cvc5---1.3.4.THM-Prf.s

%------------------------------------------------------------------------------
% File     : cvc5---1.3.4
% Problem  : NUM860_1 : TPTP v9.2.1. Released v4.1.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : /export/starexec/sandbox/solver/bin/do_cvc5 /export/starexec/sandbox/benchmark/theBenchmark.p 300 THM

% Computer : n012.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 08:40:52 AM UTC 2026

% Result   : Theorem 142.01s 142.39s
% Output   : Proof 105.79s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.06  % Problem  : NUM860_1 : TPTP v9.2.1. Released v4.1.0.
% 0.00/0.06  % Command  : /export/starexec/sandbox/solver/bin/do_cvc5 /export/starexec/sandbox/benchmark/theBenchmark.p 300 THM
% 0.06/0.25  % Computer : n012.cluster.edu
% 0.06/0.25  % Model    : x86_64 x86_64
% 0.06/0.25  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.06/0.25  % Memory   : 8042.1875MB
% 0.06/0.25  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.06/0.25  % CPULimit : 300
% 0.06/0.25  % WCLimit  : 300
% 0.06/0.25  % DateTime : Tue Jun  2 12:30:18 EDT 2026
% 0.06/0.25  % CPUTime  : 
% 0.06/0.32  %----Proving TF0_ARI
% 142.01/142.39  --- Run --finite-model-find --decision=internal at 45...
% 142.01/142.39  --- Run --decision=internal --simplification=none --no-inst-no-entail --no-cbqi --full-saturate-quant at 60...
% 142.01/142.39  --- Run --no-e-matching --full-saturate-quant at 45...
% 142.01/142.39  --- Run --cegqi-all --purify-triggers --full-saturate-quant at 45...
% 142.01/142.39  % SZS status Theorem
% 142.01/142.39  % SZS output start Proof
% 142.01/142.39  (
% 142.01/142.39  (declare-const tptp.minsol_model_ub (-> Int Int Int Bool))
% 142.01/142.39  (declare-const tptp.minsol_model_max (-> Int Int Int Bool))
% 142.01/142.39  (declare-const tptp.model_ub (-> Int Int Int Bool))
% 142.01/142.39  (declare-const tptp.model_max (-> Int Int Int Bool))
% 142.01/142.39  (declare-const tptp.ub (-> Int Int Int Bool))
% 142.01/142.39  (declare-const tptp.max (-> Int Int Int))
% 142.01/142.39  (declare-const tptp.summation (-> Int Int))
% 142.01/142.39  (define @t1 () (@var "Y" Int))
% 142.01/142.39  (define @t2 () (tptp.summation @t1))
% 142.01/142.39  (define @t3 () (@var "X" Int))
% 142.01/142.39  (define @t4 () (tptp.summation @t3))
% 142.01/142.39  (define @t5 () (<= @t3 @t1))
% 142.01/142.39  (define @t6 () (= @t5 (<= @t4 @t2)))
% 142.01/142.39  (define @t7 () (@list @t3 @t1))
% 142.01/142.39  (define @t8 () (forall @t7 @t6))
% 142.01/142.39  (define @t9 () (not (<= @t1 @t3)))
% 142.01/142.39  (define @t10 () (tptp.max @t3 @t1))
% 142.01/142.39  (define @t11 () (= @t10 @t3))
% 142.01/142.39  (define @t12 () (or @t11 @t9))
% 142.01/142.39  (define @t13 () (forall @t7 @t12))
% 142.01/142.39  (define @t14 () (not @t5))
% 142.01/142.39  (define @t15 () (= @t10 @t1))
% 142.01/142.39  (define @t16 () (or @t15 @t14))
% 142.01/142.39  (define @t17 () (forall @t7 @t16))
% 142.01/142.39  (define @t18 () (@var "Z" Int))
% 142.01/142.39  (define @t19 () (and (<= @t3 @t18) (<= @t1 @t18)))
% 142.01/142.39  (define @t20 () (tptp.ub @t3 @t1 @t18))
% 142.01/142.39  (define @t21 () (= @t20 @t19))
% 142.01/142.39  (define @t22 () (@list @t3 @t1 @t18))
% 142.01/142.39  (define @t23 () (forall @t22 @t21))
% 142.01/142.39  (define @t24 () (@var "N" Int))
% 142.01/142.39  (define @t25 () (tptp.summation @t10))
% 142.01/142.39  (define @t26 () (tptp.model_max @t3 @t1 @t24))
% 142.01/142.39  (define @t27 () (= @t26 (<= @t25 @t24)))
% 142.01/142.39  (define @t28 () (@list @t3 @t1 @t24))
% 142.01/142.39  (define @t29 () (forall @t28 @t27))
% 142.01/142.39  (define @t30 () (tptp.summation @t18))
% 142.01/142.39  (define @t31 () (and @t20 (<= @t30 @t24)))
% 142.01/142.39  (define @t32 () (@list @t18))
% 142.01/142.39  (define @t33 () (exists @t32 @t31))
% 142.01/142.39  (define @t34 () (tptp.model_ub @t3 @t1 @t24))
% 142.01/142.39  (define @t35 () (= @t34 @t33))
% 142.01/142.39  (define @t36 () (forall @t28 @t35))
% 142.01/142.39  (define @t37 () (<= @t24 @t18))
% 142.01/142.39  (define @t38 () (tptp.model_max @t3 @t1 @t18))
% 142.01/142.39  (define @t39 () (=> @t38 @t37))
% 142.01/142.39  (define @t40 () (forall @t32 @t39))
% 142.01/142.39  (define @t41 () (and @t26 @t40))
% 142.01/142.39  (define @t42 () (tptp.minsol_model_max @t3 @t1 @t24))
% 142.01/142.39  (define @t43 () (= @t42 @t41))
% 142.01/142.39  (define @t44 () (forall @t28 @t43))
% 142.01/142.39  (define @t45 () (tptp.model_ub @t3 @t1 @t18))
% 142.01/142.39  (define @t46 () (=> @t45 @t37))
% 142.01/142.39  (define @t47 () (forall @t32 @t46))
% 142.01/142.39  (define @t48 () (and @t34 @t47))
% 142.01/142.39  (define @t49 () (tptp.minsol_model_ub @t3 @t1 @t24))
% 142.01/142.39  (define @t50 () (= @t49 @t48))
% 142.01/142.39  (define @t51 () (forall @t28 @t50))
% 142.01/142.39  (define @t52 () (forall @t22 (= (tptp.minsol_model_ub @t3 @t1 @t18) (tptp.minsol_model_max @t3 @t1 @t18))))
% 142.01/142.39  (define @t53 () (* -1 @t18))
% 142.01/142.39  (define @t54 () (+ @t1 @t53))
% 142.01/142.39  (define @t55 () (+ @t18 1))
% 142.01/142.39  (define @t56 () (>= @t1 @t55))
% 142.01/142.39  (define @t57 () (+ @t3 @t53))
% 142.01/142.39  (define @t58 () (>= @t3 @t55))
% 142.01/142.39  (define @t59 () (* -1 @t30))
% 142.01/142.39  (define @t60 () (@quantifiers_skolemize @t52 2))
% 142.01/142.39  (define @t61 () (+ @t60 @t59))
% 142.01/142.39  (define @t62 () (>= @t61 1))
% 142.01/142.39  (define @t63 () (@quantifiers_skolemize @t52 1))
% 142.01/142.39  (define @t64 () (@quantifiers_skolemize @t52 0))
% 142.01/142.39  (define @t65 () (not (tptp.ub @t64 @t63 @t18)))
% 142.01/142.39  (define @t66 () (forall @t32 (or @t65 (not @t62))))
% 142.01/142.39  (define @t67 () (@quantifiers_skolemize @t66 0))
% 142.01/142.39  (define @t68 () (+ @t24 @t59))
% 142.01/142.39  (define @t69 () (>= @t68 0))
% 142.01/142.39  (define @t70 () (and @t20 @t69))
% 142.01/142.39  (define @t71 () (forall @t32 (not @t70)))
% 142.01/142.39  (define @t72 () (not @t71))
% 142.01/142.39  (define @t73 () (* -1 @t60))
% 142.01/142.39  (define @t74 () (>= (+ @t18 @t73) 0))
% 142.01/142.39  (define @t75 () (forall @t32 (or (not (tptp.model_ub @t64 @t63 @t18)) @t74)))
% 142.01/142.39  (define @t76 () (@quantifiers_skolemize @t75 0))
% 142.01/142.39  (define @t77 () (@list @t64 @t63 @t60))
% 142.01/142.39  (define @t78 () (tptp.max @t64 @t63))
% 142.01/142.39  (define @t79 () (* -1 @t78))
% 142.01/142.39  (define @t80 () (+ @t64 @t79))
% 142.01/142.39  (define @t81 () (* 1 (- @t80 0)))
% 142.01/142.39  (define @t82 () (* 1 (- @t64 @t78)))
% 142.01/142.39  (define @t83 () (>= @t80 0))
% 142.01/142.39  (define @t84 () (>= @t64 @t78))
% 142.01/142.39  (define @t85 () (+ @t78 1))
% 142.01/142.39  (define @t86 () (>= @t80 1))
% 142.01/142.39  (define @t87 () (>= @t64 @t85))
% 142.01/142.39  (define @t88 () (<= @t64 @t78))
% 142.01/142.39  (define @t89 () (not @t84))
% 142.01/142.39  (define @t90 () (not @t88))
% 142.01/142.39  (define @t91 () (not true))
% 142.01/142.39  (define @t92 () (>= 0 0))
% 142.01/142.39  (define @t93 () (+ @t79 @t78))
% 142.01/142.39  (define @t94 () (= @t93 0))
% 142.01/142.39  (define @t95 () (+ (* -1 @t64) @t64))
% 142.01/142.39  (define @t96 () (>= @t95 @t93))
% 142.01/142.39  (define @t97 () (< -1 0))
% 142.01/142.39  (define @t98 () (= @t64 @t78))
% 142.01/142.39  (define @t99 () (<= 0 -1))
% 142.01/142.39  (define @t100 () (+ -1 0))
% 142.01/142.39  (define @t101 () (* -1 1))
% 142.01/142.39  (define @t102 () (+ @t101 0))
% 142.01/142.39  (define @t103 () (+ 0 0))
% 142.01/142.39  (define @t104 () (* 0 @t64))
% 142.01/142.39  (define @t105 () (= @t104 0))
% 142.01/142.39  (define @t106 () (* 0 @t78))
% 142.01/142.39  (define @t107 () (= @t106 0))
% 142.01/142.39  (define @t108 () (+ @t106 @t104))
% 142.01/142.39  (define @t109 () (* -1 @t80))
% 142.01/142.39  (define @t110 () (+ @t109 @t80))
% 142.01/142.39  (define @t111 () (= @t81 @t82))
% 142.01/142.39  (define @t112 () (= @t80 0))
% 142.01/142.39  (define @t113 () (= @t112 @t98))
% 142.01/142.39  (define @t114 () (not @t86))
% 142.01/142.39  (define @t115 () (+ @t3 (* -1 @t1)))
% 142.01/142.39  (define @t116 () (@list @t64 @t63))
% 142.01/142.39  (define @t117 () (* -1 @t63))
% 142.01/142.39  (define @t118 () (+ @t64 @t117))
% 142.01/142.39  (define @t119 () (>= @t118 0))
% 142.01/142.39  (define @t120 () (not @t119))
% 142.01/142.39  (define @t121 () (or @t98 @t120))
% 142.01/142.39  (define @t122 () (>= @t118 1))
% 142.01/142.39  (define @t123 () (< @t118 0))
% 142.01/142.39  (define @t124 () (+ 0 @t101))
% 142.01/142.39  (define @t125 () (* 0 @t63))
% 142.01/142.39  (define @t126 () (= @t125 0))
% 142.01/142.39  (define @t127 () (+ @t125 @t104))
% 142.01/142.39  (define @t128 () (* -1 @t118))
% 142.01/142.39  (define @t129 () (+ @t118 @t128))
% 142.01/142.39  (define @t130 () (>= @t129 @t124))
% 142.01/142.39  (define @t131 () (not @t122))
% 142.01/142.39  (define @t132 () (not @t83))
% 142.01/142.39  (define @t133 () (= @t63 @t78))
% 142.01/142.39  (define @t134 () (not @t133))
% 142.01/142.39  (define @t135 () (* -1 0))
% 142.01/142.39  (define @t136 () (+ @t135 0 -1))
% 142.01/142.39  (define @t137 () (+ @t106 @t117 @t63 @t104))
% 142.01/142.39  (define @t138 () (+ @t63 @t79))
% 142.01/142.39  (define @t139 () (+ @t109 @t138 @t118))
% 142.01/142.39  (define @t140 () (* 1 (- @t63 @t78)))
% 142.01/142.39  (define @t141 () (* 1 (- @t138 0)))
% 142.01/142.39  (define @t142 () (= @t141 @t140))
% 142.01/142.39  (define @t143 () (= @t138 0))
% 142.01/142.39  (define @t144 () (= @t143 @t133))
% 142.01/142.39  (define @t145 () (>= @t115 1))
% 142.01/142.39  (define @t146 () (+ @t1 1))
% 142.01/142.39  (define @t147 () (>= @t3 @t146))
% 142.01/142.39  (define @t148 () (or @t133 @t122))
% 142.01/142.39  (define @t149 () (>= @t138 1))
% 142.01/142.39  (define @t150 () (not @t149))
% 142.01/142.39  (define @t151 () (and @t114 @t150))
% 142.01/142.39  (define @t152 () (not @t114))
% 142.01/142.39  (define @t153 () (+ @t106 @t125))
% 142.01/142.39  (define @t154 () (* -1 @t138))
% 142.01/142.39  (define @t155 () (+ @t154 @t138))
% 142.01/142.39  (define @t156 () (and @t149 @t133))
% 142.01/142.39  (define @t157 () (>= @t138 0))
% 142.01/142.39  (define @t158 () (>= @t63 @t78))
% 142.01/142.39  (define @t159 () (>= @t63 @t85))
% 142.01/142.39  (define @t160 () (<= @t63 @t78))
% 142.01/142.39  (define @t161 () (not @t158))
% 142.01/142.39  (define @t162 () (not @t160))
% 142.01/142.39  (define @t163 () (+ @t117 @t63))
% 142.01/142.39  (define @t164 () (>= @t163 @t93))
% 142.01/142.39  (define @t165 () (not @t157))
% 142.01/142.39  (define @t166 () (< @t80 1))
% 142.01/142.39  (define @t167 () (+ 1 @t101 @t135))
% 142.01/142.39  (define @t168 () (+ @t106 @t63 @t117 @t104))
% 142.01/142.39  (define @t169 () (+ @t80 @t128 @t154))
% 142.01/142.39  (define @t170 () (>= @t169 @t167))
% 142.01/142.39  (define @t171 () (and @t157 @t122 @t114))
% 142.01/142.39  (define @t172 () (@list true))
% 142.01/142.39  (define @t173 () (tptp.ub @t64 @t63 @t78))
% 142.01/142.39  (define @t174 () (= @t173 @t151))
% 142.01/142.39  (define @t175 () (@list false false))
% 142.01/142.39  (define @t176 () (+ @t24 (* -1 @t25)))
% 142.01/142.39  (define @t177 () (>= @t176 0))
% 142.01/142.39  (define @t178 () (+ @t18 (* -1 @t24)))
% 142.01/142.39  (define @t179 () (>= @t178 0))
% 142.01/142.39  (define @t180 () (tptp.minsol_model_max @t64 @t63 @t60))
% 142.01/142.39  (define @t181 () (tptp.minsol_model_ub @t64 @t63 @t60))
% 142.01/142.39  (define @t182 () (= @t181 @t180))
% 142.01/142.39  (define @t183 () (tptp.model_ub @t64 @t63 @t60))
% 142.01/142.39  (define @t184 () (and @t183 @t75))
% 142.01/142.39  (define @t185 () (= @t181 @t184))
% 142.01/142.39  (define @t186 () (not @t185))
% 142.01/142.39  (define @t187 () (not @t181))
% 142.01/142.39  (define @t188 () (forall @t32 (or (not (tptp.model_max @t64 @t63 @t18)) @t74)))
% 142.01/142.39  (define @t189 () (tptp.model_max @t64 @t63 @t60))
% 142.01/142.39  (define @t190 () (and @t189 @t188))
% 142.01/142.39  (define @t191 () (= @t180 @t190))
% 142.01/142.39  (define @t192 () (not @t191))
% 142.01/142.39  (define @t193 () (not @t190))
% 142.01/142.39  (define @t194 () (not @t184))
% 142.01/142.39  (define @t195 () (forall @t32 (or @t65 (not (>= @t61 0)))))
% 142.01/142.39  (define @t196 () (not @t195))
% 142.01/142.39  (define @t197 () (= @t183 @t196))
% 142.01/142.39  (define @t198 () (not @t197))
% 142.01/142.39  (define @t199 () (+ -1 @t60))
% 142.01/142.39  (define @t200 () (tptp.model_ub @t64 @t63 @t199))
% 142.01/142.39  (define @t201 () (not @t200))
% 142.01/142.39  (define @t202 () (+ @t73 @t60 -1))
% 142.01/142.39  (define @t203 () (+ @t199 @t73))
% 142.01/142.39  (define @t204 () (>= @t203 0))
% 142.01/142.39  (define @t205 () (or @t201 @t204))
% 142.01/142.39  (define @t206 () (@list @t199))
% 142.01/142.39  (define @t207 () (@quantifiers_skolemize @t195 0))
% 142.01/142.39  (define @t208 () (tptp.summation @t207))
% 142.01/142.39  (define @t209 () (* -1 @t208))
% 142.01/142.39  (define @t210 () (+ @t60 @t209))
% 142.01/142.39  (define @t211 () (>= @t210 0))
% 142.01/142.39  (define @t212 () (not @t211))
% 142.01/142.39  (define @t213 () (tptp.ub @t64 @t63 @t207))
% 142.01/142.39  (define @t214 () (not @t213))
% 142.01/142.39  (define @t215 () (or @t214 @t212))
% 142.01/142.39  (define @t216 () (not @t215))
% 142.01/142.39  (define @t217 () (not @t196))
% 142.01/142.39  (define @t218 () (+ -1 @t60 @t59))
% 142.01/142.39  (define @t219 () (+ @t60 @t59 -1))
% 142.01/142.39  (define @t220 () (+ @t199 @t59))
% 142.01/142.39  (define @t221 () (>= @t220 0))
% 142.01/142.39  (define @t222 () (not @t221))
% 142.01/142.39  (define @t223 () (or @t65 @t222))
% 142.01/142.39  (define @t224 () (forall @t32 @t223))
% 142.01/142.39  (define @t225 () (not @t224))
% 142.01/142.39  (define @t226 () (= @t200 @t225))
% 142.01/142.39  (define @t227 () (forall @t28 (= @t34 (not (forall @t32 (or (not @t20) (not @t69)))))))
% 142.01/142.39  (define @t228 () (@list @t64 @t63 @t199))
% 142.01/142.39  (define @t229 () (not @t66))
% 142.01/142.39  (define @t230 () (= @t200 @t229))
% 142.01/142.39  (define @t231 () (@list false))
% 142.01/142.39  (define @t232 () (not @t230))
% 142.01/142.39  (define @t233 () (not @t229))
% 142.01/142.39  (define @t234 () (@list @t78))
% 142.01/142.39  (define @t235 () (tptp.summation @t78))
% 142.01/142.39  (define @t236 () (* -1 @t235))
% 142.01/142.39  (define @t237 () (+ @t60 @t236))
% 142.01/142.39  (define @t238 () (>= @t237 1))
% 142.01/142.39  (define @t239 () (not @t238))
% 142.01/142.39  (define @t240 () (not @t173))
% 142.01/142.39  (define @t241 () (or @t240 @t239))
% 142.01/142.39  (define @t242 () (* -1 @t207))
% 142.01/142.39  (define @t243 () (+ @t63 @t242))
% 142.01/142.39  (define @t244 () (>= @t243 1))
% 142.01/142.39  (define @t245 () (not @t244))
% 142.01/142.39  (define @t246 () (+ @t64 @t242))
% 142.01/142.39  (define @t247 () (>= @t246 1))
% 142.01/142.39  (define @t248 () (not @t247))
% 142.01/142.39  (define @t249 () (and @t248 @t245))
% 142.01/142.39  (define @t250 () (= @t213 @t249))
% 142.01/142.39  (define @t251 () (not @t249))
% 142.01/142.39  (define @t252 () (+ @t207 @t79))
% 142.01/142.39  (define @t253 () (>= @t252 0))
% 142.01/142.39  (define @t254 () (not @t253))
% 142.01/142.39  (define @t255 () (not @t254))
% 142.01/142.39  (define @t256 () (+ @t135 1 -1))
% 142.01/142.39  (define @t257 () (= (+ @t242 0 @t207 0) 0))
% 142.01/142.39  (define @t258 () (+ @t242 @t106 @t207 @t125))
% 142.01/142.39  (define @t259 () (+ @t154 @t243 @t252))
% 142.01/142.39  (define @t260 () (>= @t259 @t256))
% 142.01/142.39  (define @t261 () (and @t254 @t245 @t133))
% 142.01/142.39  (define @t262 () (not @t98))
% 142.01/142.39  (define @t263 () (+ 0 1))
% 142.01/142.39  (define @t264 () (>= @t246 @t263))
% 142.01/142.39  (define @t265 () (<= @t246 0))
% 142.01/142.39  (define @t266 () (+ 0 0 0))
% 142.01/142.39  (define @t267 () (+ 0 0 @t135))
% 142.01/142.39  (define @t268 () (+ @t242 @t106 @t207 @t104))
% 142.01/142.39  (define @t269 () (+ @t246 @t252 @t109))
% 142.01/142.39  (define @t270 () (>= @t269 @t267))
% 142.01/142.39  (define @t271 () (and @t98 @t254 @t248))
% 142.01/142.39  (define @t272 () (+ @t4 (* -1 @t2)))
% 142.01/142.39  (define @t273 () (+ @t2 1))
% 142.01/142.39  (define @t274 () (>= @t272 1))
% 142.01/142.39  (define @t275 () (>= @t4 @t273))
% 142.01/142.39  (define @t276 () (+ @t235 @t209))
% 142.01/142.39  (define @t277 () (>= @t276 1))
% 142.01/142.39  (define @t278 () (not @t277))
% 142.01/142.39  (define @t279 () (+ @t242 @t78))
% 142.01/142.39  (define @t280 () (+ @t252 1))
% 142.01/142.39  (define @t281 () (+ @t78 @t242))
% 142.01/142.39  (define @t282 () (>= @t281 1))
% 142.01/142.39  (define @t283 () (not @t282))
% 142.01/142.39  (define @t284 () (= @t283 @t278))
% 142.01/142.39  (define @t285 () (forall @t7 (= (not @t145) (not @t274))))
% 142.01/142.39  (define @t286 () (= @t278 @t253))
% 142.01/142.39  (define @t287 () (@list @t285))
% 142.01/142.39  (define @t288 () (>= @t237 0))
% 142.01/142.39  (define @t289 () (not @t288))
% 142.01/142.39  (define @t290 () (+ 1 0 -1))
% 142.01/142.39  (define @t291 () (+ 1 @t135 -1))
% 142.01/142.39  (define @t292 () (= (+ 0 @t236 @t235 0) 0))
% 142.01/142.39  (define @t293 () (* 0 @t60))
% 142.01/142.39  (define @t294 () (= @t293 0))
% 142.01/142.39  (define @t295 () (* 0 @t208))
% 142.01/142.39  (define @t296 () (+ @t295 @t236 @t235 @t293))
% 142.01/142.39  (define @t297 () (+ @t276 (* -1 @t210) @t237))
% 142.01/142.39  (define @t298 () (>= @t297 @t291))
% 142.01/142.39  (define @t299 () (= @t189 @t288))
% 142.01/142.39  (define @t300 () (not @t299))
% 142.01/142.39  (define @t301 () (@quantifiers_skolemize @t188 0))
% 142.01/142.39  (define @t302 () (* -1 @t301))
% 142.01/142.39  (define @t303 () (+ @t60 @t302))
% 142.01/142.39  (define @t304 () (>= @t303 1))
% 142.01/142.39  (define @t305 () (not @t304))
% 142.01/142.39  (define @t306 () (tptp.model_max @t64 @t63 @t301))
% 142.01/142.39  (define @t307 () (not @t306))
% 142.01/142.39  (define @t308 () (or @t307 @t305))
% 142.01/142.39  (define @t309 () (not @t308))
% 142.01/142.39  (define @t310 () (not @t188))
% 142.01/142.39  (define @t311 () (+ @t73 @t301))
% 142.01/142.39  (define @t312 () (+ @t303 1))
% 142.01/142.39  (define @t313 () (+ @t301 @t73))
% 142.01/142.39  (define @t314 () (>= @t313 0))
% 142.01/142.39  (define @t315 () (or @t307 @t314))
% 142.01/142.39  (define @t316 () (not @t315))
% 142.01/142.39  (define @t317 () (+ @t301 @t236))
% 142.01/142.39  (define @t318 () (>= @t317 0))
% 142.01/142.39  (define @t319 () (= @t306 @t318))
% 142.01/142.39  (define @t320 () (not @t318))
% 142.01/142.39  (define @t321 () (not @t239))
% 142.01/142.39  (define @t322 () (+ 1 @t135 @t101))
% 142.01/142.39  (define @t323 () (* 0 @t235))
% 142.01/142.39  (define @t324 () (+ @t301 @t302 @t323 @t293))
% 142.01/142.39  (define @t325 () (+ @t237 (* -1 @t317) (* -1 @t303)))
% 142.01/142.39  (define @t326 () (>= @t325 @t322))
% 142.01/142.39  (define @t327 () (@list true true))
% 142.01/142.39  (define @t328 () (@list @t190))
% 142.01/142.39  (define @t329 () (or @t240 @t289))
% 142.01/142.39  (define @t330 () (not @t329))
% 142.01/142.39  (define @t331 () (@list true false))
% 142.01/142.39  (define @t332 () (not @t75))
% 142.01/142.39  (define @t333 () (* -1 @t76))
% 142.01/142.39  (define @t334 () (+ @t60 @t333))
% 142.01/142.39  (define @t335 () (>= @t334 1))
% 142.01/142.39  (define @t336 () (not @t335))
% 142.01/142.39  (define @t337 () (tptp.model_ub @t64 @t63 @t76))
% 142.01/142.39  (define @t338 () (not @t337))
% 142.01/142.39  (define @t339 () (or @t338 @t336))
% 142.01/142.39  (define @t340 () (not @t339))
% 142.01/142.39  (define @t341 () (+ @t73 @t76))
% 142.01/142.39  (define @t342 () (+ @t334 1))
% 142.01/142.39  (define @t343 () (+ @t76 @t73))
% 142.01/142.39  (define @t344 () (>= @t343 0))
% 142.01/142.39  (define @t345 () (or @t338 @t344))
% 142.01/142.39  (define @t346 () (not @t345))
% 142.01/142.39  (define @t347 () (@list @t339))
% 142.01/142.39  (define @t348 () (forall @t32 (or @t65 (not (>= (+ @t76 @t59) 0)))))
% 142.01/142.39  (define @t349 () (not @t348))
% 142.01/142.39  (define @t350 () (= @t337 @t349))
% 142.01/142.39  (define @t351 () (@quantifiers_skolemize @t348 0))
% 142.01/142.39  (define @t352 () (tptp.summation @t351))
% 142.01/142.39  (define @t353 () (* -1 @t352))
% 142.01/142.39  (define @t354 () (+ @t76 @t353))
% 142.01/142.39  (define @t355 () (>= @t354 0))
% 142.01/142.39  (define @t356 () (not @t355))
% 142.01/142.39  (define @t357 () (tptp.ub @t64 @t63 @t351))
% 142.01/142.39  (define @t358 () (not @t357))
% 142.01/142.39  (define @t359 () (or @t358 @t356))
% 142.01/142.39  (define @t360 () (not @t359))
% 142.01/142.39  (define @t361 () (@list @t359))
% 142.01/142.39  (define @t362 () (+ @t60 @t353))
% 142.01/142.39  (define @t363 () (>= @t362 1))
% 142.01/142.39  (define @t364 () (not @t363))
% 142.01/142.39  (define @t365 () (* 0 @t352))
% 142.01/142.39  (define @t366 () (+ @t365 @t76 @t333 @t293))
% 142.01/142.39  (define @t367 () (+ @t362 (* -1 @t354) (* -1 @t334)))
% 142.01/142.39  (define @t368 () (>= @t367 @t322))
% 142.01/142.39  (define @t369 () (or @t358 @t364))
% 142.01/142.39  (define @t370 () (not @t369))
% 142.01/142.39  (define @t371 () (tptp.summation @t67))
% 142.01/142.39  (define @t372 () (* -1 @t371))
% 142.01/142.39  (define @t373 () (+ @t60 @t372))
% 142.01/142.39  (define @t374 () (>= @t373 1))
% 142.01/142.39  (define @t375 () (not @t374))
% 142.01/142.39  (define @t376 () (tptp.ub @t64 @t63 @t67))
% 142.01/142.39  (define @t377 () (not @t376))
% 142.01/142.39  (define @t378 () (or @t377 @t375))
% 142.01/142.39  (define @t379 () (not @t378))
% 142.01/142.39  (define @t380 () (@list @t378))
% 142.01/142.39  (define @t381 () (* -1 @t67))
% 142.01/142.39  (define @t382 () (+ @t63 @t381))
% 142.01/142.39  (define @t383 () (>= @t382 1))
% 142.01/142.39  (define @t384 () (not @t383))
% 142.01/142.39  (define @t385 () (+ @t64 @t381))
% 142.01/142.39  (define @t386 () (>= @t385 1))
% 142.01/142.39  (define @t387 () (not @t386))
% 142.01/142.39  (define @t388 () (and @t387 @t384))
% 142.01/142.39  (define @t389 () (= @t376 @t388))
% 142.01/142.39  (define @t390 () (not @t388))
% 142.01/142.39  (define @t391 () (@list @t388))
% 142.01/142.39  (define @t392 () (+ @t235 @t372))
% 142.01/142.39  (define @t393 () (>= @t392 1))
% 142.01/142.39  (define @t394 () (not @t393))
% 142.01/142.39  (define @t395 () (+ @t67 @t79))
% 142.01/142.39  (define @t396 () (>= @t395 0))
% 142.01/142.39  (define @t397 () (+ @t381 @t78))
% 142.01/142.39  (define @t398 () (+ @t395 1))
% 142.01/142.39  (define @t399 () (+ @t78 @t381))
% 142.01/142.39  (define @t400 () (>= @t399 1))
% 142.01/142.39  (define @t401 () (not @t400))
% 142.01/142.39  (define @t402 () (= @t401 @t394))
% 142.01/142.39  (define @t403 () (= @t396 @t394))
% 142.01/142.39  (define @t404 () (tptp.model_max @t64 @t63 @t199))
% 142.01/142.39  (define @t405 () (+ -1 @t60 @t236))
% 142.01/142.39  (define @t406 () (+ @t236 @t60 -1))
% 142.01/142.39  (define @t407 () (+ @t199 @t236))
% 142.01/142.39  (define @t408 () (>= @t407 0))
% 142.01/142.39  (define @t409 () (= @t404 @t408))
% 142.01/142.39  (define @t410 () (forall @t28 (= @t26 @t177)))
% 142.01/142.39  (define @t411 () (= @t238 @t404))
% 142.01/142.39  (define @t412 () (not @t404))
% 142.01/142.39  (define @t413 () (or @t412 @t204))
% 142.01/142.39  (define @t414 () (+ @t101 0 1))
% 142.01/142.39  (define @t415 () (* 0 @t371))
% 142.01/142.39  (define @t416 () (+ @t415 @t236 @t235 @t293))
% 142.01/142.39  (define @t417 () (+ (* -1 @t373) @t237 @t392))
% 142.01/142.39  (define @t418 () (>= @t417 @t414))
% 142.01/142.39  (define @t419 () (and @t394 @t239 @t374))
% 142.01/142.39  (define @t420 () (not @t396))
% 142.01/142.39  (define @t421 () (not @t420))
% 142.01/142.39  (define @t422 () (+ 0 @t135 0))
% 142.01/142.39  (define @t423 () (= (+ @t381 @t67 0 0) 0))
% 142.01/142.39  (define @t424 () (+ @t381 @t67 @t106 @t125))
% 142.01/142.39  (define @t425 () (+ @t395 @t154 @t382))
% 142.01/142.39  (define @t426 () (>= @t425 @t422))
% 142.01/142.39  (define @t427 () (>= @t385 @t263))
% 142.01/142.39  (define @t428 () (<= @t385 0))
% 142.01/142.39  (define @t429 () (+ @t381 @t67 @t106 @t104))
% 142.01/142.39  (define @t430 () (+ @t385 @t395 @t109))
% 142.01/142.39  (define @t431 () (>= @t430 @t267))
% 142.01/142.39  (define @t432 () (and @t98 @t420 @t387))
% 142.01/142.39  (assume @p1 @t8)
% 142.01/142.39  (assume @p2 @t13)
% 142.01/142.39  (assume @p3 @t17)
% 142.01/142.39  (assume @p4 @t23)
% 142.01/142.39  (assume @p5 @t29)
% 142.01/142.39  (assume @p6 @t36)
% 142.01/142.39  (assume @p7 @t44)
% 142.01/142.39  (assume @p8 @t51)
% 142.01/142.39  (assume @p9 (not @t52))
% 142.01/142.39  (assume @p10 true)
% 142.01/142.39  (step @p11 :rule arith_poly_norm :args ((= (* -1 (- @t1 @t55)) (* -1 (- @t54 1)))))
% 142.01/142.39  (step @p12 :rule arith_poly_norm_rel :premises (@p11) :args ((= @t56 (>= @t54 1))))
% 142.01/142.39  (step @p13 :rule cong :premises (@p12) :args ((not @t56)))
% 142.01/142.39  (step @p14 :rule arith-leq-norm :args (@t1 @t18))
% 142.01/142.39  (step @p15 :rule trans :premises (@p14 @p13))
% 142.01/142.39  (step @p16 :rule arith_poly_norm :args ((= (* -1 (- @t3 @t55)) (* -1 (- @t57 1)))))
% 142.01/142.39  (step @p17 :rule arith_poly_norm_rel :premises (@p16) :args ((= @t58 (>= @t57 1))))
% 142.01/142.39  (step @p18 :rule cong :premises (@p17) :args ((not @t58)))
% 142.01/142.39  (step @p19 :rule arith-leq-norm :args (@t3 @t18))
% 142.01/142.39  (step @p20 :rule trans :premises (@p19 @p18))
% 142.01/142.39  (step @p21 :rule nary_cong :premises (@p20 @p15) :args (@t19))
% 142.01/142.39  (step @p22 :rule refl :args (@t20))
% 142.01/142.39  (step @p23 :rule cong :premises (@p22 @p21) :args (@t21))
% 142.01/142.39  (step @p24 :rule cong :premises (@p23) :args (@t23))
% 142.01/142.39  (step @p25 :rule eq_resolve :premises (@p4 @p24))
% 142.01/142.39  (step @p26 :rule instantiate :premises (@p25) :args ((@list @t64 @t63 @t67)))
% 142.01/142.39  (step @p27 :rule bool-and-de-morgan :args (@t20 @t69 true))
% 142.01/142.39  (step @p28 :rule cong :premises (@p27) :args (@t71))
% 142.01/142.39  (step @p29 :rule cong :premises (@p28) :args (@t72))
% 142.01/142.39  (step @p30 :rule exists-elim :args ((= (exists @t32 @t70) @t72)))
% 142.01/142.39  (step @p31 :rule trans :premises (@p30 @p29))
% 142.01/142.39  (step @p32 :rule arith_poly_norm :args ((= (* 1 (- @t24 @t30)) (* 1 (- @t68 0)))))
% 142.01/142.39  (step @p33 :rule arith_poly_norm_rel :premises (@p32) :args ((= (>= @t24 @t30) @t69)))
% 142.01/142.39  (step @p34 :rule arith-elim-leq :args (@t30 @t24))
% 142.01/142.39  (step @p35 :rule trans :premises (@p34 @p33))
% 142.01/142.39  (step @p36 :rule nary_cong :premises (@p22 @p35) :args (@t31))
% 142.01/142.39  (step @p37 :rule cong :premises (@p36) :args (@t33))
% 142.01/142.39  (step @p38 :rule trans :premises (@p37 @p31))
% 142.01/142.39  (step @p39 :rule refl :args (@t34))
% 142.01/142.39  (step @p40 :rule cong :premises (@p39 @p38) :args (@t35))
% 142.01/142.39  (step @p41 :rule cong :premises (@p40) :args (@t36))
% 142.01/142.39  (step @p42 :rule eq_resolve :premises (@p6 @p41))
% 142.01/142.39  (step @p43 :rule instantiate :premises (@p42) :args ((@list @t64 @t63 @t76)))
% 142.01/142.39  (step @p44 :rule instantiate :premises (@p42) :args (@t77))
% 142.01/142.39  (step @p45 :rule instantiate :premises (@p25) :args ((@list @t64 @t63 @t78)))
% 142.01/142.39  (step @p46 :rule arith_poly_norm :args ((= @t82 @t81)))
% 142.01/142.39  (step @p47 :rule arith_poly_norm_rel :premises (@p46) :args ((= @t84 @t83)))
% 142.01/142.39  (step @p48 :rule arith_poly_norm :args ((= (* -1 (- @t64 @t85)) (* -1 (- @t80 1)))))
% 142.01/142.39  (step @p49 :rule arith_poly_norm_rel :premises (@p48) :args ((= @t87 @t86)))
% 142.01/142.39  (step @p50 :rule cong :premises (@p49) :args ((not @t87)))
% 142.01/142.39  (step @p51 :rule arith-leq-norm :args (@t64 @t78))
% 142.01/142.39  (step @p52 :rule trans :premises (@p51 @p50))
% 142.01/142.39  (step @p53 :rule nary_cong :premises (@p52 @p47) :args ((or @t88 @t84)))
% 142.01/142.39  (step @p54 :rule symm :premises (@p53))
% 142.01/142.39  (step @p55 :rule bool-double-not-elim :args (@t84))
% 142.01/142.39  (step @p56 :rule trans :premises (@p55 @p47))
% 142.01/142.39  (step @p57 :rule bool-double-not-elim :args (@t88))
% 142.01/142.39  (step @p58 :rule trans :premises (@p57 @p52))
% 142.01/142.39  (step @p59 :rule nary_cong :premises (@p58 @p56) :args ((or (not @t90) (not @t89))))
% 142.01/142.39  (step @p60 :rule trans :premises (@p59 @p54))
% 142.01/142.39  (assume-push @p1217 @t90)
% 142.01/142.39  (assume-push @p1218 @t89)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p65 :rule arith_poly_norm :args (@t94))
% 142.01/142.39  (step @p66 :rule arith_poly_norm :args ((= @t95 0)))
% 142.01/142.39  (step @p67 :rule cong :premises (@p66 @p65) :args (@t96))
% 142.01/142.39  (step @p68 :rule trans :premises (@p67 @p64))
% 142.01/142.39  (step @p69 :rule cong :premises (@p68) :args ((not @t96)))
% 142.01/142.39  (step @p70 :rule trans :premises (@p69 @p63))
% 142.01/142.39  (step @p71 :rule arith-elim-lt :args (@t95 @t93))
% 142.01/142.39  (step @p72 :rule trans :premises (@p71 @p70))
% 142.01/142.39  (step @p73 :rule cong :premises (@p47) :args (@t89))
% 142.01/142.39  (step @p74 :rule arith-elim-lt :args (@t64 @t78))
% 142.01/142.39  (step @p75 :rule trans :premises (@p74 @p73))
% 142.01/142.39  (step @p76 :rule symm :premises (@p75))
% 142.01/142.39  (step @p77 :rule trans :premises (@p73 @p76))
% 142.01/142.39  (step @p78 :rule eq_resolve :premises (@p1218 @p77))
% 142.01/142.39  (step @p79 :rule arith_mult_neg :args (-1 (> @t64 @t78)))
% 142.01/142.39  (step @p80 :rule bool-double-not-elim :args (@t86))
% 142.01/142.39  (step @p81 :rule cong :premises (@p52) :args (@t90))
% 142.01/142.39  (step @p82 :rule trans :premises (@p81 @p80))
% 142.01/142.39  (step @p83 :rule arith-elim-leq :args (@t64 @t78))
% 142.01/142.39  (step @p84 :rule symm :premises (@p83))
% 142.01/142.39  (step @p85 :rule cong :premises (@p84) :args ((not (>= @t78 @t64))))
% 142.01/142.39  (step @p86 :rule arith-elim-gt :args (@t64 @t78))
% 142.01/142.39  (step @p87 :rule trans :premises (@p86 @p85))
% 142.01/142.39  (step @p88 :rule trans :premises (@p87 @p82))
% 142.01/142.39  (step @p89 :rule symm :premises (@p88))
% 142.01/142.39  (step @p90 :rule trans :premises (@p82 @p89))
% 142.01/142.39  (step @p91 :rule eq_resolve :premises (@p1217 @p90))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p94 :rule and_intro :premises (@p93 @p91))
% 142.01/142.39  (step @p95 :rule modus_ponens :premises (@p94 @p79))
% 142.01/142.39  (step @p96 :rule arith_sum_ub :premises (@p95 @p78))
% 142.01/142.39  (step @p97 false :rule eq_resolve :premises (@p96 @p72))
% 142.01/142.39  (step-pop @p1219 :rule scope :premises (@p97))
% 142.01/142.39  (step-pop @p1220 :rule scope :premises (@p1219))
% 142.01/142.39  (step @p98 :rule process_scope :premises (@p1220) :args (false))
% 142.01/142.39  (step @p101 :rule not_and :premises (@p98))
% 142.01/142.39  (step @p102 :rule eq_resolve :premises (@p101 @p60))
% 142.01/142.39  (step @p103 :rule eq_resolve :premises (@p102 @p53))
% 142.01/142.39  (assume-push @p1221 @t98)
% 142.01/142.39  (assume-push @p1222 @t98)
% 142.01/142.39  (step @p106 :rule arith-elim-lt :args (@t80 1))
% 142.01/142.39  (step @p107 :rule symm :premises (@p106))
% 142.01/142.39  (assume-push @p1223 @t86)
% 142.01/142.39  (step @p109 :rule evaluate :args (@t99))
% 142.01/142.39  (step @p110 :rule evaluate :args (@t100))
% 142.01/142.39  (step @p111 :rule refl :args (0))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p113 :rule nary_cong :premises (@p112 @p111) :args (@t102))
% 142.01/142.39  (step @p114 :rule trans :premises (@p113 @p110))
% 142.01/142.39  (step @p115 :rule evaluate :args (@t103))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p118 :rule nary_cong :premises (@p117 @p116) :args (@t108))
% 142.01/142.39  (step @p119 :rule trans :premises (@p118 @p115))
% 142.01/142.39  (step @p120 :rule arith_poly_norm :args ((= @t110 @t108)))
% 142.01/142.39  (step @p121 :rule trans :premises (@p120 @p119))
% 142.01/142.39  (step @p122 :rule cong :premises (@p121 @p114) :args ((<= @t110 @t102)))
% 142.01/142.39  (step @p123 :rule trans :premises (@p122 @p109))
% 142.01/142.39  (step @p124 :rule arith_poly_norm :args (@t111))
% 142.01/142.39  (step @p125 :rule arith_poly_norm_rel :premises (@p124) :args (@t113))
% 142.01/142.39  (step @p126 :rule symm :premises (@p125))
% 142.01/142.39  (step @p127 :rule eq_resolve :premises (@p1221 @p126))
% 142.01/142.39  (step @p128 :rule arith_mult_neg :args (-1 @t86))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p129 :rule and_intro :premises (@p93 @p1223))
% 142.01/142.39  (step @p130 :rule modus_ponens :premises (@p129 @p128))
% 142.01/142.39  (step @p131 :rule arith_sum_ub :premises (@p130 @p127))
% 142.01/142.39  (step @p132 false :rule eq_resolve :premises (@p131 @p123))
% 142.01/142.39  (step-pop @p1224 :rule scope :premises (@p132))
% 142.01/142.39  (step @p133 :rule process_scope :premises (@p1224) :args (false))
% 142.01/142.39  (step @p135 :rule eq_resolve :premises (@p133 @p107))
% 142.01/142.39  (step @p136 :rule eq_resolve :premises (@p135 @p106))
% 142.01/142.39  (step-pop @p1225 :rule scope :premises (@p136))
% 142.01/142.39  (step @p137 :rule process_scope :premises (@p1225) :args (@t114))
% 142.01/142.39  (step @p139 :rule modus_ponens :premises (@p1221 @p137))
% 142.01/142.39  (step-pop @p1226 :rule scope :premises (@p139))
% 142.01/142.39  (step @p140 :rule process_scope :premises (@p1226) :args (@t114))
% 142.01/142.39  (step @p142 :rule implies_elim :premises (@p140))
% 142.01/142.39  (step @p143 :rule arith_poly_norm :args ((= (* 1 (- @t3 @t1)) (* 1 (- @t115 0)))))
% 142.01/142.39  (step @p144 :rule arith_poly_norm_rel :premises (@p143) :args ((= (>= @t3 @t1) (>= @t115 0))))
% 142.01/142.39  (step @p145 :rule arith-elim-leq :args (@t1 @t3))
% 142.01/142.39  (step @p146 :rule trans :premises (@p145 @p144))
% 142.01/142.39  (step @p147 :rule cong :premises (@p146) :args (@t9))
% 142.01/142.39  (step @p148 :rule arith_poly_norm :args ((= (* 1 (- @t10 @t3)) (* -1 (- @t3 @t10)))))
% 142.01/142.39  (step @p149 :rule arith_poly_norm_rel :premises (@p148) :args ((= @t11 (= @t3 @t10))))
% 142.01/142.39  (step @p150 :rule nary_cong :premises (@p149 @p147) :args (@t12))
% 142.01/142.39  (step @p151 :rule cong :premises (@p150) :args (@t13))
% 142.01/142.39  (step @p152 :rule eq_resolve :premises (@p2 @p151))
% 142.01/142.39  (step @p153 :rule instantiate :premises (@p152) :args (@t116))
% 142.01/142.39  (step @p154 :rule cnf_or_pos :args (@t121))
% 142.01/142.39  (step @p155 :rule reordering :premises (@p154) :args ((or @t98 @t120 (not @t121))))
% 142.01/142.39  (assume-push @p1227 @t122)
% 142.01/142.39  (assume-push @p1228 @t122)
% 142.01/142.39  (step @p158 :rule bool-double-not-elim :args (@t119))
% 142.01/142.39  (step @p159 :rule arith-elim-lt :args (@t118 0))
% 142.01/142.39  (step @p160 :rule cong :premises (@p159) :args ((not @t123)))
% 142.01/142.39  (step @p161 :rule trans :premises (@p160 @p158))
% 142.01/142.39  (assume-push @p1229 @t123)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p163 :rule evaluate :args ((>= 0 -1)))
% 142.01/142.39  (step @p164 :rule evaluate :args ((+ 0 -1)))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p111 :rule refl :args (0))
% 142.01/142.39  (step @p165 :rule nary_cong :premises (@p111 @p112) :args (@t124))
% 142.01/142.39  (step @p166 :rule trans :premises (@p165 @p164))
% 142.01/142.39  (step @p115 :rule evaluate :args (@t103))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p167 :rule arith_poly_norm :args (@t126))
% 142.01/142.39  (step @p168 :rule nary_cong :premises (@p167 @p116) :args (@t127))
% 142.01/142.39  (step @p169 :rule trans :premises (@p168 @p115))
% 142.01/142.39  (step @p170 :rule arith_poly_norm :args ((= @t129 @t127)))
% 142.01/142.39  (step @p171 :rule trans :premises (@p170 @p169))
% 142.01/142.39  (step @p172 :rule cong :premises (@p171 @p166) :args (@t130))
% 142.01/142.39  (step @p173 :rule trans :premises (@p172 @p163))
% 142.01/142.39  (step @p174 :rule cong :premises (@p173) :args ((not @t130)))
% 142.01/142.39  (step @p175 :rule trans :premises (@p174 @p63))
% 142.01/142.39  (step @p176 :rule arith-elim-lt :args (@t129 @t124))
% 142.01/142.39  (step @p177 :rule trans :premises (@p176 @p175))
% 142.01/142.39  (step @p178 :rule arith_mult_neg :args (-1 @t122))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p179 :rule and_intro :premises (@p93 @p1227))
% 142.01/142.39  (step @p180 :rule modus_ponens :premises (@p179 @p178))
% 142.01/142.39  (step @p181 :rule arith_sum_ub :premises (@p1229 @p180))
% 142.01/142.39  (step @p182 false :rule eq_resolve :premises (@p181 @p177))
% 142.01/142.39  (step-pop @p1230 :rule scope :premises (@p182))
% 142.01/142.39  (step @p183 :rule process_scope :premises (@p1230) :args (false))
% 142.01/142.39  (step @p185 :rule eq_resolve :premises (@p183 @p161))
% 142.01/142.39  (step-pop @p1231 :rule scope :premises (@p185))
% 142.01/142.39  (step @p186 :rule process_scope :premises (@p1231) :args (@t119))
% 142.01/142.39  (step @p188 :rule modus_ponens :premises (@p1227 @p186))
% 142.01/142.39  (step-pop @p1232 :rule scope :premises (@p188))
% 142.01/142.39  (step @p189 :rule process_scope :premises (@p1232) :args (@t119))
% 142.01/142.39  (step @p191 :rule implies_elim :premises (@p189))
% 142.01/142.39  (step @p192 :rule reordering :premises (@p191) :args ((or @t119 @t131)))
% 142.01/142.39  (step @p193 :rule refl :args (@t132))
% 142.01/142.39  (step @p158 :rule bool-double-not-elim :args (@t119))
% 142.01/142.39  (step @p194 :rule refl :args (@t134))
% 142.01/142.39  (step @p195 :rule nary_cong :premises (@p194 @p158 @p193) :args ((or @t134 (not @t120) @t132)))
% 142.01/142.39  (assume-push @p1233 @t133)
% 142.01/142.39  (assume-push @p1234 @t120)
% 142.01/142.39  (assume-push @p1235 @t83)
% 142.01/142.39  (step @p109 :rule evaluate :args (@t99))
% 142.01/142.39  (step @p199 :rule evaluate :args ((+ 0 0 -1)))
% 142.01/142.39  (step @p200 :rule refl :args (-1))
% 142.01/142.39  (step @p111 :rule refl :args (0))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p202 :rule nary_cong :premises (@p201 @p111 @p200) :args (@t136))
% 142.01/142.39  (step @p203 :rule trans :premises (@p202 @p199))
% 142.01/142.39  (step @p204 :rule arith_poly_norm :args ((= (+ 0 @t117 @t63 0) 0)))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p205 :rule refl :args (@t63))
% 142.01/142.39  (step @p206 :rule refl :args (@t117))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p207 :rule nary_cong :premises (@p117 @p206 @p205 @p116) :args (@t137))
% 142.01/142.39  (step @p208 :rule trans :premises (@p207 @p204))
% 142.01/142.39  (step @p209 :rule arith_poly_norm :args ((= @t139 @t137)))
% 142.01/142.39  (step @p210 :rule trans :premises (@p209 @p208))
% 142.01/142.39  (step @p211 :rule cong :premises (@p210 @p203) :args ((<= @t139 @t136)))
% 142.01/142.39  (step @p212 :rule trans :premises (@p211 @p109))
% 142.01/142.39  (step @p159 :rule arith-elim-lt :args (@t118 0))
% 142.01/142.39  (step @p213 :rule symm :premises (@p159))
% 142.01/142.39  (step @p214 :rule eq_resolve :premises (@p1234 @p213))
% 142.01/142.39  (step @p215 :rule int_tight_ub :premises (@p214))
% 142.01/142.39  (step @p216 :rule arith_poly_norm :args (@t142))
% 142.01/142.39  (step @p217 :rule arith_poly_norm_rel :premises (@p216) :args (@t144))
% 142.01/142.39  (step @p218 :rule symm :premises (@p217))
% 142.01/142.39  (step @p219 :rule eq_resolve :premises (@p1233 @p218))
% 142.01/142.39  (step @p220 :rule arith_mult_neg :args (-1 @t83))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p221 :rule and_intro :premises (@p93 @p1235))
% 142.01/142.39  (step @p222 :rule modus_ponens :premises (@p221 @p220))
% 142.01/142.39  (step @p223 :rule arith_sum_ub :premises (@p222 @p219 @p215))
% 142.01/142.39  (step @p224 false :rule eq_resolve :premises (@p223 @p212))
% 142.01/142.39  (step-pop @p1236 :rule scope :premises (@p224))
% 142.01/142.39  (step-pop @p1237 :rule scope :premises (@p1236))
% 142.01/142.39  (step-pop @p1238 :rule scope :premises (@p1237))
% 142.01/142.39  (step @p225 :rule process_scope :premises (@p1238) :args (false))
% 142.01/142.39  (step @p229 :rule not_and :premises (@p225))
% 142.01/142.39  (step @p230 :rule eq_resolve :premises (@p229 @p195))
% 142.01/142.39  (step @p231 :rule reordering :premises (@p230) :args ((or @t119 @t134 @t132)))
% 142.01/142.39  (step @p232 :rule bool-double-not-elim :args (@t145))
% 142.01/142.39  (step @p233 :rule arith_poly_norm :args ((= (* -1 (- @t3 @t146)) (* -1 (- @t115 1)))))
% 142.01/142.39  (step @p234 :rule arith_poly_norm_rel :premises (@p233) :args ((= @t147 @t145)))
% 142.01/142.39  (step @p235 :rule cong :premises (@p234) :args ((not @t147)))
% 142.01/142.39  (step @p236 :rule arith-leq-norm :args (@t3 @t1))
% 142.01/142.39  (step @p237 :rule trans :premises (@p236 @p235))
% 142.01/142.39  (step @p238 :rule cong :premises (@p237) :args (@t14))
% 142.01/142.39  (step @p239 :rule trans :premises (@p238 @p232))
% 142.01/142.39  (step @p240 :rule arith_poly_norm :args ((= (* 1 (- @t10 @t1)) (* -1 (- @t1 @t10)))))
% 142.01/142.39  (step @p241 :rule arith_poly_norm_rel :premises (@p240) :args ((= @t15 (= @t1 @t10))))
% 142.01/142.39  (step @p242 :rule nary_cong :premises (@p241 @p239) :args (@t16))
% 142.01/142.39  (step @p243 :rule cong :premises (@p242) :args (@t17))
% 142.01/142.39  (step @p244 :rule eq_resolve :premises (@p3 @p243))
% 142.01/142.39  (step @p245 :rule instantiate :premises (@p244) :args (@t116))
% 142.01/142.39  (step @p246 :rule cnf_or_pos :args (@t148))
% 142.01/142.39  (step @p247 :rule reordering :premises (@p246) :args ((or @t133 @t122 (not @t148))))
% 142.01/142.39  (step @p248 :rule chain_m_resolution :premises (@p247 @p245 @p231 @p192 @p155 @p153 @p142 @p103) :args (@t114 (@list false true true true false true false) (@list @t148 @t133 @t122 @t119 @t121 @t98 @t83)))
% 142.01/142.39  (step @p249 :rule bool-double-not-elim :args (@t149))
% 142.01/142.39  (step @p80 :rule bool-double-not-elim :args (@t86))
% 142.01/142.39  (step @p250 :rule refl :args (@t151))
% 142.01/142.39  (step @p251 :rule nary_cong :premises (@p250 @p80 @p249) :args ((or @t151 @t152 (not @t150))))
% 142.01/142.39  (step @p252 :rule cnf_and_neg :args (@t151))
% 142.01/142.39  (step @p253 :rule eq_resolve :premises (@p252 @p251))
% 142.01/142.39  (step @p254 :rule reordering :premises (@p253) :args ((or @t86 @t149 @t151)))
% 142.01/142.39  (assume-push @p1239 @t149)
% 142.01/142.39  (assume-push @p1240 @t133)
% 142.01/142.39  (step @p257 :rule arith-elim-lt :args (@t138 1))
% 142.01/142.39  (step @p258 :rule cong :premises (@p257) :args ((not (< @t138 1))))
% 142.01/142.39  (step @p259 :rule trans :premises (@p258 @p249))
% 142.01/142.39  (step @p260 :rule symm :premises (@p259))
% 142.01/142.39  (step @p261 :rule eq_resolve :premises (@p1239 @p260))
% 142.01/142.39  (step @p262 :rule symm :premises (@p257))
% 142.01/142.39  (assume-push @p1241 @t149)
% 142.01/142.39  (step @p109 :rule evaluate :args (@t99))
% 142.01/142.39  (step @p110 :rule evaluate :args (@t100))
% 142.01/142.39  (step @p111 :rule refl :args (0))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p113 :rule nary_cong :premises (@p112 @p111) :args (@t102))
% 142.01/142.39  (step @p114 :rule trans :premises (@p113 @p110))
% 142.01/142.39  (step @p115 :rule evaluate :args (@t103))
% 142.01/142.39  (step @p167 :rule arith_poly_norm :args (@t126))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p264 :rule nary_cong :premises (@p117 @p167) :args (@t153))
% 142.01/142.39  (step @p265 :rule trans :premises (@p264 @p115))
% 142.01/142.39  (step @p266 :rule arith_poly_norm :args ((= @t155 @t153)))
% 142.01/142.39  (step @p267 :rule trans :premises (@p266 @p265))
% 142.01/142.39  (step @p268 :rule cong :premises (@p267 @p114) :args ((<= @t155 @t102)))
% 142.01/142.39  (step @p269 :rule trans :premises (@p268 @p109))
% 142.01/142.39  (step @p216 :rule arith_poly_norm :args (@t142))
% 142.01/142.39  (step @p217 :rule arith_poly_norm_rel :premises (@p216) :args (@t144))
% 142.01/142.39  (step @p218 :rule symm :premises (@p217))
% 142.01/142.39  (step @p270 :rule eq_resolve :premises (@p1240 @p218))
% 142.01/142.39  (step @p271 :rule arith_mult_neg :args (-1 @t149))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p272 :rule and_intro :premises (@p93 @p1239))
% 142.01/142.39  (step @p273 :rule modus_ponens :premises (@p272 @p271))
% 142.01/142.39  (step @p274 :rule arith_sum_ub :premises (@p273 @p270))
% 142.01/142.39  (step @p275 false :rule eq_resolve :premises (@p274 @p269))
% 142.01/142.39  (step-pop @p1242 :rule scope :premises (@p275))
% 142.01/142.39  (step @p276 :rule process_scope :premises (@p1242) :args (false))
% 142.01/142.39  (step @p278 :rule eq_resolve :premises (@p276 @p262))
% 142.01/142.39  (step @p279 false :rule contra :premises (@p278 @p261))
% 142.01/142.39  (step-pop @p1243 :rule scope :premises (@p279))
% 142.01/142.39  (step-pop @p1244 :rule scope :premises (@p1243))
% 142.01/142.39  (step @p280 :rule process_scope :premises (@p1244) :args (false))
% 142.01/142.39  (assume-push @p1245 @t133)
% 142.01/142.39  (assume-push @p1246 @t149)
% 142.01/142.39  (step @p285 :rule and_intro :premises (@p1246 @p1245))
% 142.01/142.39  (step-pop @p1247 :rule scope :premises (@p285))
% 142.01/142.39  (step-pop @p1248 :rule scope :premises (@p1247))
% 142.01/142.39  (step @p286 :rule process_scope :premises (@p1248) :args (@t156))
% 142.01/142.39  (step @p289 :rule implies_elim :premises (@p286))
% 142.01/142.39  (step @p290 :rule resolution :premises (@p289 @p280) :args (true @t156))
% 142.01/142.39  (step @p291 :rule not_and :premises (@p290))
% 142.01/142.39  (step @p292 :rule arith_poly_norm :args ((= @t140 @t141)))
% 142.01/142.39  (step @p293 :rule arith_poly_norm_rel :premises (@p292) :args ((= @t158 @t157)))
% 142.01/142.39  (step @p294 :rule arith_poly_norm :args ((= (* -1 (- @t63 @t85)) (* -1 (- @t138 1)))))
% 142.01/142.39  (step @p295 :rule arith_poly_norm_rel :premises (@p294) :args ((= @t159 @t149)))
% 142.01/142.39  (step @p296 :rule cong :premises (@p295) :args ((not @t159)))
% 142.01/142.39  (step @p297 :rule arith-leq-norm :args (@t63 @t78))
% 142.01/142.39  (step @p298 :rule trans :premises (@p297 @p296))
% 142.01/142.39  (step @p299 :rule nary_cong :premises (@p298 @p293) :args ((or @t160 @t158)))
% 142.01/142.39  (step @p300 :rule symm :premises (@p299))
% 142.01/142.39  (step @p301 :rule bool-double-not-elim :args (@t158))
% 142.01/142.39  (step @p302 :rule trans :premises (@p301 @p293))
% 142.01/142.39  (step @p303 :rule bool-double-not-elim :args (@t160))
% 142.01/142.39  (step @p304 :rule trans :premises (@p303 @p298))
% 142.01/142.39  (step @p305 :rule nary_cong :premises (@p304 @p302) :args ((or (not @t162) (not @t161))))
% 142.01/142.39  (step @p306 :rule trans :premises (@p305 @p300))
% 142.01/142.39  (assume-push @p1249 @t162)
% 142.01/142.39  (assume-push @p1250 @t161)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p65 :rule arith_poly_norm :args (@t94))
% 142.01/142.39  (step @p309 :rule arith_poly_norm :args ((= @t163 0)))
% 142.01/142.39  (step @p310 :rule cong :premises (@p309 @p65) :args (@t164))
% 142.01/142.39  (step @p311 :rule trans :premises (@p310 @p64))
% 142.01/142.39  (step @p312 :rule cong :premises (@p311) :args ((not @t164)))
% 142.01/142.39  (step @p313 :rule trans :premises (@p312 @p63))
% 142.01/142.39  (step @p314 :rule arith-elim-lt :args (@t163 @t93))
% 142.01/142.39  (step @p315 :rule trans :premises (@p314 @p313))
% 142.01/142.39  (step @p316 :rule cong :premises (@p293) :args (@t161))
% 142.01/142.39  (step @p317 :rule arith-elim-lt :args (@t63 @t78))
% 142.01/142.39  (step @p318 :rule trans :premises (@p317 @p316))
% 142.01/142.39  (step @p319 :rule symm :premises (@p318))
% 142.01/142.39  (step @p320 :rule trans :premises (@p316 @p319))
% 142.01/142.39  (step @p321 :rule eq_resolve :premises (@p1250 @p320))
% 142.01/142.39  (step @p322 :rule arith_mult_neg :args (-1 (> @t63 @t78)))
% 142.01/142.39  (step @p323 :rule cong :premises (@p298) :args (@t162))
% 142.01/142.39  (step @p324 :rule trans :premises (@p323 @p249))
% 142.01/142.39  (step @p325 :rule arith-elim-leq :args (@t63 @t78))
% 142.01/142.39  (step @p326 :rule symm :premises (@p325))
% 142.01/142.39  (step @p327 :rule cong :premises (@p326) :args ((not (>= @t78 @t63))))
% 142.01/142.39  (step @p328 :rule arith-elim-gt :args (@t63 @t78))
% 142.01/142.39  (step @p329 :rule trans :premises (@p328 @p327))
% 142.01/142.39  (step @p330 :rule trans :premises (@p329 @p324))
% 142.01/142.39  (step @p331 :rule symm :premises (@p330))
% 142.01/142.39  (step @p332 :rule trans :premises (@p324 @p331))
% 142.01/142.39  (step @p333 :rule eq_resolve :premises (@p1249 @p332))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p334 :rule and_intro :premises (@p93 @p333))
% 142.01/142.39  (step @p335 :rule modus_ponens :premises (@p334 @p322))
% 142.01/142.39  (step @p336 :rule arith_sum_ub :premises (@p335 @p321))
% 142.01/142.39  (step @p337 false :rule eq_resolve :premises (@p336 @p315))
% 142.01/142.39  (step-pop @p1251 :rule scope :premises (@p337))
% 142.01/142.39  (step-pop @p1252 :rule scope :premises (@p1251))
% 142.01/142.39  (step @p338 :rule process_scope :premises (@p1252) :args (false))
% 142.01/142.39  (step @p341 :rule not_and :premises (@p338))
% 142.01/142.39  (step @p342 :rule eq_resolve :premises (@p341 @p306))
% 142.01/142.39  (step @p343 :rule eq_resolve :premises (@p342 @p299))
% 142.01/142.39  (step @p344 :rule refl :args (@t165))
% 142.01/142.39  (step @p345 :rule refl :args (@t131))
% 142.01/142.39  (step @p346 :rule nary_cong :premises (@p345 @p80 @p344) :args ((or @t131 @t152 @t165)))
% 142.01/142.39  (assume-push @p1253 @t157)
% 142.01/142.39  (assume-push @p1254 @t122)
% 142.01/142.39  (assume-push @p1255 @t114)
% 142.01/142.39  (step @p106 :rule arith-elim-lt :args (@t80 1))
% 142.01/142.39  (step @p350 :rule cong :premises (@p106) :args ((not @t166)))
% 142.01/142.39  (step @p351 :rule trans :premises (@p350 @p80))
% 142.01/142.39  (step @p352 :rule symm :premises (@p351))
% 142.01/142.39  (assume-push @p1256 @t166)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p354 :rule evaluate :args ((+ 1 -1 0)))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p355 :rule refl :args (1))
% 142.01/142.39  (step @p356 :rule nary_cong :premises (@p355 @p112 @p201) :args (@t167))
% 142.01/142.39  (step @p357 :rule trans :premises (@p356 @p354))
% 142.01/142.39  (step @p358 :rule arith_poly_norm :args ((= (+ 0 @t63 @t117 0) 0)))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p206 :rule refl :args (@t117))
% 142.01/142.39  (step @p205 :rule refl :args (@t63))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p359 :rule nary_cong :premises (@p117 @p205 @p206 @p116) :args (@t168))
% 142.01/142.39  (step @p360 :rule trans :premises (@p359 @p358))
% 142.01/142.39  (step @p361 :rule arith_poly_norm :args ((= @t169 @t168)))
% 142.01/142.39  (step @p362 :rule trans :premises (@p361 @p360))
% 142.01/142.39  (step @p363 :rule cong :premises (@p362 @p357) :args (@t170))
% 142.01/142.39  (step @p364 :rule trans :premises (@p363 @p64))
% 142.01/142.39  (step @p365 :rule cong :premises (@p364) :args ((not @t170)))
% 142.01/142.39  (step @p366 :rule trans :premises (@p365 @p63))
% 142.01/142.39  (step @p367 :rule arith-elim-lt :args (@t169 @t167))
% 142.01/142.39  (step @p368 :rule trans :premises (@p367 @p366))
% 142.01/142.39  (step @p369 :rule arith_mult_neg :args (-1 @t157))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p370 :rule and_intro :premises (@p93 @p1253))
% 142.01/142.39  (step @p371 :rule modus_ponens :premises (@p370 @p369))
% 142.01/142.39  (step @p178 :rule arith_mult_neg :args (-1 @t122))
% 142.01/142.39  (step @p372 :rule and_intro :premises (@p93 @p1254))
% 142.01/142.39  (step @p373 :rule modus_ponens :premises (@p372 @p178))
% 142.01/142.39  (step @p374 :rule arith_sum_ub :premises (@p1256 @p373 @p371))
% 142.01/142.39  (step @p375 false :rule eq_resolve :premises (@p374 @p368))
% 142.01/142.39  (step-pop @p1257 :rule scope :premises (@p375))
% 142.01/142.39  (step @p376 :rule process_scope :premises (@p1257) :args (false))
% 142.01/142.39  (step @p378 :rule eq_resolve :premises (@p376 @p351))
% 142.01/142.39  (step @p379 :rule eq_resolve :premises (@p378 @p352))
% 142.01/142.39  (step @p107 :rule symm :premises (@p106))
% 142.01/142.39  (step @p380 :rule eq_resolve :premises (@p1255 @p107))
% 142.01/142.39  (step @p381 false :rule contra :premises (@p380 @p379))
% 142.01/142.39  (step-pop @p1258 :rule scope :premises (@p381))
% 142.01/142.39  (step-pop @p1259 :rule scope :premises (@p1258))
% 142.01/142.39  (step-pop @p1260 :rule scope :premises (@p1259))
% 142.01/142.39  (step @p382 :rule process_scope :premises (@p1260) :args (false))
% 142.01/142.39  (assume-push @p1261 @t122)
% 142.01/142.39  (assume-push @p1262 @t114)
% 142.01/142.39  (assume-push @p1263 @t157)
% 142.01/142.39  (step @p389 :rule and_intro :premises (@p1263 @p1261 @p1262))
% 142.01/142.39  (step-pop @p1264 :rule scope :premises (@p389))
% 142.01/142.39  (step-pop @p1265 :rule scope :premises (@p1264))
% 142.01/142.39  (step-pop @p1266 :rule scope :premises (@p1265))
% 142.01/142.39  (step @p390 :rule process_scope :premises (@p1266) :args (@t171))
% 142.01/142.39  (step @p394 :rule implies_elim :premises (@p390))
% 142.01/142.39  (step @p395 :rule resolution :premises (@p394 @p382) :args (true @t171))
% 142.01/142.39  (step @p396 :rule not_and :premises (@p395))
% 142.01/142.39  (step @p397 :rule eq_resolve :premises (@p396 @p346))
% 142.01/142.39  (step @p398 :rule chain_m_resolution :premises (@p397 @p247 @p245 @p343 @p291 @p254) :args ((or @t86 @t151) (@list false false false true false) (@list @t122 @t148 @t157 @t133 @t149)))
% 142.01/142.39  (step @p399 :rule chain_m_resolution :premises (@p398 @p248) :args (@t151 @t172 (@list @t86)))
% 142.01/142.39  (step @p400 :rule cnf_equiv_pos2 :args (@t174))
% 142.01/142.39  (step @p401 :rule reordering :premises (@p400) :args ((or @t173 (not @t151) (not @t174))))
% 142.01/142.39  (step @p402 :rule chain_m_resolution :premises (@p401 @p399 @p45) :args (@t173 @t175 (@list @t151 @t174)))
% 142.01/142.39  (step @p403 :rule arith_poly_norm :args ((= (* 1 (- @t24 @t25)) (* 1 (- @t176 0)))))
% 142.01/142.39  (step @p404 :rule arith_poly_norm_rel :premises (@p403) :args ((= (>= @t24 @t25) @t177)))
% 142.01/142.39  (step @p405 :rule arith-elim-leq :args (@t25 @t24))
% 142.01/142.39  (step @p406 :rule trans :premises (@p405 @p404))
% 142.01/142.39  (step @p407 :rule refl :args (@t26))
% 142.01/142.39  (step @p408 :rule cong :premises (@p407 @p406) :args (@t27))
% 142.01/142.39  (step @p409 :rule cong :premises (@p408) :args (@t29))
% 142.01/142.39  (step @p410 :rule eq_resolve :premises (@p5 @p409))
% 142.01/142.39  (step @p411 :rule instantiate :premises (@p410) :args (@t77))
% 142.01/142.39  (step @p412 :rule bool-impl-elim :args (@t38 @t179))
% 142.01/142.39  (step @p413 :rule cong :premises (@p412) :args ((forall @t32 (=> @t38 @t179))))
% 142.01/142.39  (step @p414 :rule arith_poly_norm :args ((= (* 1 (- @t18 @t24)) (* 1 (- @t178 0)))))
% 142.01/142.39  (step @p415 :rule arith_poly_norm_rel :premises (@p414) :args ((= (>= @t18 @t24) @t179)))
% 142.01/142.39  (step @p416 :rule arith-elim-leq :args (@t24 @t18))
% 142.01/142.39  (step @p417 :rule trans :premises (@p416 @p415))
% 142.01/142.39  (step @p418 :rule refl :args (@t38))
% 142.01/142.39  (step @p419 :rule cong :premises (@p418 @p417) :args (@t39))
% 142.01/142.39  (step @p420 :rule cong :premises (@p419) :args (@t40))
% 142.01/142.39  (step @p421 :rule trans :premises (@p420 @p413))
% 142.01/142.39  (step @p422 :rule nary_cong :premises (@p407 @p421) :args (@t41))
% 142.01/142.39  (step @p423 :rule refl :args (@t42))
% 142.01/142.39  (step @p424 :rule cong :premises (@p423 @p422) :args (@t43))
% 142.01/142.39  (step @p425 :rule cong :premises (@p424) :args (@t44))
% 142.01/142.39  (step @p426 :rule eq_resolve :premises (@p7 @p425))
% 142.01/142.39  (step @p427 :rule instantiate :premises (@p426) :args (@t77))
% 142.01/142.39  (step @p428 :rule skolemize :premises (@p9))
% 142.01/142.39  (step @p429 :rule cnf_equiv_neg2 :args (@t182))
% 142.01/142.39  (step @p430 :rule bool-impl-elim :args (@t45 @t179))
% 142.01/142.39  (step @p431 :rule cong :premises (@p430) :args ((forall @t32 (=> @t45 @t179))))
% 142.01/142.39  (step @p432 :rule refl :args (@t45))
% 142.01/142.39  (step @p433 :rule cong :premises (@p432 @p417) :args (@t46))
% 142.01/142.39  (step @p434 :rule cong :premises (@p433) :args (@t47))
% 142.01/142.39  (step @p435 :rule trans :premises (@p434 @p431))
% 142.01/142.39  (step @p436 :rule nary_cong :premises (@p39 @p435) :args (@t48))
% 142.01/142.39  (step @p437 :rule refl :args (@t49))
% 142.01/142.39  (step @p438 :rule cong :premises (@p437 @p436) :args (@t50))
% 142.01/142.39  (step @p439 :rule cong :premises (@p438) :args (@t51))
% 142.01/142.39  (step @p440 :rule eq_resolve :premises (@p8 @p439))
% 142.01/142.39  (step @p441 :rule instantiate :premises (@p440) :args (@t77))
% 142.01/142.39  (step @p442 :rule cnf_equiv_pos1 :args (@t185))
% 142.01/142.39  (step @p443 :rule reordering :premises (@p442) :args ((or @t187 @t184 @t186)))
% 142.01/142.39  (step @p444 :rule cnf_equiv_pos2 :args (@t191))
% 142.01/142.39  (step @p445 :rule reordering :premises (@p444) :args ((or @t180 @t193 @t192)))
% 142.01/142.39  (step @p446 :rule cnf_and_pos :args (@t184 0))
% 142.01/142.39  (step @p447 :rule reordering :premises (@p446) :args ((or @t183 @t194)))
% 142.01/142.39  (step @p448 :rule cnf_and_pos :args (@t184 1))
% 142.01/142.39  (step @p449 :rule reordering :premises (@p448) :args ((or @t75 @t194)))
% 142.01/142.39  (step @p450 :rule cnf_equiv_pos1 :args (@t197))
% 142.01/142.39  (step @p451 :rule reordering :premises (@p450) :args ((or (not @t183) @t196 @t198)))
% 142.01/142.39  (step @p452 :rule aci_norm :args ((= (or @t201 false) @t201)))
% 142.01/142.39  (step @p453 :rule evaluate :args ((>= -1 0)))
% 142.01/142.39  (step @p111 :rule refl :args (0))
% 142.01/142.39  (step @p454 :rule arith_poly_norm :args ((= @t202 -1)))
% 142.01/142.39  (step @p455 :rule arith_poly_norm :args ((= @t203 @t202)))
% 142.01/142.39  (step @p456 :rule trans :premises (@p455 @p454))
% 142.01/142.39  (step @p457 :rule cong :premises (@p456 @p111) :args (@t204))
% 142.01/142.39  (step @p458 :rule trans :premises (@p457 @p453))
% 142.01/142.39  (step @p459 :rule refl :args (@t201))
% 142.01/142.39  (step @p460 :rule nary_cong :premises (@p459 @p458) :args (@t205))
% 142.01/142.39  (step @p461 :rule trans :premises (@p460 @p452))
% 142.01/142.39  (step @p462 :rule refl :args (@t75))
% 142.01/142.39  (step @p463 :rule cong :premises (@p462 @p461) :args ((=> @t75 @t205)))
% 142.01/142.39  (assume-push @p1267 @t75)
% 142.01/142.39  (step @p465 :rule instantiate :premises (@p1267) :args (@t206))
% 142.01/142.39  (step-pop @p1268 :rule scope :premises (@p465))
% 142.01/142.39  (step @p466 :rule process_scope :premises (@p1268) :args (@t205))
% 142.01/142.39  (step @p468 :rule eq_resolve :premises (@p466 @p463))
% 142.01/142.39  (step @p469 :rule implies_elim :premises (@p468))
% 142.01/142.39  (step @p470 :rule refl :args (@t216))
% 142.01/142.39  (step @p471 :rule bool-double-not-elim :args (@t195))
% 142.01/142.39  (step @p472 :rule nary_cong :premises (@p471 @p470) :args ((or @t217 @t216)))
% 142.01/142.39  (assume-push @p1269 @t196)
% 142.01/142.39  (step @p474 :rule skolemize :premises (@p1269))
% 142.01/142.39  (step-pop @p1270 :rule scope :premises (@p474))
% 142.01/142.39  (step @p475 :rule process_scope :premises (@p1270) :args (@t216))
% 142.01/142.39  (step @p477 :rule implies_elim :premises (@p475))
% 142.01/142.39  (step @p478 :rule eq_resolve :premises (@p477 @p472))
% 142.01/142.39  (step @p479 :rule arith_poly_norm :args ((= (* -1 (- @t218 0)) (* -1 (- @t61 1)))))
% 142.01/142.39  (step @p480 :rule arith_poly_norm_rel :premises (@p479) :args ((= (>= @t218 0) @t62)))
% 142.01/142.39  (step @p481 :rule arith_poly_norm :args ((= @t219 @t218)))
% 142.01/142.39  (step @p482 :rule arith_poly_norm :args ((= @t220 @t219)))
% 142.01/142.39  (step @p483 :rule trans :premises (@p482 @p481))
% 142.01/142.39  (step @p484 :rule cong :premises (@p483 @p111) :args (@t221))
% 142.01/142.39  (step @p485 :rule trans :premises (@p484 @p480))
% 142.01/142.39  (step @p486 :rule cong :premises (@p485) :args (@t222))
% 142.01/142.39  (step @p487 :rule refl :args (@t65))
% 142.01/142.39  (step @p488 :rule nary_cong :premises (@p487 @p486) :args (@t223))
% 142.01/142.39  (step @p489 :rule cong :premises (@p488) :args (@t224))
% 142.01/142.39  (step @p490 :rule cong :premises (@p489) :args (@t225))
% 142.01/142.39  (step @p491 :rule refl :args (@t200))
% 142.01/142.39  (step @p492 :rule cong :premises (@p491 @p490) :args (@t226))
% 142.01/142.39  (step @p493 :rule refl :args (@t227))
% 142.01/142.39  (step @p494 :rule cong :premises (@p493 @p492) :args ((=> @t227 @t226)))
% 142.01/142.39  (assume-push @p1271 @t227)
% 142.01/142.39  (step @p496 :rule instantiate :premises (@p42) :args (@t228))
% 142.01/142.39  (step-pop @p1272 :rule scope :premises (@p496))
% 142.01/142.39  (step @p497 :rule process_scope :premises (@p1272) :args (@t226))
% 142.01/142.39  (step @p499 :rule eq_resolve :premises (@p497 @p494))
% 142.01/142.39  (step @p500 :rule implies_elim :premises (@p499))
% 142.01/142.39  (step @p501 :rule chain_m_resolution :premises (@p500 @p42) :args (@t230 @t231 (@list @t227)))
% 142.01/142.39  (step @p502 :rule bool-double-not-elim :args (@t66))
% 142.01/142.39  (step @p503 :rule refl :args (@t232))
% 142.01/142.39  (step @p504 :rule nary_cong :premises (@p503 @p491 @p502) :args ((or @t232 @t200 @t233)))
% 142.01/142.39  (step @p505 :rule cnf_equiv_pos2 :args (@t230))
% 142.01/142.39  (step @p506 :rule eq_resolve :premises (@p505 @p504))
% 142.01/142.39  (step @p507 :rule reordering :premises (@p506) :args ((or @t200 @t66 @t232)))
% 142.01/142.39  (step @p508 :rule bool-double-not-elim :args (@t213))
% 142.01/142.39  (step @p509 :rule refl :args (@t215))
% 142.01/142.39  (step @p510 :rule nary_cong :premises (@p509 @p508) :args ((or @t215 (not @t214))))
% 142.01/142.39  (step @p511 :rule cnf_or_neg :args (@t215 0))
% 142.01/142.39  (step @p512 :rule eq_resolve :premises (@p511 @p510))
% 142.01/142.39  (step @p513 :rule reordering :premises (@p512) :args ((or @t213 @t215)))
% 142.01/142.39  (step @p514 :rule bool-double-not-elim :args (@t211))
% 142.01/142.39  (step @p515 :rule nary_cong :premises (@p509 @p514) :args ((or @t215 (not @t212))))
% 142.01/142.39  (step @p516 :rule cnf_or_neg :args (@t215 1))
% 142.01/142.39  (step @p517 :rule eq_resolve :premises (@p516 @p515))
% 142.01/142.39  (step @p518 :rule reordering :premises (@p517) :args ((or @t211 @t215)))
% 142.01/142.39  (assume-push @p1273 @t66)
% 142.01/142.39  (step @p520 :rule instantiate :premises (@p1273) :args (@t234))
% 142.01/142.39  (step-pop @p1274 :rule scope :premises (@p520))
% 142.01/142.39  (step @p521 :rule process_scope :premises (@p1274) :args (@t241))
% 142.01/142.39  (step @p523 :rule implies_elim :premises (@p521))
% 142.01/142.39  (step @p524 :rule instantiate :premises (@p25) :args ((@list @t64 @t63 @t207)))
% 142.01/142.39  (step @p525 :rule cnf_equiv_pos1 :args (@t250))
% 142.01/142.39  (step @p526 :rule reordering :premises (@p525) :args ((or @t214 @t249 (not @t250))))
% 142.01/142.39  (step @p527 :rule cnf_or_pos :args (@t241))
% 142.01/142.39  (step @p528 :rule reordering :premises (@p527) :args ((or @t240 @t239 (not @t241))))
% 142.01/142.39  (step @p529 :rule cnf_and_pos :args (@t249 0))
% 142.01/142.39  (step @p530 :rule reordering :premises (@p529) :args ((or @t248 @t251)))
% 142.01/142.39  (step @p531 :rule cnf_and_pos :args (@t249 1))
% 142.01/142.39  (step @p532 :rule reordering :premises (@p531) :args ((or @t245 @t251)))
% 142.01/142.39  (step @p533 :rule bool-double-not-elim :args (@t253))
% 142.01/142.39  (step @p534 :rule bool-double-not-elim :args (@t244))
% 142.01/142.39  (step @p535 :rule nary_cong :premises (@p194 @p534 @p533) :args ((or @t134 (not @t245) @t255)))
% 142.01/142.39  (assume-push @p1275 @t254)
% 142.01/142.39  (assume-push @p1276 @t245)
% 142.01/142.39  (assume-push @p1277 @t133)
% 142.01/142.39  (assume-push @p1278 @t143)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p540 :rule evaluate :args ((+ 0 1 -1)))
% 142.01/142.39  (step @p200 :rule refl :args (-1))
% 142.01/142.39  (step @p355 :rule refl :args (1))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p541 :rule nary_cong :premises (@p201 @p355 @p200) :args (@t256))
% 142.01/142.39  (step @p542 :rule trans :premises (@p541 @p540))
% 142.01/142.39  (step @p543 :rule arith_poly_norm :args (@t257))
% 142.01/142.39  (step @p167 :rule arith_poly_norm :args (@t126))
% 142.01/142.39  (step @p544 :rule refl :args (@t207))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p545 :rule refl :args (@t242))
% 142.01/142.39  (step @p546 :rule nary_cong :premises (@p545 @p117 @p544 @p167) :args (@t258))
% 142.01/142.39  (step @p547 :rule trans :premises (@p546 @p543))
% 142.01/142.39  (step @p548 :rule arith_poly_norm :args ((= @t259 @t258)))
% 142.01/142.39  (step @p549 :rule trans :premises (@p548 @p547))
% 142.01/142.39  (step @p550 :rule cong :premises (@p549 @p542) :args (@t260))
% 142.01/142.39  (step @p551 :rule trans :premises (@p550 @p64))
% 142.01/142.39  (step @p552 :rule cong :premises (@p551) :args ((not @t260)))
% 142.01/142.39  (step @p553 :rule trans :premises (@p552 @p63))
% 142.01/142.39  (step @p554 :rule arith-elim-lt :args (@t259 @t256))
% 142.01/142.39  (step @p555 :rule trans :premises (@p554 @p553))
% 142.01/142.39  (step @p556 :rule arith-elim-lt :args (@t252 0))
% 142.01/142.39  (step @p557 :rule symm :premises (@p556))
% 142.01/142.39  (step @p558 :rule eq_resolve :premises (@p1275 @p557))
% 142.01/142.39  (step @p559 :rule int_tight_ub :premises (@p558))
% 142.01/142.39  (step @p560 :rule arith-elim-lt :args (@t243 1))
% 142.01/142.39  (step @p561 :rule symm :premises (@p560))
% 142.01/142.39  (step @p562 :rule eq_resolve :premises (@p1276 @p561))
% 142.01/142.39  (step @p563 :rule arith_mult_neg :args (-1 @t143))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p564 :rule and_intro :premises (@p93 @p1278))
% 142.01/142.39  (step @p565 :rule modus_ponens :premises (@p564 @p563))
% 142.01/142.39  (step @p566 :rule arith_sum_ub :premises (@p565 @p562 @p559))
% 142.01/142.39  (step @p567 false :rule eq_resolve :premises (@p566 @p555))
% 142.01/142.39  (step-pop @p1279 :rule scope :premises (@p567))
% 142.01/142.39  (step @p568 :rule process_scope :premises (@p1279) :args (false))
% 142.01/142.39  (step @p216 :rule arith_poly_norm :args (@t142))
% 142.01/142.39  (step @p217 :rule arith_poly_norm_rel :premises (@p216) :args (@t144))
% 142.01/142.39  (step @p218 :rule symm :premises (@p217))
% 142.01/142.39  (step @p570 :rule eq_resolve :premises (@p1277 @p218))
% 142.01/142.39  (step @p571 false :rule contra :premises (@p570 @p568))
% 142.01/142.39  (step-pop @p1280 :rule scope :premises (@p571))
% 142.01/142.39  (step-pop @p1281 :rule scope :premises (@p1280))
% 142.01/142.39  (step-pop @p1282 :rule scope :premises (@p1281))
% 142.01/142.39  (step @p572 :rule process_scope :premises (@p1282) :args (false))
% 142.01/142.39  (assume-push @p1283 @t133)
% 142.01/142.39  (assume-push @p1284 @t245)
% 142.01/142.39  (assume-push @p1285 @t254)
% 142.01/142.39  (step @p579 :rule and_intro :premises (@p1285 @p1284 @p1283))
% 142.01/142.39  (step-pop @p1286 :rule scope :premises (@p579))
% 142.01/142.39  (step-pop @p1287 :rule scope :premises (@p1286))
% 142.01/142.39  (step-pop @p1288 :rule scope :premises (@p1287))
% 142.01/142.39  (step @p580 :rule process_scope :premises (@p1288) :args (@t261))
% 142.01/142.39  (step @p584 :rule implies_elim :premises (@p580))
% 142.01/142.39  (step @p585 :rule resolution :premises (@p584 @p572) :args (true @t261))
% 142.01/142.39  (step @p586 :rule not_and :premises (@p585))
% 142.01/142.39  (step @p587 :rule eq_resolve :premises (@p586 @p535))
% 142.01/142.39  (step @p588 :rule reordering :premises (@p587) :args ((or @t244 @t134 @t253)))
% 142.01/142.39  (step @p589 :rule bool-double-not-elim :args (@t247))
% 142.01/142.39  (step @p590 :rule refl :args (@t262))
% 142.01/142.39  (step @p591 :rule nary_cong :premises (@p590 @p589 @p533) :args ((or @t262 (not @t248) @t255)))
% 142.01/142.39  (assume-push @p1289 @t98)
% 142.01/142.39  (assume-push @p1290 @t254)
% 142.01/142.39  (assume-push @p1291 @t248)
% 142.01/142.39  (step @p595 :rule arith-elim-leq :args (@t246 0))
% 142.01/142.39  (step @p596 :rule symm :premises (@p595))
% 142.01/142.39  (step @p597 :rule cong :premises (@p596) :args ((not (>= 0 @t246))))
% 142.01/142.39  (step @p598 :rule arith-elim-gt :args (@t246 0))
% 142.01/142.39  (step @p599 :rule trans :premises (@p598 @p597))
% 142.01/142.39  (step @p600 :rule evaluate :args (@t263))
% 142.01/142.39  (step @p601 :rule refl :args (@t246))
% 142.01/142.39  (step @p602 :rule cong :premises (@p601 @p600) :args (@t264))
% 142.01/142.39  (step @p603 :rule cong :premises (@p602) :args ((not @t264)))
% 142.01/142.39  (step @p604 :rule arith-leq-norm :args (@t246 0))
% 142.01/142.39  (step @p605 :rule trans :premises (@p604 @p603))
% 142.01/142.39  (step @p606 :rule cong :premises (@p605) :args ((not @t265)))
% 142.01/142.39  (step @p607 :rule trans :premises (@p606 @p589))
% 142.01/142.39  (step @p608 :rule trans :premises (@p599 @p607))
% 142.01/142.39  (step @p609 :rule symm :premises (@p608))
% 142.01/142.39  (step @p610 :rule trans :premises (@p607 @p609))
% 142.01/142.39  (assume-push @p1292 @t265)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p612 :rule evaluate :args (@t266))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p613 :rule nary_cong :premises (@p111 @p111 @p201) :args (@t267))
% 142.01/142.39  (step @p614 :rule trans :premises (@p613 @p612))
% 142.01/142.39  (step @p543 :rule arith_poly_norm :args (@t257))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p544 :rule refl :args (@t207))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p545 :rule refl :args (@t242))
% 142.01/142.39  (step @p615 :rule nary_cong :premises (@p545 @p117 @p544 @p116) :args (@t268))
% 142.01/142.39  (step @p616 :rule trans :premises (@p615 @p543))
% 142.01/142.39  (step @p617 :rule arith_poly_norm :args ((= @t269 @t268)))
% 142.01/142.39  (step @p618 :rule trans :premises (@p617 @p616))
% 142.01/142.39  (step @p619 :rule cong :premises (@p618 @p614) :args (@t270))
% 142.01/142.39  (step @p620 :rule trans :premises (@p619 @p64))
% 142.01/142.39  (step @p621 :rule cong :premises (@p620) :args ((not @t270)))
% 142.01/142.39  (step @p622 :rule trans :premises (@p621 @p63))
% 142.01/142.39  (step @p623 :rule arith-elim-lt :args (@t269 @t267))
% 142.01/142.39  (step @p624 :rule trans :premises (@p623 @p622))
% 142.01/142.39  (step @p625 :rule arith_mult_neg :args (-1 @t112))
% 142.01/142.39  (step @p124 :rule arith_poly_norm :args (@t111))
% 142.01/142.39  (step @p125 :rule arith_poly_norm_rel :premises (@p124) :args (@t113))
% 142.01/142.39  (step @p126 :rule symm :premises (@p125))
% 142.01/142.39  (step @p626 :rule eq_resolve :premises (@p1289 @p126))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p627 :rule and_intro :premises (@p93 @p626))
% 142.01/142.39  (step @p628 :rule modus_ponens :premises (@p627 @p625))
% 142.01/142.39  (step @p556 :rule arith-elim-lt :args (@t252 0))
% 142.01/142.39  (step @p557 :rule symm :premises (@p556))
% 142.01/142.39  (step @p629 :rule eq_resolve :premises (@p1290 @p557))
% 142.01/142.39  (step @p630 :rule arith_sum_ub :premises (@p1292 @p629 @p628))
% 142.01/142.39  (step @p631 false :rule eq_resolve :premises (@p630 @p624))
% 142.01/142.39  (step-pop @p1293 :rule scope :premises (@p631))
% 142.01/142.39  (step @p632 :rule process_scope :premises (@p1293) :args (false))
% 142.01/142.39  (step @p634 :rule eq_resolve :premises (@p632 @p610))
% 142.01/142.39  (step @p635 :rule eq_resolve :premises (@p634 @p599))
% 142.01/142.39  (step @p636 :rule arith-elim-lt :args (@t246 1))
% 142.01/142.39  (step @p637 :rule symm :premises (@p636))
% 142.01/142.39  (step @p638 :rule eq_resolve :premises (@p1291 @p637))
% 142.01/142.39  (step @p639 :rule int_tight_ub :premises (@p638))
% 142.01/142.39  (step @p640 false :rule contra :premises (@p639 @p635))
% 142.01/142.39  (step-pop @p1294 :rule scope :premises (@p640))
% 142.01/142.39  (step-pop @p1295 :rule scope :premises (@p1294))
% 142.01/142.39  (step-pop @p1296 :rule scope :premises (@p1295))
% 142.01/142.39  (step @p641 :rule process_scope :premises (@p1296) :args (false))
% 142.01/142.39  (assume-push @p1297 @t98)
% 142.01/142.39  (assume-push @p1298 @t248)
% 142.01/142.39  (assume-push @p1299 @t254)
% 142.01/142.39  (step @p648 :rule and_intro :premises (@p1297 @p1299 @p1298))
% 142.01/142.39  (step-pop @p1300 :rule scope :premises (@p648))
% 142.01/142.39  (step-pop @p1301 :rule scope :premises (@p1300))
% 142.01/142.39  (step-pop @p1302 :rule scope :premises (@p1301))
% 142.01/142.39  (step @p649 :rule process_scope :premises (@p1302) :args (@t271))
% 142.01/142.39  (step @p653 :rule implies_elim :premises (@p649))
% 142.01/142.39  (step @p654 :rule resolution :premises (@p653 @p641) :args (true @t271))
% 142.01/142.39  (step @p655 :rule not_and :premises (@p654))
% 142.01/142.39  (step @p656 :rule eq_resolve :premises (@p655 @p591))
% 142.01/142.39  (step @p657 :rule reordering :premises (@p656) :args ((or @t247 @t262 @t253)))
% 142.01/142.39  (step @p658 :rule chain_m_resolution :premises (@p657 @p155 @p153 @p192 @p247 @p245 @p588) :args ((or @t247 @t244 @t253) (@list false false false false false true) (@list @t98 @t121 @t119 @t122 @t148 @t133)))
% 142.01/142.39  (step @p659 :rule arith_poly_norm :args ((= (* -1 (- @t4 @t273)) (* -1 (- @t272 1)))))
% 142.01/142.39  (step @p660 :rule arith_poly_norm_rel :premises (@p659) :args ((= @t275 @t274)))
% 142.01/142.39  (step @p661 :rule cong :premises (@p660) :args ((not @t275)))
% 142.01/142.39  (step @p662 :rule arith-leq-norm :args (@t4 @t2))
% 142.01/142.39  (step @p663 :rule trans :premises (@p662 @p661))
% 142.01/142.39  (step @p664 :rule cong :premises (@p237 @p663) :args (@t6))
% 142.01/142.39  (step @p665 :rule cong :premises (@p664) :args (@t8))
% 142.01/142.39  (step @p666 :rule eq_resolve :premises (@p1 @p665))
% 142.01/142.39  (step @p667 :rule eq-symm :args (@t253 @t278))
% 142.01/142.39  (step @p668 :rule refl :args (@t278))
% 142.01/142.39  (step @p669 :rule arith_poly_norm :args ((= (* -1 (- 0 @t280)) (* -1 (- @t279 1)))))
% 142.01/142.39  (step @p670 :rule arith_poly_norm_rel :premises (@p669) :args ((= (>= 0 @t280) (>= @t279 1))))
% 142.01/142.39  (step @p671 :rule arith-geq-tighten :args (@t252 0))
% 142.01/142.39  (step @p672 :rule trans :premises (@p671 @p670))
% 142.01/142.39  (step @p673 :rule symm :premises (@p672))
% 142.01/142.39  (step @p355 :rule refl :args (1))
% 142.01/142.39  (step @p674 :rule arith_poly_norm :args ((= @t281 @t279)))
% 142.01/142.39  (step @p675 :rule cong :premises (@p674 @p355) :args (@t282))
% 142.01/142.39  (step @p676 :rule trans :premises (@p675 @p673))
% 142.01/142.39  (step @p677 :rule cong :premises (@p676) :args (@t283))
% 142.01/142.39  (step @p678 :rule trans :premises (@p677 @p533))
% 142.01/142.39  (step @p679 :rule cong :premises (@p678 @p668) :args (@t284))
% 142.01/142.39  (step @p680 :rule trans :premises (@p679 @p667))
% 142.01/142.39  (step @p681 :rule refl :args (@t285))
% 142.01/142.39  (step @p682 :rule cong :premises (@p681 @p680) :args ((=> @t285 @t284)))
% 142.01/142.39  (assume-push @p1303 @t285)
% 142.01/142.39  (step @p684 :rule instantiate :premises (@p666) :args ((@list @t78 @t207)))
% 142.01/142.39  (step-pop @p1304 :rule scope :premises (@p684))
% 142.01/142.39  (step @p685 :rule process_scope :premises (@p1304) :args (@t284))
% 142.01/142.39  (step @p687 :rule eq_resolve :premises (@p685 @p682))
% 142.01/142.39  (step @p688 :rule implies_elim :premises (@p687))
% 142.01/142.39  (step @p689 :rule chain_m_resolution :premises (@p688 @p666) :args (@t286 @t231 @t287))
% 142.01/142.39  (step @p690 :rule cnf_equiv_pos2 :args (@t286))
% 142.01/142.39  (step @p691 :rule reordering :premises (@p690) :args ((or @t278 @t254 (not @t286))))
% 142.01/142.39  (step @p692 :rule bool-double-not-elim :args (@t277))
% 142.01/142.39  (step @p693 :rule bool-double-not-elim :args (@t288))
% 142.01/142.39  (step @p694 :rule refl :args (@t212))
% 142.01/142.39  (step @p695 :rule nary_cong :premises (@p694 @p693 @p692) :args ((or @t212 (not @t289) (not @t278))))
% 142.01/142.39  (assume-push @p1305 @t211)
% 142.01/142.39  (assume-push @p1306 @t289)
% 142.01/142.39  (assume-push @p1307 @t278)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p699 :rule evaluate :args (@t290))
% 142.01/142.39  (step @p200 :rule refl :args (-1))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p700 :rule nary_cong :premises (@p355 @p201 @p200) :args (@t291))
% 142.01/142.39  (step @p701 :rule trans :premises (@p700 @p699))
% 142.01/142.39  (step @p702 :rule arith_poly_norm :args (@t292))
% 142.01/142.39  (step @p703 :rule arith_poly_norm :args (@t294))
% 142.01/142.39  (step @p704 :rule refl :args (@t235))
% 142.01/142.39  (step @p705 :rule refl :args (@t236))
% 142.01/142.39  (step @p706 :rule arith_poly_norm :args ((= @t295 0)))
% 142.01/142.39  (step @p707 :rule nary_cong :premises (@p706 @p705 @p704 @p703) :args (@t296))
% 142.01/142.39  (step @p708 :rule trans :premises (@p707 @p702))
% 142.01/142.39  (step @p709 :rule arith_poly_norm :args ((= @t297 @t296)))
% 142.01/142.39  (step @p710 :rule trans :premises (@p709 @p708))
% 142.01/142.39  (step @p711 :rule cong :premises (@p710 @p701) :args (@t298))
% 142.01/142.39  (step @p712 :rule trans :premises (@p711 @p64))
% 142.01/142.39  (step @p713 :rule cong :premises (@p712) :args ((not @t298)))
% 142.01/142.39  (step @p714 :rule trans :premises (@p713 @p63))
% 142.01/142.39  (step @p715 :rule arith-elim-lt :args (@t297 @t291))
% 142.01/142.39  (step @p716 :rule trans :premises (@p715 @p714))
% 142.01/142.39  (step @p717 :rule arith-elim-lt :args (@t237 0))
% 142.01/142.39  (step @p718 :rule symm :premises (@p717))
% 142.01/142.39  (step @p719 :rule eq_resolve :premises (@p1306 @p718))
% 142.01/142.39  (step @p720 :rule int_tight_ub :premises (@p719))
% 142.01/142.39  (step @p721 :rule arith_mult_neg :args (-1 @t211))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p722 :rule and_intro :premises (@p93 @p1305))
% 142.01/142.39  (step @p723 :rule modus_ponens :premises (@p722 @p721))
% 142.01/142.39  (step @p724 :rule arith-elim-lt :args (@t276 1))
% 142.01/142.39  (step @p725 :rule symm :premises (@p724))
% 142.01/142.39  (step @p726 :rule eq_resolve :premises (@p1307 @p725))
% 142.01/142.39  (step @p727 :rule arith_sum_ub :premises (@p726 @p723 @p720))
% 142.01/142.39  (step @p728 false :rule eq_resolve :premises (@p727 @p716))
% 142.01/142.39  (step-pop @p1308 :rule scope :premises (@p728))
% 142.01/142.39  (step-pop @p1309 :rule scope :premises (@p1308))
% 142.01/142.39  (step-pop @p1310 :rule scope :premises (@p1309))
% 142.01/142.39  (step @p729 :rule process_scope :premises (@p1310) :args (false))
% 142.01/142.39  (step @p733 :rule not_and :premises (@p729))
% 142.01/142.39  (step @p734 :rule eq_resolve :premises (@p733 @p695))
% 142.01/142.39  (step @p735 :rule reordering :premises (@p734) :args ((or @t288 @t212 @t277)))
% 142.01/142.39  (step @p736 :rule cnf_equiv_pos2 :args (@t299))
% 142.01/142.39  (step @p737 :rule reordering :premises (@p736) :args ((or @t189 @t289 @t300)))
% 142.01/142.39  (step @p738 :rule cnf_and_neg :args (@t190))
% 142.01/142.39  (step @p739 :rule refl :args (@t309))
% 142.01/142.39  (step @p740 :rule bool-double-not-elim :args (@t188))
% 142.01/142.39  (step @p741 :rule nary_cong :premises (@p740 @p739) :args ((or (not @t310) @t309)))
% 142.01/142.39  (step @p742 :rule arith_poly_norm :args ((= (* -1 (- 1 @t312)) (* -1 (- @t311 0)))))
% 142.01/142.39  (step @p743 :rule arith_poly_norm_rel :premises (@p742) :args ((= (>= 1 @t312) (>= @t311 0))))
% 142.01/142.39  (step @p744 :rule arith-geq-tighten :args (@t303 1))
% 142.01/142.39  (step @p745 :rule trans :premises (@p744 @p743))
% 142.01/142.39  (step @p746 :rule symm :premises (@p745))
% 142.01/142.39  (step @p747 :rule arith_poly_norm :args ((= @t313 @t311)))
% 142.01/142.39  (step @p748 :rule cong :premises (@p747 @p111) :args (@t314))
% 142.01/142.39  (step @p749 :rule trans :premises (@p748 @p746))
% 142.01/142.39  (step @p750 :rule refl :args (@t307))
% 142.01/142.39  (step @p751 :rule nary_cong :premises (@p750 @p749) :args (@t315))
% 142.01/142.39  (step @p752 :rule cong :premises (@p751) :args (@t316))
% 142.01/142.39  (step @p753 :rule refl :args (@t310))
% 142.01/142.39  (step @p754 :rule cong :premises (@p753 @p752) :args ((=> @t310 @t316)))
% 142.01/142.39  (assume-push @p1311 @t310)
% 142.01/142.39  (step @p756 :rule skolemize :premises (@p1311))
% 142.01/142.39  (step-pop @p1312 :rule scope :premises (@p756))
% 142.01/142.39  (step @p757 :rule process_scope :premises (@p1312) :args (@t316))
% 142.01/142.39  (step @p759 :rule eq_resolve :premises (@p757 @p754))
% 142.01/142.39  (step @p760 :rule implies_elim :premises (@p759))
% 142.01/142.39  (step @p761 :rule eq_resolve :premises (@p760 @p741))
% 142.01/142.39  (step @p762 :rule bool-double-not-elim :args (@t306))
% 142.01/142.39  (step @p763 :rule refl :args (@t308))
% 142.01/142.39  (step @p764 :rule nary_cong :premises (@p763 @p762) :args ((or @t308 (not @t307))))
% 142.01/142.39  (step @p765 :rule cnf_or_neg :args (@t308 0))
% 142.01/142.39  (step @p766 :rule eq_resolve :premises (@p765 @p764))
% 142.01/142.39  (step @p767 :rule reordering :premises (@p766) :args ((or @t306 @t308)))
% 142.01/142.39  (step @p768 :rule bool-double-not-elim :args (@t304))
% 142.01/142.39  (step @p769 :rule nary_cong :premises (@p763 @p768) :args ((or @t308 (not @t305))))
% 142.01/142.39  (step @p770 :rule cnf_or_neg :args (@t308 1))
% 142.01/142.39  (step @p771 :rule eq_resolve :premises (@p770 @p769))
% 142.01/142.39  (step @p772 :rule reordering :premises (@p771) :args ((or @t304 @t308)))
% 142.01/142.39  (step @p773 :rule instantiate :premises (@p410) :args ((@list @t64 @t63 @t301)))
% 142.01/142.39  (step @p774 :rule cnf_equiv_pos1 :args (@t319))
% 142.01/142.39  (step @p775 :rule reordering :premises (@p774) :args ((or @t307 @t318 (not @t319))))
% 142.01/142.39  (step @p776 :rule bool-double-not-elim :args (@t238))
% 142.01/142.39  (step @p777 :rule refl :args (@t305))
% 142.01/142.39  (step @p778 :rule refl :args (@t320))
% 142.01/142.39  (step @p779 :rule nary_cong :premises (@p778 @p777 @p776) :args ((or @t320 @t305 @t321)))
% 142.01/142.39  (assume-push @p1313 @t318)
% 142.01/142.39  (assume-push @p1314 @t304)
% 142.01/142.39  (assume-push @p1315 @t239)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p699 :rule evaluate :args (@t290))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p783 :rule nary_cong :premises (@p355 @p201 @p112) :args (@t322))
% 142.01/142.39  (step @p784 :rule trans :premises (@p783 @p699))
% 142.01/142.39  (step @p785 :rule arith_poly_norm :args ((= (+ @t301 @t302 0 0) 0)))
% 142.01/142.39  (step @p703 :rule arith_poly_norm :args (@t294))
% 142.01/142.39  (step @p786 :rule arith_poly_norm :args ((= @t323 0)))
% 142.01/142.39  (step @p787 :rule refl :args (@t302))
% 142.01/142.39  (step @p788 :rule refl :args (@t301))
% 142.01/142.39  (step @p789 :rule nary_cong :premises (@p788 @p787 @p786 @p703) :args (@t324))
% 142.01/142.39  (step @p790 :rule trans :premises (@p789 @p785))
% 142.01/142.39  (step @p791 :rule arith_poly_norm :args ((= @t325 @t324)))
% 142.01/142.39  (step @p792 :rule trans :premises (@p791 @p790))
% 142.01/142.39  (step @p793 :rule cong :premises (@p792 @p784) :args (@t326))
% 142.01/142.39  (step @p794 :rule trans :premises (@p793 @p64))
% 142.01/142.39  (step @p795 :rule cong :premises (@p794) :args ((not @t326)))
% 142.01/142.39  (step @p796 :rule trans :premises (@p795 @p63))
% 142.01/142.39  (step @p797 :rule arith-elim-lt :args (@t325 @t322))
% 142.01/142.39  (step @p798 :rule trans :premises (@p797 @p796))
% 142.01/142.39  (step @p799 :rule arith_mult_neg :args (-1 @t304))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p800 :rule and_intro :premises (@p93 @p1314))
% 142.01/142.39  (step @p801 :rule modus_ponens :premises (@p800 @p799))
% 142.01/142.39  (step @p802 :rule arith_mult_neg :args (-1 @t318))
% 142.01/142.39  (step @p803 :rule and_intro :premises (@p93 @p1313))
% 142.01/142.39  (step @p804 :rule modus_ponens :premises (@p803 @p802))
% 142.01/142.39  (step @p805 :rule arith-elim-lt :args (@t237 1))
% 142.01/142.39  (step @p806 :rule symm :premises (@p805))
% 142.01/142.39  (step @p807 :rule eq_resolve :premises (@p1315 @p806))
% 142.01/142.39  (step @p808 :rule arith_sum_ub :premises (@p807 @p804 @p801))
% 142.01/142.39  (step @p809 false :rule eq_resolve :premises (@p808 @p798))
% 142.01/142.39  (step-pop @p1316 :rule scope :premises (@p809))
% 142.01/142.39  (step-pop @p1317 :rule scope :premises (@p1316))
% 142.01/142.39  (step-pop @p1318 :rule scope :premises (@p1317))
% 142.01/142.39  (step @p810 :rule process_scope :premises (@p1318) :args (false))
% 142.01/142.39  (step @p814 :rule not_and :premises (@p810))
% 142.01/142.39  (step @p815 :rule eq_resolve :premises (@p814 @p779))
% 142.01/142.39  (step @p816 :rule reordering :premises (@p815) :args ((or @t305 @t320 @t238)))
% 142.01/142.39  (step @p817 :rule chain_m_resolution :premises (@p816 @p775 @p773 @p772 @p767 @p761 @p738 @p737 @p411 @p735 @p691 @p689 @p658 @p532 @p530 @p528 @p402 @p526 @p524 @p523 @p518 @p513 @p507 @p501 @p478 @p469 @p451 @p44 @p449 @p447 @p445 @p427 @p443 @p441 @p429 @p428) :args (@t187 (@list false false false false true true false false false true false false true true true false false false false false false false false true true true false false false true false false false true true) (@list @t318 @t319 @t304 @t306 @t308 @t188 @t189 @t299 @t288 @t277 @t286 @t253 @t244 @t247 @t238 @t173 @t249 @t250 @t241 @t211 @t213 @t66 @t230 @t215 @t200 @t195 @t197 @t75 @t183 @t190 @t191 @t184 @t185 @t180 @t182)))
% 142.01/142.39  (step @p818 :rule cnf_equiv_neg1 :args (@t182))
% 142.01/142.39  (step @p819 :rule reordering :premises (@p818) :args ((or @t181 @t180 @t182)))
% 142.01/142.39  (step @p820 :rule chain_m_resolution :premises (@p819 @p817 @p428) :args (@t180 @t327 (@list @t181 @t182)))
% 142.01/142.39  (step @p821 :rule cnf_equiv_pos1 :args (@t191))
% 142.01/142.39  (step @p822 :rule reordering :premises (@p821) :args ((or (not @t180) @t190 @t192)))
% 142.01/142.39  (step @p823 :rule chain_m_resolution :premises (@p822 @p820 @p427) :args (@t190 @t175 (@list @t180 @t191)))
% 142.01/142.39  (step @p824 :rule cnf_and_pos :args (@t190 0))
% 142.01/142.39  (step @p825 :rule reordering :premises (@p824) :args ((or @t189 @t193)))
% 142.01/142.39  (step @p826 :rule chain_m_resolution :premises (@p825 @p823) :args (@t189 @t231 @t328))
% 142.01/142.39  (step @p827 :rule cnf_equiv_pos1 :args (@t299))
% 142.01/142.39  (step @p828 :rule reordering :premises (@p827) :args ((or (not @t189) @t288 @t300)))
% 142.01/142.39  (step @p829 :rule chain_m_resolution :premises (@p828 @p826 @p411) :args (@t288 @t175 (@list @t189 @t299)))
% 142.01/142.39  (step @p830 :rule cnf_or_pos :args (@t329))
% 142.01/142.39  (step @p831 :rule reordering :premises (@p830) :args ((or @t289 @t240 @t330)))
% 142.01/142.39  (step @p832 :rule chain_m_resolution :premises (@p831 @p829 @p402) :args (@t330 @t175 (@list @t288 @t173)))
% 142.01/142.39  (assume-push @p1319 @t195)
% 142.01/142.39  (step @p834 :rule instantiate :premises (@p1319) :args (@t234))
% 142.01/142.39  (step-pop @p1320 :rule scope :premises (@p834))
% 142.01/142.39  (step @p835 :rule process_scope :premises (@p1320) :args (@t329))
% 142.01/142.39  (step @p837 :rule implies_elim :premises (@p835))
% 142.01/142.39  (step @p838 :rule chain_m_resolution :premises (@p837 @p832) :args (@t196 @t172 (@list @t329)))
% 142.01/142.39  (step @p839 :rule refl :args (@t183))
% 142.01/142.39  (step @p840 :rule refl :args (@t198))
% 142.01/142.39  (step @p841 :rule nary_cong :premises (@p840 @p839 @p471) :args ((or @t198 @t183 @t217)))
% 142.01/142.39  (step @p842 :rule cnf_equiv_pos2 :args (@t197))
% 142.01/142.39  (step @p843 :rule eq_resolve :premises (@p842 @p841))
% 142.01/142.39  (step @p844 :rule reordering :premises (@p843) :args ((or @t183 @t195 @t198)))
% 142.01/142.39  (step @p845 :rule chain_m_resolution :premises (@p844 @p838 @p44) :args (@t183 @t331 (@list @t195 @t197)))
% 142.01/142.39  (step @p846 :rule cnf_equiv_pos2 :args (@t185))
% 142.01/142.39  (step @p847 :rule reordering :premises (@p846) :args ((or @t181 @t194 @t186)))
% 142.01/142.39  (step @p848 :rule chain_m_resolution :premises (@p847 @p817 @p441) :args (@t194 @t331 (@list @t181 @t185)))
% 142.01/142.39  (step @p849 :rule cnf_and_neg :args (@t184))
% 142.01/142.39  (step @p850 :rule chain_m_resolution :premises (@p849 @p848 @p845) :args (@t332 @t331 (@list @t184 @t183)))
% 142.01/142.39  (step @p851 :rule refl :args (@t340))
% 142.01/142.39  (step @p852 :rule bool-double-not-elim :args (@t75))
% 142.01/142.39  (step @p853 :rule nary_cong :premises (@p852 @p851) :args ((or (not @t332) @t340)))
% 142.01/142.39  (step @p854 :rule arith_poly_norm :args ((= (* -1 (- 1 @t342)) (* -1 (- @t341 0)))))
% 142.01/142.39  (step @p855 :rule arith_poly_norm_rel :premises (@p854) :args ((= (>= 1 @t342) (>= @t341 0))))
% 142.01/142.39  (step @p856 :rule arith-geq-tighten :args (@t334 1))
% 142.01/142.39  (step @p857 :rule trans :premises (@p856 @p855))
% 142.01/142.39  (step @p858 :rule symm :premises (@p857))
% 142.01/142.39  (step @p859 :rule arith_poly_norm :args ((= @t343 @t341)))
% 142.01/142.39  (step @p860 :rule cong :premises (@p859 @p111) :args (@t344))
% 142.01/142.39  (step @p861 :rule trans :premises (@p860 @p858))
% 142.01/142.39  (step @p862 :rule refl :args (@t338))
% 142.01/142.39  (step @p863 :rule nary_cong :premises (@p862 @p861) :args (@t345))
% 142.01/142.39  (step @p864 :rule cong :premises (@p863) :args (@t346))
% 142.01/142.39  (step @p865 :rule refl :args (@t332))
% 142.01/142.39  (step @p866 :rule cong :premises (@p865 @p864) :args ((=> @t332 @t346)))
% 142.01/142.39  (assume-push @p1321 @t332)
% 142.01/142.39  (step @p868 :rule skolemize :premises (@p1321))
% 142.01/142.39  (step-pop @p1322 :rule scope :premises (@p868))
% 142.01/142.39  (step @p869 :rule process_scope :premises (@p1322) :args (@t346))
% 142.01/142.39  (step @p871 :rule eq_resolve :premises (@p869 @p866))
% 142.01/142.39  (step @p872 :rule implies_elim :premises (@p871))
% 142.01/142.39  (step @p873 :rule eq_resolve :premises (@p872 @p853))
% 142.01/142.39  (step @p874 :rule chain_m_resolution :premises (@p873 @p850) :args (@t340 @t172 (@list @t75)))
% 142.01/142.39  (step @p875 :rule bool-double-not-elim :args (@t337))
% 142.01/142.39  (step @p876 :rule refl :args (@t339))
% 142.01/142.39  (step @p877 :rule nary_cong :premises (@p876 @p875) :args ((or @t339 (not @t338))))
% 142.01/142.39  (step @p878 :rule cnf_or_neg :args (@t339 0))
% 142.01/142.39  (step @p879 :rule eq_resolve :premises (@p878 @p877))
% 142.01/142.39  (step @p880 :rule reordering :premises (@p879) :args ((or @t337 @t339)))
% 142.01/142.39  (step @p881 :rule chain_m_resolution :premises (@p880 @p874) :args (@t337 @t172 @t347))
% 142.01/142.39  (step @p882 :rule cnf_equiv_pos1 :args (@t350))
% 142.01/142.39  (step @p883 :rule reordering :premises (@p882) :args ((or @t338 @t349 (not @t350))))
% 142.01/142.39  (step @p884 :rule chain_m_resolution :premises (@p883 @p881 @p43) :args (@t349 @t175 (@list @t337 @t350)))
% 142.01/142.39  (step @p885 :rule refl :args (@t360))
% 142.01/142.39  (step @p886 :rule bool-double-not-elim :args (@t348))
% 142.01/142.39  (step @p887 :rule nary_cong :premises (@p886 @p885) :args ((or (not @t349) @t360)))
% 142.01/142.39  (assume-push @p1323 @t349)
% 142.01/142.39  (step @p889 :rule skolemize :premises (@p1323))
% 142.01/142.39  (step-pop @p1324 :rule scope :premises (@p889))
% 142.01/142.39  (step @p890 :rule process_scope :premises (@p1324) :args (@t360))
% 142.01/142.39  (step @p892 :rule implies_elim :premises (@p890))
% 142.01/142.39  (step @p893 :rule eq_resolve :premises (@p892 @p887))
% 142.01/142.39  (step @p894 :rule chain_m_resolution :premises (@p893 @p884) :args (@t360 @t172 (@list @t348)))
% 142.01/142.39  (step @p895 :rule bool-double-not-elim :args (@t355))
% 142.01/142.39  (step @p896 :rule refl :args (@t359))
% 142.01/142.39  (step @p897 :rule nary_cong :premises (@p896 @p895) :args ((or @t359 (not @t356))))
% 142.01/142.39  (step @p898 :rule cnf_or_neg :args (@t359 1))
% 142.01/142.39  (step @p899 :rule eq_resolve :premises (@p898 @p897))
% 142.01/142.39  (step @p900 :rule reordering :premises (@p899) :args ((or @t355 @t359)))
% 142.01/142.39  (step @p901 :rule chain_m_resolution :premises (@p900 @p894) :args (@t355 @t172 @t361))
% 142.01/142.39  (step @p902 :rule bool-double-not-elim :args (@t335))
% 142.01/142.39  (step @p903 :rule nary_cong :premises (@p876 @p902) :args ((or @t339 (not @t336))))
% 142.01/142.39  (step @p904 :rule cnf_or_neg :args (@t339 1))
% 142.01/142.39  (step @p905 :rule eq_resolve :premises (@p904 @p903))
% 142.01/142.39  (step @p906 :rule reordering :premises (@p905) :args ((or @t335 @t339)))
% 142.01/142.39  (step @p907 :rule chain_m_resolution :premises (@p906 @p874) :args (@t335 @t172 @t347))
% 142.01/142.39  (step @p908 :rule bool-double-not-elim :args (@t363))
% 142.01/142.39  (step @p909 :rule refl :args (@t336))
% 142.01/142.39  (step @p910 :rule refl :args (@t356))
% 142.01/142.39  (step @p911 :rule nary_cong :premises (@p910 @p909 @p908) :args ((or @t356 @t336 (not @t364))))
% 142.01/142.39  (assume-push @p1325 @t355)
% 142.01/142.39  (assume-push @p1326 @t335)
% 142.01/142.39  (assume-push @p1327 @t364)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p699 :rule evaluate :args (@t290))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p783 :rule nary_cong :premises (@p355 @p201 @p112) :args (@t322))
% 142.01/142.39  (step @p784 :rule trans :premises (@p783 @p699))
% 142.01/142.39  (step @p915 :rule arith_poly_norm :args ((= (+ 0 @t76 @t333 0) 0)))
% 142.01/142.39  (step @p703 :rule arith_poly_norm :args (@t294))
% 142.01/142.39  (step @p916 :rule refl :args (@t333))
% 142.01/142.39  (step @p917 :rule refl :args (@t76))
% 142.01/142.39  (step @p918 :rule arith_poly_norm :args ((= @t365 0)))
% 142.01/142.39  (step @p919 :rule nary_cong :premises (@p918 @p917 @p916 @p703) :args (@t366))
% 142.01/142.39  (step @p920 :rule trans :premises (@p919 @p915))
% 142.01/142.39  (step @p921 :rule arith_poly_norm :args ((= @t367 @t366)))
% 142.01/142.39  (step @p922 :rule trans :premises (@p921 @p920))
% 142.01/142.39  (step @p923 :rule cong :premises (@p922 @p784) :args (@t368))
% 142.01/142.39  (step @p924 :rule trans :premises (@p923 @p64))
% 142.01/142.39  (step @p925 :rule cong :premises (@p924) :args ((not @t368)))
% 142.01/142.39  (step @p926 :rule trans :premises (@p925 @p63))
% 142.01/142.39  (step @p927 :rule arith-elim-lt :args (@t367 @t322))
% 142.01/142.39  (step @p928 :rule trans :premises (@p927 @p926))
% 142.01/142.39  (step @p929 :rule arith_mult_neg :args (-1 @t335))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p930 :rule and_intro :premises (@p93 @p1326))
% 142.01/142.39  (step @p931 :rule modus_ponens :premises (@p930 @p929))
% 142.01/142.39  (step @p932 :rule arith_mult_neg :args (-1 @t355))
% 142.01/142.39  (step @p933 :rule and_intro :premises (@p93 @p1325))
% 142.01/142.39  (step @p934 :rule modus_ponens :premises (@p933 @p932))
% 142.01/142.39  (step @p935 :rule arith-elim-lt :args (@t362 1))
% 142.01/142.39  (step @p936 :rule symm :premises (@p935))
% 142.01/142.39  (step @p937 :rule eq_resolve :premises (@p1327 @p936))
% 142.01/142.39  (step @p938 :rule arith_sum_ub :premises (@p937 @p934 @p931))
% 142.01/142.39  (step @p939 false :rule eq_resolve :premises (@p938 @p928))
% 142.01/142.39  (step-pop @p1328 :rule scope :premises (@p939))
% 142.01/142.39  (step-pop @p1329 :rule scope :premises (@p1328))
% 142.01/142.39  (step-pop @p1330 :rule scope :premises (@p1329))
% 142.01/142.39  (step @p940 :rule process_scope :premises (@p1330) :args (false))
% 142.01/142.39  (step @p944 :rule not_and :premises (@p940))
% 142.01/142.39  (step @p945 :rule eq_resolve :premises (@p944 @p911))
% 142.01/142.39  (step @p946 :rule reordering :premises (@p945) :args ((or @t336 @t356 @t363)))
% 142.01/142.39  (step @p947 :rule chain_m_resolution :premises (@p946 @p907 @p901) :args (@t363 @t175 (@list @t335 @t355)))
% 142.01/142.39  (step @p948 :rule bool-double-not-elim :args (@t357))
% 142.01/142.39  (step @p949 :rule nary_cong :premises (@p896 @p948) :args ((or @t359 (not @t358))))
% 142.01/142.39  (step @p950 :rule cnf_or_neg :args (@t359 0))
% 142.01/142.39  (step @p951 :rule eq_resolve :premises (@p950 @p949))
% 142.01/142.39  (step @p952 :rule reordering :premises (@p951) :args ((or @t357 @t359)))
% 142.01/142.39  (step @p953 :rule chain_m_resolution :premises (@p952 @p894) :args (@t357 @t172 @t361))
% 142.01/142.39  (step @p954 :rule cnf_or_pos :args (@t369))
% 142.01/142.39  (step @p955 :rule reordering :premises (@p954) :args ((or @t358 @t364 @t370)))
% 142.01/142.39  (step @p956 :rule chain_m_resolution :premises (@p955 @p953 @p947) :args (@t370 @t175 (@list @t357 @t363)))
% 142.01/142.39  (assume-push @p1331 @t66)
% 142.01/142.39  (step @p958 :rule instantiate :premises (@p1331) :args ((@list @t351)))
% 142.01/142.39  (step-pop @p1332 :rule scope :premises (@p958))
% 142.01/142.39  (step @p959 :rule process_scope :premises (@p1332) :args (@t369))
% 142.01/142.39  (step @p961 :rule implies_elim :premises (@p959))
% 142.01/142.39  (step @p962 :rule chain_m_resolution :premises (@p961 @p956) :args (@t229 @t172 (@list @t369)))
% 142.01/142.39  (step @p963 :rule refl :args (@t379))
% 142.01/142.39  (step @p964 :rule nary_cong :premises (@p502 @p963) :args ((or @t233 @t379)))
% 142.01/142.39  (assume-push @p1333 @t229)
% 142.01/142.39  (step @p966 :rule skolemize :premises (@p1333))
% 142.01/142.39  (step-pop @p1334 :rule scope :premises (@p966))
% 142.01/142.39  (step @p967 :rule process_scope :premises (@p1334) :args (@t379))
% 142.01/142.39  (step @p969 :rule implies_elim :premises (@p967))
% 142.01/142.39  (step @p970 :rule eq_resolve :premises (@p969 @p964))
% 142.01/142.39  (step @p971 :rule chain_m_resolution :premises (@p970 @p962) :args (@t379 @t172 (@list @t66)))
% 142.01/142.39  (step @p972 :rule bool-double-not-elim :args (@t376))
% 142.01/142.39  (step @p973 :rule refl :args (@t378))
% 142.01/142.39  (step @p974 :rule nary_cong :premises (@p973 @p972) :args ((or @t378 (not @t377))))
% 142.01/142.39  (step @p975 :rule cnf_or_neg :args (@t378 0))
% 142.01/142.39  (step @p976 :rule eq_resolve :premises (@p975 @p974))
% 142.01/142.39  (step @p977 :rule reordering :premises (@p976) :args ((or @t376 @t378)))
% 142.01/142.39  (step @p978 :rule chain_m_resolution :premises (@p977 @p971) :args (@t376 @t172 @t380))
% 142.01/142.39  (step @p979 :rule cnf_equiv_pos1 :args (@t389))
% 142.01/142.39  (step @p980 :rule reordering :premises (@p979) :args ((or @t377 @t388 (not @t389))))
% 142.01/142.39  (step @p981 :rule chain_m_resolution :premises (@p980 @p978 @p26) :args (@t388 @t175 (@list @t376 @t389)))
% 142.01/142.39  (step @p982 :rule cnf_and_pos :args (@t388 0))
% 142.01/142.39  (step @p983 :rule reordering :premises (@p982) :args ((or @t387 @t390)))
% 142.01/142.39  (step @p984 :rule chain_m_resolution :premises (@p983 @p981) :args (@t387 @t231 @t391))
% 142.01/142.39  (step @p985 :rule refl :args (@t394))
% 142.01/142.39  (step @p986 :rule bool-double-not-elim :args (@t396))
% 142.01/142.39  (step @p987 :rule arith_poly_norm :args ((= (* -1 (- 0 @t398)) (* -1 (- @t397 1)))))
% 142.01/142.39  (step @p988 :rule arith_poly_norm_rel :premises (@p987) :args ((= (>= 0 @t398) (>= @t397 1))))
% 142.01/142.39  (step @p989 :rule arith-geq-tighten :args (@t395 0))
% 142.01/142.39  (step @p990 :rule trans :premises (@p989 @p988))
% 142.01/142.39  (step @p991 :rule symm :premises (@p990))
% 142.01/142.39  (step @p992 :rule arith_poly_norm :args ((= @t399 @t397)))
% 142.01/142.39  (step @p993 :rule cong :premises (@p992 @p355) :args (@t400))
% 142.01/142.39  (step @p994 :rule trans :premises (@p993 @p991))
% 142.01/142.39  (step @p995 :rule cong :premises (@p994) :args (@t401))
% 142.01/142.39  (step @p996 :rule trans :premises (@p995 @p986))
% 142.01/142.39  (step @p997 :rule cong :premises (@p996 @p985) :args (@t402))
% 142.01/142.39  (step @p998 :rule cong :premises (@p681 @p997) :args ((=> @t285 @t402)))
% 142.01/142.39  (assume-push @p1335 @t285)
% 142.01/142.39  (step @p1000 :rule instantiate :premises (@p666) :args ((@list @t78 @t67)))
% 142.01/142.39  (step-pop @p1336 :rule scope :premises (@p1000))
% 142.01/142.39  (step @p1001 :rule process_scope :premises (@p1336) :args (@t402))
% 142.01/142.39  (step @p1003 :rule eq_resolve :premises (@p1001 @p998))
% 142.01/142.39  (step @p1004 :rule implies_elim :premises (@p1003))
% 142.01/142.39  (step @p1005 :rule chain_m_resolution :premises (@p1004 @p666) :args (@t403 @t231 @t287))
% 142.01/142.39  (step @p1006 :rule bool-double-not-elim :args (@t374))
% 142.01/142.39  (step @p1007 :rule nary_cong :premises (@p973 @p1006) :args ((or @t378 (not @t375))))
% 142.01/142.39  (step @p1008 :rule cnf_or_neg :args (@t378 1))
% 142.01/142.39  (step @p1009 :rule eq_resolve :premises (@p1008 @p1007))
% 142.01/142.39  (step @p1010 :rule reordering :premises (@p1009) :args ((or @t374 @t378)))
% 142.01/142.39  (step @p1011 :rule chain_m_resolution :premises (@p1010 @p971) :args (@t374 @t172 @t380))
% 142.01/142.39  (step @p1012 :rule eq-symm :args (@t404 @t238))
% 142.01/142.39  (step @p1013 :rule arith_poly_norm :args ((= (* -1 (- @t405 0)) (* -1 (- @t237 1)))))
% 142.01/142.39  (step @p1014 :rule arith_poly_norm_rel :premises (@p1013) :args ((= (>= @t405 0) @t238)))
% 142.01/142.39  (step @p1015 :rule arith_poly_norm :args ((= @t406 @t405)))
% 142.01/142.39  (step @p1016 :rule arith_poly_norm :args ((= @t407 @t406)))
% 142.01/142.39  (step @p1017 :rule trans :premises (@p1016 @p1015))
% 142.01/142.39  (step @p1018 :rule cong :premises (@p1017 @p111) :args (@t408))
% 142.01/142.39  (step @p1019 :rule trans :premises (@p1018 @p1014))
% 142.01/142.39  (step @p1020 :rule refl :args (@t404))
% 142.01/142.39  (step @p1021 :rule cong :premises (@p1020 @p1019) :args (@t409))
% 142.01/142.39  (step @p1022 :rule trans :premises (@p1021 @p1012))
% 142.01/142.39  (step @p1023 :rule refl :args (@t410))
% 142.01/142.39  (step @p1024 :rule cong :premises (@p1023 @p1022) :args ((=> @t410 @t409)))
% 142.01/142.39  (assume-push @p1337 @t410)
% 142.01/142.39  (step @p1026 :rule instantiate :premises (@p410) :args (@t228))
% 142.01/142.39  (step-pop @p1338 :rule scope :premises (@p1026))
% 142.01/142.39  (step @p1027 :rule process_scope :premises (@p1338) :args (@t409))
% 142.01/142.39  (step @p1029 :rule eq_resolve :premises (@p1027 @p1024))
% 142.01/142.39  (step @p1030 :rule implies_elim :premises (@p1029))
% 142.01/142.39  (step @p1031 :rule chain_m_resolution :premises (@p1030 @p410) :args (@t411 @t231 (@list @t410)))
% 142.01/142.39  (step @p1032 :rule cnf_and_pos :args (@t190 1))
% 142.01/142.39  (step @p1033 :rule reordering :premises (@p1032) :args ((or @t188 @t193)))
% 142.01/142.39  (step @p1034 :rule chain_m_resolution :premises (@p1033 @p823) :args (@t188 @t231 @t328))
% 142.01/142.39  (step @p1035 :rule aci_norm :args ((= (or @t412 false) @t412)))
% 142.01/142.39  (step @p1036 :rule refl :args (@t412))
% 142.01/142.39  (step @p1037 :rule nary_cong :premises (@p1036 @p458) :args (@t413))
% 142.01/142.39  (step @p1038 :rule trans :premises (@p1037 @p1035))
% 142.01/142.39  (step @p1039 :rule refl :args (@t188))
% 142.01/142.39  (step @p1040 :rule cong :premises (@p1039 @p1038) :args ((=> @t188 @t413)))
% 142.01/142.39  (assume-push @p1339 @t188)
% 142.01/142.39  (step @p1042 :rule instantiate :premises (@p1339) :args (@t206))
% 142.01/142.39  (step-pop @p1340 :rule scope :premises (@p1042))
% 142.01/142.39  (step @p1043 :rule process_scope :premises (@p1340) :args (@t413))
% 142.01/142.39  (step @p1045 :rule eq_resolve :premises (@p1043 @p1040))
% 142.01/142.39  (step @p1046 :rule implies_elim :premises (@p1045))
% 142.01/142.39  (step @p1047 :rule chain_m_resolution :premises (@p1046 @p1034) :args (@t412 @t231 (@list @t188)))
% 142.01/142.39  (step @p1048 :rule cnf_equiv_pos1 :args (@t411))
% 142.01/142.39  (step @p1049 :rule reordering :premises (@p1048) :args ((or @t239 @t404 (not @t411))))
% 142.01/142.39  (step @p1050 :rule chain_m_resolution :premises (@p1049 @p1047 @p1031) :args (@t239 @t331 (@list @t404 @t411)))
% 142.01/142.39  (step @p1051 :rule bool-double-not-elim :args (@t393))
% 142.01/142.39  (step @p1052 :rule refl :args (@t375))
% 142.01/142.39  (step @p1053 :rule nary_cong :premises (@p776 @p1052 @p1051) :args ((or @t321 @t375 (not @t394))))
% 142.01/142.39  (assume-push @p1341 @t394)
% 142.01/142.39  (assume-push @p1342 @t239)
% 142.01/142.39  (assume-push @p1343 @t374)
% 142.01/142.39  (step @p1057 :rule arith-elim-lt :args (@t373 1))
% 142.01/142.39  (step @p1058 :rule symm :premises (@p1057))
% 142.01/142.39  (assume-push @p1344 @t374)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p1060 :rule evaluate :args ((+ -1 0 1)))
% 142.01/142.39  (step @p112 :rule evaluate :args (@t101))
% 142.01/142.39  (step @p1061 :rule nary_cong :premises (@p112 @p111 @p355) :args (@t414))
% 142.01/142.39  (step @p1062 :rule trans :premises (@p1061 @p1060))
% 142.01/142.39  (step @p702 :rule arith_poly_norm :args (@t292))
% 142.01/142.39  (step @p703 :rule arith_poly_norm :args (@t294))
% 142.01/142.39  (step @p704 :rule refl :args (@t235))
% 142.01/142.39  (step @p705 :rule refl :args (@t236))
% 142.01/142.39  (step @p1063 :rule arith_poly_norm :args ((= @t415 0)))
% 142.01/142.39  (step @p1064 :rule nary_cong :premises (@p1063 @p705 @p704 @p703) :args (@t416))
% 142.01/142.39  (step @p1065 :rule trans :premises (@p1064 @p702))
% 142.01/142.39  (step @p1066 :rule arith_poly_norm :args ((= @t417 @t416)))
% 142.01/142.39  (step @p1067 :rule trans :premises (@p1066 @p1065))
% 142.01/142.39  (step @p1068 :rule cong :premises (@p1067 @p1062) :args (@t418))
% 142.01/142.39  (step @p1069 :rule trans :premises (@p1068 @p64))
% 142.01/142.39  (step @p1070 :rule cong :premises (@p1069) :args ((not @t418)))
% 142.01/142.39  (step @p1071 :rule trans :premises (@p1070 @p63))
% 142.01/142.39  (step @p1072 :rule arith-elim-lt :args (@t417 @t414))
% 142.01/142.39  (step @p1073 :rule trans :premises (@p1072 @p1071))
% 142.01/142.39  (step @p1074 :rule arith-elim-lt :args (@t392 1))
% 142.01/142.39  (step @p1075 :rule symm :premises (@p1074))
% 142.01/142.39  (step @p1076 :rule eq_resolve :premises (@p1341 @p1075))
% 142.01/142.39  (step @p805 :rule arith-elim-lt :args (@t237 1))
% 142.01/142.39  (step @p806 :rule symm :premises (@p805))
% 142.01/142.39  (step @p1077 :rule eq_resolve :premises (@p1342 @p806))
% 142.01/142.39  (step @p1078 :rule int_tight_ub :premises (@p1077))
% 142.01/142.39  (step @p1079 :rule arith_mult_neg :args (-1 @t374))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p1080 :rule and_intro :premises (@p93 @p1343))
% 142.01/142.39  (step @p1081 :rule modus_ponens :premises (@p1080 @p1079))
% 142.01/142.39  (step @p1082 :rule arith_sum_ub :premises (@p1081 @p1078 @p1076))
% 142.01/142.39  (step @p1083 false :rule eq_resolve :premises (@p1082 @p1073))
% 142.01/142.39  (step-pop @p1345 :rule scope :premises (@p1083))
% 142.01/142.39  (step @p1084 :rule process_scope :premises (@p1345) :args (false))
% 142.01/142.39  (step @p1086 :rule eq_resolve :premises (@p1084 @p1058))
% 142.01/142.39  (step @p1087 :rule eq_resolve :premises (@p1086 @p1057))
% 142.01/142.39  (step @p1088 false :rule contra :premises (@p1343 @p1087))
% 142.01/142.39  (step-pop @p1346 :rule scope :premises (@p1088))
% 142.01/142.39  (step-pop @p1347 :rule scope :premises (@p1346))
% 142.01/142.39  (step-pop @p1348 :rule scope :premises (@p1347))
% 142.01/142.39  (step @p1089 :rule process_scope :premises (@p1348) :args (false))
% 142.01/142.39  (assume-push @p1349 @t239)
% 142.01/142.39  (assume-push @p1350 @t374)
% 142.01/142.39  (assume-push @p1351 @t394)
% 142.01/142.39  (step @p1096 :rule and_intro :premises (@p1351 @p1349 @p1350))
% 142.01/142.39  (step-pop @p1352 :rule scope :premises (@p1096))
% 142.01/142.39  (step-pop @p1353 :rule scope :premises (@p1352))
% 142.01/142.39  (step-pop @p1354 :rule scope :premises (@p1353))
% 142.01/142.39  (step @p1097 :rule process_scope :premises (@p1354) :args (@t419))
% 142.01/142.39  (step @p1101 :rule implies_elim :premises (@p1097))
% 142.01/142.39  (step @p1102 :rule resolution :premises (@p1101 @p1089) :args (true @t419))
% 142.01/142.39  (step @p1103 :rule not_and :premises (@p1102))
% 142.01/142.39  (step @p1104 :rule eq_resolve :premises (@p1103 @p1053))
% 142.01/142.39  (step @p1105 :rule chain_m_resolution :premises (@p1104 @p1050 @p1011) :args (@t393 @t331 (@list @t238 @t374)))
% 142.01/142.39  (step @p1106 :rule cnf_equiv_pos1 :args (@t403))
% 142.01/142.39  (step @p1107 :rule reordering :premises (@p1106) :args ((or @t420 @t394 (not @t403))))
% 142.01/142.39  (step @p1108 :rule chain_m_resolution :premises (@p1107 @p1105 @p1005) :args (@t420 @t175 (@list @t393 @t403)))
% 142.01/142.39  (step @p1109 :rule cnf_and_pos :args (@t388 1))
% 142.01/142.39  (step @p1110 :rule reordering :premises (@p1109) :args ((or @t384 @t390)))
% 142.01/142.39  (step @p1111 :rule chain_m_resolution :premises (@p1110 @p981) :args (@t384 @t231 @t391))
% 142.01/142.39  (step @p1112 :rule bool-double-not-elim :args (@t383))
% 142.01/142.39  (step @p1113 :rule nary_cong :premises (@p194 @p1112 @p986) :args ((or @t134 (not @t384) @t421)))
% 142.01/142.39  (assume-push @p1355 @t133)
% 142.01/142.39  (assume-push @p1356 @t384)
% 142.01/142.39  (assume-push @p1357 @t420)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p612 :rule evaluate :args (@t266))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p1117 :rule nary_cong :premises (@p111 @p201 @p111) :args (@t422))
% 142.01/142.39  (step @p1118 :rule trans :premises (@p1117 @p612))
% 142.01/142.39  (step @p1119 :rule arith_poly_norm :args (@t423))
% 142.01/142.39  (step @p167 :rule arith_poly_norm :args (@t126))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p1120 :rule refl :args (@t67))
% 142.01/142.39  (step @p1121 :rule refl :args (@t381))
% 142.01/142.39  (step @p1122 :rule nary_cong :premises (@p1121 @p1120 @p117 @p167) :args (@t424))
% 142.01/142.39  (step @p1123 :rule trans :premises (@p1122 @p1119))
% 142.01/142.39  (step @p1124 :rule arith_poly_norm :args ((= @t425 @t424)))
% 142.01/142.39  (step @p1125 :rule trans :premises (@p1124 @p1123))
% 142.01/142.39  (step @p1126 :rule cong :premises (@p1125 @p1118) :args (@t426))
% 142.01/142.39  (step @p1127 :rule trans :premises (@p1126 @p64))
% 142.01/142.39  (step @p1128 :rule cong :premises (@p1127) :args ((not @t426)))
% 142.01/142.39  (step @p1129 :rule trans :premises (@p1128 @p63))
% 142.01/142.39  (step @p1130 :rule arith-elim-lt :args (@t425 @t422))
% 142.01/142.39  (step @p1131 :rule trans :premises (@p1130 @p1129))
% 142.01/142.39  (step @p1132 :rule arith-elim-lt :args (@t382 1))
% 142.01/142.39  (step @p1133 :rule symm :premises (@p1132))
% 142.01/142.39  (step @p1134 :rule eq_resolve :premises (@p1356 @p1133))
% 142.01/142.39  (step @p1135 :rule int_tight_ub :premises (@p1134))
% 142.01/142.39  (step @p563 :rule arith_mult_neg :args (-1 @t143))
% 142.01/142.39  (step @p216 :rule arith_poly_norm :args (@t142))
% 142.01/142.39  (step @p217 :rule arith_poly_norm_rel :premises (@p216) :args (@t144))
% 142.01/142.39  (step @p218 :rule symm :premises (@p217))
% 142.01/142.39  (step @p1136 :rule eq_resolve :premises (@p1355 @p218))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p1137 :rule and_intro :premises (@p93 @p1136))
% 142.01/142.39  (step @p1138 :rule modus_ponens :premises (@p1137 @p563))
% 142.01/142.39  (step @p1139 :rule arith-elim-lt :args (@t395 0))
% 142.01/142.39  (step @p1140 :rule symm :premises (@p1139))
% 142.01/142.39  (step @p1141 :rule eq_resolve :premises (@p1357 @p1140))
% 142.01/142.39  (step @p1142 :rule arith_sum_ub :premises (@p1141 @p1138 @p1135))
% 142.01/142.39  (step @p1143 false :rule eq_resolve :premises (@p1142 @p1131))
% 142.01/142.39  (step-pop @p1358 :rule scope :premises (@p1143))
% 142.01/142.39  (step-pop @p1359 :rule scope :premises (@p1358))
% 142.01/142.39  (step-pop @p1360 :rule scope :premises (@p1359))
% 142.01/142.39  (step @p1144 :rule process_scope :premises (@p1360) :args (false))
% 142.01/142.39  (step @p1148 :rule not_and :premises (@p1144))
% 142.01/142.39  (step @p1149 :rule eq_resolve :premises (@p1148 @p1113))
% 142.01/142.39  (step @p1150 :rule chain_m_resolution :premises (@p1149 @p1111 @p1108) :args (@t134 @t327 (@list @t383 @t396)))
% 142.01/142.39  (step @p1151 :rule chain_m_resolution :premises (@p247 @p1150 @p245) :args (@t122 @t331 (@list @t133 @t148)))
% 142.01/142.39  (step @p1152 :rule chain_m_resolution :premises (@p192 @p1151) :args (@t119 @t231 (@list @t122)))
% 142.01/142.39  (step @p1153 :rule chain_m_resolution :premises (@p155 @p1152 @p153) :args (@t98 @t175 (@list @t119 @t121)))
% 142.01/142.39  (step @p1154 :rule bool-double-not-elim :args (@t386))
% 142.01/142.39  (step @p1155 :rule nary_cong :premises (@p590 @p1154 @p986) :args ((or @t262 (not @t387) @t421)))
% 142.01/142.39  (assume-push @p1361 @t98)
% 142.01/142.39  (assume-push @p1362 @t420)
% 142.01/142.39  (assume-push @p1363 @t387)
% 142.01/142.39  (step @p1159 :rule arith-elim-leq :args (@t385 0))
% 142.01/142.39  (step @p1160 :rule symm :premises (@p1159))
% 142.01/142.39  (step @p1161 :rule cong :premises (@p1160) :args ((not (>= 0 @t385))))
% 142.01/142.39  (step @p1162 :rule arith-elim-gt :args (@t385 0))
% 142.01/142.39  (step @p1163 :rule trans :premises (@p1162 @p1161))
% 142.01/142.39  (step @p600 :rule evaluate :args (@t263))
% 142.01/142.39  (step @p1164 :rule refl :args (@t385))
% 142.01/142.39  (step @p1165 :rule cong :premises (@p1164 @p600) :args (@t427))
% 142.01/142.39  (step @p1166 :rule cong :premises (@p1165) :args ((not @t427)))
% 142.01/142.39  (step @p1167 :rule arith-leq-norm :args (@t385 0))
% 142.01/142.39  (step @p1168 :rule trans :premises (@p1167 @p1166))
% 142.01/142.39  (step @p1169 :rule cong :premises (@p1168) :args ((not @t428)))
% 142.01/142.39  (step @p1170 :rule trans :premises (@p1169 @p1154))
% 142.01/142.39  (step @p1171 :rule trans :premises (@p1163 @p1170))
% 142.01/142.39  (step @p1172 :rule symm :premises (@p1171))
% 142.01/142.39  (step @p1173 :rule trans :premises (@p1170 @p1172))
% 142.01/142.39  (assume-push @p1364 @t428)
% 142.01/142.39  (step @p63 :rule evaluate :args (@t91))
% 142.01/142.39  (step @p64 :rule evaluate :args (@t92))
% 142.01/142.39  (step @p612 :rule evaluate :args (@t266))
% 142.01/142.39  (step @p201 :rule evaluate :args (@t135))
% 142.01/142.39  (step @p613 :rule nary_cong :premises (@p111 @p111 @p201) :args (@t267))
% 142.01/142.39  (step @p614 :rule trans :premises (@p613 @p612))
% 142.01/142.39  (step @p1119 :rule arith_poly_norm :args (@t423))
% 142.01/142.39  (step @p116 :rule arith_poly_norm :args (@t105))
% 142.01/142.39  (step @p117 :rule arith_poly_norm :args (@t107))
% 142.01/142.39  (step @p1120 :rule refl :args (@t67))
% 142.01/142.39  (step @p1121 :rule refl :args (@t381))
% 142.01/142.39  (step @p1175 :rule nary_cong :premises (@p1121 @p1120 @p117 @p116) :args (@t429))
% 142.01/142.39  (step @p1176 :rule trans :premises (@p1175 @p1119))
% 142.01/142.39  (step @p1177 :rule arith_poly_norm :args ((= @t430 @t429)))
% 142.01/142.39  (step @p1178 :rule trans :premises (@p1177 @p1176))
% 142.01/142.39  (step @p1179 :rule cong :premises (@p1178 @p614) :args (@t431))
% 142.01/142.39  (step @p1180 :rule trans :premises (@p1179 @p64))
% 142.01/142.39  (step @p1181 :rule cong :premises (@p1180) :args ((not @t431)))
% 142.01/142.39  (step @p1182 :rule trans :premises (@p1181 @p63))
% 142.01/142.39  (step @p1183 :rule arith-elim-lt :args (@t430 @t267))
% 142.01/142.39  (step @p1184 :rule trans :premises (@p1183 @p1182))
% 142.01/142.39  (step @p625 :rule arith_mult_neg :args (-1 @t112))
% 142.01/142.39  (step @p124 :rule arith_poly_norm :args (@t111))
% 142.01/142.39  (step @p125 :rule arith_poly_norm_rel :premises (@p124) :args (@t113))
% 142.01/142.39  (step @p126 :rule symm :premises (@p125))
% 142.01/142.39  (step @p1185 :rule eq_resolve :premises (@p1361 @p126))
% 142.01/142.39  (step @p92 :rule evaluate :args (@t97))
% 142.01/142.39  (step @p93 :rule true_elim :premises (@p92))
% 142.01/142.39  (step @p1186 :rule and_intro :premises (@p93 @p1185))
% 142.01/142.39  (step @p1187 :rule modus_ponens :premises (@p1186 @p625))
% 142.01/142.39  (step @p1139 :rule arith-elim-lt :args (@t395 0))
% 142.01/142.39  (step @p1140 :rule symm :premises (@p1139))
% 142.01/142.39  (step @p1188 :rule eq_resolve :premises (@p1362 @p1140))
% 142.01/142.39  (step @p1189 :rule arith_sum_ub :premises (@p1364 @p1188 @p1187))
% 142.01/142.39  (step @p1190 false :rule eq_resolve :premises (@p1189 @p1184))
% 142.01/142.39  (step-pop @p1365 :rule scope :premises (@p1190))
% 142.01/142.39  (step @p1191 :rule process_scope :premises (@p1365) :args (false))
% 142.01/142.39  (step @p1193 :rule eq_resolve :premises (@p1191 @p1173))
% 142.01/142.39  (step @p1194 :rule eq_resolve :premises (@p1193 @p1163))
% 142.01/142.39  (step @p1195 :rule arith-elim-lt :args (@t385 1))
% 105.79/142.40  (step @p1196 :rule symm :premises (@p1195))
% 105.79/142.40  (step @p1197 :rule eq_resolve :premises (@p1363 @p1196))
% 105.79/142.40  (step @p1198 :rule int_tight_ub :premises (@p1197))
% 105.79/142.40  (step @p1199 false :rule contra :premises (@p1198 @p1194))
% 105.79/142.40  (step-pop @p1366 :rule scope :premises (@p1199))
% 105.79/142.40  (step-pop @p1367 :rule scope :premises (@p1366))
% 105.79/142.40  (step-pop @p1368 :rule scope :premises (@p1367))
% 105.79/142.40  (step @p1200 :rule process_scope :premises (@p1368) :args (false))
% 105.79/142.40  (assume-push @p1369 @t98)
% 105.79/142.40  (assume-push @p1370 @t387)
% 105.79/142.40  (assume-push @p1371 @t420)
% 105.79/142.40  (step @p1207 :rule and_intro :premises (@p1369 @p1371 @p1370))
% 105.79/142.40  (step-pop @p1372 :rule scope :premises (@p1207))
% 105.79/142.40  (step-pop @p1373 :rule scope :premises (@p1372))
% 105.79/142.40  (step-pop @p1374 :rule scope :premises (@p1373))
% 105.79/142.40  (step @p1208 :rule process_scope :premises (@p1374) :args (@t432))
% 105.79/142.40  (step @p1212 :rule implies_elim :premises (@p1208))
% 105.79/142.40  (step @p1213 :rule resolution :premises (@p1212 @p1200) :args (true @t432))
% 105.79/142.40  (step @p1214 :rule not_and :premises (@p1213))
% 105.79/142.40  (step @p1215 :rule eq_resolve :premises (@p1214 @p1155))
% 105.79/142.40  (step @p1216 false :rule chain_m_resolution :premises (@p1215 @p1153 @p1108 @p984) :args (false (@list false true true) (@list @t98 @t396 @t386)))
% 105.79/142.40  )
% 105.79/142.40  % SZS output end Proof
% 105.79/142.40  % cvc5 exiting
%------------------------------------------------------------------------------