%------------------------------------------------------------------------------ % File : cvc5---1.3.4 % Problem : SEU245+2 : TPTP v9.2.1. Released v3.3.0. % Transfm : none % Format : tptp:raw % Command : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM % 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 : Wed Jun 3 08:51:07 AM UTC 2026 % Result : Theorem 34.25s 34.65s % Output : Proof 34.25s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.00/0.12 % Problem : SEU245+2 : TPTP v9.2.1. Released v3.3.0. % 0.12/0.13 % Command : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM % 0.16/0.34 % Computer : n011.cluster.edu % 0.16/0.34 % Model : x86_64 x86_64 % 0.16/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.16/0.34 % Memory : 8042.1875MB % 0.16/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.16/0.34 % CPULimit : 300 % 0.16/0.34 % WCLimit : 300 % 0.16/0.34 % DateTime : Tue Jun 2 16:47:05 EDT 2026 % 0.16/0.35 % CPUTime : % 0.39/0.56 %----Proving TF0_NAR, FOF, or CNF % 34.25/34.65 --- Run --decision=internal --simplification=none --no-inst-no-entail --no-cbqi --full-saturate-quant at 15... % 34.25/34.65 --- Run --no-e-matching --full-saturate-quant at 6... % 34.25/34.65 --- Run --no-e-matching --enum-inst-sum --full-saturate-quant at 6... % 34.25/34.65 --- Run --finite-model-find --uf-ss=no-minimal at 6... % 34.25/34.65 --- Run --multi-trigger-when-single --full-saturate-quant at 30... % 34.25/34.65 % SZS status Theorem % 34.25/34.65 % SZS output start Proof % 34.25/34.65 ( % 34.25/34.65 (declare-sort $$unsorted 0) % 34.25/34.65 (declare-const tptp.are_equipotent (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation_empty_yielding (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.ordinal (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.well_founded_relation (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.empty_set $$unsorted) % 34.25/34.65 (declare-const tptp.relation_field (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.relation_rng_restriction (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.cast_to_subset (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.well_orders (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation_composition (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.relation_dom (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.set_intersection2 (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.apply (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.is_antisymmetric_in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.one_to_one (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.proper_subset (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.empty (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.set_meet (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.unordered_pair (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.succ (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.relation_restriction (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.meet_of_subsets (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.function (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation_inverse_image (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.is_well_founded_in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.ordinal_subset (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.is_reflexive_in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.element (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.powerset (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.epsilon_connected (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.antisymmetric (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.is_connected_in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.disjoint (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.reflexive (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.subset (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation_image (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.epsilon_transitive (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.union (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.set_union2 (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.subset_difference (-> $$unsorted $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.unordered_triple (-> $$unsorted $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.relation_dom_restriction (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.singleton (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.cartesian_product2 (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.connected (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.fiber (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.well_ordering (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.is_transitive_in (-> $$unsorted $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.ordered_pair (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.set_difference (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.union_of_subsets (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.relation_rng (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.subset_complement (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.being_limit_ordinal (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.relation_inverse (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.identity_relation (-> $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.transitive (-> $$unsorted Bool)) % 34.25/34.65 (declare-const tptp.complements_of_subsets (-> $$unsorted $$unsorted $$unsorted)) % 34.25/34.65 (declare-const tptp.function_inverse (-> $$unsorted $$unsorted)) % 34.25/34.65 (define @t1 () (@var "A" $$unsorted)) % 34.25/34.65 (define @t2 () (@var "B" $$unsorted)) % 34.25/34.65 (define @t3 () (tptp.in @t2 @t1)) % 34.25/34.65 (define @t4 () (not @t3)) % 34.25/34.65 (define @t5 () (tptp.in @t1 @t2)) % 34.25/34.65 (define @t6 () (@list @t1 @t2)) % 34.25/34.65 (define @t7 () (tptp.proper_subset @t2 @t1)) % 34.25/34.65 (define @t8 () (tptp.proper_subset @t1 @t2)) % 34.25/34.65 (define @t9 () (tptp.function @t1)) % 34.25/34.65 (define @t10 () (tptp.empty @t1)) % 34.25/34.65 (define @t11 () (@list @t1)) % 34.25/34.65 (define @t12 () (tptp.epsilon_connected @t1)) % 34.25/34.65 (define @t13 () (tptp.epsilon_transitive @t1)) % 34.25/34.65 (define @t14 () (and @t13 @t12)) % 34.25/34.65 (define @t15 () (tptp.ordinal @t1)) % 34.25/34.65 (define @t16 () (tptp.relation @t1)) % 34.25/34.65 (define @t17 () (tptp.one_to_one @t1)) % 34.25/34.65 (define @t18 () (and @t16 @t9 @t17)) % 34.25/34.65 (define @t19 () (and @t16 @t10 @t9)) % 34.25/34.65 (define @t20 () (and @t13 @t12 @t15)) % 34.25/34.65 (define @t21 () (tptp.unordered_pair @t1 @t2)) % 34.25/34.65 (define @t22 () (tptp.set_union2 @t2 @t1)) % 34.25/34.65 (define @t23 () (tptp.set_union2 @t1 @t2)) % 34.25/34.65 (define @t24 () (tptp.set_intersection2 @t1 @t2)) % 34.25/34.65 (define @t25 () (tptp.ordinal_subset @t1 @t2)) % 34.25/34.65 (define @t26 () (tptp.ordinal @t2)) % 34.25/34.65 (define @t27 () (and @t15 @t26)) % 34.25/34.65 (define @t28 () (@var "D" $$unsorted)) % 34.25/34.65 (define @t29 () (@var "C" $$unsorted)) % 34.25/34.65 (define @t30 () (= @t29 @t28)) % 34.25/34.65 (define @t31 () (tptp.in @t29 @t1)) % 34.25/34.65 (define @t32 () (tptp.ordered_pair @t29 @t28)) % 34.25/34.65 (define @t33 () (tptp.in @t32 @t2)) % 34.25/34.65 (define @t34 () (@list @t29 @t28)) % 34.25/34.65 (define @t35 () (tptp.identity_relation @t1)) % 34.25/34.65 (define @t36 () (= @t2 @t35)) % 34.25/34.65 (define @t37 () (tptp.relation @t2)) % 34.25/34.65 (define @t38 () (tptp.subset @t2 @t1)) % 34.25/34.65 (define @t39 () (tptp.subset @t1 @t2)) % 34.25/34.65 (define @t40 () (= @t1 @t2)) % 34.25/34.65 (define @t41 () (@var "E" $$unsorted)) % 34.25/34.65 (define @t42 () (tptp.ordered_pair @t28 @t41)) % 34.25/34.65 (define @t43 () (tptp.in @t42 @t1)) % 34.25/34.65 (define @t44 () (tptp.in @t28 @t2)) % 34.25/34.65 (define @t45 () (tptp.in @t42 @t29)) % 34.25/34.65 (define @t46 () (@list @t28 @t41)) % 34.25/34.65 (define @t47 () (tptp.relation_dom_restriction @t1 @t2)) % 34.25/34.65 (define @t48 () (tptp.relation @t29)) % 34.25/34.65 (define @t49 () (@list @t2 @t29)) % 34.25/34.65 (define @t50 () (tptp.in @t41 @t2)) % 34.25/34.65 (define @t51 () (tptp.relation_dom @t1)) % 34.25/34.65 (define @t52 () (@list @t41)) % 34.25/34.65 (define @t53 () (tptp.in @t28 @t29)) % 34.25/34.65 (define @t54 () (@list @t28)) % 34.25/34.65 (define @t55 () (= @t29 (tptp.relation_image @t1 @t2))) % 34.25/34.65 (define @t56 () (and @t16 @t9)) % 34.25/34.65 (define @t57 () (tptp.in @t41 @t1)) % 34.25/34.65 (define @t58 () (tptp.relation_rng_restriction @t1 @t2)) % 34.25/34.65 (define @t59 () (@list @t29)) % 34.25/34.65 (define @t60 () (tptp.relation_field @t1)) % 34.25/34.65 (define @t61 () (tptp.antisymmetric @t1)) % 34.25/34.65 (define @t62 () (tptp.apply @t1 @t28)) % 34.25/34.65 (define @t63 () (tptp.in @t28 @t51)) % 34.25/34.65 (define @t64 () (= @t29 (tptp.relation_inverse_image @t1 @t2))) % 34.25/34.65 (define @t65 () (tptp.connected @t1)) % 34.25/34.65 (define @t66 () (tptp.transitive @t1)) % 34.25/34.65 (define @t67 () (tptp.in @t41 @t28)) % 34.25/34.65 (define @t68 () (@list @t1 @t2 @t29 @t28)) % 34.25/34.65 (define @t69 () (tptp.singleton @t1)) % 34.25/34.65 (define @t70 () (tptp.succ @t1)) % 34.25/34.65 (define @t71 () (@list @t2)) % 34.25/34.65 (define @t72 () (tptp.in @t29 @t2)) % 34.25/34.65 (define @t73 () (tptp.is_reflexive_in @t1 @t2)) % 34.25/34.65 (define @t74 () (= @t2 tptp.empty_set)) % 34.25/34.65 (define @t75 () (= @t2 (tptp.set_meet @t1))) % 34.25/34.65 (define @t76 () (= @t1 tptp.empty_set)) % 34.25/34.65 (define @t77 () (tptp.in @t29 @t28)) % 34.25/34.65 (define @t78 () (tptp.in @t28 @t1)) % 34.25/34.65 (define @t79 () (not @t76)) % 34.25/34.65 (define @t80 () (tptp.powerset @t1)) % 34.25/34.65 (define @t81 () (tptp.in @t32 @t1)) % 34.25/34.65 (define @t82 () (tptp.empty @t2)) % 34.25/34.65 (define @t83 () (tptp.element @t2 @t1)) % 34.25/34.65 (define @t84 () (not @t10)) % 34.25/34.65 (define @t85 () (@list @t1 @t2 @t29)) % 34.25/34.65 (define @t86 () (not @t74)) % 34.25/34.65 (define @t87 () (tptp.well_founded_relation @t1)) % 34.25/34.65 (define @t88 () (@var "F" $$unsorted)) % 34.25/34.65 (define @t89 () (tptp.cartesian_product2 @t1 @t2)) % 34.25/34.65 (define @t90 () (not @t72)) % 34.25/34.65 (define @t91 () (= @t2 @t29)) % 34.25/34.65 (define @t92 () (not @t91)) % 34.25/34.65 (define @t93 () (tptp.in @t2 @t29)) % 34.25/34.65 (define @t94 () (forall @t59 (=> @t31 @t72))) % 34.25/34.65 (define @t95 () (= @t29 tptp.empty_set)) % 34.25/34.65 (define @t96 () (tptp.subset @t29 @t2)) % 34.25/34.65 (define @t97 () (tptp.is_well_founded_in @t1 @t2)) % 34.25/34.65 (define @t98 () (forall @t54 (= @t53 (and @t78 @t44)))) % 34.25/34.65 (define @t99 () (= (= @t29 @t24) @t98)) % 34.25/34.65 (define @t100 () (forall @t85 @t99)) % 34.25/34.65 (define @t101 () (tptp.apply @t1 @t2)) % 34.25/34.65 (define @t102 () (= @t29 @t101)) % 34.25/34.65 (define @t103 () (tptp.in @t2 @t51)) % 34.25/34.65 (define @t104 () (tptp.in (tptp.ordered_pair @t2 @t29) @t1)) % 34.25/34.65 (define @t105 () (tptp.in (tptp.ordered_pair @t28 @t29) @t1)) % 34.25/34.65 (define @t106 () (tptp.is_antisymmetric_in @t1 @t2)) % 34.25/34.65 (define @t107 () (tptp.cast_to_subset @t1)) % 34.25/34.65 (define @t108 () (tptp.union @t1)) % 34.25/34.65 (define @t109 () (tptp.reflexive @t1)) % 34.25/34.65 (define @t110 () (tptp.well_ordering @t1)) % 34.25/34.65 (define @t111 () (tptp.set_difference @t1 @t2)) % 34.25/34.65 (define @t112 () (and @t63 (= @t29 @t62))) % 34.25/34.65 (define @t113 () (tptp.relation_rng @t1)) % 34.25/34.65 (define @t114 () (= @t2 @t113)) % 34.25/34.65 (define @t115 () (tptp.subset_complement @t1 @t2)) % 34.25/34.65 (define @t116 () (tptp.element @t2 @t80)) % 34.25/34.65 (define @t117 () (tptp.ordered_pair @t1 @t2)) % 34.25/34.65 (define @t118 () (tptp.is_connected_in @t1 @t2)) % 34.25/34.65 (define @t119 () (tptp.is_transitive_in @t1 @t2)) % 34.25/34.65 (define @t120 () (tptp.being_limit_ordinal @t1)) % 34.25/34.65 (define @t121 () (tptp.cartesian_product2 @t2 @t2)) % 34.25/34.65 (define @t122 () (tptp.relation_restriction @t1 @t2)) % 34.25/34.65 (define @t123 () (forall @t71 (= @t122 (tptp.set_intersection2 @t1 @t121)))) % 34.25/34.65 (define @t124 () (forall @t11 (=> @t16 @t123))) % 34.25/34.65 (define @t125 () (tptp.relation_inverse @t1)) % 34.25/34.65 (define @t126 () (tptp.disjoint @t1 @t2)) % 34.25/34.65 (define @t127 () (tptp.relation_composition @t1 @t2)) % 34.25/34.65 (define @t128 () (tptp.complements_of_subsets @t1 @t2)) % 34.25/34.65 (define @t129 () (tptp.powerset @t80)) % 34.25/34.65 (define @t130 () (tptp.element @t2 @t129)) % 34.25/34.65 (define @t131 () (not @t40)) % 34.25/34.65 (define @t132 () (tptp.function_inverse @t1)) % 34.25/34.65 (define @t133 () (tptp.relation @t125)) % 34.25/34.65 (define @t134 () (tptp.relation @t127)) % 34.25/34.65 (define @t135 () (and @t16 @t37)) % 34.25/34.65 (define @t136 () (tptp.union_of_subsets @t1 @t2)) % 34.25/34.65 (define @t137 () (tptp.relation @t35)) % 34.25/34.65 (define @t138 () (tptp.meet_of_subsets @t1 @t2)) % 34.25/34.65 (define @t139 () (tptp.subset_difference @t1 @t2 @t29)) % 34.25/34.65 (define @t140 () (tptp.element @t29 @t80)) % 34.25/34.65 (define @t141 () (and @t116 @t140)) % 34.25/34.65 (define @t142 () (tptp.relation @t47)) % 34.25/34.65 (define @t143 () (tptp.relation_composition @t2 @t1)) % 34.25/34.65 (define @t144 () (and @t10 @t37)) % 34.25/34.65 (define @t145 () (tptp.relation_empty_yielding tptp.empty_set)) % 34.25/34.65 (define @t146 () (tptp.relation tptp.empty_set)) % 34.25/34.65 (define @t147 () (tptp.empty tptp.empty_set)) % 34.25/34.65 (define @t148 () (tptp.relation_empty_yielding @t1)) % 34.25/34.65 (define @t149 () (and @t16 @t148)) % 34.25/34.65 (define @t150 () (tptp.function @t2)) % 34.25/34.65 (define @t151 () (not (tptp.empty @t70))) % 34.25/34.65 (define @t152 () (not @t82)) % 34.25/34.65 (define @t153 () (tptp.empty @t51)) % 34.25/34.65 (define @t154 () (and @t84 @t16)) % 34.25/34.65 (define @t155 () (tptp.empty @t113)) % 34.25/34.65 (define @t156 () (tptp.in @t2 @t60)) % 34.25/34.65 (define @t157 () (tptp.disjoint @t69 @t2)) % 34.25/34.65 (define @t158 () (not @t5)) % 34.25/34.65 (define @t159 () (tptp.in (tptp.ordered_pair @t29 @t2) @t1)) % 34.25/34.65 (define @t160 () (not @t104)) % 34.25/34.65 (define @t161 () (tptp.singleton @t2)) % 34.25/34.65 (define @t162 () (tptp.union @t2)) % 34.25/34.65 (define @t163 () (tptp.in @t1 @t29)) % 34.25/34.65 (define @t164 () (tptp.element @t1 (tptp.powerset @t2))) % 34.25/34.65 (define @t165 () (tptp.relation_dom @t29)) % 34.25/34.65 (define @t166 () (tptp.relation_dom_restriction @t29 @t1)) % 34.25/34.65 (define @t167 () (tptp.in @t2 (tptp.relation_dom @t166))) % 34.25/34.65 (define @t168 () (and @t48 (tptp.function @t29))) % 34.25/34.65 (define @t169 () (tptp.set_difference @t2 @t29)) % 34.25/34.65 (define @t170 () (= @t1 @t29)) % 34.25/34.65 (define @t171 () (tptp.relation_rng @t29)) % 34.25/34.65 (define @t172 () (tptp.relation_rng @t58)) % 34.25/34.65 (define @t173 () (tptp.relation_rng @t2)) % 34.25/34.65 (define @t174 () (tptp.cartesian_product2 @t1 @t29)) % 34.25/34.65 (define @t175 () (forall @t59 (not (and @t96 (not (tptp.are_equipotent @t29 @t2)) @t90)))) % 34.25/34.65 (define @t176 () (tptp.powerset @t29)) % 34.25/34.65 (define @t177 () (forall @t34 (=> (and @t72 (tptp.subset @t28 @t29)) @t44))) % 34.25/34.65 (define @t178 () (tptp.relation_dom_restriction @t29 @t2)) % 34.25/34.65 (define @t179 () (tptp.relation_image @t2 @t1)) % 34.25/34.65 (define @t180 () (tptp.relation_inverse_image @t2 @t1)) % 34.25/34.65 (define @t181 () (tptp.relation_image @t2 @t180)) % 34.25/34.65 (define @t182 () (and @t37 @t150)) % 34.25/34.65 (define @t183 () (tptp.relation_dom @t2)) % 34.25/34.65 (define @t184 () (tptp.set_intersection2 @t183 @t1)) % 34.25/34.65 (define @t185 () (tptp.subset @t1 @t173)) % 34.25/34.65 (define @t186 () (tptp.relation_rng @t127)) % 34.25/34.65 (define @t187 () (tptp.relation_inverse_image @t29 @t2)) % 34.25/34.65 (define @t188 () (= (tptp.in @t1 (tptp.relation_restriction @t29 @t2)) (and @t163 (tptp.in @t1 @t121)))) % 34.25/34.65 (define @t189 () (forall @t85 (=> @t48 @t188))) % 34.25/34.65 (define @t190 () (not @t189)) % 34.25/34.65 (define @t191 () (tptp.set_intersection2 @t2 @t29)) % 34.25/34.65 (define @t192 () (tptp.subset @t1 @t29)) % 34.25/34.65 (define @t193 () (tptp.element @t1 @t2)) % 34.25/34.65 (define @t194 () (tptp.in @t1 @t165)) % 34.25/34.65 (define @t195 () (tptp.in @t117 @t29)) % 34.25/34.65 (define @t196 () (tptp.apply @t29 @t1)) % 34.25/34.65 (define @t197 () (tptp.relation_composition @t29 @t2)) % 34.25/34.65 (define @t198 () (tptp.in @t1 (tptp.relation_dom @t197))) % 34.25/34.65 (define @t199 () (tptp.relation_field @t29)) % 34.25/34.65 (define @t200 () (tptp.apply @t2 @t29)) % 34.25/34.65 (define @t201 () (tptp.set_union2 @t1 (tptp.set_difference @t2 @t1))) % 34.25/34.65 (define @t202 () (and @t31 @t72)) % 34.25/34.65 (define @t203 () (not @t126)) % 34.25/34.65 (define @t204 () (tptp.succ @t2)) % 34.25/34.65 (define @t205 () (= @t1 @t204)) % 34.25/34.65 (define @t206 () (tptp.subset_complement @t1 @t29)) % 34.25/34.65 (define @t207 () (tptp.disjoint @t2 @t29)) % 34.25/34.65 (define @t208 () (tptp.relation_dom @t127)) % 34.25/34.65 (define @t209 () (tptp.element @t2 @t176)) % 34.25/34.65 (define @t210 () (tptp.in @t29 @t24)) % 34.25/34.65 (define @t211 () (and (tptp.in @t29 @t113) (= @t28 @t200))) % 34.25/34.65 (define @t212 () (tptp.function_inverse @t2)) % 34.25/34.65 (define @t213 () (= @t113 tptp.empty_set)) % 34.25/34.65 (define @t214 () (= @t51 tptp.empty_set)) % 34.25/34.65 (define @t215 () (= (tptp.apply @t166 @t2) (tptp.apply @t29 @t2))) % 34.25/34.65 (define @t216 () (tptp.relation_dom_restriction @t2 @t1)) % 34.25/34.65 (define @t217 () (= @t69 (tptp.unordered_pair @t2 @t29))) % 34.25/34.65 (define @t218 () (forall @t85 (or (not @t48) @t188))) % 34.25/34.65 (define @t219 () (@quantifiers_skolemize @t218 1)) % 34.25/34.65 (define @t220 () (tptp.cartesian_product2 @t219 @t219)) % 34.25/34.65 (define @t221 () (@quantifiers_skolemize @t218 0)) % 34.25/34.65 (define @t222 () (@quantifiers_skolemize @t218 2)) % 34.25/34.65 (define @t223 () (tptp.relation_restriction @t222 @t219)) % 34.25/34.65 (define @t224 () (= (tptp.in @t221 @t223) (and (tptp.in @t221 @t222) (tptp.in @t221 @t220)))) % 34.25/34.65 (define @t225 () (tptp.relation @t222)) % 34.25/34.65 (define @t226 () (not @t225)) % 34.25/34.65 (define @t227 () (or @t226 @t224)) % 34.25/34.65 (define @t228 () (@list true)) % 34.25/34.65 (define @t229 () (@list @t227)) % 34.25/34.65 (define @t230 () (= @t24 @t29)) % 34.25/34.65 (define @t231 () (forall @t54 (= (tptp.in @t28 @t223) (and (tptp.in @t28 @t222) (tptp.in @t28 @t220))))) % 34.25/34.65 (define @t232 () (tptp.set_intersection2 @t222 @t220)) % 34.25/34.65 (define @t233 () (= @t223 @t232)) % 34.25/34.65 (define @t234 () (= @t231 (= @t232 @t223))) % 34.25/34.65 (define @t235 () (forall @t85 (= @t98 @t230))) % 34.25/34.65 (define @t236 () (= @t233 @t231)) % 34.25/34.65 (define @t237 () (@var "BOUND_VARIABLE_9803" $$unsorted)) % 34.25/34.65 (define @t238 () (= (tptp.relation_restriction @t1 @t237) (tptp.set_intersection2 @t1 (tptp.cartesian_product2 @t237 @t237)))) % 34.25/34.65 (define @t239 () (not @t16)) % 34.25/34.65 (define @t240 () (or @t239 @t238)) % 34.25/34.65 (define @t241 () (@list @t237)) % 34.25/34.65 (define @t242 () (forall @t241 @t240)) % 34.25/34.65 (define @t243 () (forall @t241 @t238)) % 34.25/34.65 (define @t244 () (or @t239 @t243)) % 34.25/34.65 (define @t245 () (or @t226 @t233)) % 34.25/34.65 (define @t246 () (@list false false)) % 34.25/34.65 (assume @p1 (forall @t6 (=> @t5 @t4))) % 34.25/34.65 (assume @p2 (forall @t6 (=> @t8 (not @t7)))) % 34.25/34.65 (assume @p3 (forall @t11 (=> @t10 @t9))) % 34.25/34.65 (assume @p4 (forall @t11 (=> @t15 @t14))) % 34.25/34.65 (assume @p5 (forall @t11 (=> @t10 @t16))) % 34.25/34.65 (assume @p6 (forall @t11 (=> @t19 @t18))) % 34.25/34.65 (assume @p7 (forall @t11 (=> @t14 @t15))) % 34.25/34.65 (assume @p8 (forall @t11 (=> @t10 @t20))) % 34.25/34.65 (assume @p9 (forall @t6 (= @t21 (tptp.unordered_pair @t2 @t1)))) % 34.25/34.65 (assume @p10 (forall @t6 (= @t23 @t22))) % 34.25/34.65 (assume @p11 (forall @t6 (= @t24 (tptp.set_intersection2 @t2 @t1)))) % 34.25/34.65 (assume @p12 (forall @t6 (=> @t27 (or @t25 (tptp.ordinal_subset @t2 @t1))))) % 34.25/34.65 (assume @p13 (forall @t6 (=> @t37 (= @t36 (forall @t34 (= @t33 (and @t31 @t30))))))) % 34.25/34.65 (assume @p14 (forall @t6 (= @t40 (and @t39 @t38)))) % 34.25/34.65 (assume @p15 (forall @t11 (=> @t16 (forall @t49 (=> @t48 (= (= @t29 @t47) (forall @t46 (= @t45 (and @t44 @t43))))))))) % 34.25/34.65 (assume @p16 (forall @t11 (=> @t56 (forall @t49 (= @t55 (forall @t54 (= @t53 (exists @t52 (and (tptp.in @t41 @t51) @t50 (= @t28 (tptp.apply @t1 @t41))))))))))) % 34.25/34.65 (assume @p17 (forall @t6 (=> @t37 (forall @t59 (=> @t48 (= (= @t29 @t58) (forall @t46 (= @t45 (and @t57 (tptp.in @t42 @t2)))))))))) % 34.25/34.65 (assume @p18 (forall @t11 (=> @t16 (= @t61 (tptp.is_antisymmetric_in @t1 @t60))))) % 34.25/34.65 (assume @p19 (forall @t11 (=> @t56 (forall @t49 (= @t64 (forall @t54 (= @t53 (and @t63 (tptp.in @t62 @t2))))))))) % 34.25/34.65 (assume @p20 (forall @t11 (=> @t16 (forall @t49 (= @t55 (forall @t54 (= @t53 (exists @t52 (and (tptp.in (tptp.ordered_pair @t41 @t28) @t1) @t50))))))))) % 34.25/34.65 (assume @p21 (forall @t11 (=> @t16 (forall @t49 (= @t64 (forall @t54 (= @t53 (exists @t52 (and @t43 @t50))))))))) % 34.25/34.65 (assume @p22 (forall @t11 (=> @t16 (= @t65 (tptp.is_connected_in @t1 @t60))))) % 34.25/34.65 (assume @p23 (forall @t11 (=> @t16 (= @t66 (tptp.is_transitive_in @t1 @t60))))) % 34.25/34.65 (assume @p24 (forall @t68 (= (= @t28 (tptp.unordered_triple @t1 @t2 @t29)) (forall @t52 (= @t67 (not (and (not (= @t41 @t1)) (not (= @t41 @t2)) (not (= @t41 @t29))))))))) % 34.25/34.65 (assume @p25 (forall @t11 (= @t70 (tptp.set_union2 @t1 @t69)))) % 34.25/34.65 (assume @p26 (forall @t11 (= @t16 (forall @t71 (not (and @t3 (forall @t34 (not (= @t2 @t32))))))))) % 34.25/34.65 (assume @p27 (forall @t11 (=> @t16 (forall @t71 (= @t73 (forall @t59 (=> @t72 (tptp.in (tptp.ordered_pair @t29 @t29) @t1)))))))) % 34.25/34.65 (assume @p28 (forall @t6 (and (=> @t79 (= @t75 (forall @t59 (= @t72 (forall @t54 (=> @t78 @t77)))))) (=> @t76 (= @t75 @t74))))) % 34.25/34.65 (assume @p29 (forall @t6 (= (= @t2 @t69) (forall @t59 (= @t72 (= @t29 @t1)))))) % 34.25/34.65 (assume @p30 (forall @t11 (= @t76 (forall @t71 @t4)))) % 34.25/34.65 (assume @p31 (forall @t6 (= (= @t2 @t80) (forall @t59 (= @t72 (tptp.subset @t29 @t1)))))) % 34.25/34.65 (assume @p32 (forall @t11 (= @t13 (forall @t71 (=> @t3 @t38))))) % 34.25/34.65 (assume @p33 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (= @t40 (forall @t34 (= @t81 @t33)))))))) % 34.25/34.65 (assume @p34 (forall @t6 (and (=> @t84 (= @t83 @t3)) (=> @t10 (= @t83 @t82))))) % 34.25/34.65 (assume @p35 (forall @t85 (= (= @t29 @t21) (forall @t54 (= @t53 (or (= @t28 @t1) (= @t28 @t2))))))) % 34.25/34.65 (assume @p36 (forall @t11 (=> @t16 (= @t87 (forall @t71 (not (and (tptp.subset @t2 @t60) @t86 (forall @t59 (not (and @t72 (tptp.disjoint (tptp.fiber @t1 @t29) @t2))))))))))) % 34.25/34.65 (assume @p37 (forall @t85 (= (= @t29 @t23) (forall @t54 (= @t53 (or @t78 @t44)))))) % 34.25/34.65 (assume @p38 (forall @t85 (= (= @t29 @t89) (forall @t54 (= @t53 (exists (@list @t41 @t88) (and @t57 (tptp.in @t88 @t2) (= @t28 (tptp.ordered_pair @t41 @t88))))))))) % 34.25/34.65 (assume @p39 (forall @t11 (= @t12 (forall @t49 (not (and @t3 @t31 (not @t93) @t92 @t90)))))) % 34.25/34.65 (assume @p40 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (= @t39 (forall @t34 (=> @t81 @t33)))))))) % 34.25/34.65 (assume @p41 (forall @t6 (= @t39 @t94))) % 34.25/34.65 (assume @p42 (forall @t11 (=> @t16 (forall @t71 (= @t97 (forall @t59 (not (and @t96 (not @t95) (forall @t54 (not (and @t53 (tptp.disjoint (tptp.fiber @t1 @t28) @t29)))))))))))) % 34.25/34.65 (assume @p43 @t100) % 34.25/34.65 (assume @p44 (forall @t11 (=> @t56 (forall @t49 (and (=> @t103 (= @t102 @t104)) (=> (not @t103) (= @t102 @t95))))))) % 34.25/34.65 (assume @p45 (forall @t11 (= @t15 @t14))) % 34.25/34.65 (assume @p46 (forall @t11 (=> @t16 (forall @t71 (= (= @t2 @t51) (forall @t59 (= @t72 (exists @t54 @t81)))))))) % 34.25/34.65 (assume @p47 (forall @t11 (=> @t16 (forall @t71 (= @t106 (forall @t34 (=> (and @t72 @t44 @t81 @t105) @t30))))))) % 34.25/34.65 (assume @p48 (forall @t11 (= @t107 @t1))) % 34.25/34.65 (assume @p49 (forall @t6 (= (= @t2 @t108) (forall @t59 (= @t72 (exists @t54 (and @t77 @t78))))))) % 34.25/34.65 (assume @p50 (forall @t11 (=> @t16 (= @t110 (and @t109 @t66 @t61 @t65 @t87))))) % 34.25/34.65 (assume @p51 (forall @t85 (= (= @t29 @t111) (forall @t54 (= @t53 (and @t78 (not @t44))))))) % 34.25/34.65 (assume @p52 (forall @t11 (=> @t56 (forall @t71 (= @t114 (forall @t59 (= @t72 (exists @t54 @t112)))))))) % 34.25/34.65 (assume @p53 (forall @t11 (=> @t16 (forall @t71 (= @t114 (forall @t59 (= @t72 (exists @t54 @t105)))))))) % 34.25/34.65 (assume @p54 (forall @t6 (=> @t116 (= @t115 @t111)))) % 34.25/34.65 (assume @p55 (forall @t6 (= @t117 (tptp.unordered_pair @t21 @t69)))) % 34.25/34.65 (assume @p56 (forall @t11 (=> @t16 (forall @t71 (= (tptp.well_orders @t1 @t2) (and @t73 @t119 @t106 @t118 @t97)))))) % 34.25/34.65 (assume @p57 (forall @t11 (= @t120 (= @t1 @t108)))) % 34.25/34.65 (assume @p58 (forall @t11 (=> @t16 (= @t60 (tptp.set_union2 @t51 @t113))))) % 34.25/34.65 (assume @p59 (forall @t11 (=> @t16 (forall @t71 (= @t118 (forall @t34 (not (and @t72 @t44 (not @t30) (not @t81) (not @t105))))))))) % 34.25/34.65 (assume @p60 @t124) % 34.25/34.65 (assume @p61 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (= (= @t2 @t125) (forall @t34 (= @t33 @t105)))))))) % 34.25/34.65 (assume @p62 (forall @t6 (= @t126 (= @t24 tptp.empty_set)))) % 34.25/34.65 (assume @p63 (forall @t11 (=> @t56 (= @t17 (forall @t49 (=> (and @t103 (tptp.in @t29 @t51) (= @t101 (tptp.apply @t1 @t29))) @t91)))))) % 34.25/34.65 (assume @p64 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (forall @t59 (=> @t48 (= (= @t29 @t127) (forall @t46 (= @t45 (exists (@list @t88) (and (tptp.in (tptp.ordered_pair @t28 @t88) @t1) (tptp.in (tptp.ordered_pair @t88 @t41) @t2))))))))))))) % 34.25/34.65 (assume @p65 (forall @t11 (=> @t16 (forall @t71 (= @t119 (forall (@list @t29 @t28 @t41) (=> (and @t72 @t44 @t50 @t81 @t43) (tptp.in (tptp.ordered_pair @t29 @t41) @t1)))))))) % 34.25/34.65 (assume @p66 (forall @t6 (=> @t130 (forall @t59 (=> (tptp.element @t29 @t129) (= (= @t29 @t128) (forall @t54 (=> (tptp.element @t28 @t80) (= @t53 (tptp.in (tptp.subset_complement @t1 @t28) @t2)))))))))) % 34.25/34.65 (assume @p67 (forall @t6 (= @t8 (and @t39 @t131)))) % 34.25/34.65 (assume @p68 (forall @t11 (=> @t56 (=> @t17 (= @t132 @t125))))) % 34.25/34.65 (assume @p69 (forall @t11 (=> @t16 (= @t109 (tptp.is_reflexive_in @t1 @t60))))) % 34.25/34.65 (assume @p70 true) % 34.25/34.65 (assume @p71 (forall @t11 (=> @t56 (and (tptp.relation @t132) (tptp.function @t132))))) % 34.25/34.65 (assume @p72 (forall @t11 (tptp.element @t107 @t80))) % 34.25/34.65 (assume @p73 (forall @t6 (=> @t16 (tptp.relation @t122)))) % 34.25/34.65 (assume @p74 (forall @t6 (=> @t116 (tptp.element @t115 @t80)))) % 34.25/34.65 (assume @p75 (forall @t11 (=> @t16 @t133))) % 34.25/34.65 (assume @p76 (forall @t6 (=> @t135 @t134))) % 34.25/34.65 (assume @p77 (forall @t6 (=> @t130 (tptp.element @t136 @t80)))) % 34.25/34.65 (assume @p78 (forall @t11 @t137)) % 34.25/34.65 (assume @p79 (forall @t6 (=> @t130 (tptp.element @t138 @t80)))) % 34.25/34.65 (assume @p80 (forall @t85 (=> @t141 (tptp.element @t139 @t80)))) % 34.25/34.65 (assume @p81 (forall @t6 (=> @t16 @t142))) % 34.25/34.65 (assume @p82 (forall @t6 (=> @t130 (tptp.element @t128 @t129)))) % 34.25/34.65 (assume @p83 (forall @t6 (=> @t37 (tptp.relation @t58)))) % 34.25/34.65 (assume @p84 (forall @t11 (exists @t71 @t83))) % 34.25/34.65 (assume @p85 (forall @t6 (=> @t144 (and (tptp.empty @t143) (tptp.relation @t143))))) % 34.25/34.65 (assume @p86 (forall @t11 (=> @t10 (and (tptp.empty @t125) @t133)))) % 34.25/34.65 (assume @p87 (and @t147 @t146 @t145)) % 34.25/34.65 (assume @p88 (forall @t6 (=> @t149 (and @t142 (tptp.relation_empty_yielding @t47))))) % 34.25/34.65 (assume @p89 (forall @t6 (=> (and @t16 @t9 @t37 @t150) (and @t134 (tptp.function @t127))))) % 34.25/34.65 (assume @p90 (forall @t11 @t151)) % 34.25/34.65 (assume @p91 (forall @t6 (=> @t135 (tptp.relation @t24)))) % 34.25/34.65 (assume @p92 (forall @t11 (not (tptp.empty @t80)))) % 34.25/34.65 (assume @p93 @t147) % 34.25/34.65 (assume @p94 (forall @t6 (not (tptp.empty @t117)))) % 34.25/34.65 (assume @p95 (forall @t11 (and @t137 (tptp.function @t35)))) % 34.25/34.65 (assume @p96 (and @t146 @t145 (tptp.function tptp.empty_set) (tptp.one_to_one tptp.empty_set) @t147 (tptp.epsilon_transitive tptp.empty_set) (tptp.epsilon_connected tptp.empty_set) (tptp.ordinal tptp.empty_set))) % 34.25/34.65 (assume @p97 (forall @t6 (=> @t135 (tptp.relation @t23)))) % 34.25/34.65 (assume @p98 (forall @t11 (not (tptp.empty @t69)))) % 34.25/34.65 (assume @p99 (forall @t6 (=> @t84 (not (tptp.empty @t23))))) % 34.25/34.65 (assume @p100 (forall @t11 (=> @t18 (and @t133 (tptp.function @t125))))) % 34.25/34.65 (assume @p101 (forall @t11 (=> @t15 (and @t151 (tptp.epsilon_transitive @t70) (tptp.epsilon_connected @t70) (tptp.ordinal @t70))))) % 34.25/34.65 (assume @p102 (forall @t6 (=> @t135 (tptp.relation @t111)))) % 34.25/34.65 (assume @p103 (forall @t6 (not (tptp.empty @t21)))) % 34.25/34.65 (assume @p104 (forall @t6 (=> @t84 (not (tptp.empty @t22))))) % 34.25/34.65 (assume @p105 (forall @t6 (=> @t56 (and @t142 (tptp.function @t47))))) % 34.25/34.65 (assume @p106 (forall @t11 (=> @t15 (and (tptp.epsilon_transitive @t108) (tptp.epsilon_connected @t108) (tptp.ordinal @t108))))) % 34.25/34.65 (assume @p107 (and @t147 @t146)) % 34.25/34.65 (assume @p108 (forall @t6 (=> (and @t84 @t152) (not (tptp.empty @t89))))) % 34.25/34.65 (assume @p109 (forall @t11 (=> @t154 (not @t153)))) % 34.25/34.65 (assume @p110 (forall @t11 (=> @t154 (not @t155)))) % 34.25/34.65 (assume @p111 (forall @t11 (=> @t10 (and @t153 (tptp.relation @t51))))) % 34.25/34.65 (assume @p112 (forall @t11 (=> @t10 (and @t155 (tptp.relation @t113))))) % 34.25/34.65 (assume @p113 (forall @t6 (=> @t144 (and (tptp.empty @t127) @t134)))) % 34.25/34.65 (assume @p114 (forall @t6 (= (tptp.set_union2 @t1 @t1) @t1))) % 34.25/34.65 (assume @p115 (forall @t6 (= (tptp.set_intersection2 @t1 @t1) @t1))) % 34.25/34.65 (assume @p116 (forall @t6 (=> @t116 (= (tptp.subset_complement @t1 @t115) @t2)))) % 34.25/34.65 (assume @p117 (forall @t11 (=> @t16 (= (tptp.relation_inverse @t125) @t1)))) % 34.25/34.65 (assume @p118 (forall @t6 (=> @t130 (= (tptp.complements_of_subsets @t1 @t128) @t2)))) % 34.25/34.65 (assume @p119 (forall @t6 (not (tptp.proper_subset @t1 @t1)))) % 34.25/34.65 (assume @p120 (forall @t11 (=> @t16 (= @t109 (forall @t71 (=> @t156 (tptp.in (tptp.ordered_pair @t2 @t2) @t1))))))) % 34.25/34.65 (assume @p121 (forall @t11 (not (= @t69 tptp.empty_set)))) % 34.25/34.65 (assume @p122 (forall @t6 (=> @t5 (= (tptp.set_union2 @t69 @t2) @t2)))) % 34.25/34.65 (assume @p123 (forall @t6 (not (and @t157 @t5)))) % 34.25/34.65 (assume @p124 (forall @t6 (=> @t158 @t157))) % 34.25/34.65 (assume @p125 (forall @t11 (=> @t16 (= @t66 (forall (@list @t2 @t29 @t28) (=> (and @t104 @t81) (tptp.in (tptp.ordered_pair @t2 @t28) @t1))))))) % 34.25/34.65 (assume @p126 (forall @t6 (= (tptp.subset @t69 @t2) @t5))) % 34.25/34.65 (assume @p127 (forall @t6 (= (= @t111 tptp.empty_set) @t39))) % 34.25/34.65 (assume @p128 (forall @t6 (=> @t116 (forall @t59 (=> @t72 @t31))))) % 34.25/34.65 (assume @p129 (forall @t11 (=> @t16 (= @t61 (forall @t49 (=> (and @t104 @t159) @t91)))))) % 34.25/34.65 (assume @p130 (forall @t85 (=> @t39 (or @t31 (tptp.subset @t1 (tptp.set_difference @t2 (tptp.singleton @t29))))))) % 34.25/34.65 (assume @p131 (forall @t11 (=> @t16 (= @t65 (forall @t49 (not (and @t156 (tptp.in @t29 @t60) @t92 @t160 (not @t159)))))))) % 34.25/34.65 (assume @p132 (forall @t6 (= (tptp.subset @t1 @t161) (or @t76 (= @t1 @t161))))) % 34.25/34.65 (assume @p133 (forall @t6 (=> @t5 (tptp.subset @t1 @t162)))) % 34.25/34.65 (assume @p134 (forall @t68 (= (tptp.in @t117 (tptp.cartesian_product2 @t29 @t28)) (and @t163 (tptp.in @t2 @t28))))) % 34.25/34.65 (assume @p135 (forall @t6 (=> @t94 @t164))) % 34.25/34.65 (assume @p136 (forall @t85 (=> @t168 (= @t167 (and (tptp.in @t2 @t165) @t3))))) % 34.25/34.65 (assume @p137 (exists @t11 @t56)) % 34.25/34.65 (assume @p138 (exists @t11 @t20)) % 34.25/34.65 (assume @p139 (exists @t11 (and @t10 @t16))) % 34.25/34.65 (assume @p140 (forall @t11 (=> @t84 (exists @t71 (and @t116 @t152))))) % 34.25/34.65 (assume @p141 (exists @t11 @t10)) % 34.25/34.65 (assume @p142 (exists @t11 @t19)) % 34.25/34.65 (assume @p143 (exists @t11 (and @t16 @t9 @t17 @t10 @t13 @t12 @t15))) % 34.25/34.65 (assume @p144 (exists @t11 @t154)) % 34.25/34.65 (assume @p145 (forall @t11 (exists @t71 (and @t116 @t82)))) % 34.25/34.65 (assume @p146 (exists @t11 @t84)) % 34.25/34.65 (assume @p147 (exists @t11 @t18)) % 34.25/34.65 (assume @p148 (exists @t11 (and @t84 @t13 @t12 @t15))) % 34.25/34.65 (assume @p149 (exists @t11 @t149)) % 34.25/34.65 (assume @p150 (exists @t11 (and @t16 @t148 @t9))) % 34.25/34.65 (assume @p151 (forall @t6 (=> @t130 (= @t136 @t162)))) % 34.25/34.65 (assume @p152 (forall @t6 (=> @t130 (= @t138 (tptp.set_meet @t2))))) % 34.25/34.65 (assume @p153 (forall @t85 (=> @t141 (= @t139 @t169)))) % 34.25/34.65 (assume @p154 (forall @t6 (=> @t27 (= @t25 @t39)))) % 34.25/34.65 (assume @p155 (forall @t6 (=> @t27 (tptp.ordinal_subset @t1 @t1)))) % 34.25/34.65 (assume @p156 (forall @t6 (tptp.subset @t1 @t1))) % 34.25/34.65 (assume @p157 (forall @t6 (=> @t126 (tptp.disjoint @t2 @t1)))) % 34.25/34.65 (assume @p158 (forall @t11 (tptp.in @t1 @t70))) % 34.25/34.65 (assume @p159 (forall @t68 (not (and (= @t21 (tptp.unordered_pair @t29 @t28)) (not @t170) (not (= @t1 @t28)))))) % 34.25/34.65 (assume @p160 (forall @t85 (=> @t48 (= (tptp.in @t1 (tptp.relation_rng (tptp.relation_rng_restriction @t2 @t29))) (and @t5 (tptp.in @t1 @t171)))))) % 34.25/34.65 (assume @p161 (forall @t6 (=> @t37 (tptp.subset @t172 @t1)))) % 34.25/34.65 (assume @p162 (forall @t6 (=> @t37 (tptp.subset @t58 @t2)))) % 34.25/34.65 (assume @p163 (forall @t6 (=> @t37 (tptp.subset @t172 @t173)))) % 34.25/34.65 (assume @p164 (forall @t85 (=> @t39 (and (tptp.subset @t174 (tptp.cartesian_product2 @t2 @t29)) (tptp.subset (tptp.cartesian_product2 @t29 @t1) (tptp.cartesian_product2 @t29 @t2)))))) % 34.25/34.65 (assume @p165 (forall @t6 (=> @t37 (= @t172 (tptp.set_intersection2 @t173 @t1))))) % 34.25/34.65 (assume @p166 (forall @t68 (=> (and @t39 (tptp.subset @t29 @t28)) (tptp.subset @t174 (tptp.cartesian_product2 @t2 @t28))))) % 34.25/34.65 (assume @p167 (forall @t6 (=> @t39 (= @t23 @t2)))) % 34.25/34.65 (assume @p168 (forall @t11 (exists @t71 (and @t5 @t177 (forall @t59 (=> @t72 (tptp.in @t176 @t2))) @t175)))) % 34.25/34.65 (assume @p169 (forall @t85 (=> @t48 (= (tptp.relation_dom_restriction (tptp.relation_rng_restriction @t1 @t29) @t2) (tptp.relation_rng_restriction @t1 @t178))))) % 34.25/34.65 (assume @p170 (forall @t85 (=> @t48 (= (tptp.in @t1 (tptp.relation_image @t29 @t2)) (exists @t54 (and (tptp.in @t28 @t165) (tptp.in (tptp.ordered_pair @t28 @t1) @t29) @t44)))))) % 34.25/34.65 (assume @p171 (forall @t6 (=> @t37 (tptp.subset @t179 @t173)))) % 34.25/34.65 (assume @p172 (forall @t6 (=> @t182 (tptp.subset @t181 @t1)))) % 34.25/34.65 (assume @p173 (forall @t6 (=> @t37 (= @t179 (tptp.relation_image @t2 @t184))))) % 34.25/34.65 (assume @p174 (forall @t6 (=> @t37 (=> (tptp.subset @t1 @t183) (tptp.subset @t1 (tptp.relation_inverse_image @t2 @t179)))))) % 34.25/34.65 (assume @p175 (forall @t11 (=> @t16 (= (tptp.relation_image @t1 @t51) @t113)))) % 34.25/34.65 (assume @p176 (forall @t6 (=> @t182 (=> @t185 (= @t181 @t1))))) % 34.25/34.65 (assume @p177 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (= @t186 (tptp.relation_image @t2 @t113))))))) % 34.25/34.65 (assume @p178 (forall @t85 (=> @t48 (= (tptp.in @t1 @t187) (exists @t54 (and (tptp.in @t28 @t171) (tptp.in (tptp.ordered_pair @t1 @t28) @t29) @t44)))))) % 34.25/34.65 (assume @p179 (forall @t6 (=> @t37 (tptp.subset @t180 @t183)))) % 34.25/34.65 (assume @p180 @t190) % 34.25/34.65 (assume @p181 (forall @t6 (=> @t37 (not (and @t79 @t185 (= @t180 tptp.empty_set)))))) % 34.25/34.65 (assume @p182 (forall @t85 (=> @t48 (=> @t39 (tptp.subset (tptp.relation_inverse_image @t29 @t1) @t187))))) % 34.25/34.65 (assume @p183 (forall @t6 (tptp.subset @t24 @t1))) % 34.25/34.65 (assume @p184 (forall @t85 (=> (and @t39 @t192) (tptp.subset @t1 @t191)))) % 34.25/34.65 (assume @p185 (forall @t11 (= (tptp.set_union2 @t1 tptp.empty_set) @t1))) % 34.25/34.65 (assume @p186 (forall @t6 (=> @t5 @t193))) % 34.25/34.65 (assume @p187 (forall @t85 (=> (and @t39 (tptp.subset @t2 @t29)) @t192))) % 34.25/34.65 (assume @p188 (= (tptp.powerset tptp.empty_set) (tptp.singleton tptp.empty_set))) % 34.25/34.65 (assume @p189 (forall @t85 (=> @t48 (=> @t195 (and @t194 (tptp.in @t2 @t171)))))) % 34.25/34.65 (assume @p190 (forall @t6 (=> @t182 (forall @t59 (=> @t168 (= @t198 (and @t194 (tptp.in @t196 @t183)))))))) % 34.25/34.65 (assume @p191 (forall @t11 (=> @t13 (forall @t71 (=> @t26 (=> @t8 @t5)))))) % 34.25/34.65 (assume @p192 (forall @t11 (=> @t16 (tptp.subset @t1 (tptp.cartesian_product2 @t51 @t113))))) % 34.25/34.65 (assume @p193 (forall @t6 (=> @t182 (forall @t59 (=> @t168 (=> @t198 (= (tptp.apply @t197 @t1) (tptp.apply @t2 @t196)))))))) % 34.25/34.65 (assume @p194 (forall @t6 (=> @t182 (forall @t59 (=> @t168 (=> (tptp.in @t1 @t183) (= (tptp.apply (tptp.relation_composition @t2 @t29) @t1) (tptp.apply @t29 (tptp.apply @t2 @t1))))))))) % 34.25/34.65 (assume @p195 (forall @t6 (=> @t26 (=> @t5 @t15)))) % 34.25/34.65 (assume @p196 (forall @t11 (=> @t15 (forall @t71 (=> @t26 (not (and @t158 @t131 @t4))))))) % 34.25/34.65 (assume @p197 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (=> @t39 (and (tptp.subset @t51 @t183) (tptp.subset @t113 @t173)))))))) % 34.25/34.65 (assume @p198 (forall @t85 (=> @t39 (tptp.subset (tptp.set_intersection2 @t1 @t29) @t191)))) % 34.25/34.65 (assume @p199 (forall @t6 (=> @t39 (= @t24 @t1)))) % 34.25/34.65 (assume @p200 (forall @t11 (= (tptp.set_intersection2 @t1 tptp.empty_set) tptp.empty_set))) % 34.25/34.65 (assume @p201 (forall @t6 (=> @t193 (or @t82 @t5)))) % 34.25/34.65 (assume @p202 (forall @t6 (=> (forall @t59 (= @t31 @t72)) @t40))) % 34.25/34.65 (assume @p203 (forall @t11 (tptp.subset tptp.empty_set @t1))) % 34.25/34.65 (assume @p204 (forall @t85 (=> @t48 (=> @t195 (and (tptp.in @t1 @t199) (tptp.in @t2 @t199)))))) % 34.25/34.65 (assume @p205 (forall @t11 (=> (forall @t71 (=> @t3 (and @t26 @t38))) @t15))) % 34.25/34.65 (assume @p206 (forall @t6 (=> @t26 (not (and @t39 @t79 (forall @t59 (=> (tptp.ordinal @t29) (not (and @t31 (forall @t54 (=> (tptp.ordinal @t28) (=> @t78 (tptp.ordinal_subset @t29 @t28))))))))))))) % 34.25/34.65 (assume @p207 (forall @t11 (=> @t15 (forall @t71 (=> @t26 (= @t5 (tptp.ordinal_subset @t70 @t2))))))) % 34.25/34.65 (assume @p208 (forall @t85 (=> @t39 (tptp.subset (tptp.set_difference @t1 @t29) @t169)))) % 34.25/34.65 (assume @p209 (forall @t68 (=> (= @t117 @t32) (and @t170 (= @t2 @t28))))) % 34.25/34.65 (assume @p210 (forall @t6 (=> @t182 (= @t36 (and (= @t183 @t1) (forall @t59 (=> @t31 (= @t200 @t29)))))))) % 34.25/34.65 (assume @p211 (forall @t6 (=> @t3 (= (tptp.apply @t35 @t2) @t2)))) % 34.25/34.65 (assume @p212 (forall @t6 (tptp.subset @t111 @t1))) % 34.25/34.65 (assume @p213 (forall @t11 (=> @t16 (and (= @t113 (tptp.relation_dom @t125)) (= @t51 (tptp.relation_rng @t125)))))) % 34.25/34.65 (assume @p214 (forall @t85 (= (tptp.subset @t21 @t29) (and @t163 @t93)))) % 34.25/34.65 (assume @p215 (forall @t6 (= @t201 @t23))) % 34.25/34.65 (assume @p216 (forall @t11 (= (tptp.set_difference @t1 tptp.empty_set) @t1))) % 34.25/34.65 (assume @p217 (forall @t85 (not (and @t5 @t93 @t31)))) % 34.25/34.65 (assume @p218 (forall @t6 (= @t164 @t39))) % 34.25/34.65 (assume @p219 (forall @t6 (and (not (and @t203 (forall @t59 (not @t202)))) (not (and (exists @t59 @t202) @t126))))) % 34.25/34.65 (assume @p220 (forall @t11 (=> (tptp.subset @t1 tptp.empty_set) @t76))) % 34.25/34.65 (assume @p221 (forall @t6 (= (tptp.set_difference @t23 @t2) @t111))) % 34.25/34.65 (assume @p222 (forall @t11 (=> @t15 (= @t120 (forall @t71 (=> @t26 (=> @t3 (tptp.in @t204 @t1)))))))) % 34.25/34.65 (assume @p223 (forall @t11 (=> @t15 (and (not (and (not @t120) (forall @t71 (=> @t26 (not @t205))))) (not (and (exists @t71 (and @t26 @t205)) @t120)))))) % 34.25/34.65 (assume @p224 (forall @t6 (=> @t116 (forall @t59 (=> @t140 (= @t207 (tptp.subset @t2 @t206))))))) % 34.25/34.65 (assume @p225 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (tptp.subset @t208 @t51)))))) % 34.25/34.65 (assume @p226 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (tptp.subset @t186 @t173)))))) % 34.25/34.65 (assume @p227 (forall @t6 (=> @t39 (= @t2 @t201)))) % 34.25/34.65 (assume @p228 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (=> (tptp.subset @t113 @t183) (= @t208 @t51))))))) % 34.25/34.65 (assume @p229 (forall @t6 (=> @t130 (not (and @t86 (= @t128 tptp.empty_set)))))) % 34.25/34.65 (assume @p230 (forall @t11 (=> @t16 (forall @t71 (=> @t37 (=> (tptp.subset @t51 @t173) (= (tptp.relation_rng @t143) @t113))))))) % 34.25/34.65 (assume @p231 (forall @t6 (=> @t130 (=> @t86 (= (tptp.subset_difference @t1 @t107 @t136) (tptp.meet_of_subsets @t1 @t128)))))) % 34.25/34.65 (assume @p232 (forall @t6 (=> @t130 (=> @t86 (= (tptp.union_of_subsets @t1 @t128) (tptp.subset_difference @t1 @t107 @t138)))))) % 34.25/34.65 (assume @p233 (forall @t6 (= (tptp.set_difference @t1 @t111) @t24))) % 34.25/34.65 (assume @p234 (forall @t11 (= (tptp.set_difference tptp.empty_set @t1) tptp.empty_set))) % 34.25/34.65 (assume @p235 (forall @t85 (=> (and @t5 @t209) (tptp.element @t1 @t29)))) % 34.25/34.65 (assume @p236 (forall @t6 (and (not (and @t203 (forall @t59 (not @t210)))) (not (and (exists @t59 @t210) @t126))))) % 34.25/34.65 (assume @p237 (forall @t11 (=> @t79 (forall @t71 (=> @t116 (forall @t59 (=> (tptp.element @t29 @t1) (=> @t90 (tptp.in @t29 @t115))))))))) % 34.25/34.65 (assume @p238 (forall @t11 (=> @t56 (=> @t17 (forall @t71 (=> @t182 (= (= @t2 @t132) (and (= @t183 @t113) (forall @t34 (and (=> @t211 @t112) (=> @t112 @t211))))))))))) % 34.25/34.65 (assume @p239 (forall @t85 (=> @t140 (not (and (tptp.in @t2 @t206) @t93))))) % 34.25/34.65 (assume @p240 (forall @t11 (=> @t56 (=> @t17 (and (= @t113 (tptp.relation_dom @t132)) (= @t51 (tptp.relation_rng @t132))))))) % 34.25/34.65 (assume @p241 (forall @t11 (=> @t16 (=> (forall @t49 @t160) @t76)))) % 34.25/34.65 (assume @p242 (forall @t6 (=> @t182 (=> (and (tptp.one_to_one @t2) (tptp.in @t1 @t173)) (and (= @t1 (tptp.apply @t2 (tptp.apply @t212 @t1))) (= @t1 (tptp.apply (tptp.relation_composition @t212 @t2) @t1))))))) % 34.25/34.65 (assume @p243 (forall @t85 (not (and @t5 @t209 (tptp.empty @t29))))) % 34.25/34.65 (assume @p244 (forall @t11 (=> @t16 (= @t87 (tptp.is_well_founded_in @t1 @t60))))) % 34.25/34.65 (assume @p245 (and (= (tptp.relation_dom tptp.empty_set) tptp.empty_set) (= (tptp.relation_rng tptp.empty_set) tptp.empty_set))) % 34.25/34.65 (assume @p246 (forall @t6 (not (and @t39 @t7)))) % 34.25/34.65 (assume @p247 (forall @t11 (=> @t56 (=> @t17 (tptp.one_to_one @t132))))) % 34.25/34.65 (assume @p248 (forall @t85 (=> (and @t39 @t207) (tptp.disjoint @t1 @t29)))) % 34.25/34.65 (assume @p249 (forall @t11 (=> @t16 (=> (or @t214 @t213) @t76)))) % 34.25/34.65 (assume @p250 (forall @t11 (=> @t16 (= @t214 @t213)))) % 34.25/34.65 (assume @p251 (forall @t6 (= (= (tptp.set_difference @t1 @t161) @t1) @t4))) % 34.25/34.65 (assume @p252 (forall @t6 (=> @t182 (forall @t59 (=> @t168 (= (= @t2 @t166) (and (= @t183 (tptp.set_intersection2 @t165 @t1)) (forall @t54 (=> (tptp.in @t28 @t183) (= (tptp.apply @t2 @t28) (tptp.apply @t29 @t28))))))))))) % 34.25/34.65 (assume @p253 (forall @t11 (= (tptp.unordered_pair @t1 @t1) @t69))) % 34.25/34.65 (assume @p254 (forall @t11 (=> @t10 @t76))) % 34.25/34.65 (assume @p255 (forall @t6 (=> (tptp.subset @t69 @t161) @t40))) % 34.25/34.65 (assume @p256 (forall @t85 (=> @t168 (=> @t167 @t215)))) % 34.25/34.65 (assume @p257 (forall @t11 (and (= (tptp.relation_dom @t35) @t1) (= (tptp.relation_rng @t35) @t1)))) % 34.25/34.65 (assume @p258 (forall @t85 (=> @t168 (=> @t3 @t215)))) % 34.25/34.65 (assume @p259 (forall @t68 (=> (tptp.relation @t28) (= (tptp.in @t117 (tptp.relation_composition (tptp.identity_relation @t29) @t28)) (and @t163 (tptp.in @t117 @t28)))))) % 34.25/34.65 (assume @p260 (forall @t6 (not (and @t5 @t82)))) % 34.25/34.65 (assume @p261 (forall @t6 (not (and @t5 (forall @t59 (not (and @t72 (forall @t54 (not (and @t44 @t53)))))))))) % 34.25/34.65 (assume @p262 (forall @t6 (tptp.subset @t1 @t23))) % 34.25/34.65 (assume @p263 (forall @t6 (= @t126 (= @t111 @t1)))) % 34.25/34.65 (assume @p264 (forall @t85 (=> @t48 (= (tptp.in @t1 (tptp.relation_dom @t178)) (and @t5 @t194))))) % 34.25/34.65 (assume @p265 (forall @t6 (=> @t37 (tptp.subset @t216 @t2)))) % 34.25/34.65 (assume @p266 (forall @t6 (not (and @t10 @t131 @t82)))) % 34.25/34.65 (assume @p267 (forall @t85 (=> @t168 (= @t195 (and @t194 (= @t2 @t196)))))) % 34.25/34.65 (assume @p268 (forall @t11 (=> @t16 (= (tptp.well_orders @t1 @t60) @t110)))) % 34.25/34.65 (assume @p269 (forall @t85 (=> (and @t39 @t96) (tptp.subset (tptp.set_union2 @t1 @t29) @t2)))) % 34.25/34.65 (assume @p270 (forall @t85 (=> @t217 @t40))) % 34.25/34.65 (assume @p271 (forall @t6 (=> @t37 (= (tptp.relation_dom @t216) @t184)))) % 34.25/34.65 (assume @p272 (forall @t6 (=> @t37 (= @t216 (tptp.relation_composition @t35 @t2))))) % 34.25/34.65 (assume @p273 (forall @t6 (=> @t37 (tptp.subset (tptp.relation_rng @t216) @t173)))) % 34.25/34.65 (assume @p274 (forall @t11 (= (tptp.union @t80) @t1))) % 34.25/34.65 (assume @p275 (forall @t11 (exists @t71 (and @t5 @t177 (forall @t59 (not (and @t72 (forall @t54 (not (and @t44 (forall @t52 (=> (tptp.subset @t41 @t29) @t67)))))))) @t175)))) % 34.25/34.65 (assume @p276 (forall @t85 (=> @t217 @t91))) % 34.25/34.65 (step @p277 :rule bool-impl-elim :args (@t48 @t188)) % 34.25/34.65 (step @p278 :rule cong :premises (@p277) :args (@t189)) % 34.25/34.65 (step @p279 :rule cong :premises (@p278) :args (@t190)) % 34.25/34.65 (step @p280 :rule eq_resolve :premises (@p180 @p279)) % 34.25/34.65 (step @p281 :rule skolemize :premises (@p280)) % 34.25/34.65 (step @p282 :rule cnf_or_neg :args (@t227 1)) % 34.25/34.65 (step @p283 :rule chain_m_resolution :premises (@p282 @p281) :args ((not @t224) @t228 @t229)) % 34.25/34.65 (step @p284 :rule eq-symm :args (@t230 @t98)) % 34.25/34.65 (step @p285 :rule refl :args (@t98)) % 34.25/34.65 (step @p286 :rule eq-symm :args (@t29 @t24)) % 34.25/34.65 (step @p287 :rule cong :premises (@p286 @p285) :args (@t99)) % 34.25/34.65 (step @p288 :rule trans :premises (@p287 @p284)) % 34.25/34.65 (step @p289 :rule cong :premises (@p288) :args (@t100)) % 34.25/34.65 (step @p290 :rule eq_resolve :premises (@p43 @p289)) % 34.25/34.65 (step @p291 :rule eq-symm :args (@t231 @t233)) % 34.25/34.65 (step @p292 :rule eq-symm :args (@t232 @t223)) % 34.25/34.65 (step @p293 :rule refl :args (@t231)) % 34.25/34.65 (step @p294 :rule cong :premises (@p293 @p292) :args (@t234)) % 34.25/34.65 (step @p295 :rule trans :premises (@p294 @p291)) % 34.25/34.65 (step @p296 :rule refl :args (@t235)) % 34.25/34.65 (step @p297 :rule cong :premises (@p296 @p295) :args ((=> @t235 @t234))) % 34.25/34.65 (assume-push @p339 @t235) % 34.25/34.65 (step @p299 :rule instantiate :premises (@p290) :args ((@list @t222 @t220 @t223))) % 34.25/34.65 (step-pop @p340 :rule scope :premises (@p299)) % 34.25/34.65 (step @p300 :rule process_scope :premises (@p340) :args (@t234)) % 34.25/34.65 (step @p302 :rule eq_resolve :premises (@p300 @p297)) % 34.25/34.65 (step @p303 :rule implies_elim :premises (@p302)) % 34.25/34.65 (step @p304 :rule chain_m_resolution :premises (@p303 @p290) :args (@t236 (@list false) (@list @t235))) % 34.25/34.65 (step @p305 :rule quant-merge-prenex :args ((= (forall @t11 @t242) (forall (@list @t1 @t237) @t240)))) % 34.25/34.65 (step @p306 :rule alpha_equiv :args (@t243 (@list @t237) (@list @t2))) % 34.25/34.65 (step @p307 :rule refl :args (@t239)) % 34.25/34.65 (step @p308 :rule nary_cong :premises (@p307 @p306) :args (@t244)) % 34.25/34.65 (step @p309 :rule quant-miniscope-or :args ((= @t242 @t244))) % 34.25/34.65 (step @p310 :rule trans :premises (@p309 @p308)) % 34.25/34.65 (step @p311 :rule symm :premises (@p310)) % 34.25/34.65 (step @p312 :rule cong :premises (@p311) :args ((forall @t11 (or @t239 @t123)))) % 34.25/34.65 (step @p313 :rule trans :premises (@p312 @p305)) % 34.25/34.65 (step @p314 :rule bool-impl-elim :args (@t16 @t123)) % 34.25/34.65 (step @p315 :rule cong :premises (@p314) :args (@t124)) % 34.25/34.65 (step @p316 :rule trans :premises (@p315 @p313)) % 34.25/34.65 (step @p317 :rule eq_resolve :premises (@p60 @p316)) % 34.25/34.65 (step @p318 :rule instantiate :premises (@p317) :args ((@list @t222 @t219))) % 34.25/34.65 (step @p319 :rule bool-double-not-elim :args (@t225)) % 34.25/34.65 (step @p320 :rule refl :args (@t227)) % 34.25/34.65 (step @p321 :rule nary_cong :premises (@p320 @p319) :args ((or @t227 (not @t226)))) % 34.25/34.65 (step @p322 :rule cnf_or_neg :args (@t227 0)) % 34.25/34.65 (step @p323 :rule eq_resolve :premises (@p322 @p321)) % 34.25/34.65 (step @p324 :rule reordering :premises (@p323) :args ((or @t225 @t227))) % 34.25/34.65 (step @p325 :rule chain_m_resolution :premises (@p324 @p281) :args (@t225 @t228 @t229)) % 34.25/34.65 (step @p326 :rule cnf_or_pos :args (@t245)) % 34.25/34.65 (step @p327 :rule reordering :premises (@p326) :args ((or @t226 @t233 (not @t245)))) % 34.25/34.65 (step @p328 :rule chain_m_resolution :premises (@p327 @p325 @p318) :args (@t233 @t246 (@list @t225 @t245))) % 34.25/34.65 (step @p329 :rule cnf_equiv_pos1 :args (@t236)) % 34.25/34.65 (step @p330 :rule reordering :premises (@p329) :args ((or (not @t233) @t231 (not @t236)))) % 34.25/34.65 (step @p331 :rule chain_m_resolution :premises (@p330 @p328 @p304) :args (@t231 @t246 (@list @t233 @t236))) % 34.25/34.65 (assume-push @p341 @t231) % 34.25/34.65 (step @p333 :rule instantiate :premises (@p331) :args ((@list @t221))) % 34.25/34.65 (step-pop @p342 :rule scope :premises (@p333)) % 34.25/34.65 (step @p334 :rule process_scope :premises (@p342) :args (@t224)) % 34.25/34.65 (step @p336 :rule implies_elim :premises (@p334)) % 34.25/34.65 (step @p337 :rule reordering :premises (@p336) :args ((or @t224 (not @t231)))) % 34.25/34.65 (step @p338 false :rule chain_m_resolution :premises (@p337 @p331 @p283) :args (false (@list false true) (@list @t231 @t224))) % 34.25/34.65 ) % 34.25/34.65 % SZS output end Proof % 34.25/34.65 % cvc5 exiting %------------------------------------------------------------------------------