0.07/0.12 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.07/0.13 % Command : /export/starexec/sandbox/solver/bin/do_cvc5 /export/starexec/sandbox/benchmark/theBenchmark.p 120 THM 0.13/0.34 % Computer : n031.cluster.edu 0.13/0.34 % Model : x86_64 x86_64 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.13/0.34 % Memory : 8042.1875MB 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64 0.13/0.34 % CPULimit : 960 0.13/0.34 % WCLimit : 120 0.13/0.34 % DateTime : Fri Sep 5 12:06:37 EDT 2025 0.13/0.34 % CPUTime : 0.38/0.53 %----Proving TF0_ARI 65.42/65.69 --- Run --finite-model-find --decision=internal at 18... 65.42/65.69 --- Run --decision=internal --simplification=none --no-inst-no-entail --no-cbqi --full-saturate-quant at 24... 65.42/65.69 --- Run --no-e-matching --full-saturate-quant at 18... 65.42/65.69 --- Run --cegqi-all --purify-triggers --full-saturate-quant at 18... 65.42/65.69 % SZS status Theorem 65.42/65.69 % SZS output start Proof 65.42/65.69 ( 65.42/65.69 (declare-type tptp.bool1 ()) 65.42/65.69 (declare-type tptp.array_int ()) 65.42/65.69 (declare-type tptp.map_int_int ()) 65.42/65.69 (declare-type tptp.tuple02 ()) 65.42/65.69 (declare-type tptp.ty ()) 65.42/65.69 (declare-type tptp.uni ()) 65.42/65.69 (declare-const tptp.make1 (-> tptp.ty Int tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.tuple03 tptp.tuple02) 65.42/65.69 (declare-const tptp.set2 (-> tptp.ty tptp.uni Int tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.match_bool1 (-> tptp.ty tptp.bool1 tptp.uni tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.t2tb2 (-> tptp.array_int tptp.uni)) 65.42/65.69 (declare-const tptp.const (-> tptp.ty tptp.ty tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.sum3 (-> tptp.array_int Int Int Int)) 65.42/65.69 (declare-const tptp.set (-> tptp.ty tptp.ty tptp.uni tptp.uni tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.tb2t (-> tptp.uni Int)) 65.42/65.69 (declare-const tptp.mk_array1 (-> tptp.ty Int tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.witness1 (-> tptp.ty tptp.uni)) 65.42/65.69 (declare-const tptp.is_power_of_21 (-> Int Bool)) 65.42/65.69 (declare-const tptp.get (-> tptp.ty tptp.ty tptp.uni tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.t2tb1 (-> tptp.map_int_int tptp.uni)) 65.42/65.69 (declare-const tptp.t2tb (-> Int tptp.uni)) 65.42/65.69 (declare-const tptp.phase11 (-> Int Int tptp.array_int tptp.array_int Bool)) 65.42/65.69 (declare-const tptp.elts (-> tptp.ty tptp.uni tptp.uni)) 65.42/65.69 (declare-const tptp.true1 tptp.bool1) 65.42/65.69 (declare-const tptp.sum2 (-> tptp.map_int_int Int Int Int)) 65.42/65.69 (declare-const tptp.mod1 (-> Int Int Int)) 65.42/65.69 (declare-const tptp.map (-> tptp.ty tptp.ty tptp.ty)) 65.42/65.69 (declare-const tptp.power1 (-> Int Int Int)) 65.42/65.69 (declare-const tptp.get2 (-> tptp.ty tptp.uni Int tptp.uni)) 65.42/65.69 (declare-const tptp.go_right1 (-> Int Int Int)) 65.42/65.69 (declare-const tptp.length1 (-> tptp.ty tptp.uni Int)) 65.42/65.69 (declare-const tptp.int tptp.ty) 65.42/65.69 (declare-const tptp.go_left1 (-> Int Int Int)) 65.42/65.69 (declare-const tptp.array (-> tptp.ty tptp.ty)) 65.42/65.69 (declare-const tptp.sort1 (-> tptp.ty tptp.uni Bool)) 65.42/65.69 (declare-const tptp.tb2t2 (-> tptp.uni tptp.array_int)) 65.42/65.69 (declare-const tptp.tb2t1 (-> tptp.uni tptp.map_int_int)) 65.42/65.69 (declare-const tptp.abs1 (-> Int Int)) 65.42/65.69 (declare-const tptp.div1 (-> Int Int Int)) 65.42/65.69 (declare-const tptp.false1 tptp.bool1) 65.42/65.69 (define @t1 () (@var "N" Int)) 65.42/65.69 (define @t2 () (@var "X" Int)) 65.42/65.69 (define @t3 () (tptp.power1 @t2 @t1)) 65.42/65.69 (define @t4 () (<= 0 @t1)) 65.42/65.69 (define @t5 () (@list @t2 @t1)) 65.42/65.69 (define @t6 () (@var "X" tptp.uni)) 65.42/65.69 (define @t7 () (@var "A" tptp.ty)) 65.42/65.69 (define @t8 () (@var "B" tptp.ty)) 65.42/65.69 (define @t9 () (tptp.map @t7 @t8)) 65.42/65.69 (define @t10 () (@var "J" Int)) 65.42/65.69 (define @t11 () (- @t10 1)) 65.42/65.69 (define @t12 () (@var "C" tptp.map_int_int)) 65.42/65.69 (define @t13 () (tptp.t2tb1 @t12)) 65.42/65.69 (define @t14 () (@var "I" Int)) 65.42/65.69 (define @t15 () (tptp.sum2 @t12 @t14 @t10)) 65.42/65.69 (define @t16 () (< @t14 @t10)) 65.42/65.69 (define @t17 () (@list @t12 @t14 @t10)) 65.42/65.69 (define @t18 () (@var "M" Int)) 65.42/65.69 (define @t19 () (<= 0 @t18)) 65.42/65.69 (define @t20 () (@list @t2 @t1 @t18)) 65.42/65.69 (define @t21 () (@var "A" tptp.array_int)) 65.42/65.69 (define @t22 () (@var "A0" tptp.array_int)) 65.42/65.69 (define @t23 () (@var "Right" Int)) 65.42/65.69 (define @t24 () (@var "Left" Int)) 65.42/65.69 (define @t25 () (tptp.phase11 @t24 @t23 @t22 @t21)) 65.42/65.69 (define @t26 () (+ @t24 1)) 65.42/65.69 (define @t27 () (- @t23 @t24)) 65.42/65.69 (define @t28 () (- @t24 @t27)) 65.42/65.69 (define @t29 () (tptp.t2tb2 @t21)) 65.42/65.69 (define @t30 () (tptp.tb2t (tptp.get2 tptp.int @t29 @t24))) 65.42/65.69 (define @t31 () (= @t30 (tptp.sum3 @t22 (+ @t28 1) @t26))) 65.42/65.69 (define @t32 () (tptp.go_right1 @t24 @t23)) 65.42/65.69 (define @t33 () (tptp.phase11 @t32 @t23 @t22 @t21)) 65.42/65.69 (define @t34 () (tptp.go_left1 @t24 @t23)) 65.42/65.69 (define @t35 () (tptp.phase11 @t34 @t24 @t22 @t21)) 65.42/65.69 (define @t36 () (< @t26 @t23)) 65.42/65.69 (define @t37 () (@list @t24 @t23 @t22 @t21)) 65.42/65.69 (define @t38 () (@var "Y" Int)) 65.42/65.69 (define @t39 () (* @t2 @t38)) 65.42/65.69 (define @t40 () (tptp.t2tb @t14)) 65.42/65.69 (define @t41 () (@var "U1" tptp.uni)) 65.42/65.69 (define @t42 () (@var "U" Int)) 65.42/65.69 (define @t43 () (tptp.mk_array1 @t7 @t42 @t41)) 65.42/65.69 (define @t44 () (tptp.elts @t7 @t43)) 65.42/65.69 (define @t45 () (tptp.map tptp.int @t7)) 65.42/65.69 (define @t46 () (tptp.sort1 @t45 @t41)) 65.42/65.69 (define @t47 () (=> @t46 (= @t44 @t41))) 65.42/65.69 (define @t48 () (@list @t7 @t42 @t41)) 65.42/65.69 (define @t49 () (forall @t48 @t47)) 65.42/65.69 (define @t50 () (@var "X1" tptp.uni)) 65.42/65.69 (define @t51 () (tptp.array @t7)) 65.42/65.69 (define @t52 () (@list @t7 @t2 @t50)) 65.42/65.69 (define @t53 () (@var "X" tptp.map_int_int)) 65.42/65.69 (define @t54 () (tptp.map tptp.int tptp.int)) 65.42/65.69 (define @t55 () (@var "I" tptp.map_int_int)) 65.42/65.69 (define @t56 () (@var "B1" tptp.uni)) 65.42/65.69 (define @t57 () (@var "A2" tptp.uni)) 65.42/65.69 (define @t58 () (@var "A1" tptp.uni)) 65.42/65.69 (define @t59 () (@var "M" tptp.uni)) 65.42/65.69 (define @t60 () (tptp.get @t8 @t7 (tptp.set @t8 @t7 @t59 @t58 @t56) @t57)) 65.42/65.69 (define @t61 () (= @t58 @t57)) 65.42/65.69 (define @t62 () (tptp.sort1 @t8 @t56)) 65.42/65.69 (define @t63 () (tptp.mod1 @t2 @t38)) 65.42/65.69 (define @t64 () (<= 0 @t2)) 65.42/65.69 (define @t65 () (not (= @t38 0))) 65.42/65.69 (define @t66 () (@list @t2 @t38)) 65.42/65.69 (define @t67 () (tptp.abs1 @t2)) 65.42/65.69 (define @t68 () (@list @t2)) 65.42/65.69 (define @t69 () (and (< @t2 @t38) @t64)) 65.42/65.69 (define @t70 () (@var "I" tptp.array_int)) 65.42/65.69 (define @t71 () (tptp.length1 @t7 @t43)) 65.42/65.69 (define @t72 () (= @t71 @t42)) 65.42/65.69 (define @t73 () (forall @t48 @t72)) 65.42/65.69 (define @t74 () (@var "K" Int)) 65.42/65.69 (define @t75 () (<= @t14 @t74)) 65.42/65.69 (define @t76 () (* 2 (tptp.div1 @t2 2))) 65.42/65.69 (define @t77 () (= @t76 @t2)) 65.42/65.69 (define @t78 () (=> (< 1 @t2) @t77)) 65.42/65.69 (define @t79 () (tptp.is_power_of_21 @t2)) 65.42/65.69 (define @t80 () (=> @t79 @t78)) 65.42/65.69 (define @t81 () (forall @t68 @t80)) 65.42/65.69 (define @t82 () (@var "U" tptp.bool1)) 65.42/65.69 (define @t83 () (@var "Z" tptp.uni)) 65.42/65.69 (define @t84 () (@var "Z1" tptp.uni)) 65.42/65.69 (define @t85 () (@list @t7 @t83 @t84)) 65.42/65.69 (define @t86 () (<= @t2 @t38)) 65.42/65.69 (define @t87 () (@var "V" tptp.uni)) 65.42/65.69 (define @t88 () (tptp.elts @t7 @t58)) 65.42/65.69 (define @t89 () (tptp.div1 @t2 @t38)) 65.42/65.69 (define @t90 () (tptp.div1 @t27 2)) 65.42/65.69 (define @t91 () (- @t24 @t90)) 65.42/65.69 (define @t92 () (@list @t24 @t23)) 65.42/65.69 (define @t93 () (tptp.t2tb2 @t22)) 65.42/65.69 (define @t94 () (= @t30 (tptp.tb2t (tptp.get2 tptp.int @t93 @t24)))) 65.42/65.69 (define @t95 () (@var "U" tptp.uni)) 65.42/65.69 (define @t96 () (@var "X2" tptp.uni)) 65.42/65.69 (define @t97 () (@var "X" tptp.bool1)) 65.42/65.69 (define @t98 () (@var "Z" Int)) 65.42/65.69 (define @t99 () (+ @t39 @t98)) 65.42/65.69 (define @t100 () (<= 0 @t98)) 65.42/65.69 (define @t101 () (<= 0 @t38)) 65.42/65.69 (define @t102 () (< 0 @t2)) 65.42/65.69 (define @t103 () (@list @t2 @t38 @t98)) 65.42/65.69 (define @t104 () (@var "C2" tptp.map_int_int)) 65.42/65.69 (define @t105 () (@var "C1" tptp.map_int_int)) 65.42/65.69 (define @t106 () (tptp.t2tb @t74)) 65.42/65.69 (define @t107 () (@list @t74)) 65.42/65.69 (define @t108 () (- @t23 @t90)) 65.42/65.69 (define @t109 () (@var "X1" Int)) 65.42/65.69 (define @t110 () (@list @t14)) 65.42/65.69 (define @t111 () (@var "U" tptp.tuple02)) 65.42/65.69 (define @t112 () (@var "Aqt" tptp.array_int)) 65.42/65.69 (define @t113 () (tptp.phase11 @t24 @t23 @t22 @t112)) 65.42/65.69 (define @t114 () (tptp.t2tb2 @t112)) 65.42/65.69 (define @t115 () (= (tptp.tb2t (tptp.get2 tptp.int @t29 @t14)) (tptp.tb2t (tptp.get2 tptp.int @t114 @t14)))) 65.42/65.69 (define @t116 () (and (< @t28 @t14) (< @t14 @t23))) 65.42/65.69 (define @t117 () (=> @t116 @t115)) 65.42/65.69 (define @t118 () (forall @t110 @t117)) 65.42/65.69 (define @t119 () (tptp.length1 tptp.int @t114)) 65.42/65.69 (define @t120 () (tptp.length1 tptp.int @t29)) 65.42/65.69 (define @t121 () (<= 0 @t120)) 65.42/65.69 (define @t122 () (tptp.length1 tptp.int @t93)) 65.42/65.69 (define @t123 () (<= 0 @t122)) 65.42/65.69 (define @t124 () (and @t123 @t121 (<= 0 @t119) @t118 @t25)) 65.42/65.69 (define @t125 () (=> @t124 @t113)) 65.42/65.69 (define @t126 () (@list @t24 @t23 @t22 @t21 @t112)) 65.42/65.69 (define @t127 () (forall @t126 @t125)) 65.42/65.69 (define @t128 () (@var "H" Int)) 65.42/65.69 (define @t129 () (@var "L" Int)) 65.42/65.69 (define @t130 () (@var "J" tptp.uni)) 65.42/65.69 (define @t131 () (@list @t130)) 65.42/65.69 (define @t132 () (<= 0 @t89)) 65.42/65.69 (define @t133 () (< 0 @t38)) 65.42/65.69 (define @t134 () (and @t64 @t133)) 65.42/65.69 (define @t135 () (<= @t2 0)) 65.42/65.69 (define @t136 () (@var "Z2" tptp.array_int)) 65.42/65.69 (define @t137 () (= @t136 @t22)) 65.42/65.69 (define @t138 () (@var "Z3" tptp.array_int)) 65.42/65.69 (define @t139 () (= @t138 @t21)) 65.42/65.69 (define @t140 () (@var "Z1" Int)) 65.42/65.69 (define @t141 () (= @t98 @t24)) 65.42/65.69 (define @t142 () (tptp.abs1 @t38)) 65.42/65.69 (define @t143 () (@var "X" tptp.array_int)) 65.42/65.69 (define @t144 () (@var "A0qt" tptp.array_int)) 65.42/65.69 (define @t145 () (tptp.t2tb2 @t144)) 65.42/65.69 (define @t146 () (@var "A3" tptp.map_int_int)) 65.42/65.69 (define @t147 () (tptp.t2tb1 @t146)) 65.42/65.69 (define @t148 () (@var "A" Int)) 65.42/65.69 (define @t149 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t147))) 65.42/65.69 (define @t150 () (@var "A1" tptp.map_int_int)) 65.42/65.69 (define @t151 () (tptp.t2tb1 @t150)) 65.42/65.69 (define @t152 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t151))) 65.42/65.69 (define @t153 () (tptp.phase11 @t91 @t24 @t152 @t149)) 65.42/65.69 (define @t154 () (<= 0 @t148)) 65.42/65.69 (define @t155 () (@var "A2" tptp.map_int_int)) 65.42/65.69 (define @t156 () (tptp.t2tb1 @t155)) 65.42/65.69 (define @t157 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t156))) 65.42/65.69 (define @t158 () (tptp.phase11 @t108 @t23 @t157 @t149)) 65.42/65.69 (define @t159 () (+ @t23 1)) 65.42/65.69 (define @t160 () (- @t23 @t108)) 65.42/65.69 (define @t161 () (- @t108 @t160)) 65.42/65.69 (define @t162 () (+ @t161 1)) 65.42/65.69 (define @t163 () (tptp.sum2 @t155 @t162 @t159)) 65.42/65.69 (define @t164 () (tptp.t2tb @t23)) 65.42/65.69 (define @t165 () (tptp.tb2t (tptp.get tptp.int tptp.int @t147 @t164))) 65.42/65.69 (define @t166 () (= @t165 @t163)) 65.42/65.69 (define @t167 () (tptp.tb2t (tptp.get tptp.int tptp.int @t156 @t40))) 65.42/65.69 (define @t168 () (tptp.tb2t (tptp.get tptp.int tptp.int @t147 @t40))) 65.42/65.69 (define @t169 () (= @t168 @t167)) 65.42/65.69 (define @t170 () (<= @t14 @t161)) 65.42/65.69 (define @t171 () (=> @t170 @t169)) 65.42/65.69 (define @t172 () (forall @t110 @t171)) 65.42/65.69 (define @t173 () (=> (< @t23 @t14) @t169)) 65.42/65.69 (define @t174 () (forall @t110 @t173)) 65.42/65.69 (define @t175 () (and @t174 @t172 @t166 @t158 @t154)) 65.42/65.69 (define @t176 () (=> @t175 @t153)) 65.42/65.69 (define @t177 () (@list @t146)) 65.42/65.69 (define @t178 () (forall @t177 @t176)) 65.42/65.69 (define @t179 () (<= 0 @t108)) 65.42/65.69 (define @t180 () (< @t23 @t148)) 65.42/65.69 (define @t181 () (tptp.is_power_of_21 @t160)) 65.42/65.69 (define @t182 () (- 1)) 65.42/65.69 (define @t183 () (<= @t182 @t161)) 65.42/65.69 (define @t184 () (and @t183 @t181 @t180 (< @t108 @t23) @t179)) 65.42/65.69 (define @t185 () (=> @t184 @t178)) 65.42/65.69 (define @t186 () (tptp.tb2t (tptp.get tptp.int tptp.int @t151 @t40))) 65.42/65.69 (define @t187 () (= @t167 @t186)) 65.42/65.69 (define @t188 () (- @t24 @t91)) 65.42/65.69 (define @t189 () (- @t91 @t188)) 65.42/65.69 (define @t190 () (<= @t14 @t189)) 65.42/65.69 (define @t191 () (=> @t190 @t187)) 65.42/65.69 (define @t192 () (forall @t110 @t191)) 65.42/65.69 (define @t193 () (=> (< @t24 @t14) @t187)) 65.42/65.69 (define @t194 () (forall @t110 @t193)) 65.42/65.69 (define @t195 () (+ @t189 1)) 65.42/65.69 (define @t196 () (tptp.sum2 @t150 @t195 @t26)) 65.42/65.69 (define @t197 () (tptp.t2tb @t24)) 65.42/65.69 (define @t198 () (tptp.tb2t (tptp.get tptp.int tptp.int @t156 @t197))) 65.42/65.69 (define @t199 () (= @t198 @t196)) 65.42/65.69 (define @t200 () (tptp.phase11 @t91 @t24 @t152 @t157)) 65.42/65.69 (define @t201 () (and @t200 @t199 @t194 @t192 @t154)) 65.42/65.69 (define @t202 () (=> @t201 @t185)) 65.42/65.69 (define @t203 () (@list @t155)) 65.42/65.69 (define @t204 () (forall @t203 @t202)) 65.42/65.69 (define @t205 () (<= @t182 @t189)) 65.42/65.69 (define @t206 () (tptp.is_power_of_21 @t188)) 65.42/65.69 (define @t207 () (<= 0 @t91)) 65.42/65.69 (define @t208 () (and @t207 (< @t91 @t24) @t206 @t205 (< @t24 @t148))) 65.42/65.69 (define @t209 () (=> @t208 @t204)) 65.42/65.69 (define @t210 () (=> @t36 @t209)) 65.42/65.69 (define @t211 () (tptp.is_power_of_21 @t27)) 65.42/65.69 (define @t212 () (<= @t182 @t28)) 65.42/65.69 (define @t213 () (and @t154 (<= 0 @t24) @t180 @t212 @t211 (< @t24 @t23))) 65.42/65.69 (define @t214 () (=> @t213 @t210)) 65.42/65.69 (define @t215 () (@list @t24 @t23 @t148 @t150)) 65.42/65.69 (define @t216 () (forall @t215 @t214)) 65.42/65.69 (define @t217 () (not @t216)) 65.42/65.69 (define @t218 () (tptp.t2tb2 (tptp.tb2t2 @t130))) 65.42/65.69 (define @t219 () (forall @t131 (= @t218 @t130))) 65.42/65.69 (define @t220 () (@var "BOUND_VARIABLE_8965" tptp.map_int_int)) 65.42/65.69 (define @t221 () (tptp.t2tb1 @t220)) 65.42/65.69 (define @t222 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t221))) 65.42/65.69 (define @t223 () (* -1 @t24)) 65.42/65.69 (define @t224 () (+ @t223 @t23)) 65.42/65.69 (define @t225 () (tptp.div1 @t224 2)) 65.42/65.69 (define @t226 () (* -1 @t225)) 65.42/65.69 (define @t227 () (+ @t24 @t226)) 65.42/65.69 (define @t228 () (tptp.phase11 @t227 @t24 @t152 @t222)) 65.42/65.69 (define @t229 () (@var "BOUND_VARIABLE_8963" tptp.map_int_int)) 65.42/65.69 (define @t230 () (tptp.t2tb1 @t229)) 65.42/65.69 (define @t231 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t230))) 65.42/65.69 (define @t232 () (+ @t23 @t226)) 65.42/65.69 (define @t233 () (not (tptp.phase11 @t232 @t23 @t231 @t222))) 65.42/65.69 (define @t234 () (+ 1 @t23)) 65.42/65.69 (define @t235 () (* -2 @t225)) 65.42/65.69 (define @t236 () (+ 1 @t23 @t235)) 65.42/65.69 (define @t237 () (not (= (tptp.sum2 @t229 @t236 @t234) (tptp.tb2t (tptp.get tptp.int tptp.int @t221 @t164))))) 65.42/65.69 (define @t238 () (tptp.tb2t (tptp.get tptp.int tptp.int @t230 @t40))) 65.42/65.69 (define @t239 () (= @t238 (tptp.tb2t (tptp.get tptp.int tptp.int @t221 @t40)))) 65.42/65.69 (define @t240 () (* 2 @t225)) 65.42/65.69 (define @t241 () (* -1 @t23)) 65.42/65.69 (define @t242 () (+ @t14 @t241 @t240)) 65.42/65.69 (define @t243 () (>= @t242 1)) 65.42/65.69 (define @t244 () (not (forall @t110 (or @t243 @t239)))) 65.42/65.69 (define @t245 () (+ @t14 @t241)) 65.42/65.69 (define @t246 () (>= @t245 1)) 65.42/65.69 (define @t247 () (not @t246)) 65.42/65.69 (define @t248 () (not (forall @t110 (or @t247 @t239)))) 65.42/65.69 (define @t249 () (= @t186 @t238)) 65.42/65.69 (define @t250 () (+ @t14 @t223 @t240)) 65.42/65.69 (define @t251 () (>= @t250 1)) 65.42/65.69 (define @t252 () (+ @t14 @t223)) 65.42/65.69 (define @t253 () (>= @t252 1)) 65.42/65.69 (define @t254 () (not @t253)) 65.42/65.69 (define @t255 () (tptp.tb2t (tptp.get tptp.int tptp.int @t230 @t197))) 65.42/65.69 (define @t256 () (+ 1 @t24)) 65.42/65.69 (define @t257 () (+ 1 @t24 @t235)) 65.42/65.69 (define @t258 () (tptp.sum2 @t150 @t257 @t256)) 65.42/65.69 (define @t259 () (= @t258 @t255)) 65.42/65.69 (define @t260 () (not (tptp.phase11 @t227 @t24 @t152 @t231))) 65.42/65.69 (define @t261 () (>= @t232 0)) 65.42/65.69 (define @t262 () (not @t261)) 65.42/65.69 (define @t263 () (+ @t23 @t235)) 65.42/65.69 (define @t264 () (>= @t263 -1)) 65.42/65.69 (define @t265 () (not @t264)) 65.42/65.69 (define @t266 () (* -1 @t148)) 65.42/65.69 (define @t267 () (+ @t24 @t266)) 65.42/65.69 (define @t268 () (>= @t267 0)) 65.42/65.69 (define @t269 () (+ @t24 @t235)) 65.42/65.69 (define @t270 () (>= @t269 -1)) 65.42/65.69 (define @t271 () (not @t270)) 65.42/65.69 (define @t272 () (tptp.is_power_of_21 @t225)) 65.42/65.69 (define @t273 () (not @t272)) 65.42/65.69 (define @t274 () (>= @t225 1)) 65.42/65.69 (define @t275 () (not @t274)) 65.42/65.69 (define @t276 () (>= @t227 0)) 65.42/65.69 (define @t277 () (not @t276)) 65.42/65.69 (define @t278 () (+ @t24 @t241)) 65.42/65.69 (define @t279 () (>= @t278 -1)) 65.42/65.69 (define @t280 () (>= @t278 0)) 65.42/65.69 (define @t281 () (tptp.is_power_of_21 @t224)) 65.42/65.69 (define @t282 () (not @t281)) 65.42/65.69 (define @t283 () (+ (* 2 @t24) @t241)) 65.42/65.69 (define @t284 () (>= @t283 -1)) 65.42/65.69 (define @t285 () (not @t284)) 65.42/65.69 (define @t286 () (+ @t23 @t266)) 65.42/65.69 (define @t287 () (>= @t286 0)) 65.42/65.69 (define @t288 () (>= @t24 0)) 65.42/65.69 (define @t289 () (not @t288)) 65.42/65.69 (define @t290 () (>= @t148 0)) 65.42/65.69 (define @t291 () (not @t290)) 65.42/65.69 (define @t292 () (@list @t24 @t23 @t148 @t150 @t229 @t220)) 65.42/65.69 (define @t293 () (forall @t292 (or @t291 @t289 @t287 @t285 @t282 @t280 @t279 @t277 @t275 @t273 @t271 @t268 @t265 @t262 @t260 (not @t259) (not (forall @t110 (or @t254 @t249))) (not (forall @t110 (or @t251 @t249))) @t248 @t244 @t237 @t233 @t228))) 65.42/65.69 (define @t294 () (@quantifiers_skolemize @t293 3)) 65.42/65.69 (define @t295 () (tptp.t2tb1 @t294)) 65.42/65.69 (define @t296 () (@quantifiers_skolemize @t293 2)) 65.42/65.69 (define @t297 () (@quantifiers_skolemize @t293 4)) 65.42/65.69 (define @t298 () (tptp.t2tb1 @t297)) 65.42/65.69 (define @t299 () (@list tptp.int @t296 @t298)) 65.42/65.69 (define @t300 () (tptp.mk_array1 tptp.int @t296 @t295)) 65.42/65.69 (define @t301 () (tptp.mk_array1 tptp.int @t296 @t298)) 65.42/65.69 (define @t302 () (= @t238 @t186)) 65.42/65.69 (define @t303 () (or @t251 @t302)) 65.42/65.69 (define @t304 () (forall @t110 @t303)) 65.42/65.69 (define @t305 () (not @t304)) 65.42/65.69 (define @t306 () (or @t254 @t302)) 65.42/65.69 (define @t307 () (forall @t110 @t306)) 65.42/65.69 (define @t308 () (not @t307)) 65.42/65.69 (define @t309 () (= @t255 @t258)) 65.42/65.69 (define @t310 () (not @t309)) 65.42/65.69 (define @t311 () (or @t291 @t289 @t287 @t285 @t282 @t280 @t279 @t277 @t275 @t273 @t271 @t268 @t265 @t262 @t260 @t310 @t308 @t305 @t248 @t244 @t237 @t233 @t228)) 65.42/65.69 (define @t312 () (or @t260 @t310 @t308 @t305 @t248 @t244 @t237 @t233 @t228)) 65.42/65.69 (define @t313 () (or @t291 @t289 @t287 @t285 @t282 @t280 @t279 @t277 @t275 @t273 @t271 @t268 @t265 @t262 @t312)) 65.42/65.69 (define @t314 () (forall @t292 @t313)) 65.42/65.69 (define @t315 () (@list @t229 @t220)) 65.42/65.69 (define @t316 () (forall @t315 @t313)) 65.42/65.69 (define @t317 () (forall @t315 @t312)) 65.42/65.69 (define @t318 () (@var "BOUND_VARIABLE_8915" tptp.map_int_int)) 65.42/65.69 (define @t319 () (or @t291 @t289 @t287 @t285 @t282 @t280 @t279 @t277 @t275 @t273 @t271 @t268 @t265 @t262 @t317)) 65.42/65.69 (define @t320 () (tptp.t2tb1 @t318)) 65.42/65.69 (define @t321 () (tptp.tb2t2 (tptp.mk_array1 tptp.int @t148 @t320))) 65.42/65.69 (define @t322 () (tptp.phase11 @t227 @t24 @t152 @t321)) 65.42/65.69 (define @t323 () (not (tptp.phase11 @t232 @t23 @t157 @t321))) 65.42/65.69 (define @t324 () (tptp.tb2t (tptp.get tptp.int tptp.int @t320 @t164))) 65.42/65.69 (define @t325 () (tptp.sum2 @t155 @t236 @t234)) 65.42/65.69 (define @t326 () (= @t325 @t324)) 65.42/65.69 (define @t327 () (= @t167 (tptp.tb2t (tptp.get tptp.int tptp.int @t320 @t40)))) 65.42/65.69 (define @t328 () (not (forall @t110 (or @t243 @t327)))) 65.42/65.69 (define @t329 () (not (forall @t110 (or @t247 @t327)))) 65.42/65.69 (define @t330 () (forall @t110 (or @t251 @t187))) 65.42/65.69 (define @t331 () (not @t330)) 65.42/65.69 (define @t332 () (forall @t110 (or @t254 @t187))) 65.42/65.69 (define @t333 () (not @t332)) 65.42/65.69 (define @t334 () (= @t198 @t258)) 65.42/65.69 (define @t335 () (not @t334)) 65.42/65.69 (define @t336 () (tptp.phase11 @t227 @t24 @t152 @t157)) 65.42/65.69 (define @t337 () (not @t336)) 65.42/65.69 (define @t338 () (@list @t155 @t318)) 65.42/65.69 (define @t339 () (forall @t338 (or @t337 @t335 @t333 @t331 @t329 @t328 (not @t326) @t323 @t322))) 65.42/65.69 (define @t340 () (or @t291 @t289 @t287 @t285 @t282 @t280 @t279 @t277 @t275 @t273 @t271 @t268 @t265 @t262 @t339)) 65.42/65.69 (define @t341 () (or @t279 @t277 @t275 @t273 @t271 @t268 @t291 @t265 @t287 @t262 @t339)) 65.42/65.69 (define @t342 () (or @t277 @t275 @t273 @t271 @t268 @t291 @t265 @t287 @t262 @t339)) 65.42/65.69 (define @t343 () (or @t291 @t265 @t273 @t287 @t275 @t262 @t339)) 65.42/65.69 (define @t344 () (not @t268)) 65.42/65.69 (define @t345 () (not @t344)) 65.42/65.69 (define @t346 () (or @t277 @t275 @t273 @t271 @t345)) 65.42/65.69 (define @t347 () (and @t276 @t274 @t272 @t270 @t344)) 65.42/65.69 (define @t348 () (=> @t347 @t343)) 65.42/65.69 (define @t349 () (not @t279)) 65.42/65.69 (define @t350 () (not @t280)) 65.42/65.69 (define @t351 () (not @t350)) 65.42/65.69 (define @t352 () (not @t287)) 65.42/65.69 (define @t353 () (not @t352)) 65.42/65.69 (define @t354 () (or @t291 @t289 @t353 @t285 @t282 @t351)) 65.42/65.69 (define @t355 () (=> @t349 @t348)) 65.42/65.69 (define @t356 () (and @t290 @t288 @t352 @t284 @t281 @t350)) 65.42/65.69 (define @t357 () (= @t324 @t325)) 65.42/65.69 (define @t358 () (not @t357)) 65.42/65.69 (define @t359 () (or @t337 @t335 @t333 @t331 @t329 @t328 @t358 @t323 @t322)) 65.42/65.69 (define @t360 () (or @t329 @t328 @t358 @t323 @t322)) 65.42/65.69 (define @t361 () (or @t337 @t335 @t333 @t331 @t360)) 65.42/65.69 (define @t362 () (forall @t338 @t361)) 65.42/65.69 (define @t363 () (@list @t318)) 65.42/65.69 (define @t364 () (forall @t363 @t361)) 65.42/65.69 (define @t365 () (forall @t363 @t360)) 65.42/65.69 (define @t366 () (or @t337 @t335 @t333 @t331 @t365)) 65.42/65.69 (define @t367 () (tptp.phase11 @t227 @t24 @t152 @t149)) 65.42/65.69 (define @t368 () (tptp.phase11 @t232 @t23 @t157 @t149)) 65.42/65.69 (define @t369 () (not @t368)) 65.42/65.69 (define @t370 () (= @t165 @t325)) 65.42/65.69 (define @t371 () (not @t370)) 65.42/65.69 (define @t372 () (= @t167 @t168)) 65.42/65.69 (define @t373 () (forall @t110 (or @t243 @t372))) 65.42/65.69 (define @t374 () (not @t373)) 65.42/65.69 (define @t375 () (forall @t110 (or @t247 @t372))) 65.42/65.69 (define @t376 () (not @t375)) 65.42/65.69 (define @t377 () (or @t376 @t374 @t371 @t369 @t367)) 65.42/65.69 (define @t378 () (forall @t177 @t377)) 65.42/65.69 (define @t379 () (or @t337 @t335 @t333 @t331 @t378)) 65.42/65.69 (define @t380 () (forall @t203 @t379)) 65.42/65.69 (define @t381 () (or @t291 @t265 @t273 @t287 @t275 @t262 @t380)) 65.42/65.69 (define @t382 () (or @t291 @t265 @t273 @t287 @t275 @t262 @t379)) 65.42/65.69 (define @t383 () (or @t337 @t335 @t333 @t331 @t291 @t265 @t273 @t287 @t275 @t262 @t378)) 65.42/65.69 (define @t384 () (or @t265 @t273 @t287 @t275 @t262 @t291 @t378)) 65.42/65.69 (define @t385 () (or @t337 @t335 @t333 @t331 @t291)) 65.42/65.69 (define @t386 () (or @t291 @t378)) 65.42/65.69 (define @t387 () (or @t265 @t273 @t353 @t275 @t262)) 65.42/65.69 (define @t388 () (and @t264 @t272 @t352 @t274 @t261)) 65.42/65.69 (define @t389 () (=> @t388 @t386)) 65.42/65.69 (define @t390 () (and @t336 @t334 @t332 @t330 @t290)) 65.42/65.69 (define @t391 () (or @t291 @t377)) 65.42/65.69 (define @t392 () (or @t376 @t374 @t371 @t369 @t291 @t367)) 65.42/65.69 (define @t393 () (or @t376 @t374 @t371 @t369 @t291)) 65.42/65.69 (define @t394 () (and @t375 @t373 @t370 @t368 @t290)) 65.42/65.69 (define @t395 () (+ @t23 @t223)) 65.42/65.69 (define @t396 () (* -1 @t90)) 65.42/65.69 (define @t397 () (+ @t24 @t396)) 65.42/65.69 (define @t398 () (+ @t23 @t396)) 65.42/65.69 (define @t399 () (+ @t263 1)) 65.42/65.69 (define @t400 () (+ @t241 @t225)) 65.42/65.69 (define @t401 () (* -1 @t108)) 65.42/65.69 (define @t402 () (+ @t23 @t401)) 65.42/65.69 (define @t403 () (* -1 @t160)) 65.42/65.69 (define @t404 () (+ @t108 @t403)) 65.42/65.69 (define @t405 () (not @t243)) 65.42/65.69 (define @t406 () (>= @t14 @t399)) 65.42/65.69 (define @t407 () (+ @t245 1)) 65.42/65.69 (define @t408 () (>= @t23 @t14)) 65.42/65.69 (define @t409 () (+ @t225 1)) 65.42/65.69 (define @t410 () (* -1 (- 1 @t409))) 65.42/65.69 (define @t411 () (>= 1 @t409)) 65.42/65.69 (define @t412 () (>= @t108 @t23)) 65.42/65.69 (define @t413 () (>= @t23 @t148)) 65.42/65.69 (define @t414 () (not @t251)) 65.42/65.69 (define @t415 () (+ @t269 1)) 65.42/65.69 (define @t416 () (>= @t14 @t415)) 65.42/65.69 (define @t417 () (+ @t223 @t225)) 65.42/65.69 (define @t418 () (* -1 @t91)) 65.42/65.69 (define @t419 () (+ @t24 @t418)) 65.42/65.69 (define @t420 () (* -1 @t188)) 65.42/65.69 (define @t421 () (+ @t91 @t420)) 65.42/65.69 (define @t422 () (+ @t252 1)) 65.42/65.69 (define @t423 () (>= @t24 @t14)) 65.42/65.69 (define @t424 () (>= @t24 @t148)) 65.42/65.69 (define @t425 () (>= @t91 @t24)) 65.42/65.69 (define @t426 () (>= @t26 @t23)) 65.42/65.69 (define @t427 () (>= @t24 @t23)) 65.42/65.69 (define @t428 () (* -1 @t27)) 65.42/65.69 (define @t429 () (+ @t24 @t428)) 65.42/65.69 (define @t430 () (>= @t296 0)) 65.42/65.69 (define @t431 () (@quantifiers_skolemize @t293 5)) 65.42/65.69 (define @t432 () (tptp.t2tb1 @t431)) 65.42/65.69 (define @t433 () (tptp.mk_array1 tptp.int @t296 @t432)) 65.42/65.69 (define @t434 () (tptp.tb2t2 @t433)) 65.42/65.69 (define @t435 () (tptp.tb2t2 @t300)) 65.42/65.69 (define @t436 () (@quantifiers_skolemize @t293 0)) 65.42/65.69 (define @t437 () (@quantifiers_skolemize @t293 1)) 65.42/65.69 (define @t438 () (* -1 @t436)) 65.42/65.69 (define @t439 () (+ @t438 @t437)) 65.42/65.69 (define @t440 () (tptp.div1 @t439 2)) 65.42/65.69 (define @t441 () (* -1 @t440)) 65.42/65.69 (define @t442 () (+ @t436 @t441)) 65.42/65.69 (define @t443 () (tptp.phase11 @t442 @t436 @t435 @t434)) 65.42/65.69 (define @t444 () (tptp.tb2t2 @t301)) 65.42/65.69 (define @t445 () (+ @t437 @t441)) 65.42/65.69 (define @t446 () (* -2 @t440)) 65.42/65.69 (define @t447 () (tptp.tb2t (tptp.get tptp.int tptp.int @t298 @t40))) 65.42/65.69 (define @t448 () (= @t447 (tptp.tb2t (tptp.get tptp.int tptp.int @t432 @t40)))) 65.42/65.69 (define @t449 () (* 2 @t440)) 65.42/65.69 (define @t450 () (* -1 @t437)) 65.42/65.69 (define @t451 () (forall @t110 (or (>= (+ @t14 @t450 @t449) 1) @t448))) 65.42/65.69 (define @t452 () (not @t451)) 65.42/65.69 (define @t453 () (= (tptp.tb2t (tptp.get tptp.int tptp.int @t295 @t40)) @t447)) 65.42/65.69 (define @t454 () (+ @t14 @t438 @t449)) 65.42/65.69 (define @t455 () (>= @t454 1)) 65.42/65.69 (define @t456 () (+ @t14 @t438)) 65.42/65.69 (define @t457 () (tptp.phase11 @t442 @t436 @t435 @t444)) 65.42/65.69 (define @t458 () (not @t457)) 65.42/65.69 (define @t459 () (+ @t437 @t446)) 65.42/65.69 (define @t460 () (* -1 @t296)) 65.42/65.69 (define @t461 () (+ @t436 @t450)) 65.42/65.69 (define @t462 () (>= @t461 -1)) 65.42/65.69 (define @t463 () (tptp.is_power_of_21 @t439)) 65.42/65.69 (define @t464 () (not @t463)) 65.42/65.69 (define @t465 () (not @t430)) 65.42/65.69 (define @t466 () (or @t465 (not (>= @t436 0)) (>= (+ @t437 @t460) 0) (not (>= (+ (* 2 @t436) @t450) -1)) @t464 (>= @t461 0) @t462 (not (>= @t442 0)) (not (>= @t440 1)) (not (tptp.is_power_of_21 @t440)) (not (>= (+ @t436 @t446) -1)) (>= (+ @t436 @t460) 0) (not (>= @t459 -1)) (not (>= @t445 0)) @t458 (not (= (tptp.sum2 @t294 (+ 1 @t436 @t446) (+ 1 @t436)) (tptp.tb2t (tptp.get tptp.int tptp.int @t298 (tptp.t2tb @t436))))) (not (forall @t110 (or (not (>= @t456 1)) @t453))) (not (forall @t110 (or @t455 @t453))) (not (forall @t110 (or (not (>= (+ @t14 @t450) 1)) @t448))) @t452 (not (= (tptp.sum2 @t297 (+ 1 @t437 @t446) (+ 1 @t437)) (tptp.tb2t (tptp.get tptp.int tptp.int @t432 (tptp.t2tb @t437))))) (not (tptp.phase11 @t445 @t437 @t444 @t434)) @t443)) 65.42/65.69 (define @t467 () (@list true)) 65.42/65.69 (define @t468 () (@list @t466)) 65.42/65.69 (define @t469 () (tptp.t2tb2 @t435)) 65.42/65.69 (define @t470 () (tptp.length1 tptp.int @t469)) 65.42/65.69 (define @t471 () (>= @t470 0)) 65.42/65.69 (define @t472 () (= @t300 @t469)) 65.42/65.69 (define @t473 () (not @t472)) 65.42/65.69 (define @t474 () (tptp.length1 tptp.int @t300)) 65.42/65.69 (define @t475 () (= @t296 @t474)) 65.42/65.69 (define @t476 () (not @t475)) 65.42/65.69 (define @t477 () (not @t471)) 65.42/65.69 (define @t478 () (= @t296 @t470)) 65.42/65.69 (define @t479 () (not true)) 65.42/65.69 (define @t480 () (>= 0 0)) 65.42/65.69 (define @t481 () (+ 0 0 0)) 65.42/65.69 (define @t482 () (* -1 0)) 65.42/65.69 (define @t483 () (+ @t482 0 0)) 65.42/65.69 (define @t484 () (* -1 @t470)) 65.42/65.69 (define @t485 () (+ @t484 @t470 @t460 @t296)) 65.42/65.69 (define @t486 () (+ @t296 @t484)) 65.42/65.69 (define @t487 () (+ @t460 @t486 @t470)) 65.42/65.69 (define @t488 () (>= @t487 @t483)) 65.42/65.69 (define @t489 () (= (* 1 (- @t486 0)) (* 1 (- @t296 @t470)))) 65.42/65.69 (define @t490 () (= @t486 0)) 65.42/65.69 (define @t491 () (= @t490 @t478)) 65.42/65.69 (define @t492 () (< -1 0)) 65.42/65.69 (define @t493 () (and @t477 @t478 @t430)) 65.42/65.69 (define @t494 () (@list false false false)) 65.42/65.69 (define @t495 () (not @t25)) 65.42/65.69 (define @t496 () (>= @t245 0)) 65.42/65.69 (define @t497 () (+ @t14 (* -2 @t24) @t23)) 65.42/65.69 (define @t498 () (>= @t497 1)) 65.42/65.69 (define @t499 () (not @t498)) 65.42/65.69 (define @t500 () (or @t499 @t496 @t115)) 65.42/65.69 (define @t501 () (forall @t110 @t500)) 65.42/65.69 (define @t502 () (not @t501)) 65.42/65.69 (define @t503 () (>= @t119 0)) 65.42/65.69 (define @t504 () (not @t503)) 65.42/65.69 (define @t505 () (>= @t120 0)) 65.42/65.69 (define @t506 () (not @t505)) 65.42/65.69 (define @t507 () (>= @t122 0)) 65.42/65.69 (define @t508 () (not @t507)) 65.42/65.69 (define @t509 () (or @t508 @t506 @t504 @t502 @t495 @t113)) 65.42/65.69 (define @t510 () (or @t508 @t506 @t504 @t502 @t495)) 65.42/65.69 (define @t511 () (and @t507 @t505 @t503 @t501 @t25)) 65.42/65.69 (define @t512 () (not @t496)) 65.42/65.69 (define @t513 () (and @t498 @t512)) 65.42/65.69 (define @t514 () (>= @t14 @t23)) 65.42/65.69 (define @t515 () (+ @t497 1)) 65.42/65.69 (define @t516 () (>= @t28 @t14)) 65.42/65.69 (define @t517 () (tptp.t2tb2 @t434)) 65.42/65.69 (define @t518 () (tptp.t2tb2 @t444)) 65.42/65.69 (define @t519 () (= (tptp.tb2t (tptp.get2 tptp.int @t518 @t14)) (tptp.tb2t (tptp.get2 tptp.int @t517 @t14)))) 65.42/65.69 (define @t520 () (>= @t456 0)) 65.42/65.69 (define @t521 () (+ (* -2 @t436) @t449)) 65.42/65.69 (define @t522 () (* -2 @t442)) 65.42/65.69 (define @t523 () (+ @t14 @t522 @t436)) 65.42/65.69 (define @t524 () (>= @t523 1)) 65.42/65.69 (define @t525 () (not @t524)) 65.42/65.69 (define @t526 () (or @t525 @t520 @t519)) 65.42/65.69 (define @t527 () (forall @t110 @t526)) 65.42/65.69 (define @t528 () (not @t527)) 65.42/65.69 (define @t529 () (tptp.length1 tptp.int @t517)) 65.42/65.69 (define @t530 () (>= @t529 0)) 65.42/65.69 (define @t531 () (not @t530)) 65.42/65.69 (define @t532 () (tptp.length1 tptp.int @t518)) 65.42/65.69 (define @t533 () (>= @t532 0)) 65.42/65.69 (define @t534 () (not @t533)) 65.42/65.69 (define @t535 () (or @t477 @t534 @t531 @t528 @t458 @t443)) 65.42/65.69 (define @t536 () (forall @t126 @t509)) 65.42/65.69 (define @t537 () (@list false)) 65.42/65.69 (define @t538 () (forall @t110 (or (not @t455) @t520 @t519))) 65.42/65.69 (define @t539 () (@quantifiers_skolemize @t538 0)) 65.42/65.69 (define @t540 () (* -1 @t539)) 65.42/65.69 (define @t541 () (+ @t436 @t540)) 65.42/65.69 (define @t542 () (>= @t541 1)) 65.42/65.69 (define @t543 () (tptp.get2 tptp.int @t517 @t539)) 65.42/65.69 (define @t544 () (tptp.tb2t @t543)) 65.42/65.69 (define @t545 () (tptp.get2 tptp.int @t518 @t539)) 65.42/65.69 (define @t546 () (tptp.tb2t @t545)) 65.42/65.69 (define @t547 () (= @t546 @t544)) 65.42/65.69 (define @t548 () (not @t542)) 65.42/65.69 (define @t549 () (+ @t436 @t540 @t446)) 65.42/65.69 (define @t550 () (>= @t549 0)) 65.42/65.69 (define @t551 () (or @t550 @t548 @t547)) 65.42/65.69 (define @t552 () (= @t2 @t76)) 65.42/65.69 (define @t553 () (>= @t2 2)) 65.42/65.69 (define @t554 () (not @t553)) 65.42/65.69 (define @t555 () (not @t79)) 65.42/65.69 (define @t556 () (or @t555 @t554 @t552)) 65.42/65.69 (define @t557 () (=> @t553 @t552)) 65.42/65.69 (define @t558 () (+ @t2 1)) 65.42/65.69 (define @t559 () (>= 1 @t2)) 65.42/65.69 (define @t560 () (- @t436 @t459)) 65.42/65.69 (define @t561 () (= @t436 @t459)) 65.42/65.69 (define @t562 () (= @t439 @t449)) 65.42/65.69 (define @t563 () (+ @t461 1)) 65.42/65.69 (define @t564 () (>= @t439 2)) 65.42/65.69 (define @t565 () (not @t564)) 65.42/65.69 (define @t566 () (or @t464 @t565 @t562)) 65.42/65.69 (define @t567 () (forall @t68 @t556)) 65.42/65.69 (define @t568 () (or @t464 @t462 @t561)) 65.42/65.69 (define @t569 () (+ @t436 @t450 @t449)) 65.42/65.69 (define @t570 () (>= @t569 1)) 65.42/65.69 (define @t571 () (* -1 1)) 65.42/65.69 (define @t572 () (+ @t571 0)) 65.42/65.69 (define @t573 () (* 0 @t436)) 65.42/65.69 (define @t574 () (= @t573 0)) 65.42/65.69 (define @t575 () (* 0 @t437)) 65.42/65.69 (define @t576 () (* 0 @t440)) 65.42/65.69 (define @t577 () (+ @t576 @t575 @t573)) 65.42/65.69 (define @t578 () (+ (* -1 @t569) @t569)) 65.42/65.69 (define @t579 () (not @t570)) 65.42/65.69 (define @t580 () (+ @t437 @t540 @t446)) 65.42/65.69 (define @t581 () (>= @t580 0)) 65.42/65.69 (define @t582 () (not @t581)) 65.42/65.69 (define @t583 () (+ @t571 1 0)) 65.42/65.69 (define @t584 () (* 0 @t539)) 65.42/65.69 (define @t585 () (+ @t584 @t449 @t446 @t450 @t437 @t573)) 65.42/65.69 (define @t586 () (+ (* -1 @t541) @t569 @t580)) 65.42/65.69 (define @t587 () (>= @t586 @t583)) 65.42/65.69 (define @t588 () (and @t582 @t579 @t542)) 65.42/65.69 (define @t589 () (tptp.t2tb @t539)) 65.42/65.69 (define @t590 () (tptp.tb2t (tptp.get tptp.int tptp.int @t432 @t589))) 65.42/65.69 (define @t591 () (tptp.tb2t (tptp.get tptp.int tptp.int @t298 @t589))) 65.42/65.69 (define @t592 () (= @t591 @t590)) 65.42/65.69 (define @t593 () (+ @t450 @t539 @t449)) 65.42/65.69 (define @t594 () (+ @t580 1)) 65.42/65.69 (define @t595 () (+ @t539 @t450 @t449)) 65.42/65.69 (define @t596 () (>= @t595 1)) 65.42/65.69 (define @t597 () (or @t596 @t592)) 65.42/65.69 (define @t598 () (or @t582 @t592)) 65.42/65.69 (define @t599 () (= @t41 @t44)) 65.42/65.69 (define @t600 () (= @t298 (tptp.elts tptp.int @t301))) 65.42/65.69 (define @t601 () (tptp.sort1 @t54 @t298)) 65.42/65.69 (define @t602 () (not @t601)) 65.42/65.69 (define @t603 () (or @t602 @t600)) 65.42/65.69 (define @t604 () (@list false false)) 65.42/65.69 (define @t605 () (@list tptp.int @t296 @t432)) 65.42/65.69 (define @t606 () (= @t432 (tptp.elts tptp.int @t433))) 65.42/65.69 (define @t607 () (tptp.sort1 @t54 @t432)) 65.42/65.69 (define @t608 () (not @t607)) 65.42/65.69 (define @t609 () (or @t608 @t606)) 65.42/65.69 (define @t610 () (not @t592)) 65.42/65.69 (define @t611 () (tptp.elts tptp.int @t517)) 65.42/65.69 (define @t612 () (tptp.get tptp.int tptp.int @t611 @t589)) 65.42/65.69 (define @t613 () (= @t543 @t612)) 65.42/65.69 (define @t614 () (not @t613)) 65.42/65.69 (define @t615 () (tptp.elts tptp.int @t518)) 65.42/65.69 (define @t616 () (tptp.get tptp.int tptp.int @t615 @t589)) 65.42/65.69 (define @t617 () (= @t545 @t616)) 65.42/65.69 (define @t618 () (not @t617)) 65.42/65.69 (define @t619 () (= @t433 @t517)) 65.42/65.69 (define @t620 () (not @t619)) 65.42/65.69 (define @t621 () (= @t301 @t518)) 65.42/65.69 (define @t622 () (not @t621)) 65.42/65.69 (define @t623 () (not @t606)) 65.42/65.69 (define @t624 () (not @t600)) 65.42/65.69 (define @t625 () (not @t547)) 65.42/65.69 (define @t626 () (and @t600 @t606 @t621 @t619 @t625 @t617 @t613)) 65.42/65.69 (define @t627 () (not @t551)) 65.42/65.69 (define @t628 () (not @t538)) 65.42/65.69 (define @t629 () (+ @t438 @t539)) 65.42/65.69 (define @t630 () (+ @t541 1)) 65.42/65.69 (define @t631 () (+ @t539 @t438)) 65.42/65.69 (define @t632 () (>= @t631 0)) 65.42/65.69 (define @t633 () (+ @t438 @t539 @t449)) 65.42/65.69 (define @t634 () (+ @t549 1)) 65.42/65.69 (define @t635 () (+ @t539 @t438 @t449)) 65.42/65.69 (define @t636 () (>= @t635 1)) 65.42/65.69 (define @t637 () (not @t636)) 65.42/65.69 (define @t638 () (or @t637 @t632 @t547)) 65.42/65.69 (define @t639 () (not @t638)) 65.42/65.69 (define @t640 () (tptp.length1 tptp.int @t433)) 65.42/65.69 (define @t641 () (= @t296 @t640)) 65.42/65.69 (define @t642 () (not @t641)) 65.42/65.69 (define @t643 () (= @t296 @t529)) 65.42/65.69 (define @t644 () (* -1 @t529)) 65.42/65.69 (define @t645 () (+ @t644 @t529 @t460 @t296)) 65.42/65.69 (define @t646 () (+ @t296 @t644)) 65.42/65.69 (define @t647 () (+ @t460 @t646 @t529)) 65.42/65.69 (define @t648 () (>= @t647 @t483)) 65.42/65.69 (define @t649 () (and @t531 @t643 @t430)) 65.42/65.69 (define @t650 () (or @t477 @t534 @t531 @t628 @t458 @t443)) 65.42/65.69 (define @t651 () (tptp.length1 tptp.int @t301)) 65.42/65.69 (define @t652 () (= @t296 @t651)) 65.42/65.69 (define @t653 () (not @t652)) 65.42/65.69 (define @t654 () (= @t296 @t532)) 65.42/65.69 (define @t655 () (< @t532 0)) 65.42/65.69 (define @t656 () (+ 0 @t482 0 @t482)) 65.42/65.69 (define @t657 () (* -1 @t532)) 65.42/65.69 (define @t658 () (* 0 @t296)) 65.42/65.69 (define @t659 () (* 0 @t470)) 65.42/65.69 (define @t660 () (+ @t657 @t659 @t532 @t658)) 65.42/65.69 (define @t661 () (+ @t296 @t657)) 65.42/65.69 (define @t662 () (+ @t532 (* -1 @t486) @t661 @t484)) 65.42/65.69 (define @t663 () (>= @t662 @t656)) 65.42/65.69 (define @t664 () (and @t471 @t654 @t478 @t534)) 65.42/65.69 (assume @p1 (forall @t5 (=> @t4 (= (tptp.power1 @t2 (+ @t1 1)) (* @t2 @t3))))) 65.42/65.69 (assume @p2 (forall (@list @t7 @t8 @t6) (tptp.sort1 @t9 (tptp.const @t8 @t7 @t6)))) 65.42/65.69 (assume @p3 (forall @t17 (=> @t16 (= @t15 (+ (tptp.sum2 @t12 @t14 @t11) (tptp.tb2t (tptp.get tptp.int tptp.int @t13 (tptp.t2tb @t11)))))))) 65.42/65.69 (assume @p4 (forall @t20 (=> @t4 (=> @t19 (= (tptp.power1 @t2 (+ @t1 @t18)) (* @t3 (tptp.power1 @t2 @t18))))))) 65.42/65.69 (assume @p5 (forall @t37 (=> @t36 (=> @t35 (=> @t33 (=> @t31 @t25)))))) 65.42/65.69 (assume @p6 (forall (@list @t2 @t38 @t1) (=> @t4 (= (tptp.power1 @t39 @t1) (* @t3 (tptp.power1 @t38 @t1)))))) 65.42/65.69 (assume @p7 (forall @t17 (=> @t16 (= @t15 (+ (tptp.tb2t (tptp.get tptp.int tptp.int @t13 @t40)) (tptp.sum2 @t12 (+ @t14 1) @t10)))))) 65.42/65.69 (assume @p8 @t49) 65.42/65.69 (assume @p9 (forall @t52 (tptp.sort1 @t51 (tptp.mk_array1 @t7 @t2 @t50)))) 65.42/65.69 (assume @p10 (forall (@list @t53) (tptp.sort1 @t54 (tptp.t2tb1 @t53)))) 65.42/65.69 (assume @p11 (forall (@list @t55) (= (tptp.tb2t1 (tptp.t2tb1 @t55)) @t55))) 65.42/65.69 (assume @p12 (forall (@list @t7 @t8 @t59 @t58 @t57 @t56) (=> @t62 (=> @t61 (= @t60 @t56))))) 65.42/65.69 (assume @p13 (forall (@list @t7 @t8 @t59 @t58 @t57) (=> (tptp.sort1 @t7 @t58) (=> (tptp.sort1 @t7 @t57) (forall (@list @t56) (=> (not @t61) (= @t60 (tptp.get @t8 @t7 @t59 @t57)))))))) 65.42/65.69 (assume @p14 (forall @t66 (=> (and @t65 @t64) (<= 0 @t63)))) 65.42/65.69 (assume @p15 (forall @t68 (<= 0 @t67))) 65.42/65.69 (assume @p16 (forall @t66 (=> @t69 (= @t63 @t2)))) 65.42/65.69 (assume @p17 (forall @t68 (tptp.sort1 tptp.int (tptp.t2tb @t2)))) 65.42/65.69 (assume @p18 (forall (@list @t70) (= (tptp.tb2t2 (tptp.t2tb2 @t70)) @t70))) 65.42/65.69 (assume @p19 @t73) 65.42/65.69 (assume @p20 (forall (@list @t12 @t14 @t74 @t10) (=> (and @t75 (<= @t74 @t10)) (= @t15 (+ (tptp.sum2 @t12 @t14 @t74) (tptp.sum2 @t12 @t74 @t10)))))) 65.42/65.69 (assume @p21 @t81) 65.42/65.69 (assume @p22 (not (= tptp.true1 tptp.false1))) 65.42/65.69 (assume @p23 (forall (@list @t82) (or (= @t82 tptp.false1) (= @t82 tptp.true1)))) 65.42/65.69 (assume @p24 (forall @t85 (=> (tptp.sort1 @t7 @t83) (= (tptp.match_bool1 @t7 tptp.true1 @t83 @t84) @t83)))) 65.42/65.69 (assume @p25 (forall (@list @t7 @t6) (tptp.sort1 @t45 (tptp.elts @t7 @t6)))) 65.42/65.69 (assume @p26 (forall @t66 (= (and (<= (- @t38) @t2) @t86) (<= @t67 @t38)))) 65.42/65.69 (assume @p27 (forall (@list @t7 @t58 @t14 @t87) (= (tptp.set2 @t7 @t58 @t14 @t87) (tptp.mk_array1 @t7 (tptp.length1 @t7 @t58) (tptp.set @t7 tptp.int @t88 @t40 @t87))))) 65.42/65.69 (assume @p28 (forall @t66 (=> @t65 (= @t2 (+ (* @t38 @t89) @t63))))) 65.42/65.69 (assume @p29 (forall (@list @t7 @t58 @t14) (= (tptp.get2 @t7 @t58 @t14) (tptp.get @t7 tptp.int @t88 @t40)))) 65.42/65.69 (assume @p30 (forall @t68 (=> @t64 (and (<= @t76 @t2) (<= (- @t2 1) @t76))))) 65.42/65.69 (assume @p31 (forall @t92 (= @t34 @t91))) 65.42/65.69 (assume @p32 (forall @t37 (=> (= @t23 @t26) (=> @t94 @t25)))) 65.42/65.69 (assume @p33 (forall (@list @t7 @t95) (= @t95 (tptp.mk_array1 @t7 (tptp.length1 @t7 @t95) (tptp.elts @t7 @t95))))) 65.42/65.69 (assume @p34 (forall @t66 (=> @t69 (= @t89 0)))) 65.42/65.69 (assume @p35 (forall (@list @t7 @t97 @t50 @t96) (tptp.sort1 @t7 (tptp.match_bool1 @t7 @t97 @t50 @t96)))) 65.42/65.69 (assume @p36 (forall @t103 (=> (and @t102 @t101 @t100) (= (tptp.mod1 @t99 @t2) (tptp.mod1 @t98 @t2))))) 65.42/65.69 (assume @p37 (forall (@list @t105 @t104 @t14 @t10) (=> (forall @t107 (=> (and (< @t74 @t10) @t75) (= (tptp.tb2t (tptp.get tptp.int tptp.int (tptp.t2tb1 @t105) @t106)) (tptp.tb2t (tptp.get tptp.int tptp.int (tptp.t2tb1 @t104) @t106))))) (= (tptp.sum2 @t105 @t14 @t10) (tptp.sum2 @t104 @t14 @t10))))) 65.42/65.69 (assume @p38 (forall @t5 (=> (< 0 @t1) (= @t3 (* @t2 (tptp.power1 @t2 (- @t1 1))))))) 65.42/65.69 (assume @p39 (forall @t92 (= @t32 @t108))) 65.42/65.69 (assume @p40 (forall (@list @t7 @t8 @t6 @t50) (tptp.sort1 @t8 (tptp.get @t8 @t7 @t6 @t50)))) 65.42/65.69 (assume @p41 (forall (@list @t7 @t6 @t109) (tptp.sort1 @t7 (tptp.get2 @t7 @t6 @t109)))) 65.42/65.69 (assume @p42 (forall @t110 (= (tptp.tb2t @t40) @t14))) 65.42/65.69 (assume @p43 (forall (@list @t7 @t8 @t56 @t58) (=> @t62 (= (tptp.get @t8 @t7 (tptp.const @t8 @t7 @t56) @t58) @t56)))) 65.42/65.69 (assume @p44 (forall (@list @t111) (= @t111 tptp.tuple03))) 65.42/65.69 (assume @p45 (forall @t68 (and (=> (not @t64) (= @t67 (- @t2))) (=> @t64 (= @t67 @t2))))) 65.42/65.69 (assume @p46 @t127) 65.42/65.69 (assume @p47 (forall (@list @t21 @t129 @t128) (= (tptp.sum3 @t21 @t129 @t128) (tptp.sum2 (tptp.tb2t1 (tptp.elts tptp.int @t29)) @t129 @t128)))) 65.42/65.69 (assume @p48 (forall @t17 (=> (<= @t10 @t14) (= @t15 0)))) 65.42/65.69 (assume @p49 (forall @t66 (=> @t65 (<= (tptp.abs1 (* @t89 @t38)) @t67)))) 65.42/65.69 (assume @p50 (forall @t131 (= (tptp.t2tb (tptp.tb2t @t130)) @t130))) 65.42/65.69 (assume @p51 (forall @t66 (=> @t134 (and @t132 (<= @t89 @t2))))) 65.42/65.69 (assume @p52 (forall @t131 (= (tptp.t2tb1 (tptp.tb2t1 @t130)) @t130))) 65.42/65.69 (assume @p53 (forall @t66 (=> (and @t135 @t133) (<= @t89 0)))) 65.42/65.69 (assume @p54 (forall (@list @t98 @t140 @t136 @t138) (=> (tptp.phase11 @t98 @t140 @t136 @t138) (or (exists @t37 (and @t36 @t33 @t31 @t141 (= @t140 @t23) @t137 @t139 @t35)) (exists (@list @t24 @t22 @t21) (and @t94 @t141 (= @t140 @t26) @t139 @t137)))))) 65.42/65.69 (assume @p55 (forall @t66 (=> @t65 (and (< @t63 @t142) (< (- @t142) @t63))))) 65.42/65.69 (assume @p56 (forall @t68 (= (tptp.mod1 @t2 1) 0))) 65.42/65.69 (assume @p57 (forall @t68 (= (tptp.power1 @t2 0) 1))) 65.42/65.69 (assume @p58 (forall @t68 (= (tptp.div1 @t2 1) @t2))) 65.42/65.69 (assume @p59 (forall @t103 (=> @t86 (=> @t100 (<= (* @t2 @t98) (* @t38 @t98)))))) 65.42/65.69 (assume @p60 (forall @t52 (tptp.sort1 @t51 (tptp.make1 @t7 @t2 @t50)))) 65.42/65.69 (assume @p61 (forall (@list @t143) (tptp.sort1 (tptp.array tptp.int) (tptp.t2tb2 @t143)))) 65.42/65.69 (assume @p62 (forall (@list @t7) (tptp.sort1 @t7 (tptp.witness1 @t7)))) 65.42/65.69 (assume @p63 (forall @t68 (= @t79 (exists @t107 (and (<= 0 @t74) (= @t2 (tptp.power1 2 @t74))))))) 65.42/65.69 (assume @p64 (forall @t68 (= (tptp.power1 @t2 1) @t2))) 65.42/65.69 (assume @p65 (forall @t66 (=> @t134 @t132))) 65.42/65.69 (assume @p66 (forall (@list @t24 @t23 @t22 @t144 @t21) (=> (and @t123 (<= 0 (tptp.length1 tptp.int @t145)) (forall @t110 (=> @t116 (= (tptp.tb2t (tptp.get2 tptp.int @t93 @t14)) (tptp.tb2t (tptp.get2 tptp.int @t145 @t14))))) @t25 @t121) (tptp.phase11 @t24 @t23 @t144 @t21)))) 65.42/65.69 (assume @p67 (forall @t103 (=> (and @t102 @t100 @t101) (= (tptp.div1 @t99 @t2) (+ @t38 (tptp.div1 @t98 @t2)))))) 65.42/65.69 (assume @p68 (forall (@list @t7 @t8 @t6 @t50 @t96) (tptp.sort1 @t9 (tptp.set @t8 @t7 @t6 @t50 @t96)))) 65.42/65.69 (assume @p69 (forall @t20 (=> @t4 (=> @t19 (= (tptp.power1 @t2 (* @t1 @t18)) (tptp.power1 @t3 @t18)))))) 65.42/65.69 (assume @p70 @t217) 65.42/65.69 (assume @p71 (forall @t66 (=> (and @t135 @t65) (<= @t63 0)))) 65.42/65.69 (assume @p72 (forall (@list @t7 @t1 @t87) (= (tptp.make1 @t7 @t1 @t87) (tptp.mk_array1 @t7 @t1 (tptp.const @t7 tptp.int @t87))))) 65.42/65.69 (assume @p73 @t219) 65.42/65.69 (assume @p74 (forall @t85 (=> (tptp.sort1 @t7 @t84) (= (tptp.match_bool1 @t7 tptp.false1 @t83 @t84) @t84)))) 65.42/65.69 (assume @p75 (forall (@list @t7 @t6 @t109 @t96) (tptp.sort1 @t51 (tptp.set2 @t7 @t6 @t109 @t96)))) 65.42/65.69 (assume @p76 true) 65.42/65.69 (step @p77 :rule arith_poly_norm :args ((= (* 1 (- @t71 @t42)) (* -1 (- @t42 @t71))))) 65.42/65.69 (step @p78 :rule arith_poly_norm_rel :premises (@p77) :args ((= @t72 (= @t42 @t71)))) 65.42/65.69 (step @p79 :rule cong :premises (@p78) :args (@t73)) 65.42/65.69 (step @p80 :rule eq_resolve :premises (@p19 @p79)) 65.42/65.69 (step @p81 :rule instantiate :premises (@p80) :args ((@list tptp.int @t296 @t295))) 65.42/65.69 (step @p82 :rule instantiate :premises (@p80) :args (@t299)) 65.42/65.69 (step @p83 :rule eq-symm :args (@t218 @t130)) 65.42/65.69 (step @p84 :rule cong :premises (@p83) :args (@t219)) 65.42/65.69 (step @p85 :rule eq_resolve :premises (@p73 @p84)) 65.42/65.69 (step @p86 :rule instantiate :premises (@p85) :args ((@list @t300))) 65.42/65.69 (step @p87 :rule instantiate :premises (@p85) :args ((@list @t301))) 65.42/65.69 (step @p88 :rule refl :args (@t228)) 65.42/65.69 (step @p89 :rule refl :args (@t233)) 65.42/65.69 (step @p90 :rule refl :args (@t237)) 65.42/65.69 (step @p91 :rule refl :args (@t244)) 65.42/65.69 (step @p92 :rule refl :args (@t248)) 65.42/65.69 (step @p93 :rule arith_poly_norm :args ((= (* 1 (- @t238 @t186)) (* -1 (- @t186 @t238))))) 65.42/65.69 (step @p94 :rule arith_poly_norm_rel :premises (@p93) :args ((= @t302 @t249))) 65.42/65.69 (step @p95 :rule refl :args (@t251)) 65.42/65.69 (step @p96 :rule nary_cong :premises (@p95 @p94) :args (@t303)) 65.42/65.69 (step @p97 :rule cong :premises (@p96) :args (@t304)) 65.42/65.69 (step @p98 :rule cong :premises (@p97) :args (@t305)) 65.42/65.69 (step @p99 :rule refl :args (@t254)) 65.42/65.69 (step @p100 :rule nary_cong :premises (@p99 @p94) :args (@t306)) 65.42/65.69 (step @p101 :rule cong :premises (@p100) :args (@t307)) 65.42/65.69 (step @p102 :rule cong :premises (@p101) :args (@t308)) 65.42/65.69 (step @p103 :rule arith_poly_norm :args ((= (* 1 (- @t255 @t258)) (* -1 (- @t258 @t255))))) 65.42/65.69 (step @p104 :rule arith_poly_norm_rel :premises (@p103) :args ((= @t309 @t259))) 65.42/65.69 (step @p105 :rule cong :premises (@p104) :args (@t310)) 65.42/65.69 (step @p106 :rule refl :args (@t260)) 65.42/65.69 (step @p107 :rule refl :args (@t262)) 65.42/65.69 (step @p108 :rule refl :args (@t265)) 65.42/65.69 (step @p109 :rule refl :args (@t268)) 65.42/65.69 (step @p110 :rule refl :args (@t271)) 65.42/65.69 (step @p111 :rule refl :args (@t273)) 65.42/65.69 (step @p112 :rule refl :args (@t275)) 65.42/65.69 (step @p113 :rule refl :args (@t277)) 65.42/65.69 (step @p114 :rule refl :args (@t279)) 65.42/65.69 (step @p115 :rule refl :args (@t280)) 65.42/65.69 (step @p116 :rule refl :args (@t282)) 65.42/65.69 (step @p117 :rule refl :args (@t285)) 65.42/65.69 (step @p118 :rule refl :args (@t287)) 65.42/65.69 (step @p119 :rule refl :args (@t289)) 65.42/65.69 (step @p120 :rule refl :args (@t291)) 65.42/65.69 (step @p121 :rule nary_cong :premises (@p120 @p119 @p118 @p117 @p116 @p115 @p114 @p113 @p112 @p111 @p110 @p109 @p108 @p107 @p106 @p105 @p102 @p98 @p92 @p91 @p90 @p89 @p88) :args (@t311)) 65.42/65.69 (step @p122 :rule aci_norm :args ((= @t313 @t311))) 65.42/65.69 (step @p123 :rule trans :premises (@p122 @p121)) 65.42/65.69 (step @p124 :rule cong :premises (@p123) :args (@t314)) 65.42/65.69 (step @p125 :rule quant-merge-prenex :args ((= (forall @t215 @t316) @t314))) 65.42/65.69 (step @p126 :rule alpha_equiv :args (@t317 (@list @t229 @t220) (@list @t155 @t318))) 65.42/65.69 (step @p127 :rule refl :args (@t262)) 65.42/65.69 (step @p128 :rule refl :args (@t265)) 65.42/65.69 (step @p129 :rule refl :args (@t268)) 65.42/65.69 (step @p130 :rule refl :args (@t271)) 65.42/65.69 (step @p131 :rule refl :args (@t273)) 65.42/65.69 (step @p132 :rule refl :args (@t275)) 65.42/65.69 (step @p133 :rule refl :args (@t277)) 65.42/65.69 (step @p134 :rule refl :args (@t279)) 65.42/65.69 (step @p135 :rule refl :args (@t280)) 65.42/65.69 (step @p136 :rule refl :args (@t282)) 65.42/65.69 (step @p137 :rule refl :args (@t285)) 65.42/65.69 (step @p138 :rule refl :args (@t287)) 65.42/65.69 (step @p139 :rule refl :args (@t289)) 65.42/65.69 (step @p140 :rule refl :args (@t291)) 65.42/65.69 (step @p141 :rule nary_cong :premises (@p140 @p139 @p138 @p137 @p136 @p135 @p134 @p133 @p132 @p131 @p130 @p129 @p128 @p127 @p126) :args (@t319)) 65.42/65.69 (step @p142 :rule quant-miniscope-or :args ((= @t316 @t319))) 65.42/65.69 (step @p143 :rule trans :premises (@p142 @p141)) 65.42/65.69 (step @p144 :rule symm :premises (@p143)) 65.42/65.69 (step @p145 :rule cong :premises (@p144) :args ((forall @t215 @t340))) 65.42/65.69 (step @p146 :rule trans :premises (@p145 @p125)) 65.42/65.69 (step @p147 :rule trans :premises (@p146 @p124)) 65.42/65.69 (step @p148 :rule aci_norm :args ((= (or (or @t291 @t289 @t287 @t285 @t282 @t280) @t341) @t340))) 65.42/65.69 (step @p149 :rule aci_norm :args ((= (or @t279 @t342) @t341))) 65.42/65.69 (step @p150 :rule aci_norm :args ((= (or (or @t277 @t275 @t273 @t271 @t268) @t343) @t342))) 65.42/65.69 (step @p151 :rule refl :args (@t343)) 65.42/65.69 (step @p152 :rule bool-double-not-elim :args (@t268)) 65.42/65.69 (step @p153 :rule nary_cong :premises (@p133 @p132 @p131 @p130 @p152) :args (@t346)) 65.42/65.69 (step @p154 :rule aci_norm :args ((= (or @t277 (or @t275 (or @t273 (or @t271 @t345)))) @t346))) 65.42/65.69 (step @p155 :rule trans :premises (@p154 @p153)) 65.42/65.69 (step @p156 :rule bool-and-de-morgan :args (@t270 @t344 true)) 65.42/65.69 (step @p157 :rule nary_cong :premises (@p131 @p156) :args ((or @t273 (not (and @t270 @t344))))) 65.42/65.69 (step @p158 :rule bool-and-de-morgan :args (@t272 @t270 (and @t344))) 65.42/65.69 (step @p159 :rule trans :premises (@p158 @p157)) 65.42/65.69 (step @p160 :rule nary_cong :premises (@p132 @p159) :args ((or @t275 (not (and @t272 @t270 @t344))))) 65.42/65.69 (step @p161 :rule bool-and-de-morgan :args (@t274 @t272 (and @t270 @t344))) 65.42/65.69 (step @p162 :rule trans :premises (@p161 @p160)) 65.42/65.69 (step @p163 :rule nary_cong :premises (@p133 @p162) :args ((or @t277 (not (and @t274 @t272 @t270 @t344))))) 65.42/65.69 (step @p164 :rule bool-and-de-morgan :args (@t276 @t274 (and @t272 @t270 @t344))) 65.42/65.69 (step @p165 :rule trans :premises (@p164 @p163)) 65.42/65.69 (step @p166 :rule trans :premises (@p165 @p155)) 65.42/65.69 (step @p167 :rule nary_cong :premises (@p166 @p151) :args ((or (not @t347) @t343))) 65.42/65.69 (step @p168 :rule trans :premises (@p167 @p150)) 65.42/65.69 (step @p169 :rule bool-impl-elim :args (@t347 @t343)) 65.42/65.69 (step @p170 :rule trans :premises (@p169 @p168)) 65.42/65.69 (step @p171 :rule nary_cong :premises (@p134 @p170) :args ((or @t279 @t348))) 65.42/65.69 (step @p172 :rule trans :premises (@p171 @p149)) 65.42/65.69 (step @p173 :rule refl :args (@t348)) 65.42/65.69 (step @p174 :rule bool-double-not-elim :args (@t279)) 65.42/65.69 (step @p175 :rule nary_cong :premises (@p174 @p173) :args ((or (not @t349) @t348))) 65.42/65.69 (step @p176 :rule bool-impl-elim :args (@t349 @t348)) 65.42/65.69 (step @p177 :rule trans :premises (@p176 @p175)) 65.42/65.69 (step @p178 :rule trans :premises (@p177 @p172)) 65.42/65.69 (step @p179 :rule bool-double-not-elim :args (@t280)) 65.42/65.69 (step @p180 :rule bool-double-not-elim :args (@t287)) 65.42/65.69 (step @p181 :rule nary_cong :premises (@p140 @p139 @p180 @p137 @p136 @p179) :args (@t354)) 65.42/65.69 (step @p182 :rule aci_norm :args ((= (or @t291 (or @t289 (or @t353 (or @t285 (or @t282 @t351))))) @t354))) 65.42/65.69 (step @p183 :rule trans :premises (@p182 @p181)) 65.42/65.69 (step @p184 :rule bool-and-de-morgan :args (@t281 @t350 true)) 65.42/65.69 (step @p185 :rule nary_cong :premises (@p137 @p184) :args ((or @t285 (not (and @t281 @t350))))) 65.42/65.69 (step @p186 :rule bool-and-de-morgan :args (@t284 @t281 (and @t350))) 65.42/65.69 (step @p187 :rule trans :premises (@p186 @p185)) 65.42/65.69 (step @p188 :rule refl :args (@t353)) 65.42/65.69 (step @p189 :rule nary_cong :premises (@p188 @p187) :args ((or @t353 (not (and @t284 @t281 @t350))))) 65.42/65.69 (step @p190 :rule bool-and-de-morgan :args (@t352 @t284 (and @t281 @t350))) 65.42/65.69 (step @p191 :rule trans :premises (@p190 @p189)) 65.42/65.69 (step @p192 :rule nary_cong :premises (@p139 @p191) :args ((or @t289 (not (and @t352 @t284 @t281 @t350))))) 65.42/65.69 (step @p193 :rule bool-and-de-morgan :args (@t288 @t352 (and @t284 @t281 @t350))) 65.42/65.69 (step @p194 :rule trans :premises (@p193 @p192)) 65.42/65.69 (step @p195 :rule nary_cong :premises (@p140 @p194) :args ((or @t291 (not (and @t288 @t352 @t284 @t281 @t350))))) 65.42/65.69 (step @p196 :rule bool-and-de-morgan :args (@t290 @t288 (and @t352 @t284 @t281 @t350))) 65.42/65.69 (step @p197 :rule trans :premises (@p196 @p195)) 65.42/65.69 (step @p198 :rule trans :premises (@p197 @p183)) 65.42/65.69 (step @p199 :rule nary_cong :premises (@p198 @p178) :args ((or (not @t356) @t355))) 65.42/65.69 (step @p200 :rule trans :premises (@p199 @p148)) 65.42/65.69 (step @p201 :rule bool-impl-elim :args (@t356 @t355)) 65.42/65.69 (step @p202 :rule trans :premises (@p201 @p200)) 65.42/65.69 (step @p203 :rule cong :premises (@p202) :args ((forall @t215 (=> @t356 @t355)))) 65.42/65.69 (step @p204 :rule trans :premises (@p203 @p147)) 65.42/65.69 (step @p205 :rule refl :args (@t322)) 65.42/65.69 (step @p206 :rule refl :args (@t323)) 65.42/65.69 (step @p207 :rule arith_poly_norm :args ((= (* 1 (- @t324 @t325)) (* -1 (- @t325 @t324))))) 65.42/65.69 (step @p208 :rule arith_poly_norm_rel :premises (@p207) :args ((= @t357 @t326))) 65.42/65.69 (step @p209 :rule cong :premises (@p208) :args (@t358)) 65.42/65.69 (step @p210 :rule refl :args (@t328)) 65.42/65.69 (step @p211 :rule refl :args (@t329)) 65.42/65.69 (step @p212 :rule refl :args (@t331)) 65.42/65.69 (step @p213 :rule refl :args (@t333)) 65.42/65.69 (step @p214 :rule refl :args (@t335)) 65.42/65.69 (step @p215 :rule refl :args (@t337)) 65.42/65.69 (step @p216 :rule nary_cong :premises (@p215 @p214 @p213 @p212 @p211 @p210 @p209 @p206 @p205) :args (@t359)) 65.42/65.69 (step @p217 :rule aci_norm :args ((= @t361 @t359))) 65.42/65.69 (step @p218 :rule trans :premises (@p217 @p216)) 65.42/65.69 (step @p219 :rule cong :premises (@p218) :args (@t362)) 65.42/65.69 (step @p220 :rule quant-merge-prenex :args ((= (forall @t203 @t364) @t362))) 65.42/65.69 (step @p221 :rule alpha_equiv :args (@t365 (@list @t318) (@list @t146))) 65.42/65.69 (step @p222 :rule refl :args (@t331)) 65.42/65.69 (step @p223 :rule refl :args (@t333)) 65.42/65.69 (step @p224 :rule refl :args (@t335)) 65.42/65.69 (step @p225 :rule refl :args (@t337)) 65.42/65.69 (step @p226 :rule nary_cong :premises (@p225 @p224 @p223 @p222 @p221) :args (@t366)) 65.42/65.69 (step @p227 :rule quant-miniscope-or :args ((= @t364 @t366))) 65.42/65.69 (step @p228 :rule trans :premises (@p227 @p226)) 65.42/65.69 (step @p229 :rule symm :premises (@p228)) 65.42/65.69 (step @p230 :rule cong :premises (@p229) :args (@t380)) 65.42/65.69 (step @p231 :rule trans :premises (@p230 @p220)) 65.42/65.69 (step @p232 :rule trans :premises (@p231 @p219)) 65.42/65.69 (step @p233 :rule nary_cong :premises (@p120 @p108 @p111 @p118 @p112 @p107 @p232) :args (@t381)) 65.42/65.69 (step @p234 :rule quant-miniscope-or :args ((= (forall @t203 @t382) @t381))) 65.42/65.69 (step @p235 :rule aci_norm :args ((= @t383 @t382))) 65.42/65.69 (step @p236 :rule cong :premises (@p235) :args ((forall @t203 @t383))) 65.42/65.69 (step @p237 :rule trans :premises (@p236 @p234)) 65.42/65.69 (step @p238 :rule trans :premises (@p237 @p233)) 65.42/65.69 (step @p239 :rule aci_norm :args ((= (or @t385 @t384) @t383))) 65.42/65.69 (step @p240 :rule aci_norm :args ((= (or (or @t265 @t273 @t287 @t275 @t262) @t386) @t384))) 65.42/65.69 (step @p241 :rule refl :args (@t386)) 65.42/65.69 (step @p242 :rule nary_cong :premises (@p128 @p131 @p180 @p132 @p127) :args (@t387)) 65.42/65.69 (step @p243 :rule aci_norm :args ((= (or @t265 (or @t273 (or @t353 (or @t275 @t262)))) @t387))) 65.42/65.69 (step @p244 :rule trans :premises (@p243 @p242)) 65.42/65.69 (step @p245 :rule bool-and-de-morgan :args (@t274 @t261 true)) 65.42/65.69 (step @p246 :rule nary_cong :premises (@p188 @p245) :args ((or @t353 (not (and @t274 @t261))))) 65.42/65.69 (step @p247 :rule bool-and-de-morgan :args (@t352 @t274 (and @t261))) 65.42/65.69 (step @p248 :rule trans :premises (@p247 @p246)) 65.42/65.69 (step @p249 :rule nary_cong :premises (@p131 @p248) :args ((or @t273 (not (and @t352 @t274 @t261))))) 65.42/65.69 (step @p250 :rule bool-and-de-morgan :args (@t272 @t352 (and @t274 @t261))) 65.42/65.69 (step @p251 :rule trans :premises (@p250 @p249)) 65.42/65.69 (step @p252 :rule nary_cong :premises (@p128 @p251) :args ((or @t265 (not (and @t272 @t352 @t274 @t261))))) 65.42/65.69 (step @p253 :rule bool-and-de-morgan :args (@t264 @t272 (and @t352 @t274 @t261))) 65.42/65.69 (step @p254 :rule trans :premises (@p253 @p252)) 65.42/65.69 (step @p255 :rule trans :premises (@p254 @p244)) 65.42/65.69 (step @p256 :rule nary_cong :premises (@p255 @p241) :args ((or (not @t388) @t386))) 65.42/65.69 (step @p257 :rule trans :premises (@p256 @p240)) 65.42/65.69 (step @p258 :rule bool-impl-elim :args (@t388 @t386)) 65.42/65.69 (step @p259 :rule trans :premises (@p258 @p257)) 65.42/65.69 (step @p260 :rule aci_norm :args ((= (or @t337 (or @t335 (or @t333 (or @t331 @t291)))) @t385))) 65.42/65.69 (step @p261 :rule bool-and-de-morgan :args (@t330 @t290 true)) 65.42/65.69 (step @p262 :rule nary_cong :premises (@p223 @p261) :args ((or @t333 (not (and @t330 @t290))))) 65.42/65.69 (step @p263 :rule bool-and-de-morgan :args (@t332 @t330 (and @t290))) 65.42/65.69 (step @p264 :rule trans :premises (@p263 @p262)) 65.42/65.69 (step @p265 :rule nary_cong :premises (@p224 @p264) :args ((or @t335 (not (and @t332 @t330 @t290))))) 65.42/65.69 (step @p266 :rule bool-and-de-morgan :args (@t334 @t332 (and @t330 @t290))) 65.42/65.69 (step @p267 :rule trans :premises (@p266 @p265)) 65.42/65.69 (step @p268 :rule nary_cong :premises (@p225 @p267) :args ((or @t337 (not (and @t334 @t332 @t330 @t290))))) 65.42/65.69 (step @p269 :rule bool-and-de-morgan :args (@t336 @t334 (and @t332 @t330 @t290))) 65.42/65.69 (step @p270 :rule trans :premises (@p269 @p268)) 65.42/65.69 (step @p271 :rule trans :premises (@p270 @p260)) 65.42/65.69 (step @p272 :rule nary_cong :premises (@p271 @p259) :args ((or (not @t390) @t389))) 65.42/65.69 (step @p273 :rule trans :premises (@p272 @p239)) 65.42/65.69 (step @p274 :rule bool-impl-elim :args (@t390 @t389)) 65.42/65.69 (step @p275 :rule trans :premises (@p274 @p273)) 65.42/65.69 (step @p276 :rule cong :premises (@p275) :args ((forall @t203 (=> @t390 @t389)))) 65.42/65.69 (step @p277 :rule trans :premises (@p276 @p238)) 65.42/65.69 (step @p278 :rule quant-miniscope-or :args ((= (forall @t177 @t391) @t386))) 65.42/65.69 (step @p279 :rule aci_norm :args ((= @t392 @t391))) 65.42/65.69 (step @p280 :rule cong :premises (@p279) :args ((forall @t177 @t392))) 65.42/65.69 (step @p281 :rule trans :premises (@p280 @p278)) 65.42/65.69 (step @p282 :rule aci_norm :args ((= (or @t393 @t367) @t392))) 65.42/65.69 (step @p283 :rule refl :args (@t367)) 65.42/65.69 (step @p284 :rule aci_norm :args ((= (or @t376 (or @t374 (or @t371 (or @t369 @t291)))) @t393))) 65.42/65.69 (step @p285 :rule bool-and-de-morgan :args (@t368 @t290 true)) 65.42/65.69 (step @p286 :rule refl :args (@t371)) 65.42/65.69 (step @p287 :rule nary_cong :premises (@p286 @p285) :args ((or @t371 (not (and @t368 @t290))))) 65.42/65.69 (step @p288 :rule bool-and-de-morgan :args (@t370 @t368 (and @t290))) 65.42/65.69 (step @p289 :rule trans :premises (@p288 @p287)) 65.42/65.69 (step @p290 :rule refl :args (@t374)) 65.42/65.69 (step @p291 :rule nary_cong :premises (@p290 @p289) :args ((or @t374 (not (and @t370 @t368 @t290))))) 65.42/65.69 (step @p292 :rule bool-and-de-morgan :args (@t373 @t370 (and @t368 @t290))) 65.42/65.69 (step @p293 :rule trans :premises (@p292 @p291)) 65.42/65.69 (step @p294 :rule refl :args (@t376)) 65.42/65.69 (step @p295 :rule nary_cong :premises (@p294 @p293) :args ((or @t376 (not (and @t373 @t370 @t368 @t290))))) 65.42/65.69 (step @p296 :rule bool-and-de-morgan :args (@t375 @t373 (and @t370 @t368 @t290))) 65.42/65.69 (step @p297 :rule trans :premises (@p296 @p295)) 65.42/65.69 (step @p298 :rule trans :premises (@p297 @p284)) 65.42/65.69 (step @p299 :rule nary_cong :premises (@p298 @p283) :args ((or (not @t394) @t367))) 65.42/65.69 (step @p300 :rule trans :premises (@p299 @p282)) 65.42/65.69 (step @p301 :rule bool-impl-elim :args (@t394 @t367)) 65.42/65.69 (step @p302 :rule trans :premises (@p301 @p300)) 65.42/65.69 (step @p303 :rule cong :premises (@p302) :args ((forall @t177 (=> @t394 @t367)))) 65.42/65.69 (step @p304 :rule trans :premises (@p303 @p281)) 65.42/65.69 (step @p305 :rule refl :args (@t149)) 65.42/65.69 (step @p306 :rule refl :args (@t152)) 65.42/65.69 (step @p307 :rule refl :args (@t24)) 65.42/65.69 (step @p308 :rule refl :args (2)) 65.42/65.69 (step @p309 :rule arith_poly_norm :args ((= @t395 @t224))) 65.42/65.69 (step @p310 :rule arith_poly_norm :args ((= @t27 @t395))) 65.42/65.69 (step @p311 :rule trans :premises (@p310 @p309)) 65.42/65.69 (step @p312 :rule cong :premises (@p311 @p308) :args (@t90)) 65.42/65.69 (step @p313 :rule refl :args (-1)) 65.42/65.69 (step @p314 :rule nary_cong :premises (@p313 @p312) :args (@t396)) 65.42/65.69 (step @p315 :rule nary_cong :premises (@p307 @p314) :args (@t397)) 65.42/65.69 (step @p316 :rule arith_poly_norm :args ((= @t91 @t397))) 65.42/65.69 (step @p317 :rule trans :premises (@p316 @p315)) 65.42/65.69 (step @p318 :rule cong :premises (@p317 @p307 @p306 @p305) :args (@t153)) 65.42/65.69 (step @p319 :rule arith-elim-leq :args (0 @t148)) 65.42/65.69 (step @p320 :rule refl :args (@t157)) 65.42/65.69 (step @p321 :rule refl :args (@t23)) 65.42/65.69 (step @p322 :rule nary_cong :premises (@p321 @p314) :args (@t398)) 65.42/65.69 (step @p323 :rule arith_poly_norm :args ((= @t108 @t398))) 65.42/65.69 (step @p324 :rule trans :premises (@p323 @p322)) 65.42/65.69 (step @p325 :rule cong :premises (@p324 @p321 @p320 @p305) :args (@t158)) 65.42/65.69 (step @p326 :rule arith_poly_norm :args ((= @t159 @t234))) 65.42/65.69 (step @p327 :rule arith_poly_norm :args ((= @t399 @t236))) 65.42/65.69 (step @p328 :rule refl :args (1)) 65.42/65.69 (step @p329 :rule arith_poly_norm :args ((= (+ @t232 @t226) @t263))) 65.42/65.69 (step @p330 :rule arith_poly_norm :args ((= (+ @t23 @t400) @t225))) 65.42/65.69 (step @p331 :rule arith_poly_norm :args ((= (* -1 @t232) @t400))) 65.42/65.69 (step @p332 :rule nary_cong :premises (@p313 @p324) :args (@t401)) 65.42/65.69 (step @p333 :rule trans :premises (@p332 @p331)) 65.42/65.69 (step @p334 :rule nary_cong :premises (@p321 @p333) :args (@t402)) 65.42/65.69 (step @p335 :rule trans :premises (@p334 @p330)) 65.42/65.69 (step @p336 :rule arith_poly_norm :args ((= @t160 @t402))) 65.42/65.69 (step @p337 :rule trans :premises (@p336 @p335)) 65.42/65.69 (step @p338 :rule nary_cong :premises (@p313 @p337) :args (@t403)) 65.42/65.69 (step @p339 :rule nary_cong :premises (@p324 @p338) :args (@t404)) 65.42/65.69 (step @p340 :rule trans :premises (@p339 @p329)) 65.42/65.69 (step @p341 :rule arith_poly_norm :args ((= @t161 @t404))) 65.42/65.69 (step @p342 :rule trans :premises (@p341 @p340)) 65.42/65.69 (step @p343 :rule nary_cong :premises (@p342 @p328) :args (@t162)) 65.42/65.69 (step @p344 :rule trans :premises (@p343 @p327)) 65.42/65.69 (step @p345 :rule refl :args (@t155)) 65.42/65.69 (step @p346 :rule cong :premises (@p345 @p344 @p326) :args (@t163)) 65.42/65.69 (step @p347 :rule refl :args (@t165)) 65.42/65.69 (step @p348 :rule cong :premises (@p347 @p346) :args (@t166)) 65.42/65.69 (step @p349 :rule refl :args (@t372)) 65.42/65.69 (step @p350 :rule bool-double-not-elim :args (@t243)) 65.42/65.69 (step @p351 :rule nary_cong :premises (@p350 @p349) :args ((or (not @t405) @t372))) 65.42/65.69 (step @p352 :rule bool-impl-elim :args (@t405 @t372)) 65.42/65.69 (step @p353 :rule trans :premises (@p352 @p351)) 65.42/65.69 (step @p354 :rule cong :premises (@p353) :args ((forall @t110 (=> @t405 @t372)))) 65.42/65.69 (step @p355 :rule arith_poly_norm :args ((= (* 1 (- @t168 @t167)) (* -1 (- @t167 @t168))))) 65.42/65.69 (step @p356 :rule arith_poly_norm_rel :premises (@p355) :args ((= @t169 @t372))) 65.42/65.69 (step @p357 :rule arith_poly_norm :args ((= (* -1 (- @t14 @t399)) (* -1 (- @t242 1))))) 65.42/65.69 (step @p358 :rule arith_poly_norm_rel :premises (@p357) :args ((= @t406 @t243))) 65.42/65.69 (step @p359 :rule cong :premises (@p358) :args ((not @t406))) 65.42/65.69 (step @p360 :rule arith-leq-norm :args (@t14 @t263)) 65.42/65.69 (step @p361 :rule trans :premises (@p360 @p359)) 65.42/65.69 (step @p362 :rule refl :args (@t14)) 65.42/65.69 (step @p363 :rule cong :premises (@p362 @p342) :args (@t170)) 65.42/65.69 (step @p364 :rule trans :premises (@p363 @p361)) 65.42/65.69 (step @p365 :rule cong :premises (@p364 @p356) :args (@t171)) 65.42/65.69 (step @p366 :rule cong :premises (@p365) :args (@t172)) 65.42/65.69 (step @p367 :rule trans :premises (@p366 @p354)) 65.42/65.69 (step @p368 :rule bool-impl-elim :args (@t246 @t372)) 65.42/65.69 (step @p369 :rule cong :premises (@p368) :args ((forall @t110 (=> @t246 @t372)))) 65.42/65.69 (step @p370 :rule bool-double-not-elim :args (@t246)) 65.42/65.69 (step @p371 :rule arith_poly_norm :args ((= (* -1 (- 1 @t407)) (* -1 (- @t23 @t14))))) 65.42/65.69 (step @p372 :rule arith_poly_norm_rel :premises (@p371) :args ((= (>= 1 @t407) @t408))) 65.42/65.69 (step @p373 :rule arith-geq-tighten :args (@t245 1)) 65.42/65.69 (step @p374 :rule trans :premises (@p373 @p372)) 65.42/65.69 (step @p375 :rule symm :premises (@p374)) 65.42/65.69 (step @p376 :rule cong :premises (@p375) :args ((not @t408))) 65.42/65.69 (step @p377 :rule trans :premises (@p376 @p370)) 65.42/65.69 (step @p378 :rule arith-elim-lt :args (@t23 @t14)) 65.42/65.69 (step @p379 :rule trans :premises (@p378 @p377)) 65.42/65.69 (step @p380 :rule cong :premises (@p379 @p356) :args (@t173)) 65.42/65.69 (step @p381 :rule cong :premises (@p380) :args (@t174)) 65.42/65.69 (step @p382 :rule trans :premises (@p381 @p369)) 65.42/65.69 (step @p383 :rule nary_cong :premises (@p382 @p367 @p348 @p325 @p319) :args (@t175)) 65.42/65.69 (step @p384 :rule cong :premises (@p383 @p318) :args (@t176)) 65.42/65.69 (step @p385 :rule cong :premises (@p384) :args (@t178)) 65.42/65.69 (step @p386 :rule trans :premises (@p385 @p304)) 65.42/65.69 (step @p387 :rule arith-elim-leq :args (0 @t232)) 65.42/65.69 (step @p388 :rule refl :args (0)) 65.42/65.69 (step @p389 :rule cong :premises (@p388 @p324) :args (@t179)) 65.42/65.69 (step @p390 :rule trans :premises (@p389 @p387)) 65.42/65.69 (step @p391 :rule bool-double-not-elim :args (@t274)) 65.42/65.69 (step @p392 :rule arith_poly_norm :args ((= @t410 (* -1 (- @t232 @t23))))) 65.42/65.69 (step @p393 :rule arith_poly_norm_rel :premises (@p392) :args ((= @t411 (>= @t232 @t23)))) 65.42/65.69 (step @p394 :rule arith-geq-tighten :args (@t225 1)) 65.42/65.69 (step @p395 :rule trans :premises (@p394 @p393)) 65.42/65.69 (step @p396 :rule symm :premises (@p395)) 65.42/65.69 (step @p397 :rule cong :premises (@p324 @p321) :args (@t412)) 65.42/65.69 (step @p398 :rule trans :premises (@p397 @p396)) 65.42/65.69 (step @p399 :rule cong :premises (@p398) :args ((not @t412))) 65.42/65.69 (step @p400 :rule trans :premises (@p399 @p391)) 65.42/65.69 (step @p401 :rule arith-elim-lt :args (@t108 @t23)) 65.42/65.69 (step @p402 :rule trans :premises (@p401 @p400)) 65.42/65.69 (step @p403 :rule arith_poly_norm :args ((= (* 1 (- @t23 @t148)) (* 1 (- @t286 0))))) 65.42/65.69 (step @p404 :rule arith_poly_norm_rel :premises (@p403) :args ((= @t413 @t287))) 65.42/65.69 (step @p405 :rule cong :premises (@p404) :args ((not @t413))) 65.42/65.69 (step @p406 :rule arith-elim-lt :args (@t23 @t148)) 65.42/65.69 (step @p407 :rule trans :premises (@p406 @p405)) 65.42/65.69 (step @p408 :rule cong :premises (@p337) :args (@t181)) 65.42/65.69 (step @p409 :rule arith-elim-leq :args (-1 @t263)) 65.42/65.69 (step @p410 :rule evaluate :args (@t182)) 65.42/65.69 (step @p411 :rule cong :premises (@p410 @p342) :args (@t183)) 65.42/65.69 (step @p412 :rule trans :premises (@p411 @p409)) 65.42/65.69 (step @p413 :rule nary_cong :premises (@p412 @p408 @p407 @p402 @p390) :args (@t184)) 65.42/65.69 (step @p414 :rule cong :premises (@p413 @p386) :args (@t185)) 65.42/65.69 (step @p415 :rule refl :args (@t187)) 65.42/65.69 (step @p416 :rule bool-double-not-elim :args (@t251)) 65.42/65.69 (step @p417 :rule nary_cong :premises (@p416 @p415) :args ((or (not @t414) @t187))) 65.42/65.69 (step @p418 :rule bool-impl-elim :args (@t414 @t187)) 65.42/65.69 (step @p419 :rule trans :premises (@p418 @p417)) 65.42/65.69 (step @p420 :rule cong :premises (@p419) :args ((forall @t110 (=> @t414 @t187)))) 65.42/65.69 (step @p421 :rule refl :args (@t187)) 65.42/65.69 (step @p422 :rule arith_poly_norm :args ((= (* -1 (- @t14 @t415)) (* -1 (- @t250 1))))) 65.42/65.69 (step @p423 :rule arith_poly_norm_rel :premises (@p422) :args ((= @t416 @t251))) 65.42/65.69 (step @p424 :rule cong :premises (@p423) :args ((not @t416))) 65.42/65.69 (step @p425 :rule arith-leq-norm :args (@t14 @t269)) 65.42/65.69 (step @p426 :rule trans :premises (@p425 @p424)) 65.42/65.69 (step @p427 :rule arith_poly_norm :args ((= (+ @t227 @t226) @t269))) 65.42/65.69 (step @p428 :rule arith_poly_norm :args ((= (+ @t24 @t417) @t225))) 65.42/65.69 (step @p429 :rule arith_poly_norm :args ((= (* -1 @t227) @t417))) 65.42/65.69 (step @p430 :rule nary_cong :premises (@p313 @p317) :args (@t418)) 65.42/65.69 (step @p431 :rule trans :premises (@p430 @p429)) 65.42/65.69 (step @p432 :rule nary_cong :premises (@p307 @p431) :args (@t419)) 65.42/65.69 (step @p433 :rule trans :premises (@p432 @p428)) 65.42/65.69 (step @p434 :rule arith_poly_norm :args ((= @t188 @t419))) 65.42/65.69 (step @p435 :rule trans :premises (@p434 @p433)) 65.42/65.69 (step @p436 :rule nary_cong :premises (@p313 @p435) :args (@t420)) 65.42/65.69 (step @p437 :rule nary_cong :premises (@p317 @p436) :args (@t421)) 65.42/65.69 (step @p438 :rule trans :premises (@p437 @p427)) 65.42/65.69 (step @p439 :rule arith_poly_norm :args ((= @t189 @t421))) 65.42/65.69 (step @p440 :rule trans :premises (@p439 @p438)) 65.42/65.69 (step @p441 :rule cong :premises (@p362 @p440) :args (@t190)) 65.42/65.69 (step @p442 :rule trans :premises (@p441 @p426)) 65.42/65.69 (step @p443 :rule cong :premises (@p442 @p421) :args (@t191)) 65.42/65.69 (step @p444 :rule cong :premises (@p443) :args (@t192)) 65.42/65.69 (step @p445 :rule trans :premises (@p444 @p420)) 65.42/65.69 (step @p446 :rule bool-impl-elim :args (@t253 @t187)) 65.42/65.69 (step @p447 :rule cong :premises (@p446) :args ((forall @t110 (=> @t253 @t187)))) 65.42/65.69 (step @p448 :rule bool-double-not-elim :args (@t253)) 65.42/65.69 (step @p449 :rule arith_poly_norm :args ((= (* -1 (- 1 @t422)) (* -1 (- @t24 @t14))))) 65.42/65.69 (step @p450 :rule arith_poly_norm_rel :premises (@p449) :args ((= (>= 1 @t422) @t423))) 65.42/65.69 (step @p451 :rule arith-geq-tighten :args (@t252 1)) 65.42/65.69 (step @p452 :rule trans :premises (@p451 @p450)) 65.42/65.69 (step @p453 :rule symm :premises (@p452)) 65.42/65.69 (step @p454 :rule cong :premises (@p453) :args ((not @t423))) 65.42/65.69 (step @p455 :rule trans :premises (@p454 @p448)) 65.42/65.69 (step @p456 :rule arith-elim-lt :args (@t24 @t14)) 65.42/65.69 (step @p457 :rule trans :premises (@p456 @p455)) 65.42/65.69 (step @p458 :rule cong :premises (@p457 @p421) :args (@t193)) 65.42/65.69 (step @p459 :rule cong :premises (@p458) :args (@t194)) 65.42/65.69 (step @p460 :rule trans :premises (@p459 @p447)) 65.42/65.69 (step @p461 :rule arith_poly_norm :args ((= @t26 @t256))) 65.42/65.69 (step @p462 :rule arith_poly_norm :args ((= @t415 @t257))) 65.42/65.69 (step @p463 :rule nary_cong :premises (@p440 @p328) :args (@t195)) 65.42/65.69 (step @p464 :rule trans :premises (@p463 @p462)) 65.42/65.69 (step @p465 :rule refl :args (@t150)) 65.42/65.69 (step @p466 :rule cong :premises (@p465 @p464 @p461) :args (@t196)) 65.42/65.69 (step @p467 :rule refl :args (@t198)) 65.42/65.69 (step @p468 :rule cong :premises (@p467 @p466) :args (@t199)) 65.42/65.69 (step @p469 :rule cong :premises (@p317 @p307 @p306 @p320) :args (@t200)) 65.42/65.69 (step @p470 :rule nary_cong :premises (@p469 @p468 @p460 @p445 @p319) :args (@t201)) 65.42/65.69 (step @p471 :rule cong :premises (@p470 @p414) :args (@t202)) 65.42/65.69 (step @p472 :rule cong :premises (@p471) :args (@t204)) 65.42/65.69 (step @p473 :rule trans :premises (@p472 @p277)) 65.42/65.69 (step @p474 :rule arith_poly_norm :args ((= (* 1 (- @t24 @t148)) (* 1 (- @t267 0))))) 65.42/65.69 (step @p475 :rule arith_poly_norm_rel :premises (@p474) :args ((= @t424 @t268))) 65.42/65.69 (step @p476 :rule cong :premises (@p475) :args ((not @t424))) 65.42/65.69 (step @p477 :rule arith-elim-lt :args (@t24 @t148)) 65.42/65.69 (step @p478 :rule trans :premises (@p477 @p476)) 65.42/65.69 (step @p479 :rule arith-elim-leq :args (-1 @t269)) 65.42/65.69 (step @p480 :rule cong :premises (@p410 @p440) :args (@t205)) 65.42/65.69 (step @p481 :rule trans :premises (@p480 @p479)) 65.42/65.69 (step @p482 :rule cong :premises (@p435) :args (@t206)) 65.42/65.69 (step @p483 :rule arith_poly_norm :args ((= @t410 (* -1 (- @t227 @t24))))) 65.42/65.69 (step @p484 :rule arith_poly_norm_rel :premises (@p483) :args ((= @t411 (>= @t227 @t24)))) 65.42/65.69 (step @p485 :rule trans :premises (@p394 @p484)) 65.42/65.69 (step @p486 :rule symm :premises (@p485)) 65.42/65.69 (step @p487 :rule cong :premises (@p317 @p307) :args (@t425)) 65.42/65.69 (step @p488 :rule trans :premises (@p487 @p486)) 65.42/65.69 (step @p489 :rule cong :premises (@p488) :args ((not @t425))) 65.42/65.69 (step @p490 :rule trans :premises (@p489 @p391)) 65.42/65.69 (step @p491 :rule arith-elim-lt :args (@t91 @t24)) 65.42/65.69 (step @p492 :rule trans :premises (@p491 @p490)) 65.42/65.69 (step @p493 :rule arith-elim-leq :args (0 @t227)) 65.42/65.69 (step @p494 :rule cong :premises (@p388 @p317) :args (@t207)) 65.42/65.69 (step @p495 :rule trans :premises (@p494 @p493)) 65.42/65.69 (step @p496 :rule nary_cong :premises (@p495 @p492 @p482 @p481 @p478) :args (@t208)) 65.42/65.69 (step @p497 :rule cong :premises (@p496 @p473) :args (@t209)) 65.42/65.69 (step @p498 :rule arith_poly_norm :args ((= (* 1 (- @t256 @t23)) (* 1 (- @t278 -1))))) 65.42/65.69 (step @p499 :rule arith_poly_norm_rel :premises (@p498) :args ((= (>= @t256 @t23) @t279))) 65.42/65.69 (step @p500 :rule cong :premises (@p461 @p321) :args (@t426)) 65.42/65.69 (step @p501 :rule trans :premises (@p500 @p499)) 65.42/65.69 (step @p502 :rule cong :premises (@p501) :args ((not @t426))) 65.42/65.69 (step @p503 :rule arith-elim-lt :args (@t26 @t23)) 65.42/65.69 (step @p504 :rule trans :premises (@p503 @p502)) 65.42/65.69 (step @p505 :rule cong :premises (@p504 @p497) :args (@t210)) 65.42/65.69 (step @p506 :rule arith_poly_norm :args ((= (* 1 (- @t24 @t23)) (* 1 (- @t278 0))))) 65.42/65.69 (step @p507 :rule arith_poly_norm_rel :premises (@p506) :args ((= @t427 @t280))) 65.42/65.69 (step @p508 :rule cong :premises (@p507) :args ((not @t427))) 65.42/65.69 (step @p509 :rule arith-elim-lt :args (@t24 @t23)) 65.42/65.69 (step @p510 :rule trans :premises (@p509 @p508)) 65.42/65.69 (step @p511 :rule cong :premises (@p311) :args (@t211)) 65.42/65.69 (step @p512 :rule arith-elim-leq :args (-1 @t283)) 65.42/65.69 (step @p513 :rule arith_poly_norm :args ((= (+ @t24 @t278) @t283))) 65.42/65.69 (step @p514 :rule arith_poly_norm :args ((= (* -1 @t224) @t278))) 65.42/65.69 (step @p515 :rule nary_cong :premises (@p313 @p311) :args (@t428)) 65.42/65.69 (step @p516 :rule trans :premises (@p515 @p514)) 65.42/65.69 (step @p517 :rule nary_cong :premises (@p307 @p516) :args (@t429)) 65.42/65.69 (step @p518 :rule trans :premises (@p517 @p513)) 65.42/65.69 (step @p519 :rule arith_poly_norm :args ((= @t28 @t429))) 65.42/65.69 (step @p520 :rule trans :premises (@p519 @p518)) 65.42/65.69 (step @p521 :rule cong :premises (@p410 @p520) :args (@t212)) 65.42/65.69 (step @p522 :rule trans :premises (@p521 @p512)) 65.42/65.69 (step @p523 :rule arith-elim-leq :args (0 @t24)) 65.42/65.69 (step @p524 :rule nary_cong :premises (@p319 @p523 @p407 @p522 @p511 @p510) :args (@t213)) 65.42/65.69 (step @p525 :rule cong :premises (@p524 @p505) :args (@t214)) 65.42/65.69 (step @p526 :rule cong :premises (@p525) :args (@t216)) 65.42/65.69 (step @p527 :rule trans :premises (@p526 @p204)) 65.42/65.69 (step @p528 :rule cong :premises (@p527) :args (@t217)) 65.42/65.69 (step @p529 :rule eq_resolve :premises (@p70 @p528)) 65.42/65.69 (step @p530 :rule skolemize :premises (@p529)) 65.42/65.69 (step @p531 :rule bool-double-not-elim :args (@t430)) 65.42/65.69 (step @p532 :rule refl :args (@t466)) 65.42/65.69 (step @p533 :rule nary_cong :premises (@p532 @p531) :args ((or @t466 (not @t465)))) 65.42/65.69 (step @p534 :rule cnf_or_neg :args (@t466 0)) 65.42/65.69 (step @p535 :rule eq_resolve :premises (@p534 @p533)) 65.42/65.69 (step @p536 :rule reordering :premises (@p535) :args ((or @t430 @t466))) 65.42/65.69 (step @p537 :rule chain_resolution :premises (@p536 @p530) :args (@t467 @t468)) 65.42/65.69 (step @p538 :rule bool-double-not-elim :args (@t471)) 65.42/65.69 (step @p539 :rule refl :args (@t473)) 65.42/65.69 (step @p540 :rule refl :args (@t476)) 65.42/65.69 (step @p541 :rule refl :args (@t465)) 65.42/65.69 (step @p542 :rule nary_cong :premises (@p541 @p540 @p539 @p538) :args ((or @t465 @t476 @t473 (not @t477)))) 65.42/65.69 (assume-push @p1152 @t477) 65.42/65.69 (assume-push @p1153 @t478) 65.42/65.69 (assume-push @p1154 @t430) 65.42/65.69 (step @p546 :rule arith-elim-lt :args (@t296 0)) 65.42/65.69 (step @p547 :rule symm :premises (@p546)) 65.42/65.69 (assume-push @p1155 @t430) 65.42/65.69 (step @p549 :rule evaluate :args (@t479)) 65.42/65.69 (step @p550 :rule evaluate :args (@t480)) 65.42/65.69 (step @p551 :rule evaluate :args (@t481)) 65.42/65.69 (step @p552 :rule evaluate :args (@t482)) 65.42/65.69 (step @p553 :rule nary_cong :premises (@p552 @p388 @p388) :args (@t483)) 65.42/65.69 (step @p554 :rule trans :premises (@p553 @p551)) 65.42/65.69 (step @p555 :rule arith_poly_norm :args ((= @t485 0))) 65.42/65.69 (step @p556 :rule arith_poly_norm :args ((= @t487 @t485))) 65.42/65.69 (step @p557 :rule trans :premises (@p556 @p555)) 65.42/65.69 (step @p558 :rule cong :premises (@p557 @p554) :args (@t488)) 65.42/65.69 (step @p559 :rule trans :premises (@p558 @p550)) 65.42/65.69 (step @p560 :rule cong :premises (@p559) :args ((not @t488))) 65.42/65.69 (step @p561 :rule trans :premises (@p560 @p549)) 65.42/65.69 (step @p562 :rule arith-elim-lt :args (@t487 @t483)) 65.42/65.69 (step @p563 :rule trans :premises (@p562 @p561)) 65.42/65.69 (step @p564 :rule arith-elim-lt :args (@t470 0)) 65.42/65.69 (step @p565 :rule symm :premises (@p564)) 65.42/65.69 (step @p566 :rule eq_resolve :premises (@p1152 @p565)) 65.42/65.69 (step @p567 :rule arith_poly_norm :args (@t489)) 65.42/65.69 (step @p568 :rule arith_poly_norm_rel :premises (@p567) :args (@t491)) 65.42/65.69 (step @p569 :rule symm :premises (@p568)) 65.42/65.69 (step @p570 :rule refl :args (tptp.int)) 65.42/65.69 (step @p571 :rule cong :premises (@p570 @p86) :args (@t474)) 65.42/65.69 (step @p572 :rule trans :premises (@p81 @p571)) 65.42/65.69 (step @p573 :rule eq_resolve :premises (@p572 @p569)) 65.42/65.69 (step @p574 :rule arith_mult_neg :args (-1 @t430)) 65.42/65.69 (step @p575 :rule evaluate :args (@t492)) 65.42/65.69 (step @p576 :rule true_elim :premises (@p575)) 65.42/65.69 (step @p577 :rule and_intro :premises (@p576 @p537)) 65.42/65.69 (step @p578 :rule modus_ponens :premises (@p577 @p574)) 65.42/65.69 (step @p579 :rule arith_sum_ub :premises (@p578 @p573 @p566)) 65.42/65.69 (step @p580 false :rule eq_resolve :premises (@p579 @p563)) 65.42/65.69 (step-pop @p1155 :rule scope :premises (@p580)) 65.42/65.69 (step @p581 :rule process_scope :premises (@p1155) :args (false)) 65.42/65.69 (step @p583 :rule eq_resolve :premises (@p581 @p547)) 65.42/65.69 (step @p584 :rule eq_resolve :premises (@p583 @p546)) 65.42/65.69 (step @p585 false :rule contra :premises (@p537 @p584)) 65.42/65.69 (step-pop @p1156 :rule scope :premises (@p585)) 65.42/65.69 (step-pop @p1157 :rule scope :premises (@p1156)) 65.42/65.69 (step-pop @p1158 :rule scope :premises (@p1157)) 65.42/65.69 (step @p586 :rule process_scope :premises (@p1158) :args (false)) 65.42/65.69 (assume-push @p1160 @t430) 65.42/65.69 (assume-push @p1161 @t475) 65.42/65.69 (assume-push @p1162 @t472) 65.42/65.69 (assume-push @p1163 @t477) 65.42/65.69 (step @p570 :rule refl :args (tptp.int)) 65.42/65.69 (step @p571 :rule cong :premises (@p570 @p86) :args (@t474)) 65.42/65.69 (step @p594 :rule trans :premises (@p81 @p571)) 65.42/65.69 (step @p595 :rule and_intro :premises (@p1163 @p594 @p537)) 65.42/65.69 (step-pop @p1163 :rule scope :premises (@p595)) 65.42/65.69 (step-pop @p1164 :rule scope :premises (@p1163)) 65.42/65.69 (step-pop @p1165 :rule scope :premises (@p1164)) 65.42/65.69 (step-pop @p1166 :rule scope :premises (@p1165)) 65.42/65.69 (step @p596 :rule process_scope :premises (@p1166) :args (@t493)) 65.42/65.69 (step @p601 :rule implies_elim :premises (@p596)) 65.42/65.69 (step @p602 :rule resolution :premises (@p601 @p586) :args (true @t493)) 65.42/65.69 (step @p603 :rule not_and :premises (@p602)) 65.42/65.69 (step @p604 :rule eq_resolve :premises (@p603 @p542)) 65.42/65.69 (step @p605 :rule chain_resolution :premises (@p604 @p537 @p81 @p86) :args (@t494 (@list @t430 @t475 @t472))) 65.42/65.69 (step @p606 :rule aci_norm :args ((= (or @t510 @t113) @t509))) 65.42/65.69 (step @p607 :rule refl :args (@t113)) 65.42/65.69 (step @p608 :rule aci_norm :args ((= (or @t508 (or @t506 (or @t504 (or @t502 @t495)))) @t510))) 65.42/65.69 (step @p609 :rule bool-and-de-morgan :args (@t501 @t25 true)) 65.42/65.69 (step @p610 :rule refl :args (@t504)) 65.42/65.69 (step @p611 :rule nary_cong :premises (@p610 @p609) :args ((or @t504 (not (and @t501 @t25))))) 65.42/65.69 (step @p612 :rule bool-and-de-morgan :args (@t503 @t501 (and @t25))) 65.42/65.69 (step @p613 :rule trans :premises (@p612 @p611)) 65.42/65.69 (step @p614 :rule refl :args (@t506)) 65.42/65.69 (step @p615 :rule nary_cong :premises (@p614 @p613) :args ((or @t506 (not (and @t503 @t501 @t25))))) 65.42/65.69 (step @p616 :rule bool-and-de-morgan :args (@t505 @t503 (and @t501 @t25))) 65.42/65.69 (step @p617 :rule trans :premises (@p616 @p615)) 65.42/65.69 (step @p618 :rule refl :args (@t508)) 65.42/65.69 (step @p619 :rule nary_cong :premises (@p618 @p617) :args ((or @t508 (not (and @t505 @t503 @t501 @t25))))) 65.42/65.69 (step @p620 :rule bool-and-de-morgan :args (@t507 @t505 (and @t503 @t501 @t25))) 65.42/65.69 (step @p621 :rule trans :premises (@p620 @p619)) 65.42/65.69 (step @p622 :rule trans :premises (@p621 @p608)) 65.42/65.69 (step @p623 :rule nary_cong :premises (@p622 @p607) :args ((or (not @t511) @t113))) 65.42/65.69 (step @p624 :rule trans :premises (@p623 @p606)) 65.42/65.69 (step @p625 :rule bool-impl-elim :args (@t511 @t113)) 65.42/65.69 (step @p626 :rule trans :premises (@p625 @p624)) 65.42/65.69 (step @p627 :rule cong :premises (@p626) :args ((forall @t126 (=> @t511 @t113)))) 65.42/65.69 (step @p628 :rule refl :args (@t113)) 65.42/65.69 (step @p629 :rule refl :args (@t25)) 65.42/65.69 (step @p630 :rule aci_norm :args ((= (or (or @t499 @t496) @t115) @t500))) 65.42/65.69 (step @p631 :rule refl :args (@t115)) 65.42/65.69 (step @p632 :rule bool-double-not-elim :args (@t496)) 65.42/65.69 (step @p633 :rule refl :args (@t499)) 65.42/65.69 (step @p634 :rule nary_cong :premises (@p633 @p632) :args ((or @t499 (not @t512)))) 65.42/65.69 (step @p635 :rule bool-and-de-morgan :args (@t498 @t512 true)) 65.42/65.69 (step @p636 :rule trans :premises (@p635 @p634)) 65.42/65.69 (step @p637 :rule nary_cong :premises (@p636 @p631) :args ((or (not @t513) @t115))) 65.42/65.69 (step @p638 :rule trans :premises (@p637 @p630)) 65.42/65.69 (step @p639 :rule bool-impl-elim :args (@t513 @t115)) 65.42/65.69 (step @p640 :rule trans :premises (@p639 @p638)) 65.42/65.69 (step @p641 :rule cong :premises (@p640) :args ((forall @t110 (=> @t513 @t115)))) 65.42/65.69 (step @p642 :rule refl :args (@t115)) 65.42/65.69 (step @p643 :rule arith_poly_norm :args ((= (* 1 (- @t14 @t23)) (* 1 (- @t245 0))))) 65.42/65.69 (step @p644 :rule arith_poly_norm_rel :premises (@p643) :args ((= @t514 @t496))) 65.42/65.69 (step @p645 :rule cong :premises (@p644) :args ((not @t514))) 65.42/65.69 (step @p646 :rule arith-elim-lt :args (@t14 @t23)) 65.42/65.69 (step @p647 :rule trans :premises (@p646 @p645)) 65.42/65.69 (step @p648 :rule bool-double-not-elim :args (@t498)) 65.42/65.69 (step @p649 :rule arith_poly_norm :args ((= (* -1 (- 1 @t515)) (* -1 (- @t283 @t14))))) 65.42/65.69 (step @p650 :rule arith_poly_norm_rel :premises (@p649) :args ((= (>= 1 @t515) (>= @t283 @t14)))) 65.42/65.69 (step @p651 :rule arith-geq-tighten :args (@t497 1)) 65.42/65.69 (step @p652 :rule trans :premises (@p651 @p650)) 65.42/65.69 (step @p653 :rule symm :premises (@p652)) 65.42/65.69 (step @p654 :rule cong :premises (@p520 @p362) :args (@t516)) 65.42/65.69 (step @p655 :rule trans :premises (@p654 @p653)) 65.42/65.69 (step @p656 :rule cong :premises (@p655) :args ((not @t516))) 65.42/65.69 (step @p657 :rule trans :premises (@p656 @p648)) 65.42/65.69 (step @p658 :rule arith-elim-lt :args (@t28 @t14)) 65.42/65.69 (step @p659 :rule trans :premises (@p658 @p657)) 65.42/65.69 (step @p660 :rule nary_cong :premises (@p659 @p647) :args (@t116)) 65.42/65.69 (step @p661 :rule cong :premises (@p660 @p642) :args (@t117)) 65.42/65.69 (step @p662 :rule cong :premises (@p661) :args (@t118)) 65.42/65.69 (step @p663 :rule trans :premises (@p662 @p641)) 65.42/65.69 (step @p664 :rule arith-elim-leq :args (0 @t119)) 65.42/65.69 (step @p665 :rule arith-elim-leq :args (0 @t120)) 65.42/65.69 (step @p666 :rule arith-elim-leq :args (0 @t122)) 65.42/65.69 (step @p667 :rule nary_cong :premises (@p666 @p665 @p664 @p663 @p629) :args (@t124)) 65.42/65.69 (step @p668 :rule cong :premises (@p667 @p628) :args (@t125)) 65.42/65.69 (step @p669 :rule cong :premises (@p668) :args (@t127)) 65.42/65.69 (step @p670 :rule trans :premises (@p669 @p627)) 65.42/65.69 (step @p671 :rule eq_resolve :premises (@p46 @p670)) 65.42/65.69 (step @p672 :rule refl :args (@t443)) 65.42/65.69 (step @p673 :rule refl :args (@t458)) 65.42/65.69 (step @p674 :rule refl :args (@t519)) 65.42/65.69 (step @p675 :rule refl :args (@t520)) 65.42/65.69 (step @p676 :rule arith_poly_norm :args ((= (+ @t14 @t521 @t436) @t454))) 65.42/65.69 (step @p677 :rule refl :args (@t436)) 65.42/65.69 (step @p678 :rule arith_poly_norm :args ((= @t522 @t521))) 65.42/65.69 (step @p679 :rule nary_cong :premises (@p362 @p678 @p677) :args (@t523)) 65.42/65.69 (step @p680 :rule trans :premises (@p679 @p676)) 65.42/65.69 (step @p681 :rule cong :premises (@p680 @p328) :args (@t524)) 65.42/65.69 (step @p682 :rule cong :premises (@p681) :args (@t525)) 65.42/65.69 (step @p683 :rule nary_cong :premises (@p682 @p675 @p674) :args (@t526)) 65.42/65.69 (step @p684 :rule cong :premises (@p683) :args (@t527)) 65.42/65.69 (step @p685 :rule cong :premises (@p684) :args (@t528)) 65.42/65.69 (step @p686 :rule refl :args (@t531)) 65.42/65.69 (step @p687 :rule refl :args (@t534)) 65.42/65.69 (step @p688 :rule refl :args (@t477)) 65.42/65.69 (step @p689 :rule nary_cong :premises (@p688 @p687 @p686 @p685 @p673 @p672) :args (@t535)) 65.42/65.69 (step @p690 :rule refl :args (@t536)) 65.42/65.69 (step @p691 :rule cong :premises (@p690 @p689) :args ((=> @t536 @t535))) 65.42/65.69 (assume-push @p1168 @t536) 65.42/65.69 (step @p693 :rule instantiate :premises (@p671) :args ((@list @t442 @t436 @t435 @t444 @t434))) 65.42/65.69 (step-pop @p1168 :rule scope :premises (@p693)) 65.42/65.69 (step @p694 :rule process_scope :premises (@p1168) :args (@t535)) 65.42/65.69 (step @p696 :rule eq_resolve :premises (@p694 @p691)) 65.42/65.69 (step @p697 :rule implies_elim :premises (@p696)) 65.42/65.69 (step @p698 :rule chain_resolution :premises (@p697 @p671) :args (@t537 (@list @t536))) 65.42/65.69 (step @p699 :rule bool-double-not-elim :args (@t542)) 65.42/65.69 (step @p700 :rule refl :args (@t551)) 65.42/65.69 (step @p701 :rule nary_cong :premises (@p700 @p699) :args ((or @t551 (not @t548)))) 65.42/65.69 (step @p702 :rule cnf_or_neg :args (@t551 1)) 65.42/65.69 (step @p703 :rule eq_resolve :premises (@p702 @p701)) 65.42/65.69 (step @p704 :rule reordering :premises (@p703) :args ((or @t542 @t551))) 65.42/65.69 (step @p705 :rule cnf_or_neg :args (@t551 2)) 65.42/65.69 (step @p706 :rule aci_norm :args ((= (or @t555 (or @t554 @t552)) @t556))) 65.42/65.69 (step @p707 :rule bool-impl-elim :args (@t553 @t552)) 65.42/65.69 (step @p708 :rule refl :args (@t555)) 65.42/65.69 (step @p709 :rule nary_cong :premises (@p708 @p707) :args ((or @t555 @t557))) 65.42/65.69 (step @p710 :rule trans :premises (@p709 @p706)) 65.42/65.69 (step @p711 :rule bool-impl-elim :args (@t79 @t557)) 65.42/65.69 (step @p712 :rule trans :premises (@p711 @p710)) 65.42/65.69 (step @p713 :rule cong :premises (@p712) :args ((forall @t68 (=> @t79 @t557)))) 65.42/65.69 (step @p714 :rule arith_poly_norm :args ((= (* 1 (- @t76 @t2)) (* -1 (- @t2 @t76))))) 65.42/65.69 (step @p715 :rule arith_poly_norm_rel :premises (@p714) :args ((= @t77 @t552))) 65.42/65.69 (step @p716 :rule bool-double-not-elim :args (@t553)) 65.42/65.69 (step @p717 :rule arith_poly_norm :args ((= (* 1 (- 2 @t558)) (* 1 (- 1 @t2))))) 65.42/65.69 (step @p718 :rule arith_poly_norm_rel :premises (@p717) :args ((= (>= 2 @t558) @t559))) 65.42/65.69 (step @p719 :rule arith-geq-tighten :args (@t2 2)) 65.42/65.69 (step @p720 :rule trans :premises (@p719 @p718)) 65.42/65.69 (step @p721 :rule symm :premises (@p720)) 65.42/65.69 (step @p722 :rule cong :premises (@p721) :args ((not @t559))) 65.42/65.69 (step @p723 :rule trans :premises (@p722 @p716)) 65.42/65.69 (step @p724 :rule arith-elim-lt :args (1 @t2)) 65.42/65.69 (step @p725 :rule trans :premises (@p724 @p723)) 65.42/65.69 (step @p726 :rule cong :premises (@p725 @p715) :args (@t78)) 65.42/65.69 (step @p727 :rule refl :args (@t79)) 65.42/65.69 (step @p728 :rule cong :premises (@p727 @p726) :args (@t80)) 65.42/65.69 (step @p729 :rule cong :premises (@p728) :args (@t81)) 65.42/65.69 (step @p730 :rule trans :premises (@p729 @p713)) 65.42/65.69 (step @p731 :rule eq_resolve :premises (@p21 @p730)) 65.42/65.69 (step @p732 :rule arith_poly_norm :args ((= (* 1 (- @t439 @t449)) (* -1 @t560)))) 65.42/65.69 (step @p733 :rule arith_poly_norm_rel :premises (@p732) :args ((= @t562 @t561))) 65.42/65.69 (step @p734 :rule bool-double-not-elim :args (@t462)) 65.42/65.69 (step @p735 :rule arith_poly_norm :args ((= (* -2 (- -1 @t563)) (* -2 (- @t439 2))))) 65.42/65.69 (step @p736 :rule arith_poly_norm_rel :premises (@p735) :args ((= (>= -1 @t563) @t564))) 65.42/65.69 (step @p737 :rule arith-geq-tighten :args (@t461 -1)) 65.42/65.69 (step @p738 :rule trans :premises (@p737 @p736)) 65.42/65.69 (step @p739 :rule symm :premises (@p738)) 65.42/65.69 (step @p740 :rule cong :premises (@p739) :args (@t565)) 65.42/65.70 (step @p741 :rule trans :premises (@p740 @p734)) 65.42/65.70 (step @p742 :rule refl :args (@t464)) 65.42/65.70 (step @p743 :rule nary_cong :premises (@p742 @p741 @p733) :args (@t566)) 65.42/65.70 (step @p744 :rule refl :args (@t567)) 65.42/65.70 (step @p745 :rule cong :premises (@p744 @p743) :args ((=> @t567 @t566))) 65.42/65.70 (assume-push @p1170 @t567) 65.42/65.70 (step @p747 :rule instantiate :premises (@p731) :args ((@list @t439))) 65.42/65.70 (step-pop @p1170 :rule scope :premises (@p747)) 65.42/65.70 (step @p748 :rule process_scope :premises (@p1170) :args (@t566)) 65.42/65.70 (step @p750 :rule eq_resolve :premises (@p748 @p745)) 65.42/65.70 (step @p751 :rule implies_elim :premises (@p750)) 65.42/65.70 (step @p752 :rule chain_resolution :premises (@p751 @p731) :args (@t537 (@list @t567))) 65.42/65.70 (step @p753 :rule cnf_or_neg :args (@t466 6)) 65.42/65.70 (step @p754 :rule chain_resolution :premises (@p753 @p530) :args (@t467 @t468)) 65.42/65.70 (step @p755 :rule bool-double-not-elim :args (@t463)) 65.42/65.70 (step @p756 :rule nary_cong :premises (@p532 @p755) :args ((or @t466 (not @t464)))) 65.42/65.70 (step @p757 :rule cnf_or_neg :args (@t466 4)) 65.42/65.70 (step @p758 :rule eq_resolve :premises (@p757 @p756)) 65.42/65.70 (step @p759 :rule reordering :premises (@p758) :args ((or @t463 @t466))) 65.42/65.70 (step @p760 :rule chain_resolution :premises (@p759 @p530) :args (@t467 @t468)) 65.42/65.70 (step @p761 :rule cnf_or_pos :args (@t568)) 65.42/65.70 (step @p762 :rule reordering :premises (@p761) :args ((or @t464 @t462 @t561 (not @t568)))) 65.42/65.70 (step @p763 :rule chain_resolution :premises (@p762 @p760 @p754 @p752) :args ((@list false true false) (@list @t463 @t462 @t568))) 65.42/65.70 (assume-push @p1172 @t561) 65.42/65.70 (assume-push @p1173 @t561) 65.42/65.70 (step @p766 :rule arith-elim-lt :args (@t569 1)) 65.42/65.70 (step @p767 :rule symm :premises (@p766)) 65.42/65.70 (assume-push @p1174 @t570) 65.42/65.70 (step @p769 :rule evaluate :args ((<= 0 -1))) 65.42/65.70 (step @p770 :rule evaluate :args ((+ -1 0))) 65.42/65.70 (step @p771 :rule evaluate :args (@t571)) 65.42/65.70 (step @p772 :rule nary_cong :premises (@p771 @p388) :args (@t572)) 65.42/65.70 (step @p773 :rule trans :premises (@p772 @p770)) 65.42/65.70 (step @p551 :rule evaluate :args (@t481)) 65.42/65.70 (step @p774 :rule arith_poly_norm :args (@t574)) 65.42/65.70 (step @p775 :rule arith_poly_norm :args ((= @t575 0))) 65.42/65.70 (step @p776 :rule arith_poly_norm :args ((= @t576 0))) 65.42/65.70 (step @p777 :rule nary_cong :premises (@p776 @p775 @p774) :args (@t577)) 65.42/65.70 (step @p778 :rule trans :premises (@p777 @p551)) 65.42/65.70 (step @p779 :rule arith_poly_norm :args ((= @t578 @t577))) 65.42/65.70 (step @p780 :rule trans :premises (@p779 @p778)) 65.42/65.70 (step @p781 :rule cong :premises (@p780 @p773) :args ((<= @t578 @t572))) 65.42/65.70 (step @p782 :rule trans :premises (@p781 @p769)) 65.42/65.70 (step @p783 :rule arith_poly_norm :args ((= (* 1 (- @t569 0)) (* 1 @t560)))) 65.42/65.70 (step @p784 :rule arith_poly_norm_rel :premises (@p783) :args ((= (= @t569 0) @t561))) 65.42/65.70 (step @p785 :rule symm :premises (@p784)) 65.42/65.70 (step @p786 :rule eq_resolve :premises (@p763 @p785)) 65.42/65.70 (step @p787 :rule arith_mult_neg :args (-1 @t570)) 65.42/65.70 (step @p575 :rule evaluate :args (@t492)) 65.42/65.70 (step @p576 :rule true_elim :premises (@p575)) 65.42/65.70 (step @p788 :rule and_intro :premises (@p576 @p1174)) 65.42/65.70 (step @p789 :rule modus_ponens :premises (@p788 @p787)) 65.42/65.70 (step @p790 :rule arith_sum_ub :premises (@p789 @p786)) 65.42/65.70 (step @p791 false :rule eq_resolve :premises (@p790 @p782)) 65.42/65.70 (step-pop @p1174 :rule scope :premises (@p791)) 65.42/65.70 (step @p792 :rule process_scope :premises (@p1174) :args (false)) 65.42/65.70 (step @p794 :rule eq_resolve :premises (@p792 @p767)) 65.42/65.70 (step @p795 :rule eq_resolve :premises (@p794 @p766)) 65.42/65.70 (step-pop @p1175 :rule scope :premises (@p795)) 65.42/65.70 (step @p796 :rule process_scope :premises (@p1175) :args (@t579)) 65.42/65.70 (step @p798 :rule modus_ponens :premises (@p763 @p796)) 65.42/65.70 (step-pop @p1176 :rule scope :premises (@p798)) 65.42/65.70 (step @p799 :rule process_scope :premises (@p1176) :args (@t579)) 65.42/65.70 (step @p801 :rule implies_elim :premises (@p799)) 65.42/65.70 (step @p802 :rule reordering :premises (@p801) :args ((or @t579 (not @t561)))) 65.42/65.70 (step @p803 :rule chain_resolution :premises (@p802 @p763) :args (@t537 (@list @t561))) 65.42/65.70 (step @p804 :rule bool-double-not-elim :args (@t581)) 65.42/65.70 (step @p805 :rule refl :args (@t548)) 65.42/65.70 (step @p806 :rule bool-double-not-elim :args (@t570)) 65.42/65.70 (step @p807 :rule nary_cong :premises (@p806 @p805 @p804) :args ((or (not @t579) @t548 (not @t582)))) 65.42/65.70 (assume-push @p1178 @t582) 65.42/65.70 (assume-push @p1179 @t579) 65.42/65.70 (assume-push @p1180 @t542) 65.42/65.70 (step @p811 :rule arith-elim-lt :args (@t541 1)) 65.42/65.70 (step @p812 :rule symm :premises (@p811)) 65.42/65.70 (assume-push @p1181 @t542) 65.42/65.70 (step @p549 :rule evaluate :args (@t479)) 65.42/65.70 (step @p550 :rule evaluate :args (@t480)) 65.42/65.70 (step @p814 :rule evaluate :args ((+ -1 1 0))) 65.42/65.70 (step @p771 :rule evaluate :args (@t571)) 65.42/65.70 (step @p815 :rule nary_cong :premises (@p771 @p328 @p388) :args (@t583)) 65.42/65.70 (step @p816 :rule trans :premises (@p815 @p814)) 65.42/65.70 (step @p817 :rule arith_poly_norm :args ((= (+ 0 @t449 @t446 @t450 @t437 0) 0))) 65.42/65.70 (step @p774 :rule arith_poly_norm :args (@t574)) 65.42/65.70 (step @p818 :rule refl :args (@t437)) 65.42/65.70 (step @p819 :rule refl :args (@t450)) 65.42/65.70 (step @p820 :rule refl :args (@t446)) 65.42/65.70 (step @p821 :rule refl :args (@t449)) 65.42/65.70 (step @p822 :rule arith_poly_norm :args ((= @t584 0))) 65.42/65.70 (step @p823 :rule nary_cong :premises (@p822 @p821 @p820 @p819 @p818 @p774) :args (@t585)) 65.42/65.70 (step @p824 :rule trans :premises (@p823 @p817)) 65.42/65.70 (step @p825 :rule arith_poly_norm :args ((= @t586 @t585))) 65.42/65.70 (step @p826 :rule trans :premises (@p825 @p824)) 65.42/65.70 (step @p827 :rule cong :premises (@p826 @p816) :args (@t587)) 65.42/65.70 (step @p828 :rule trans :premises (@p827 @p550)) 65.42/65.70 (step @p829 :rule cong :premises (@p828) :args ((not @t587))) 65.42/65.70 (step @p830 :rule trans :premises (@p829 @p549)) 65.42/65.70 (step @p831 :rule arith-elim-lt :args (@t586 @t583)) 65.42/65.70 (step @p832 :rule trans :premises (@p831 @p830)) 65.42/65.70 (step @p833 :rule arith-elim-lt :args (@t580 0)) 65.42/65.70 (step @p834 :rule symm :premises (@p833)) 65.42/65.70 (step @p835 :rule eq_resolve :premises (@p1178 @p834)) 65.42/65.70 (step @p766 :rule arith-elim-lt :args (@t569 1)) 65.42/65.70 (step @p767 :rule symm :premises (@p766)) 65.42/65.70 (step @p836 :rule eq_resolve :premises (@p1179 @p767)) 65.42/65.70 (step @p837 :rule arith_mult_neg :args (-1 @t542)) 65.42/65.70 (step @p575 :rule evaluate :args (@t492)) 65.42/65.70 (step @p576 :rule true_elim :premises (@p575)) 65.42/65.70 (step @p838 :rule and_intro :premises (@p576 @p1180)) 65.42/65.70 (step @p839 :rule modus_ponens :premises (@p838 @p837)) 65.42/65.70 (step @p840 :rule arith_sum_ub :premises (@p839 @p836 @p835)) 65.42/65.70 (step @p841 false :rule eq_resolve :premises (@p840 @p832)) 65.42/65.70 (step-pop @p1181 :rule scope :premises (@p841)) 65.42/65.70 (step @p842 :rule process_scope :premises (@p1181) :args (false)) 65.42/65.70 (step @p844 :rule eq_resolve :premises (@p842 @p812)) 65.42/65.70 (step @p845 :rule eq_resolve :premises (@p844 @p811)) 65.42/65.70 (step @p846 false :rule contra :premises (@p1180 @p845)) 65.42/65.70 (step-pop @p1182 :rule scope :premises (@p846)) 65.42/65.70 (step-pop @p1183 :rule scope :premises (@p1182)) 65.42/65.70 (step-pop @p1184 :rule scope :premises (@p1183)) 65.42/65.70 (step @p847 :rule process_scope :premises (@p1184) :args (false)) 65.42/65.70 (assume-push @p1186 @t579) 65.42/65.70 (assume-push @p1187 @t542) 65.42/65.70 (assume-push @p1188 @t582) 65.42/65.70 (step @p854 :rule and_intro :premises (@p1188 @p1186 @p1187)) 65.42/65.70 (step-pop @p1188 :rule scope :premises (@p854)) 65.42/65.70 (step-pop @p1189 :rule scope :premises (@p1188)) 65.42/65.70 (step-pop @p1190 :rule scope :premises (@p1189)) 65.42/65.70 (step @p855 :rule process_scope :premises (@p1190) :args (@t588)) 65.42/65.70 (step @p859 :rule implies_elim :premises (@p855)) 65.42/65.70 (step @p860 :rule resolution :premises (@p859 @p847) :args (true @t588)) 65.42/65.70 (step @p861 :rule not_and :premises (@p860)) 65.42/65.70 (step @p862 :rule eq_resolve :premises (@p861 @p807)) 65.42/65.70 (step @p863 :rule bool-double-not-elim :args (@t451)) 65.42/65.70 (step @p864 :rule nary_cong :premises (@p532 @p863) :args ((or @t466 (not @t452)))) 65.42/65.70 (step @p865 :rule cnf_or_neg :args (@t466 19)) 65.42/65.70 (step @p866 :rule eq_resolve :premises (@p865 @p864)) 65.42/65.70 (step @p867 :rule reordering :premises (@p866) :args ((or @t451 @t466))) 65.42/65.70 (step @p868 :rule chain_resolution :premises (@p867 @p530) :args (@t467 @t468)) 65.42/65.70 (step @p869 :rule refl :args (@t592)) 65.42/65.70 (step @p870 :rule arith_poly_norm :args ((= (* -1 (- 0 @t594)) (* -1 (- @t593 1))))) 65.42/65.70 (step @p871 :rule arith_poly_norm_rel :premises (@p870) :args ((= (>= 0 @t594) (>= @t593 1)))) 65.42/65.70 (step @p872 :rule arith-geq-tighten :args (@t580 0)) 65.42/65.70 (step @p873 :rule trans :premises (@p872 @p871)) 65.42/65.70 (step @p874 :rule symm :premises (@p873)) 65.42/65.70 (step @p875 :rule arith_poly_norm :args ((= @t595 @t593))) 65.42/65.70 (step @p876 :rule cong :premises (@p875 @p328) :args (@t596)) 65.42/65.70 (step @p877 :rule trans :premises (@p876 @p874)) 65.42/65.70 (step @p878 :rule nary_cong :premises (@p877 @p869) :args (@t597)) 65.42/65.70 (step @p879 :rule refl :args (@t451)) 65.42/65.70 (step @p880 :rule cong :premises (@p879 @p878) :args ((=> @t451 @t597))) 65.42/65.70 (assume-push @p1192 @t451) 65.42/65.70 (step @p882 :rule instantiate :premises (@p868) :args ((@list @t539))) 65.42/65.70 (step-pop @p1192 :rule scope :premises (@p882)) 65.42/65.70 (step @p883 :rule process_scope :premises (@p1192) :args (@t597)) 65.42/65.70 (step @p885 :rule eq_resolve :premises (@p883 @p880)) 65.42/65.70 (step @p886 :rule implies_elim :premises (@p885)) 65.42/65.70 (step @p887 :rule chain_resolution :premises (@p886 @p868) :args (@t537 (@list @t451))) 65.42/65.70 (step @p888 :rule cnf_or_pos :args (@t598)) 65.42/65.70 (step @p889 :rule reordering :premises (@p888) :args ((or @t592 @t582 (not @t598)))) 65.42/65.70 (step @p890 :rule instantiate :premises (@p85) :args ((@list @t433))) 65.42/65.70 (step @p891 :rule bool-impl-elim :args (@t46 @t599)) 65.42/65.70 (step @p892 :rule cong :premises (@p891) :args ((forall @t48 (=> @t46 @t599)))) 65.42/65.70 (step @p893 :rule eq-symm :args (@t44 @t41)) 65.42/65.70 (step @p894 :rule refl :args (@t46)) 65.42/65.70 (step @p895 :rule cong :premises (@p894 @p893) :args (@t47)) 65.42/65.70 (step @p896 :rule cong :premises (@p895) :args (@t49)) 65.42/65.70 (step @p897 :rule trans :premises (@p896 @p892)) 65.42/65.70 (step @p898 :rule eq_resolve :premises (@p8 @p897)) 65.42/65.70 (step @p899 :rule instantiate :premises (@p898) :args (@t299)) 65.42/65.70 (step @p900 :rule instantiate :premises (@p10) :args ((@list @t297))) 65.42/65.70 (step @p901 :rule cnf_or_pos :args (@t603)) 65.42/65.70 (step @p902 :rule reordering :premises (@p901) :args ((or @t602 @t600 (not @t603)))) 65.42/65.70 (step @p903 :rule chain_resolution :premises (@p902 @p900 @p899) :args (@t604 (@list @t601 @t603))) 65.42/65.70 (step @p904 :rule instantiate :premises (@p898) :args (@t605)) 65.42/65.70 (step @p905 :rule instantiate :premises (@p10) :args ((@list @t431))) 65.42/65.70 (step @p906 :rule cnf_or_pos :args (@t609)) 65.42/65.70 (step @p907 :rule reordering :premises (@p906) :args ((or @t608 @t606 (not @t609)))) 65.42/65.70 (step @p908 :rule chain_resolution :premises (@p907 @p905 @p904) :args (@t604 (@list @t607 @t609))) 65.42/65.70 (step @p909 :rule instantiate :premises (@p29) :args ((@list tptp.int @t518 @t539))) 65.42/65.70 (step @p910 :rule instantiate :premises (@p29) :args ((@list tptp.int @t517 @t539))) 65.42/65.70 (step @p911 :rule refl :args (@t610)) 65.42/65.70 (step @p912 :rule refl :args (@t614)) 65.42/65.70 (step @p913 :rule refl :args (@t618)) 65.42/65.70 (step @p914 :rule bool-double-not-elim :args (@t547)) 65.42/65.70 (step @p915 :rule refl :args (@t620)) 65.42/65.70 (step @p916 :rule refl :args (@t622)) 65.42/65.70 (step @p917 :rule refl :args (@t623)) 65.42/65.70 (step @p918 :rule refl :args (@t624)) 65.42/65.70 (step @p919 :rule nary_cong :premises (@p918 @p917 @p916 @p915 @p914 @p913 @p912 @p911) :args ((or @t624 @t623 @t622 @t620 (not @t625) @t618 @t614 @t610))) 65.42/65.70 (assume-push @p1194 @t600) 65.42/65.70 (assume-push @p1195 @t606) 65.42/65.70 (assume-push @p1196 @t621) 65.42/65.70 (assume-push @p1197 @t619) 65.42/65.70 (assume-push @p1198 @t625) 65.42/65.70 (assume-push @p1199 @t617) 65.42/65.70 (assume-push @p1200 @t613) 65.42/65.70 (assume-push @p1201 @t625) 65.42/65.70 (assume-push @p1202 (= @t546 @t591)) 65.42/65.70 (assume-push @p1203 (= @t544 @t590)) 65.42/65.70 (step @p930 :rule false_intro :premises (@p1198)) 65.42/65.70 (step @p931 :rule refl :args (@t589)) 65.42/65.70 (step @p932 :rule symm :premises (@p908)) 65.42/65.70 (step @p933 :rule symm :premises (@p890)) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p934 :rule cong :premises (@p570 @p933) :args (@t611)) 65.42/65.70 (step @p935 :rule trans :premises (@p934 @p932)) 65.42/65.70 (step @p936 :rule cong :premises (@p570 @p570 @p935 @p931) :args (@t612)) 65.42/65.70 (step @p937 :rule trans :premises (@p910 @p936)) 65.42/65.70 (step @p938 :rule cong :premises (@p937) :args (@t544)) 65.42/65.70 (step @p939 :rule symm :premises (@p938)) 65.42/65.70 (step @p940 :rule symm :premises (@p903)) 65.42/65.70 (step @p941 :rule symm :premises (@p87)) 65.42/65.70 (step @p942 :rule cong :premises (@p570 @p941) :args (@t615)) 65.42/65.70 (step @p943 :rule trans :premises (@p942 @p940)) 65.42/65.70 (step @p944 :rule cong :premises (@p570 @p570 @p943 @p931) :args (@t616)) 65.42/65.70 (step @p945 :rule trans :premises (@p909 @p944)) 65.42/65.70 (step @p946 :rule cong :premises (@p945) :args (@t546)) 65.42/65.70 (step @p947 :rule symm :premises (@p946)) 65.42/65.70 (step @p948 :rule cong :premises (@p947 @p939) :args (@t592)) 65.42/65.70 (step @p949 :rule trans :premises (@p948 @p930)) 65.42/65.70 (step @p950 :rule false_elim :premises (@p949)) 65.42/65.70 (step-pop @p1203 :rule scope :premises (@p950)) 65.42/65.70 (step-pop @p1204 :rule scope :premises (@p1203)) 65.42/65.70 (step-pop @p1205 :rule scope :premises (@p1204)) 65.42/65.70 (step @p951 :rule process_scope :premises (@p1205) :args (@t610)) 65.42/65.70 (step @p931 :rule refl :args (@t589)) 65.42/65.70 (step @p932 :rule symm :premises (@p908)) 65.42/65.70 (step @p933 :rule symm :premises (@p890)) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p934 :rule cong :premises (@p570 @p933) :args (@t611)) 65.42/65.70 (step @p935 :rule trans :premises (@p934 @p932)) 65.42/65.70 (step @p936 :rule cong :premises (@p570 @p570 @p935 @p931) :args (@t612)) 65.42/65.70 (step @p937 :rule trans :premises (@p910 @p936)) 65.42/65.70 (step @p955 :rule cong :premises (@p937) :args (@t544)) 65.42/65.70 (step @p940 :rule symm :premises (@p903)) 65.42/65.70 (step @p941 :rule symm :premises (@p87)) 65.42/65.70 (step @p942 :rule cong :premises (@p570 @p941) :args (@t615)) 65.42/65.70 (step @p943 :rule trans :premises (@p942 @p940)) 65.42/65.70 (step @p944 :rule cong :premises (@p570 @p570 @p943 @p931) :args (@t616)) 65.42/65.70 (step @p945 :rule trans :premises (@p909 @p944)) 65.42/65.70 (step @p956 :rule cong :premises (@p945) :args (@t546)) 65.42/65.70 (step @p957 :rule and_intro :premises (@p1198 @p956 @p955)) 65.42/65.70 (step @p958 :rule modus_ponens :premises (@p957 @p951)) 65.42/65.70 (step-pop @p1206 :rule scope :premises (@p958)) 65.42/65.70 (step-pop @p1207 :rule scope :premises (@p1206)) 65.42/65.70 (step-pop @p1208 :rule scope :premises (@p1207)) 65.42/65.70 (step-pop @p1209 :rule scope :premises (@p1208)) 65.42/65.70 (step-pop @p1210 :rule scope :premises (@p1209)) 65.42/65.70 (step-pop @p1211 :rule scope :premises (@p1210)) 65.42/65.70 (step-pop @p1212 :rule scope :premises (@p1211)) 65.42/65.70 (step @p959 :rule process_scope :premises (@p1212) :args (@t610)) 65.42/65.70 (step @p967 :rule implies_elim :premises (@p959)) 65.42/65.70 (step @p968 :rule cnf_and_neg :args (@t626)) 65.42/65.70 (step @p969 :rule resolution :premises (@p968 @p967) :args (true @t626)) 65.42/65.70 (step @p970 :rule eq_resolve :premises (@p969 @p919)) 65.42/65.70 (step @p971 :rule chain_resolution :premises (@p970 @p910 @p909 @p908 @p903 @p890 @p87 @p889 @p887 @p862 @p803 @p705 @p704) :args ((@list false false false false false false false false false true true false) (@list @t613 @t617 @t606 @t600 @t619 @t621 @t592 @t598 @t581 @t570 @t547 @t542))) 65.42/65.70 (step @p972 :rule factoring :premises (@p971)) 65.42/65.70 (step @p973 :rule refl :args (@t627)) 65.42/65.70 (step @p974 :rule bool-double-not-elim :args (@t538)) 65.42/65.70 (step @p975 :rule nary_cong :premises (@p974 @p973) :args ((or (not @t628) @t627))) 65.42/65.70 (step @p976 :rule refl :args (@t547)) 65.42/65.70 (step @p977 :rule arith_poly_norm :args ((= (* -1 (- 1 @t630)) (* -1 (- @t629 0))))) 65.42/65.70 (step @p978 :rule arith_poly_norm_rel :premises (@p977) :args ((= (>= 1 @t630) (>= @t629 0)))) 65.42/65.70 (step @p979 :rule arith-geq-tighten :args (@t541 1)) 65.42/65.70 (step @p980 :rule trans :premises (@p979 @p978)) 65.42/65.70 (step @p981 :rule symm :premises (@p980)) 65.42/65.70 (step @p982 :rule arith_poly_norm :args ((= @t631 @t629))) 65.42/65.70 (step @p983 :rule cong :premises (@p982 @p388) :args (@t632)) 65.42/65.70 (step @p984 :rule trans :premises (@p983 @p981)) 65.42/65.70 (step @p985 :rule bool-double-not-elim :args (@t550)) 65.42/65.70 (step @p986 :rule arith_poly_norm :args ((= (* -1 (- 0 @t634)) (* -1 (- @t633 1))))) 65.42/65.70 (step @p987 :rule arith_poly_norm_rel :premises (@p986) :args ((= (>= 0 @t634) (>= @t633 1)))) 65.42/65.70 (step @p988 :rule arith-geq-tighten :args (@t549 0)) 65.42/65.70 (step @p989 :rule trans :premises (@p988 @p987)) 65.42/65.70 (step @p990 :rule symm :premises (@p989)) 65.42/65.70 (step @p991 :rule arith_poly_norm :args ((= @t635 @t633))) 65.42/65.70 (step @p992 :rule cong :premises (@p991 @p328) :args (@t636)) 65.42/65.70 (step @p993 :rule trans :premises (@p992 @p990)) 65.42/65.70 (step @p994 :rule cong :premises (@p993) :args (@t637)) 65.42/65.70 (step @p995 :rule trans :premises (@p994 @p985)) 65.42/65.70 (step @p996 :rule nary_cong :premises (@p995 @p984 @p976) :args (@t638)) 65.42/65.70 (step @p997 :rule cong :premises (@p996) :args (@t639)) 65.42/65.70 (step @p998 :rule refl :args (@t628)) 65.42/65.70 (step @p999 :rule cong :premises (@p998 @p997) :args ((=> @t628 @t639))) 65.42/65.70 (assume-push @p1214 @t628) 65.42/65.70 (step @p1001 :rule skolemize :premises (@p1214)) 65.42/65.70 (step-pop @p1214 :rule scope :premises (@p1001)) 65.42/65.70 (step @p1002 :rule process_scope :premises (@p1214) :args (@t639)) 65.42/65.70 (step @p1004 :rule eq_resolve :premises (@p1002 @p999)) 65.42/65.70 (step @p1005 :rule implies_elim :premises (@p1004)) 65.42/65.70 (step @p1006 :rule eq_resolve :premises (@p1005 @p975)) 65.42/65.70 (step @p1007 :rule chain_resolution :premises (@p1006 @p972) :args (@t537 (@list @t551))) 65.42/65.70 (step @p1008 :rule instantiate :premises (@p80) :args (@t605)) 65.42/65.70 (step @p1009 :rule bool-double-not-elim :args (@t530)) 65.42/65.70 (step @p1010 :rule refl :args (@t642)) 65.42/65.70 (step @p1011 :rule nary_cong :premises (@p541 @p1010 @p915 @p1009) :args ((or @t465 @t642 @t620 (not @t531)))) 65.42/65.70 (assume-push @p1216 @t531) 65.42/65.70 (assume-push @p1217 @t643) 65.42/65.70 (assume-push @p1218 @t430) 65.42/65.70 (step @p546 :rule arith-elim-lt :args (@t296 0)) 65.42/65.70 (step @p547 :rule symm :premises (@p546)) 65.42/65.70 (assume-push @p1219 @t430) 65.42/65.70 (step @p549 :rule evaluate :args (@t479)) 65.42/65.70 (step @p550 :rule evaluate :args (@t480)) 65.42/65.70 (step @p551 :rule evaluate :args (@t481)) 65.42/65.70 (step @p552 :rule evaluate :args (@t482)) 65.42/65.70 (step @p553 :rule nary_cong :premises (@p552 @p388 @p388) :args (@t483)) 65.42/65.70 (step @p554 :rule trans :premises (@p553 @p551)) 65.42/65.70 (step @p1016 :rule arith_poly_norm :args ((= @t645 0))) 65.42/65.70 (step @p1017 :rule arith_poly_norm :args ((= @t647 @t645))) 65.42/65.70 (step @p1018 :rule trans :premises (@p1017 @p1016)) 65.42/65.70 (step @p1019 :rule cong :premises (@p1018 @p554) :args (@t648)) 65.42/65.70 (step @p1020 :rule trans :premises (@p1019 @p550)) 65.42/65.70 (step @p1021 :rule cong :premises (@p1020) :args ((not @t648))) 65.42/65.70 (step @p1022 :rule trans :premises (@p1021 @p549)) 65.42/65.70 (step @p1023 :rule arith-elim-lt :args (@t647 @t483)) 65.42/65.70 (step @p1024 :rule trans :premises (@p1023 @p1022)) 65.42/65.70 (step @p1025 :rule arith-elim-lt :args (@t529 0)) 65.42/65.70 (step @p1026 :rule symm :premises (@p1025)) 65.42/65.70 (step @p1027 :rule eq_resolve :premises (@p1216 @p1026)) 65.42/65.70 (step @p1028 :rule arith_poly_norm :args ((= (* 1 (- @t646 0)) (* 1 (- @t296 @t529))))) 65.42/65.70 (step @p1029 :rule arith_poly_norm_rel :premises (@p1028) :args ((= (= @t646 0) @t643))) 65.42/65.70 (step @p1030 :rule symm :premises (@p1029)) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p1031 :rule cong :premises (@p570 @p890) :args (@t640)) 65.42/65.70 (step @p1032 :rule instantiate :premises (@p80) :args (@t605)) 65.42/65.70 (step @p1033 :rule trans :premises (@p1032 @p1031)) 65.42/65.70 (step @p1034 :rule eq_resolve :premises (@p1033 @p1030)) 65.42/65.70 (step @p574 :rule arith_mult_neg :args (-1 @t430)) 65.42/65.70 (step @p575 :rule evaluate :args (@t492)) 65.42/65.70 (step @p576 :rule true_elim :premises (@p575)) 65.42/65.70 (step @p577 :rule and_intro :premises (@p576 @p537)) 65.42/65.70 (step @p578 :rule modus_ponens :premises (@p577 @p574)) 65.42/65.70 (step @p1035 :rule arith_sum_ub :premises (@p578 @p1034 @p1027)) 65.42/65.70 (step @p1036 false :rule eq_resolve :premises (@p1035 @p1024)) 65.42/65.70 (step-pop @p1219 :rule scope :premises (@p1036)) 65.42/65.70 (step @p1037 :rule process_scope :premises (@p1219) :args (false)) 65.42/65.70 (step @p1039 :rule eq_resolve :premises (@p1037 @p547)) 65.42/65.70 (step @p1040 :rule eq_resolve :premises (@p1039 @p546)) 65.42/65.70 (step @p1041 false :rule contra :premises (@p537 @p1040)) 65.42/65.70 (step-pop @p1220 :rule scope :premises (@p1041)) 65.42/65.70 (step-pop @p1221 :rule scope :premises (@p1220)) 65.42/65.70 (step-pop @p1222 :rule scope :premises (@p1221)) 65.42/65.70 (step @p1042 :rule process_scope :premises (@p1222) :args (false)) 65.42/65.70 (assume-push @p1224 @t430) 65.42/65.70 (assume-push @p1225 @t641) 65.42/65.70 (assume-push @p1226 @t619) 65.42/65.70 (assume-push @p1227 @t531) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p1031 :rule cong :premises (@p570 @p890) :args (@t640)) 65.42/65.70 (step @p1050 :rule trans :premises (@p1008 @p1031)) 65.42/65.70 (step @p1051 :rule and_intro :premises (@p1227 @p1050 @p537)) 65.42/65.70 (step-pop @p1227 :rule scope :premises (@p1051)) 65.42/65.70 (step-pop @p1228 :rule scope :premises (@p1227)) 65.42/65.70 (step-pop @p1229 :rule scope :premises (@p1228)) 65.42/65.70 (step-pop @p1230 :rule scope :premises (@p1229)) 65.42/65.70 (step @p1052 :rule process_scope :premises (@p1230) :args (@t649)) 65.42/65.70 (step @p1057 :rule implies_elim :premises (@p1052)) 65.42/65.70 (step @p1058 :rule resolution :premises (@p1057 @p1042) :args (true @t649)) 65.42/65.70 (step @p1059 :rule not_and :premises (@p1058)) 65.42/65.70 (step @p1060 :rule eq_resolve :premises (@p1059 @p1011)) 65.42/65.70 (step @p1061 :rule chain_resolution :premises (@p1060 @p537 @p1008 @p890) :args (@t494 (@list @t430 @t641 @t619))) 65.42/65.70 (step @p1062 :rule cnf_or_neg :args (@t466 22)) 65.42/65.70 (step @p1063 :rule chain_resolution :premises (@p1062 @p530) :args (@t467 @t468)) 65.42/65.70 (step @p1064 :rule bool-double-not-elim :args (@t457)) 65.42/65.70 (step @p1065 :rule nary_cong :premises (@p532 @p1064) :args ((or @t466 (not @t458)))) 65.42/65.70 (step @p1066 :rule cnf_or_neg :args (@t466 14)) 65.42/65.70 (step @p1067 :rule eq_resolve :premises (@p1066 @p1065)) 65.42/65.70 (step @p1068 :rule reordering :premises (@p1067) :args ((or @t457 @t466))) 65.42/65.70 (step @p1069 :rule chain_resolution :premises (@p1068 @p530) :args (@t467 @t468)) 65.42/65.70 (step @p1070 :rule cnf_or_pos :args (@t650)) 65.42/65.70 (step @p1071 :rule reordering :premises (@p1070) :args ((or @t458 @t443 @t477 @t534 @t531 @t628 (not @t650)))) 65.42/65.70 (step @p1072 :rule chain_resolution :premises (@p1071 @p1069 @p1063 @p605 @p1061 @p1007 @p698) :args ((@list false true false false false false) (@list @t457 @t443 @t471 @t530 @t538 @t650))) 65.42/65.70 (step @p1073 :rule bool-double-not-elim :args (@t533)) 65.42/65.70 (step @p1074 :rule refl :args (@t653)) 65.42/65.70 (step @p1075 :rule nary_cong :premises (@p540 @p1074 @p539 @p916 @p688 @p1073) :args ((or @t476 @t653 @t473 @t622 @t477 (not @t534)))) 65.42/65.70 (assume-push @p1232 @t471) 65.42/65.70 (assume-push @p1233 @t654) 65.42/65.70 (assume-push @p1234 @t478) 65.42/65.70 (assume-push @p1235 @t534) 65.42/65.70 (step @p1080 :rule arith-elim-lt :args (@t532 0)) 65.42/65.70 (step @p1081 :rule cong :premises (@p1080) :args ((not @t655))) 65.42/65.70 (step @p1082 :rule trans :premises (@p1081 @p1073)) 65.42/65.70 (step @p1083 :rule symm :premises (@p1082)) 65.42/65.70 (assume-push @p1236 @t655) 65.42/65.70 (step @p549 :rule evaluate :args (@t479)) 65.42/65.70 (step @p550 :rule evaluate :args (@t480)) 65.42/65.70 (step @p1085 :rule evaluate :args ((+ 0 0 0 0))) 65.42/65.70 (step @p552 :rule evaluate :args (@t482)) 65.42/65.70 (step @p1086 :rule nary_cong :premises (@p388 @p552 @p388 @p552) :args (@t656)) 65.42/65.70 (step @p1087 :rule trans :premises (@p1086 @p1085)) 65.42/65.70 (step @p1088 :rule arith_poly_norm :args ((= (+ @t657 0 @t532 0) 0))) 65.42/65.70 (step @p1089 :rule arith_poly_norm :args ((= @t658 0))) 65.42/65.70 (step @p1090 :rule refl :args (@t532)) 65.42/65.70 (step @p1091 :rule arith_poly_norm :args ((= @t659 0))) 65.42/65.70 (step @p1092 :rule refl :args (@t657)) 65.42/65.70 (step @p1093 :rule nary_cong :premises (@p1092 @p1091 @p1090 @p1089) :args (@t660)) 65.42/65.70 (step @p1094 :rule trans :premises (@p1093 @p1088)) 65.42/65.70 (step @p1095 :rule arith_poly_norm :args ((= @t662 @t660))) 65.42/65.70 (step @p1096 :rule trans :premises (@p1095 @p1094)) 65.42/65.70 (step @p1097 :rule cong :premises (@p1096 @p1087) :args (@t663)) 65.42/65.70 (step @p1098 :rule trans :premises (@p1097 @p550)) 65.42/65.70 (step @p1099 :rule cong :premises (@p1098) :args ((not @t663))) 65.42/65.70 (step @p1100 :rule trans :premises (@p1099 @p549)) 65.42/65.70 (step @p1101 :rule arith-elim-lt :args (@t662 @t656)) 65.42/65.70 (step @p1102 :rule trans :premises (@p1101 @p1100)) 65.42/65.70 (step @p1103 :rule arith_mult_neg :args (-1 @t471)) 65.42/65.70 (step @p575 :rule evaluate :args (@t492)) 65.42/65.70 (step @p576 :rule true_elim :premises (@p575)) 65.42/65.70 (step @p1104 :rule and_intro :premises (@p576 @p1232)) 65.42/65.70 (step @p1105 :rule modus_ponens :premises (@p1104 @p1103)) 65.42/65.70 (step @p1106 :rule arith_poly_norm :args ((= (* 1 (- @t661 0)) (* 1 (- @t296 @t532))))) 65.42/65.70 (step @p1107 :rule arith_poly_norm_rel :premises (@p1106) :args ((= (= @t661 0) @t654))) 65.42/65.70 (step @p1108 :rule symm :premises (@p1107)) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p1109 :rule cong :premises (@p570 @p87) :args (@t651)) 65.42/65.70 (step @p1110 :rule instantiate :premises (@p80) :args (@t299)) 65.42/65.70 (step @p1111 :rule trans :premises (@p1110 @p1109)) 65.42/65.70 (step @p1112 :rule eq_resolve :premises (@p1111 @p1108)) 65.42/65.70 (step @p1113 :rule arith_mult_neg :args (-1 @t490)) 65.42/65.70 (step @p567 :rule arith_poly_norm :args (@t489)) 65.42/65.70 (step @p568 :rule arith_poly_norm_rel :premises (@p567) :args (@t491)) 65.42/65.70 (step @p1114 :rule symm :premises (@p568)) 65.42/65.70 (step @p571 :rule cong :premises (@p570 @p86) :args (@t474)) 65.42/65.70 (step @p594 :rule trans :premises (@p81 @p571)) 65.42/65.70 (step @p1115 :rule eq_resolve :premises (@p594 @p1114)) 65.42/65.70 (step @p1116 :rule and_intro :premises (@p576 @p1115)) 65.42/65.70 (step @p1117 :rule modus_ponens :premises (@p1116 @p1113)) 65.42/65.70 (step @p1118 :rule arith_sum_ub :premises (@p1236 @p1117 @p1112 @p1105)) 65.42/65.70 (step @p1119 false :rule eq_resolve :premises (@p1118 @p1102)) 65.42/65.70 (step-pop @p1236 :rule scope :premises (@p1119)) 65.42/65.70 (step @p1120 :rule process_scope :premises (@p1236) :args (false)) 65.42/65.70 (step @p1122 :rule eq_resolve :premises (@p1120 @p1082)) 65.42/65.70 (step @p1123 :rule eq_resolve :premises (@p1122 @p1083)) 65.42/65.70 (step @p1124 :rule symm :premises (@p1080)) 65.42/65.70 (step @p1125 :rule eq_resolve :premises (@p1235 @p1124)) 65.42/65.70 (step @p1126 false :rule contra :premises (@p1125 @p1123)) 65.42/65.70 (step-pop @p1237 :rule scope :premises (@p1126)) 65.42/65.70 (step-pop @p1238 :rule scope :premises (@p1237)) 65.42/65.70 (step-pop @p1239 :rule scope :premises (@p1238)) 65.42/65.70 (step-pop @p1240 :rule scope :premises (@p1239)) 65.42/65.70 (step @p1127 :rule process_scope :premises (@p1240) :args (false)) 65.42/65.70 (assume-push @p1242 @t475) 65.42/65.70 (assume-push @p1243 @t652) 65.42/65.70 (assume-push @p1244 @t472) 65.42/65.70 (assume-push @p1245 @t621) 65.42/65.70 (assume-push @p1246 @t471) 65.42/65.70 (assume-push @p1247 @t534) 65.42/65.70 (step @p570 :rule refl :args (tptp.int)) 65.42/65.70 (step @p571 :rule cong :premises (@p570 @p86) :args (@t474)) 65.42/65.70 (step @p594 :rule trans :premises (@p81 @p571)) 65.42/65.70 (step @p1109 :rule cong :premises (@p570 @p87) :args (@t651)) 65.42/65.70 (step @p1138 :rule trans :premises (@p82 @p1109)) 65.42/65.70 (step @p1139 :rule and_intro :premises (@p1246 @p1138 @p594 @p1247)) 65.42/65.70 (step-pop @p1247 :rule scope :premises (@p1139)) 65.42/65.70 (step-pop @p1248 :rule scope :premises (@p1247)) 65.42/65.70 (step-pop @p1249 :rule scope :premises (@p1248)) 65.42/65.70 (step-pop @p1250 :rule scope :premises (@p1249)) 65.42/65.70 (step-pop @p1251 :rule scope :premises (@p1250)) 65.42/65.70 (step-pop @p1252 :rule scope :premises (@p1251)) 65.42/65.70 (step @p1140 :rule process_scope :premises (@p1252) :args (@t664)) 65.42/65.70 (step @p1147 :rule implies_elim :premises (@p1140)) 65.42/65.70 (step @p1148 :rule resolution :premises (@p1147 @p1127) :args (true @t664)) 65.42/65.70 (step @p1149 :rule not_and :premises (@p1148)) 65.42/65.70 (step @p1150 :rule eq_resolve :premises (@p1149 @p1075)) 65.42/65.70 (step @p1151 false :rule chain_resolution :premises (@p1150 @p1072 @p605 @p87 @p86 @p82 @p81) :args ((@list true false false false false false) (@list @t533 @t471 @t621 @t472 @t652 @t475))) 65.42/65.70 ) 65.42/65.70 % SZS output end Proof 65.55/65.70 % cvc5 exiting 65.55/65.70 EOF