc5, skc6, skc8) -> true
% 3.26/3.31  17: down(skc5, skc6, skc8) -> true
% 3.26/3.31  18: ifeq2(X, X, Y, Z) -> Y
% 3.26/3.31  19: ifeq3(X, X, Y, Z) -> Y
% 3.26/3.31  20: ifeq(X, X, Y, Z) -> Y
% 3.26/3.31  21: ifeq2(event(X, Y), true, eventuality(X, Y), true) -> true
% 3.26/3.31  22: eventuality(skc5, skc6) -> true
% 3.26/3.31  23: ifeq2(barrel(X, Y), true, event(X, Y), true) -> true
% 3.26/3.31  24: ifeq2(eventuality(X, Y), true, thing(X, Y), true) -> true
% 3.26/3.31  25: thing(skc5, skc6) -> true
% 3.26/3.31  26: ifeq2(instrumentality(X, Y), true, artifact(X, Y), true) -> true
% 3.26/3.31  27: ifeq2(abstraction(X, Y), true, general(X, Y), true) -> true
% 3.26/3.31  28: ifeq2(abstraction(X, Y), true, thing(X, Y), true) -> true
% 3.26/3.31  29: ifeq2(abstraction(X, Y), true, nonhuman(X, Y), true) -> true
% 3.26/3.31  30: ifeq2(abstraction(X, Y), true, unisex(X, Y), true) -> true
% 3.26/3.31  31: ifeq2(city(X, Y), true, location(X, Y), true) -> true
% 3.26/3.31  32: location(skc5, skc8) -> true
% 3.26/3.31  33: ifeq2(hollywood_placename(X, Y), true, placename(X, Y), true) -> true
% 3.26/3.31  34: ifeq2(location(X, Y), true, object(X, Y), true) -> true
% 3.26/3.31  35: object(skc5, skc8) -> true
% 3.26/3.31  36: ifeq2(vehicle(X, Y), true, transport(X, Y), true) -> true
% 3.26/3.31  37: ifeq2(car(X, Y), true, vehicle(X, Y), true) -> true
% 3.26/3.31  38: ifeq2(transport(X, Y), true, instrumentality(X, Y), true) -> true
% 3.26/3.31  39: ifeq2(relation(X, Y), true, abstraction(X, Y), true) -> true
% 3.26/3.31  40: ifeq2(chevy(X, Y), true, car(X, Y), true) -> true
% 3.26/3.31  41: car(skc5, skc7) -> true
% 3.26/3.31  42: vehicle(skc5, skc7) -> true
% 3.26/3.31  43: transport(skc5, skc7) -> true
% 3.26/3.31  44: instrumentality(skc5, skc7) -> true
% 3.26/3.31  45: artifact(skc5, skc7) -> true
% 3.26/3.31  46: ifeq2(thing(X, Y), true, singleton(X, Y), true) -> true
% 3.26/3.31  47: singleton(skc5, skc6) -> true
% 3.26/3.31  48: ifeq2(street(X, Y), true, way(X, Y), true) -> true
% 3.26/3.31  49: way(skc5, skc8) -> true
% 3.26/3.31  50: ifeq2(eventuality(X, Y), true, nonexistent(X, Y), true) -> true
% 3.26/3.31  51: nonexistent(skc5, skc6) -> true
% 3.26/3.31  52: ifeq2(eventuality(X, Y), true, unisex(X, Y), true) -> true
% 3.26/3.31  53: unisex(skc5, skc6) -> true
% 3.26/3.31  54: ifeq2(eventuality(X, Y), true, specific(X, Y), true) -> true
% 3.26/3.31  55: specific(skc5, skc6) -> true
% 3.26/3.31  56: ifeq2(way(X, Y), true, artifact(X, Y), true) -> true
% 3.26/3.31  57: artifact(skc5, skc8) -> true
% 3.26/3.31  58: ifeq2(object(X, Y), true, entity(X, Y), true) -> true
% 3.26/3.31  59: entity(skc5, skc8) -> true
% 3.26/3.31  60: ifeq2(artifact(X, Y), true, object(X, Y), true) -> true
% 3.26/3.31  61: object(skc5, skc7) -> true
% 3.26/3.31  62: entity(skc5, skc7) -> true
% 3.26/3.31  63: ifeq2(entity(X, Y), true, thing(X, Y), true) -> true
% 3.26/3.31  64: thing(skc5, skc8) -> true
% 3.26/3.31  65: singleton(skc5, skc8) -> true
% 3.26/3.31  66: thing(skc5, skc7) -> true
% 3.26/3.31  67: singleton(skc5, skc7) -> true
% 3.26/3.31  68: ifeq2(object(X, Y), true, nonliving(X, Y), true) -> true
% 3.26/3.31  69: nonliving(skc5, skc8) -> true
% 3.26/3.31  70: nonliving(skc5, skc7) -> true
% 3.26/3.31  71: ifeq2(entity(X, Y), true, existent(X, Y), true) -> true
% 3.26/3.31  72: existent(skc5, skc8) -> true
% 3.26/3.31  73: existent(skc5, skc7) -> true
% 3.26/3.31  74: ifeq2(entity(X, Y), true, specific(X, Y), true) -> true
% 3.26/3.31  75: specific(skc5, skc8) -> true
% 3.26/3.31  76: specific(skc5, skc7) -> true
% 3.26/3.31  77: ifeq2(object(X, Y), true, impartial(X, Y), true) -> true
% 3.26/3.31  78: impartial(skc5, skc8) -> true
% 3.26/3.31  79: impartial(skc5, skc7) -> true
% 3.26/3.31  80: ifeq2(placename(X, Y), true, relname(X, Y), true) -> true
% 3.26/3.31  81: relname(skc5, skc9) -> true
% 3.26/3.31  82: ifeq2(object(X, Y), true, unisex(X, Y), true) -> true
% 3.26/3.31  83: unisex(skc5, skc8) -> true
% 3.26/3.31  84: unisex(skc5, skc7) -> true
% 3.26/3.31  85: ifeq2(relname(X, Y), true, relation(X, Y), true) -> true
% 3.26/3.31  86: relation(skc5, skc9) -> true
% 3.26/3.31  87: abstraction(skc5, skc9) -> true
% 3.26/3.31  88: unisex(skc5, skc9) -> true
% 3.26/3.31  89: nonhuman(skc5, skc9) -> true
% 3.26/3.31  90: thing(skc5, skc9) -> true
% 3.26/3.31  91: general(skc5, skc9) -> true
% 3.26/3.31  92: singleton(skc5, skc9) -> true
% 3.26/3.31  93: ifeq2(object(skc5, skc6), true, true, true) -> true
% 3.26/3.31  94: ifeq2(instrumentality(skc5, skc8), true, true, true) -> true
% 3.26/3.31  95: ifeq2(abstraction(skc5, skc6), true, true, true) -> true
% 3.26/3.31  96: ifeq2(entity(skc5, skc6), true, true, true) -> true
% 3.26/3.31  97: ifeq2(eventuality(skc5, skc8), true, true, true) -> true
% 3.26/3.31  98: ifeq2(abstraction(skc5, skc8), true, true, true) -> true
% 3.26/3.31  99: ifeq2(object(skc5, skc9), true, true, true) -> true
% 3.26/3.31  100: ifeq2(entity(skc5, skc9), true, true, true) -> true
% 3.26/3.31  101: ifeq2(eventuality(skc5, skc9), true, true, true) -> true
% 3.26/3.31  102: ifeq2(way(skc5, skc7), true, true, true) -> true
% 3.26/3.31  103: ifeq2(location(skc5, skc7), true, true, true) -> true
% 3.26/3.31  104: ifeq2(abstraction(skc5, skc7), true, true, true) -> true
% 3.26/3.31  105: ifeq2(eventuality(skc5, skc7), true, true, true) -> true
% 3.26/3.31  106: ifeq(tuple(specific(X, Y), general(X, Y)), tuple(true, true), a, b) -> b
% 3.26/3.31  107: ifeq(tuple(nonexistent(X, Y), existent(X, Y)), tuple(true, true), a, b) -> b
% 3.26/3.31  108: ifeq(tuple(true, existent(skc5, skc6)), tuple(true, true), a, b) -> b
% 3.26/3.31  109: ifeq(tuple(true, general(skc5, skc6)), tuple(true, true), a, b) -> b
% 3.26/3.31  110: ifeq(tuple(nonexistent(skc5, skc8), true), tuple(true, true), a, b) -> b
% 3.26/3.31  111: ifeq(tuple(specific(skc5, skc9), true), tuple(true, true), a, b) -> b
% 3.26/3.31  112: ifeq(tuple(true, general(skc5, skc8)), tuple(true, true), a, b) -> b
% 3.26/3.31  113: ifeq(tuple(nonexistent(skc5, skc7), true), tuple(true, true), a, b) -> b
% 3.26/3.31  114: ifeq(tuple(true, general(skc5, skc7)), tuple(true, true), a, b) -> b
% 3.26/3.31  115: ifeq3(of(X, Y, Z), true, ifeq3(of(X, W, Z), true, ifeq3(placename(X, Y), true, ifeq3(placename(X, W), true, ifeq3(entity(X, Z), true, Y, W), W), W), W), W) -> W
% 3.26/3.31  116: ifeq3(of(skc5, X, skc8), true, ifeq3(placename(skc5, X), true, skc9, X), X) -> X
% 3.26/3.31  117: ifeq3(of(skc5, X, skc8), true, ifeq3(placename(skc5, X), true, X, skc9), skc9) -> skc9
% 3.26/3.31  118: ifeq3(of(skc5, skc9, X), true, ifeq3(of(skc5, Y, X), true, ifeq3(placename(skc5, Y), true, ifeq3(entity(skc5, X), true, skc9, Y), Y), Y), Y) -> Y
% 3.26/3.31  119: ifeq3(of(skc5, skc9, X), true, ifeq3(of(skc5, skc9, X), true, ifeq3(entity(skc5, X), true, skc9, skc9), skc9), skc9) -> skc9
% 3.26/3.31  120: ifeq3(of(skc5, skc9, skc7), true, ifeq3(of(skc5, skc9, skc7), true, skc9, skc9), skc9) -> skc9
% 3.26/3.31  121: ifeq3(of(skc5, skc9, skc7), true, ifeq3(of(skc5, X, skc7), true, ifeq3(placename(skc5, X), true, skc9, X), X), X) -> X
% 3.26/3.31  122: ifeq3(of(skc5, X, Y), true, ifeq3(of(skc5, skc9, Y), true, ifeq3(placename(skc5, X), true, ifeq3(entity(skc5, Y), true, X, skc9), skc9), skc9), skc9) -> skc9
% 3.26/3.31  123: ifeq3(of(skc5, X, skc7), true, ifeq3(of(skc5, skc9, skc7), true, ifeq3(placename(skc5, X), true, X, skc9), skc9), skc9) -> skc9
% 3.26/3.31  124: ifeq3(of(skc5, X, skc8), true, ifeq3(of(skc5, Y, skc8), true, ifeq3(placename(skc5, X), true, ifeq3(placename(skc5, Y), true, X, Y), Y), Y), Y) -> Y
% 3.26/3.31  125: ifeq3(of(skc5, X, skc7), true, ifeq3(of(skc5, Y, skc7), true, ifeq3(placename(skc5, X), true, ifeq3(placename(skc5, Y), true, X, Y), Y), Y), Y) -> Y
% 3.26/3.31  
%------------------------------------------------------------------------------