%------------------------------------------------------------------------------ % File : cvc5---1.3.4 % Problem : SYO524_1 : TPTP v9.2.1. Released v5.0.0. % Transfm : none % Format : tptp:raw % Command : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM % Computer : n004.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 09:13:03 AM UTC 2026 % Result : Theorem 0.40s 0.67s % Output : Proof 0.40s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.00/0.12 % Problem : SYO524_1 : TPTP v9.2.1. Released v5.0.0. % 0.12/0.13 % Command : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM % 0.18/0.34 % Computer : n004.cluster.edu % 0.18/0.34 % Model : x86_64 x86_64 % 0.18/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.18/0.34 % Memory : 8042.1875MB % 0.18/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.18/0.34 % CPULimit : 300 % 0.18/0.34 % WCLimit : 300 % 0.18/0.34 % DateTime : Wed Jun 3 00:19:07 EDT 2026 % 0.18/0.34 % CPUTime : % 0.30/0.49 %----Proving TF0_ARI % 0.40/0.67 --- Run --finite-model-find --decision=internal at 45... % 0.40/0.67 --- Run --decision=internal --simplification=none --no-inst-no-entail --no-cbqi --full-saturate-quant at 60... % 0.40/0.67 % SZS status Theorem % 0.40/0.67 % SZS output start Proof % 0.40/0.67 ( % 0.40/0.67 (declare-const tptp.f (-> Int Int)) % 0.40/0.67 (define @t1 () (tptp.f 4)) % 0.40/0.67 (define @t2 () (tptp.f 7)) % 0.40/0.67 (define @t3 () (<= @t2 3)) % 0.40/0.67 (define @t4 () (@var "U" Int)) % 0.40/0.67 (define @t5 () (+ @t4 2)) % 0.40/0.67 (define @t6 () (tptp.f @t5)) % 0.40/0.67 (define @t7 () (+ @t4 1)) % 0.40/0.67 (define @t8 () (tptp.f @t7)) % 0.40/0.67 (define @t9 () (<= @t8 @t6)) % 0.40/0.67 (define @t10 () (@list @t4)) % 0.40/0.67 (define @t11 () (forall @t10 @t9)) % 0.40/0.67 (define @t12 () (and @t11 @t3)) % 0.40/0.67 (define @t13 () (=> @t12 (<= @t1 3))) % 0.40/0.67 (define @t14 () (not @t13)) % 0.40/0.67 (define @t15 () (+ 3 1)) % 0.40/0.67 (define @t16 () (>= @t1 @t15)) % 0.40/0.67 (define @t17 () (>= @t2 @t15)) % 0.40/0.67 (define @t18 () (+ 2 @t4)) % 0.40/0.67 (define @t19 () (tptp.f @t18)) % 0.40/0.67 (define @t20 () (+ 1 @t4)) % 0.40/0.67 (define @t21 () (tptp.f @t20)) % 0.40/0.67 (define @t22 () (+ @t21 (* -1 @t19))) % 0.40/0.67 (define @t23 () (+ @t19 1)) % 0.40/0.67 (define @t24 () (>= @t22 1)) % 0.40/0.67 (define @t25 () (>= @t21 @t23)) % 0.40/0.67 (define @t26 () (+ 2 4)) % 0.40/0.67 (define @t27 () (tptp.f @t26)) % 0.40/0.67 (define @t28 () (* -1 @t27)) % 0.40/0.67 (define @t29 () (+ 1 4)) % 0.40/0.67 (define @t30 () (tptp.f @t29)) % 0.40/0.67 (define @t31 () (+ @t30 @t28)) % 0.40/0.67 (define @t32 () (>= @t31 1)) % 0.40/0.67 (define @t33 () (not @t32)) % 0.40/0.67 (define @t34 () (forall @t10 (not @t24))) % 0.40/0.67 (define @t35 () (tptp.f 6)) % 0.40/0.67 (define @t36 () (* -1 @t35)) % 0.40/0.67 (define @t37 () (tptp.f 5)) % 0.40/0.67 (define @t38 () (+ @t37 @t36)) % 0.40/0.67 (define @t39 () (>= @t38 1)) % 0.40/0.67 (define @t40 () (not @t39)) % 0.40/0.67 (define @t41 () (@list false)) % 0.40/0.67 (define @t42 () (@list @t34)) % 0.40/0.67 (define @t43 () (+ @t2 @t36)) % 0.40/0.67 (define @t44 () (>= @t43 0)) % 0.40/0.67 (define @t45 () (* -1 @t2)) % 0.40/0.67 (define @t46 () (+ @t45 @t35)) % 0.40/0.67 (define @t47 () (+ @t43 1)) % 0.40/0.67 (define @t48 () (+ 2 5)) % 0.40/0.67 (define @t49 () (tptp.f @t48)) % 0.40/0.67 (define @t50 () (* -1 @t49)) % 0.40/0.67 (define @t51 () (+ 1 5)) % 0.40/0.67 (define @t52 () (tptp.f @t51)) % 0.40/0.67 (define @t53 () (+ @t52 @t50)) % 0.40/0.67 (define @t54 () (>= @t53 1)) % 0.40/0.67 (define @t55 () (not @t54)) % 0.40/0.67 (define @t56 () (+ 2 3)) % 0.40/0.67 (define @t57 () (tptp.f @t56)) % 0.40/0.67 (define @t58 () (* -1 @t57)) % 0.40/0.67 (define @t59 () (+ 1 3)) % 0.40/0.67 (define @t60 () (tptp.f @t59)) % 0.40/0.67 (define @t61 () (+ @t60 @t58)) % 0.40/0.67 (define @t62 () (>= @t61 1)) % 0.40/0.67 (define @t63 () (not @t62)) % 0.40/0.67 (define @t64 () (* -1 @t37)) % 0.40/0.67 (define @t65 () (+ @t1 @t64)) % 0.40/0.67 (define @t66 () (>= @t65 1)) % 0.40/0.67 (define @t67 () (not @t66)) % 0.40/0.67 (define @t68 () (not @t44)) % 0.40/0.67 (define @t69 () (>= @t1 4)) % 0.40/0.67 (define @t70 () (not @t69)) % 0.40/0.67 (define @t71 () (>= @t2 4)) % 0.40/0.67 (define @t72 () (not @t71)) % 0.40/0.67 (define @t73 () (* -1 0)) % 0.40/0.67 (define @t74 () (* -1 4)) % 0.40/0.67 (define @t75 () (+ 3 0 @t74 @t73 1)) % 0.40/0.67 (define @t76 () (* -1 @t1)) % 0.40/0.67 (define @t77 () (* 0 @t2)) % 0.40/0.67 (define @t78 () (* 0 @t35)) % 0.40/0.67 (define @t79 () (+ @t64 @t76 @t78 @t37 @t1 @t77)) % 0.40/0.67 (define @t80 () (+ @t2 @t65 @t76 (* -1 @t43) @t38)) % 0.40/0.67 (define @t81 () (>= @t80 @t75)) % 0.40/0.67 (define @t82 () (and @t40 @t44 @t69 @t67 @t72)) % 0.40/0.67 (assume @p1 @t14) % 0.40/0.67 (assume @p2 true) % 0.40/0.67 (step @p3 :rule evaluate :args (@t15)) % 0.40/0.67 (step @p4 :rule refl :args (@t1)) % 0.40/0.67 (step @p5 :rule cong :premises (@p4 @p3) :args (@t16)) % 0.40/0.67 (step @p6 :rule cong :premises (@p5) :args ((not @t16))) % 0.40/0.67 (step @p7 :rule arith-leq-norm :args (@t1 3)) % 0.40/0.67 (step @p8 :rule trans :premises (@p7 @p6)) % 0.40/0.67 (step @p9 :rule refl :args (@t2)) % 0.40/0.67 (step @p10 :rule cong :premises (@p9 @p3) :args (@t17)) % 0.40/0.67 (step @p11 :rule cong :premises (@p10) :args ((not @t17))) % 0.40/0.67 (step @p12 :rule arith-leq-norm :args (@t2 3)) % 0.40/0.67 (step @p13 :rule trans :premises (@p12 @p11)) % 0.40/0.67 (step @p14 :rule arith_poly_norm :args ((= (* -1 (- @t21 @t23)) (* -1 (- @t22 1))))) % 0.40/0.67 (step @p15 :rule arith_poly_norm_rel :premises (@p14) :args ((= @t25 @t24))) % 0.40/0.67 (step @p16 :rule cong :premises (@p15) :args ((not @t25))) % 0.40/0.67 (step @p17 :rule arith-leq-norm :args (@t21 @t19)) % 0.40/0.67 (step @p18 :rule trans :premises (@p17 @p16)) % 0.40/0.67 (step @p19 :rule arith_poly_norm :args ((= @t5 @t18))) % 0.40/0.67 (step @p20 :rule cong :premises (@p19) :args (@t6)) % 0.40/0.67 (step @p21 :rule arith_poly_norm :args ((= @t7 @t20))) % 0.40/0.67 (step @p22 :rule cong :premises (@p21) :args (@t8)) % 0.40/0.67 (step @p23 :rule cong :premises (@p22 @p20) :args (@t9)) % 0.40/0.67 (step @p24 :rule trans :premises (@p23 @p18)) % 0.40/0.67 (step @p25 :rule cong :premises (@p24) :args (@t11)) % 0.40/0.67 (step @p26 :rule nary_cong :premises (@p25 @p13) :args (@t12)) % 0.40/0.67 (step @p27 :rule cong :premises (@p26 @p8) :args (@t13)) % 0.40/0.67 (step @p28 :rule cong :premises (@p27) :args (@t14)) % 0.40/0.67 (step @p29 :rule eq_resolve :premises (@p1 @p28)) % 0.40/0.67 (step @p30 :rule not_implies_elim1 :premises (@p29)) % 0.40/0.67 (step @p31 :rule and_elim :premises (@p30) :args (1)) % 0.40/0.67 (step @p32 :rule not_implies_elim2 :premises (@p29)) % 0.40/0.67 (step @p33 :rule not_not_elim :premises (@p32)) % 0.40/0.67 (step @p34 :rule and_elim :premises (@p30) :args (0)) % 0.40/0.67 (step @p35 :rule refl :args (1)) % 0.40/0.67 (step @p36 :rule evaluate :args (@t26)) % 0.40/0.67 (step @p37 :rule cong :premises (@p36) :args (@t27)) % 0.40/0.67 (step @p38 :rule refl :args (-1)) % 0.40/0.67 (step @p39 :rule nary_cong :premises (@p38 @p37) :args (@t28)) % 0.40/0.67 (step @p40 :rule evaluate :args (@t29)) % 0.40/0.67 (step @p41 :rule cong :premises (@p40) :args (@t30)) % 0.40/0.67 (step @p42 :rule nary_cong :premises (@p41 @p39) :args (@t31)) % 0.40/0.67 (step @p43 :rule cong :premises (@p42 @p35) :args (@t32)) % 0.40/0.67 (step @p44 :rule cong :premises (@p43) :args (@t33)) % 0.40/0.67 (step @p45 :rule refl :args (@t34)) % 0.40/0.67 (step @p46 :rule cong :premises (@p45 @p44) :args ((=> @t34 @t33))) % 0.40/0.67 (assume-push @p194 @t34) % 0.40/0.67 (step @p48 :rule instantiate :premises (@p34) :args ((@list 4))) % 0.40/0.67 (step-pop @p195 :rule scope :premises (@p48)) % 0.40/0.67 (step @p49 :rule process_scope :premises (@p195) :args (@t33)) % 0.40/0.67 (step @p51 :rule eq_resolve :premises (@p49 @p46)) % 0.40/0.67 (step @p52 :rule implies_elim :premises (@p51)) % 0.40/0.67 (step @p53 :rule chain_m_resolution :premises (@p52 @p34) :args (@t40 @t41 @t42)) % 0.40/0.67 (step @p54 :rule bool-double-not-elim :args (@t44)) % 0.40/0.67 (step @p55 :rule arith_poly_norm :args ((= (* -1 (- 0 @t47)) (* -1 (- @t46 1))))) % 0.40/0.67 (step @p56 :rule arith_poly_norm_rel :premises (@p55) :args ((= (>= 0 @t47) (>= @t46 1)))) % 0.40/0.67 (step @p57 :rule arith-geq-tighten :args (@t43 0)) % 0.40/0.67 (step @p58 :rule trans :premises (@p57 @p56)) % 0.40/0.67 (step @p59 :rule symm :premises (@p58)) % 0.40/0.67 (step @p60 :rule arith_poly_norm :args ((= (+ @t35 @t45) @t46))) % 0.40/0.67 (step @p61 :rule evaluate :args (@t48)) % 0.40/0.67 (step @p62 :rule cong :premises (@p61) :args (@t49)) % 0.40/0.67 (step @p63 :rule nary_cong :premises (@p38 @p62) :args (@t50)) % 0.40/0.67 (step @p64 :rule evaluate :args (@t51)) % 0.40/0.67 (step @p65 :rule cong :premises (@p64) :args (@t52)) % 0.40/0.67 (step @p66 :rule nary_cong :premises (@p65 @p63) :args (@t53)) % 0.40/0.67 (step @p67 :rule trans :premises (@p66 @p60)) % 0.40/0.67 (step @p68 :rule cong :premises (@p67 @p35) :args (@t54)) % 0.40/0.67 (step @p69 :rule trans :premises (@p68 @p59)) % 0.40/0.67 (step @p70 :rule cong :premises (@p69) :args (@t55)) % 0.40/0.67 (step @p71 :rule trans :premises (@p70 @p54)) % 0.40/0.67 (step @p72 :rule cong :premises (@p45 @p71) :args ((=> @t34 @t55))) % 0.40/0.67 (assume-push @p196 @t34) % 0.40/0.67 (step @p74 :rule instantiate :premises (@p34) :args ((@list 5))) % 0.40/0.67 (step-pop @p197 :rule scope :premises (@p74)) % 0.40/0.67 (step @p75 :rule process_scope :premises (@p197) :args (@t55)) % 0.40/0.67 (step @p77 :rule eq_resolve :premises (@p75 @p72)) % 0.40/0.67 (step @p78 :rule implies_elim :premises (@p77)) % 0.40/0.67 (step @p79 :rule chain_m_resolution :premises (@p78 @p34) :args (@t44 @t41 @t42)) % 0.40/0.67 (step @p80 :rule evaluate :args (@t56)) % 0.40/0.67 (step @p81 :rule cong :premises (@p80) :args (@t57)) % 0.40/0.67 (step @p82 :rule nary_cong :premises (@p38 @p81) :args (@t58)) % 0.40/0.67 (step @p83 :rule evaluate :args (@t59)) % 0.40/0.67 (step @p84 :rule cong :premises (@p83) :args (@t60)) % 0.40/0.67 (step @p85 :rule nary_cong :premises (@p84 @p82) :args (@t61)) % 0.40/0.67 (step @p86 :rule cong :premises (@p85 @p35) :args (@t62)) % 0.40/0.67 (step @p87 :rule cong :premises (@p86) :args (@t63)) % 0.40/0.67 (step @p88 :rule cong :premises (@p45 @p87) :args ((=> @t34 @t63))) % 0.40/0.67 (assume-push @p198 @t34) % 0.40/0.67 (step @p90 :rule instantiate :premises (@p34) :args ((@list 3))) % 0.40/0.67 (step-pop @p199 :rule scope :premises (@p90)) % 0.40/0.67 (step @p91 :rule process_scope :premises (@p199) :args (@t63)) % 0.40/0.67 (step @p93 :rule eq_resolve :premises (@p91 @p88)) % 0.40/0.67 (step @p94 :rule implies_elim :premises (@p93)) % 0.40/0.67 (step @p95 :rule chain_m_resolution :premises (@p94 @p34) :args (@t67 @t41 @t42)) % 0.40/0.67 (step @p96 :rule bool-double-not-elim :args (@t66)) % 0.40/0.67 (step @p97 :rule refl :args (@t68)) % 0.40/0.67 (step @p98 :rule bool-double-not-elim :args (@t39)) % 0.40/0.67 (step @p99 :rule refl :args (@t70)) % 0.40/0.67 (step @p100 :rule bool-double-not-elim :args (@t71)) % 0.40/0.67 (step @p101 :rule nary_cong :premises (@p100 @p99 @p98 @p97 @p96) :args ((or (not @t72) @t70 (not @t40) @t68 (not @t67)))) % 0.40/0.67 (assume-push @p200 @t40) % 0.40/0.67 (assume-push @p201 @t44) % 0.40/0.67 (assume-push @p202 @t69) % 0.40/0.67 (assume-push @p203 @t67) % 0.40/0.67 (assume-push @p204 @t72) % 0.40/0.67 (step @p107 :rule arith-elim-leq :args (@t2 3)) % 0.40/0.67 (step @p108 :rule symm :premises (@p107)) % 0.40/0.67 (step @p109 :rule cong :premises (@p108) :args ((not (>= 3 @t2)))) % 0.40/0.67 (step @p110 :rule arith-elim-gt :args (@t2 3)) % 0.40/0.67 (step @p111 :rule trans :premises (@p110 @p109)) % 0.40/0.67 (step @p112 :rule cong :premises (@p13) :args ((not @t3))) % 0.40/0.67 (step @p113 :rule trans :premises (@p112 @p100)) % 0.40/0.67 (step @p114 :rule trans :premises (@p111 @p113)) % 0.40/0.67 (step @p115 :rule symm :premises (@p114)) % 0.40/0.67 (step @p116 :rule trans :premises (@p113 @p115)) % 0.40/0.67 (assume-push @p205 @t3) % 0.40/0.67 (step @p118 :rule evaluate :args ((not true))) % 0.40/0.67 (step @p119 :rule evaluate :args ((>= 0 0))) % 0.40/0.67 (step @p120 :rule evaluate :args ((+ 3 0 -4 0 1))) % 0.40/0.67 (step @p121 :rule evaluate :args (@t73)) % 0.40/0.67 (step @p122 :rule evaluate :args (@t74)) % 0.40/0.67 (step @p123 :rule refl :args (0)) % 0.40/0.67 (step @p124 :rule refl :args (3)) % 0.40/0.67 (step @p125 :rule nary_cong :premises (@p124 @p123 @p122 @p121 @p35) :args (@t75)) % 0.40/0.67 (step @p126 :rule trans :premises (@p125 @p120)) % 0.40/0.67 (step @p127 :rule arith_poly_norm :args ((= (+ @t64 @t76 0 @t37 @t1 0) 0))) % 0.40/0.67 (step @p128 :rule arith_poly_norm :args ((= @t77 0))) % 0.40/0.67 (step @p129 :rule refl :args (@t1)) % 0.40/0.67 (step @p130 :rule refl :args (@t37)) % 0.40/0.67 (step @p131 :rule arith_poly_norm :args ((= @t78 0))) % 0.40/0.67 (step @p132 :rule refl :args (@t76)) % 0.40/0.67 (step @p133 :rule refl :args (@t64)) % 0.40/0.67 (step @p134 :rule nary_cong :premises (@p133 @p132 @p131 @p130 @p129 @p128) :args (@t79)) % 0.40/0.67 (step @p135 :rule trans :premises (@p134 @p127)) % 0.40/0.67 (step @p136 :rule arith_poly_norm :args ((= @t80 @t79))) % 0.40/0.67 (step @p137 :rule trans :premises (@p136 @p135)) % 0.40/0.67 (step @p138 :rule cong :premises (@p137 @p126) :args (@t81)) % 0.40/0.67 (step @p139 :rule trans :premises (@p138 @p119)) % 0.40/0.67 (step @p140 :rule cong :premises (@p139) :args ((not @t81))) % 0.40/0.67 (step @p141 :rule trans :premises (@p140 @p118)) % 0.40/0.67 (step @p142 :rule arith-elim-lt :args (@t80 @t75)) % 0.40/0.67 (step @p143 :rule trans :premises (@p142 @p141)) % 0.40/0.67 (step @p144 :rule arith-elim-lt :args (@t38 1)) % 0.40/0.67 (step @p145 :rule symm :premises (@p144)) % 0.40/0.67 (step @p146 :rule eq_resolve :premises (@p53 @p145)) % 0.40/0.67 (step @p147 :rule arith_mult_neg :args (-1 @t44)) % 0.40/0.67 (step @p148 :rule evaluate :args ((< -1 0))) % 0.40/0.67 (step @p149 :rule true_elim :premises (@p148)) % 0.40/0.67 (step @p150 :rule and_intro :premises (@p149 @p79)) % 0.40/0.67 (step @p151 :rule modus_ponens :premises (@p150 @p147)) % 0.40/0.67 (step @p152 :rule arith_mult_neg :args (-1 @t69)) % 0.40/0.67 (step @p153 :rule and_intro :premises (@p149 @p33)) % 0.40/0.67 (step @p154 :rule modus_ponens :premises (@p153 @p152)) % 0.40/0.67 (step @p155 :rule arith-elim-lt :args (@t65 1)) % 0.40/0.67 (step @p156 :rule symm :premises (@p155)) % 0.40/0.67 (step @p157 :rule eq_resolve :premises (@p95 @p156)) % 0.40/0.67 (step @p158 :rule int_tight_ub :premises (@p157)) % 0.40/0.67 (step @p159 :rule arith-elim-lt :args (@t2 4)) % 0.40/0.67 (step @p160 :rule symm :premises (@p159)) % 0.40/0.67 (step @p161 :rule eq_resolve :premises (@p31 @p160)) % 0.40/0.67 (step @p162 :rule int_tight_ub :premises (@p161)) % 0.40/0.67 (step @p163 :rule arith_sum_ub :premises (@p162 @p158 @p154 @p151 @p146)) % 0.40/0.67 (step @p164 false :rule eq_resolve :premises (@p163 @p143)) % 0.40/0.67 (step-pop @p206 :rule scope :premises (@p164)) % 0.40/0.67 (step @p165 :rule process_scope :premises (@p206) :args (false)) % 0.40/0.67 (step @p167 :rule eq_resolve :premises (@p165 @p116)) % 0.40/0.67 (step @p168 :rule eq_resolve :premises (@p167 @p111)) % 0.40/0.67 (step @p159 :rule arith-elim-lt :args (@t2 4)) % 0.40/0.67 (step @p160 :rule symm :premises (@p159)) % 0.40/0.67 (step @p161 :rule eq_resolve :premises (@p31 @p160)) % 0.40/0.67 (step @p169 :rule int_tight_ub :premises (@p161)) % 0.40/0.67 (step @p170 false :rule contra :premises (@p169 @p168)) % 0.40/0.67 (step-pop @p207 :rule scope :premises (@p170)) % 0.40/0.67 (step-pop @p208 :rule scope :premises (@p207)) % 0.40/0.67 (step-pop @p209 :rule scope :premises (@p208)) % 0.40/0.67 (step-pop @p210 :rule scope :premises (@p209)) % 0.40/0.67 (step-pop @p211 :rule scope :premises (@p210)) % 0.40/0.67 (step @p171 :rule process_scope :premises (@p211) :args (false)) % 0.40/0.67 (assume-push @p212 @t72) % 0.40/0.67 (assume-push @p213 @t69) % 0.40/0.67 (assume-push @p214 @t40) % 0.40/0.67 (assume-push @p215 @t44) % 0.40/0.67 (assume-push @p216 @t67) % 0.40/0.67 (step @p182 :rule and_intro :premises (@p53 @p79 @p33 @p95 @p31)) % 0.40/0.67 (step-pop @p217 :rule scope :premises (@p182)) % 0.40/0.67 (step-pop @p218 :rule scope :premises (@p217)) % 0.40/0.67 (step-pop @p219 :rule scope :premises (@p218)) % 0.40/0.67 (step-pop @p220 :rule scope :premises (@p219)) % 0.40/0.67 (step-pop @p221 :rule scope :premises (@p220)) % 0.40/0.67 (step @p183 :rule process_scope :premises (@p221) :args (@t82)) % 0.40/0.67 (step @p189 :rule implies_elim :premises (@p183)) % 0.40/0.67 (step @p190 :rule resolution :premises (@p189 @p171) :args (true @t82)) % 0.40/0.67 (step @p191 :rule not_and :premises (@p190)) % 0.40/0.67 (step @p192 :rule eq_resolve :premises (@p191 @p101)) % 0.40/0.67 (step @p193 false :rule chain_m_resolution :premises (@p192 @p95 @p79 @p53 @p33 @p31) :args (false (@list true false true false true) (@list @t66 @t44 @t39 @t69 @t71))) % 0.40/0.67 ) % 0.40/0.67 % SZS output end Proof % 0.40/0.67 % cvc5 exiting %------------------------------------------------------------------------------