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cvc5---1.3.4.UNS-Prf.s

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%------------------------------------------------------------------------------
% File     : cvc5---1.3.4
% Problem  : SWX129_1 : TPTP v9.3.0. Released v9.3.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM

% Computer : n005.cluster.edu
% Model    : x86_64 x86_64
% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory   : 8042.1875MB
% OS       : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit  : 300s
% DateTime : Wed Jun  3 09:07:10 AM UTC 2026

% Result   : Unsatisfiable 6.42s 6.60s
% Output   : Proof 7.12s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12  % Problem  : SWX129_1 : TPTP v9.3.0. Released v9.3.0.
% 0.12/0.13  % Command  : /export/starexec/sandbox2/solver/bin/do_cvc5 /export/starexec/sandbox2/benchmark/theBenchmark.p 300 THM
% 0.16/0.34  % Computer : n005.cluster.edu
% 0.16/0.34  % Model    : x86_64 x86_64
% 0.16/0.34  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.16/0.34  % Memory   : 8042.1875MB
% 0.16/0.34  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.16/0.34  % CPULimit : 300
% 0.16/0.35  % WCLimit  : 300
% 0.16/0.35  % DateTime : Tue Jun  2 22:58:33 EDT 2026
% 0.16/0.35  % CPUTime  : 
% 0.38/0.56  %----Proving TF0_ARI
% 0.38/0.58  --- Run --finite-model-find --decision=internal at 45...
% 0.41/0.91  --- Run --decision=internal --simplification=none --no-inst-no-entail --no-cbqi --full-saturate-quant at 60...
% 6.42/6.60  % SZS status Unsatisfiable
% 6.42/6.60  % SZS output start Proof
% 7.12/7.30  (
% 7.12/7.30  (declare-const tptp.max (-> Real Real Real))
% 7.12/7.30  (declare-const |tptp.'Y_0'| Real)
% 7.12/7.30  (declare-const |tptp.'Y_1'| Real)
% 7.12/7.30  (declare-const |tptp.'Y_2'| Real)
% 7.12/7.30  (declare-const |tptp.'X_8'| Real)
% 7.12/7.30  (declare-const |tptp.'X_6'| Real)
% 7.12/7.30  (declare-const |tptp.'X_7'| Real)
% 7.12/7.30  (declare-const |tptp.'X_5'| Real)
% 7.12/7.30  (declare-const |tptp.'X_4'| Real)
% 7.12/7.30  (declare-const |tptp.'X_3'| Real)
% 7.12/7.30  (declare-const |tptp.'X_2'| Real)
% 7.12/7.30  (declare-const |tptp.'X_1'| Real)
% 7.12/7.30  (declare-const |tptp.'X_0'| Real)
% 7.12/7.30  (define @t1 () (/ 77948406711271 500000000000000))
% 7.12/7.30  (define @t2 () (- @t1))
% 7.12/7.30  (define @t3 () (- 1/1))
% 7.12/7.30  (define @t4 () (* @t3 |tptp.'X_0'|))
% 7.12/7.30  (define @t5 () (<= @t4 @t2))
% 7.12/7.30  (define @t6 () (/ 78948406711271 500000000000000))
% 7.12/7.30  (define @t7 () (* 1/1 |tptp.'X_0'|))
% 7.12/7.30  (define @t8 () (<= @t7 @t6))
% 7.12/7.30  (define @t9 () (/ 28208246471129 500000000000000))
% 7.12/7.30  (define @t10 () (- @t9))
% 7.12/7.30  (define @t11 () (* @t3 |tptp.'X_1'|))
% 7.12/7.30  (define @t12 () (<= @t11 @t10))
% 7.12/7.30  (define @t13 () (/ 29208246471129 500000000000000))
% 7.12/7.30  (define @t14 () (* 1/1 |tptp.'X_1'|))
% 7.12/7.30  (define @t15 () (<= @t14 @t13))
% 7.12/7.30  (define @t16 () (/ 15396907007655001 5000000000000000000))
% 7.12/7.30  (define @t17 () (- @t16))
% 7.12/7.30  (define @t18 () (* @t3 |tptp.'X_2'|))
% 7.12/7.30  (define @t19 () (<= @t18 @t17))
% 7.12/7.30  (define @t20 () (/ 5079381401531 1000000000000000))
% 7.12/7.30  (define @t21 () (* 1/1 |tptp.'X_2'|))
% 7.12/7.30  (define @t22 () (<= @t21 @t20))
% 7.12/7.30  (define @t23 () (/ 124446062009259 250000000000000))
% 7.12/7.30  (define @t24 () (- @t23))
% 7.12/7.30  (define @t25 () (* @t3 |tptp.'X_3'|))
% 7.12/7.30  (define @t26 () (<= @t25 @t24))
% 7.12/7.30  (define @t27 () (/ 124946062009259 250000000000000))
% 7.12/7.30  (define @t28 () (* 1/1 |tptp.'X_3'|))
% 7.12/7.30  (define @t29 () (<= @t28 @t27))
% 7.12/7.30  (define @t30 () (/ 345103843238191 1000000000000000))
% 7.12/7.30  (define @t31 () (- @t30))
% 7.12/7.30  (define @t32 () (* @t3 |tptp.'X_4'|))
% 7.12/7.30  (define @t33 () (<= @t32 @t31))
% 7.12/7.30  (define @t34 () (/ 347103843238191 1000000000000000))
% 7.12/7.30  (define @t35 () (* 1/1 |tptp.'X_4'|))
% 7.12/7.30  (define @t36 () (<= @t35 @t34))
% 7.12/7.30  (define @t37 () (/ 42908722363159 1000000000000000))
% 7.12/7.30  (define @t38 () (- @t37))
% 7.12/7.30  (define @t39 () (* @t3 |tptp.'X_5'|))
% 7.12/7.30  (define @t40 () (<= @t39 @t38))
% 7.12/7.30  (define @t41 () (/ 44908722363159 1000000000000000))
% 7.12/7.30  (define @t42 () (* 1/1 |tptp.'X_5'|))
% 7.12/7.30  (define @t43 () (<= @t42 @t41))
% 7.12/7.30  (define @t44 () (/ 998829251495207 1000000000000000))
% 7.12/7.30  (define @t45 () (- @t44))
% 7.12/7.30  (define @t46 () (* @t3 |tptp.'X_6'|))
% 7.12/7.30  (define @t47 () (<= @t46 @t45))
% 7.12/7.30  (define @t48 () (* 1/1 |tptp.'X_6'|))
% 7.12/7.30  (define @t49 () (<= @t48 1/1))
% 7.12/7.30  (define @t50 () (/ 246021624936389 500000000000000))
% 7.12/7.30  (define @t51 () (- @t50))
% 7.12/7.30  (define @t52 () (* @t3 |tptp.'X_7'|))
% 7.12/7.30  (define @t53 () (<= @t52 @t51))
% 7.12/7.30  (define @t54 () (/ 247021624936389 500000000000000))
% 7.12/7.30  (define @t55 () (* 1/1 |tptp.'X_7'|))
% 7.12/7.30  (define @t56 () (<= @t55 @t54))
% 7.12/7.30  (define @t57 () (/ 19431380448199 500000000000000))
% 7.12/7.30  (define @t58 () (- @t57))
% 7.12/7.30  (define @t59 () (* @t3 |tptp.'X_8'|))
% 7.12/7.30  (define @t60 () (<= @t59 @t58))
% 7.12/7.30  (define @t61 () (/ 20431380448199 500000000000000))
% 7.12/7.30  (define @t62 () (* 1/1 |tptp.'X_8'|))
% 7.12/7.30  (define @t63 () (<= @t62 @t61))
% 7.12/7.30  (define @t64 () (/ 14853792042431133 10000000000000000))
% 7.12/7.30  (define @t65 () (- @t64))
% 7.12/7.30  (define @t66 () (* @t3 |tptp.'Y_2'|))
% 7.12/7.30  (define @t67 () (<= @t66 @t65))
% 7.12/7.30  (define @t68 () (/ 5146207957568867 10000000000000000))
% 7.12/7.30  (define @t69 () (- @t68))
% 7.12/7.30  (define @t70 () (* 1/1 |tptp.'Y_2'|))
% 7.12/7.30  (define @t71 () (<= @t70 @t69))
% 7.12/7.30  (define @t72 () (/ 10117380847312523 10000000000000000))
% 7.12/7.30  (define @t73 () (- @t72))
% 7.12/7.30  (define @t74 () (* @t3 |tptp.'Y_1'|))
% 7.12/7.30  (define @t75 () (<= @t74 @t73))
% 7.12/7.30  (define @t76 () (/ 9882619152687477 10000000000000000))
% 7.12/7.30  (define @t77 () (- @t76))
% 7.12/7.30  (define @t78 () (* 1/1 |tptp.'Y_1'|))
% 7.12/7.30  (define @t79 () (<= @t78 @t77))
% 7.12/7.30  (define @t80 () (/ 50354310818207 50000000000000))
% 7.12/7.30  (define @t81 () (- @t80))
% 7.12/7.30  (define @t82 () (* @t3 |tptp.'Y_0'|))
% 7.12/7.30  (define @t83 () (<= @t82 @t81))
% 7.12/7.30  (define @t84 () (/ 4964568918179299 5000000000000000))
% 7.12/7.30  (define @t85 () (- @t84))
% 7.12/7.30  (define @t86 () (* 1/1 |tptp.'Y_0'|))
% 7.12/7.30  (define @t87 () (<= @t86 @t85))
% 7.12/7.30  (define @t88 () (or @t87 @t83 @t79 @t75 @t71 @t67))
% 7.12/7.30  (define @t89 () (/ 5884918656990297 50000000000000000))
% 7.12/7.30  (define @t90 () (/ 5371026002642443 500000000000000000))
% 7.12/7.30  (define @t91 () (/ 116075326504841009 500000000000000000))
% 7.12/7.30  (define @t92 () (- @t91))
% 7.12/7.30  (define @t93 () (/ 116137404603176647 500000000000000000))
% 7.12/7.30  (define @t94 () (* |tptp.'X_8'| @t93))
% 7.12/7.30  (define @t95 () (/ 11557232899391387 50000000000000000))
% 7.12/7.30  (define @t96 () (* |tptp.'X_7'| @t95))
% 7.12/7.30  (define @t97 () (/ 555130411042177 1953125000000000))
% 7.12/7.30  (define @t98 () (- @t97))
% 7.12/7.30  (define @t99 () (* |tptp.'X_6'| @t98))
% 7.12/7.30  (define @t100 () (/ 94488758575356713 1000000000000000000))
% 7.12/7.30  (define @t101 () (- @t100))
% 7.12/7.30  (define @t102 () (* |tptp.'X_5'| @t101))
% 7.12/7.30  (define @t103 () (/ 54308905626726259 500000000000000000))
% 7.12/7.30  (define @t104 () (- @t103))
% 7.12/7.30  (define @t105 () (* |tptp.'X_4'| @t104))
% 7.12/7.30  (define @t106 () (/ 83248962597532949 1000000000000000000))
% 7.12/7.30  (define @t107 () (- @t106))
% 7.12/7.30  (define @t108 () (* |tptp.'X_3'| @t107))
% 7.12/7.30  (define @t109 () (/ 3271723117594251 15625000000000000))
% 7.12/7.30  (define @t110 () (- @t109))
% 7.12/7.30  (define @t111 () (* |tptp.'X_2'| @t110))
% 7.12/7.30  (define @t112 () (/ 29605830998847421 500000000000000000))
% 7.12/7.30  (define @t113 () (* |tptp.'X_1'| @t112))
% 7.12/7.30  (define @t114 () (/ 2782806568534843 50000000000000000))
% 7.12/7.30  (define @t115 () (- @t114))
% 7.12/7.30  (define @t116 () (* |tptp.'X_0'| @t115))
% 7.12/7.30  (define @t117 () (+ @t116 (+ @t113 (+ @t111 (+ @t108 (+ @t105 (+ @t102 (+ @t99 (+ @t96 (+ @t94 @t92))))))))))
% 7.12/7.30  (define @t118 () (tptp.max @t117 0/1))
% 7.12/7.30  (define @t119 () (* @t118 @t90))
% 7.12/7.30  (define @t120 () (/ 5609239283343781 500000000000000000))
% 7.12/7.30  (define @t121 () (- @t120))
% 7.12/7.30  (define @t122 () (/ 2554624708767321 15625000000000000))
% 7.12/7.30  (define @t123 () (/ 41179672380826017 250000000000000000))
% 7.12/7.30  (define @t124 () (- @t123))
% 7.12/7.30  (define @t125 () (* |tptp.'X_8'| @t124))
% 7.12/7.30  (define @t126 () (/ 194995070875606913 1000000000000000000))
% 7.12/7.30  (define @t127 () (* |tptp.'X_7'| @t126))
% 7.12/7.30  (define @t128 () (/ 145757953775900173 500000000000000000))
% 7.12/7.30  (define @t129 () (- @t128))
% 7.12/7.30  (define @t130 () (* |tptp.'X_6'| @t129))
% 7.12/7.30  (define @t131 () (/ 49002112542609763 250000000000000000))
% 7.12/7.30  (define @t132 () (* |tptp.'X_5'| @t131))
% 7.12/7.30  (define @t133 () (/ 325005835691322853 1000000000000000000))
% 7.12/7.30  (define @t134 () (* |tptp.'X_4'| @t133))
% 7.12/7.30  (define @t135 () (/ 95680712033663573 1000000000000000000))
% 7.12/7.30  (define @t136 () (- @t135))
% 7.12/7.30  (define @t137 () (* |tptp.'X_3'| @t136))
% 7.12/7.30  (define @t138 () (/ 98782770781122603 500000000000000000))
% 7.12/7.30  (define @t139 () (* |tptp.'X_2'| @t138))
% 7.12/7.30  (define @t140 () (/ 292547844235659493 1000000000000000000))
% 7.12/7.30  (define @t141 () (- @t140))
% 7.12/7.30  (define @t142 () (* |tptp.'X_1'| @t141))
% 7.12/7.30  (define @t143 () (/ 91009525495494847 1000000000000000000))
% 7.12/7.30  (define @t144 () (* |tptp.'X_0'| @t143))
% 7.12/7.30  (define @t145 () (+ @t144 (+ @t142 (+ @t139 (+ @t137 (+ @t134 (+ @t132 (+ @t130 (+ @t127 (+ @t125 @t122))))))))))
% 7.12/7.30  (define @t146 () (tptp.max @t145 0/1))
% 7.12/7.30  (define @t147 () (* @t146 @t121))
% 7.12/7.30  (define @t148 () (/ 44100798219098847 500000000000000000))
% 7.12/7.30  (define @t149 () (- @t148))
% 7.12/7.30  (define @t150 () (/ 79719747766130833 1000000000000000000))
% 7.12/7.30  (define @t151 () (/ 5781248270739253 500000000000000000))
% 7.12/7.30  (define @t152 () (* |tptp.'X_8'| @t151))
% 7.12/7.30  (define @t153 () (/ 72362704259771621 500000000000000000))
% 7.12/7.30  (define @t154 () (* |tptp.'X_7'| @t153))
% 7.12/7.30  (define @t155 () (/ 30755508160556011 100000000000000000))
% 7.12/7.30  (define @t156 () (- @t155))
% 7.12/7.30  (define @t157 () (* |tptp.'X_6'| @t156))
% 7.12/7.30  (define @t158 () (/ 135710397401424709 1000000000000000000))
% 7.12/7.30  (define @t159 () (- @t158))
% 7.12/7.30  (define @t160 () (* |tptp.'X_5'| @t159))
% 7.12/7.30  (define @t161 () (/ 273942775226820479 1000000000000000000))
% 7.12/7.30  (define @t162 () (* |tptp.'X_4'| @t161))
% 7.12/7.30  (define @t163 () (/ 124240330127538351 500000000000000000))
% 7.12/7.30  (define @t164 () (* |tptp.'X_3'| @t163))
% 7.12/7.30  (define @t165 () (/ 11717644049985959 500000000000000000))
% 7.12/7.30  (define @t166 () (* |tptp.'X_2'| @t165))
% 7.12/7.30  (define @t167 () (/ 37721085017676781 200000000000000000))
% 7.12/7.30  (define @t168 () (* |tptp.'X_1'| @t167))
% 7.12/7.30  (define @t169 () (/ 175651345260155523 1000000000000000000))
% 7.12/7.30  (define @t170 () (* |tptp.'X_0'| @t169))
% 7.12/7.30  (define @t171 () (+ @t170 (+ @t168 (+ @t166 (+ @t164 (+ @t162 (+ @t160 (+ @t157 (+ @t154 (+ @t152 @t150))))))))))
% 7.12/7.30  (define @t172 () (tptp.max @t171 0/1))
% 7.12/7.30  (define @t173 () (* @t172 @t149))
% 7.12/7.30  (define @t174 () (/ 69745330159109 1953125000000000))
% 7.12/7.30  (define @t175 () (- @t174))
% 7.12/7.30  (define @t176 () (/ 95959155784354933 1000000000000000000))
% 7.12/7.30  (define @t177 () (- @t176))
% 7.12/7.30  (define @t178 () (/ 8667091649458577 40000000000000000))
% 7.12/7.30  (define @t179 () (- @t178))
% 7.12/7.30  (define @t180 () (* |tptp.'X_8'| @t179))
% 7.12/7.30  (define @t181 () (/ 106047469523680049 500000000000000000))
% 7.12/7.30  (define @t182 () (- @t181))
% 7.12/7.30  (define @t183 () (* |tptp.'X_7'| @t182))
% 7.12/7.30  (define @t184 () (/ 61905174331303339 500000000000000000))
% 7.12/7.30  (define @t185 () (- @t184))
% 7.12/7.30  (define @t186 () (* |tptp.'X_6'| @t185))
% 7.12/7.30  (define @t187 () (/ 2771060341276253 20000000000000000))
% 7.12/7.30  (define @t188 () (- @t187))
% 7.12/7.30  (define @t189 () (* |tptp.'X_5'| @t188))
% 7.12/7.30  (define @t190 () (/ 162908946127287457 1000000000000000000))
% 7.12/7.30  (define @t191 () (- @t190))
% 7.12/7.30  (define @t192 () (* |tptp.'X_4'| @t191))
% 7.12/7.30  (define @t193 () (/ 16175904387829093 500000000000000000))
% 7.12/7.30  (define @t194 () (* |tptp.'X_3'| @t193))
% 7.12/7.30  (define @t195 () (/ 2548901498770223 100000000000000000))
% 7.12/7.30  (define @t196 () (- @t195))
% 7.12/7.30  (define @t197 () (* |tptp.'X_2'| @t196))
% 7.12/7.30  (define @t198 () (/ 338290524026863 25000000000000000))
% 7.12/7.30  (define @t199 () (* |tptp.'X_1'| @t198))
% 7.12/7.30  (define @t200 () (/ 14051233058011349 125000000000000000))
% 7.12/7.30  (define @t201 () (- @t200))
% 7.12/7.30  (define @t202 () (* |tptp.'X_0'| @t201))
% 7.12/7.30  (define @t203 () (+ @t202 (+ @t199 (+ @t197 (+ @t194 (+ @t192 (+ @t189 (+ @t186 (+ @t183 (+ @t180 @t177))))))))))
% 7.12/7.30  (define @t204 () (tptp.max @t203 0/1))
% 7.12/7.30  (define @t205 () (* @t204 @t175))
% 7.12/7.30  (define @t206 () (/ 94850147204340401 1000000000000000000))
% 7.12/7.30  (define @t207 () (/ 4309656814053317 50000000000000000))
% 7.12/7.30  (define @t208 () (/ 291049624306576049 1000000000000000000))
% 7.12/7.30  (define @t209 () (* |tptp.'X_8'| @t208))
% 7.12/7.30  (define @t210 () (/ 147734037206016217 1000000000000000000))
% 7.12/7.30  (define @t211 () (- @t210))
% 7.12/7.30  (define @t212 () (* |tptp.'X_7'| @t211))
% 7.12/7.30  (define @t213 () (/ 76347447009154579 1000000000000000000))
% 7.12/7.30  (define @t214 () (* |tptp.'X_6'| @t213))
% 7.12/7.30  (define @t215 () (/ 20265221646029813 500000000000000000))
% 7.12/7.30  (define @t216 () (* |tptp.'X_5'| @t215))
% 7.12/7.30  (define @t217 () (/ 315147523984193823 1000000000000000000))
% 7.12/7.30  (define @t218 () (* |tptp.'X_4'| @t217))
% 7.12/7.30  (define @t219 () (/ 269059058694451791 1000000000000000000))
% 7.12/7.30  (define @t220 () (- @t219))
% 7.12/7.30  (define @t221 () (* |tptp.'X_3'| @t220))
% 7.12/7.30  (define @t222 () (/ 12442402077608633 125000000000000000))
% 7.12/7.30  (define @t223 () (- @t222))
% 7.12/7.30  (define @t224 () (* |tptp.'X_2'| @t223))
% 7.12/7.30  (define @t225 () (/ 318461633220060603 1000000000000000000))
% 7.12/7.30  (define @t226 () (- @t225))
% 7.12/7.30  (define @t227 () (* |tptp.'X_1'| @t226))
% 7.12/7.30  (define @t228 () (/ 12077127344655353 500000000000000000))
% 7.12/7.30  (define @t229 () (- @t228))
% 7.12/7.30  (define @t230 () (* |tptp.'X_0'| @t229))
% 7.12/7.30  (define @t231 () (+ @t230 (+ @t227 (+ @t224 (+ @t221 (+ @t218 (+ @t216 (+ @t214 (+ @t212 (+ @t209 @t207))))))))))
% 7.12/7.30  (define @t232 () (tptp.max @t231 0/1))
% 7.12/7.30  (define @t233 () (* @t232 @t206))
% 7.12/7.30  (define @t234 () (/ 21307648287499023 200000000000000000))
% 7.12/7.30  (define @t235 () (- @t234))
% 7.12/7.30  (define @t236 () (/ 23009073028369359 100000000000000000))
% 7.12/7.30  (define @t237 () (/ 99029964077058219 1000000000000000000))
% 7.12/7.30  (define @t238 () (* |tptp.'X_8'| @t237))
% 7.12/7.30  (define @t239 () (/ 2073599181480723 200000000000000000))
% 7.12/7.30  (define @t240 () (- @t239))
% 7.12/7.30  (define @t241 () (* |tptp.'X_7'| @t240))
% 7.12/7.30  (define @t242 () (/ 96331746773274329 1000000000000000000))
% 7.12/7.30  (define @t243 () (* |tptp.'X_6'| @t242))
% 7.12/7.30  (define @t244 () (/ 1146246847366863 40000000000000000))
% 7.12/7.30  (define @t245 () (* |tptp.'X_5'| @t244))
% 7.12/7.30  (define @t246 () (/ 10146514051700473 1000000000000000000))
% 7.12/7.30  (define @t247 () (- @t246))
% 7.12/7.30  (define @t248 () (* |tptp.'X_4'| @t247))
% 7.12/7.30  (define @t249 () (/ 316841801114587041 1000000000000000000))
% 7.12/7.30  (define @t250 () (- @t249))
% 7.12/7.30  (define @t251 () (* |tptp.'X_3'| @t250))
% 7.12/7.30  (define @t252 () (/ 5458341403079503 100000000000000000))
% 7.12/7.30  (define @t253 () (* |tptp.'X_2'| @t252))
% 7.12/7.30  (define @t254 () (/ 250267751274626249 1000000000000000000))
% 7.12/7.30  (define @t255 () (* |tptp.'X_1'| @t254))
% 7.12/7.30  (define @t256 () (/ 147614560501472619 500000000000000000))
% 7.12/7.30  (define @t257 () (- @t256))
% 7.12/7.30  (define @t258 () (* |tptp.'X_0'| @t257))
% 7.12/7.30  (define @t259 () (+ @t258 (+ @t255 (+ @t253 (+ @t251 (+ @t248 (+ @t245 (+ @t243 (+ @t241 (+ @t238 @t236))))))))))
% 7.12/7.30  (define @t260 () (tptp.max @t259 0/1))
% 7.12/7.30  (define @t261 () (* @t260 @t235))
% 7.12/7.30  (define @t262 () (/ 8116312787771951 200000000000000000))
% 7.12/7.30  (define @t263 () (- @t262))
% 7.12/7.30  (define @t264 () (/ 76488406458863623 1000000000000000000))
% 7.12/7.30  (define @t265 () (- @t264))
% 7.12/7.30  (define @t266 () (/ 36078256551725793 250000000000000000))
% 7.12/7.30  (define @t267 () (* |tptp.'X_8'| @t266))
% 7.12/7.30  (define @t268 () (/ 34332077093231321 125000000000000000))
% 7.12/7.30  (define @t269 () (* |tptp.'X_7'| @t268))
% 7.12/7.30  (define @t270 () (/ 3658566922632521 125000000000000000))
% 7.12/7.30  (define @t271 () (* |tptp.'X_6'| @t270))
% 7.12/7.30  (define @t272 () (/ 19636026801617669 125000000000000000))
% 7.12/7.30  (define @t273 () (* |tptp.'X_5'| @t272))
% 7.12/7.30  (define @t274 () (/ 65663949606431793 200000000000000000))
% 7.12/7.30  (define @t275 () (* |tptp.'X_4'| @t274))
% 7.12/7.30  (define @t276 () (/ 15753950453246221 250000000000000000))
% 7.12/7.30  (define @t277 () (- @t276))
% 7.12/7.30  (define @t278 () (* |tptp.'X_3'| @t277))
% 7.12/7.30  (define @t279 () (/ 299189374278061193 1000000000000000000))
% 7.12/7.30  (define @t280 () (- @t279))
% 7.12/7.30  (define @t281 () (* |tptp.'X_2'| @t280))
% 7.12/7.30  (define @t282 () (/ 38875598094522651 500000000000000000))
% 7.12/7.30  (define @t283 () (* |tptp.'X_1'| @t282))
% 7.12/7.30  (define @t284 () (/ 28668083998294229 125000000000000000))
% 7.12/7.30  (define @t285 () (* |tptp.'X_0'| @t284))
% 7.12/7.30  (define @t286 () (+ @t285 (+ @t283 (+ @t281 (+ @t278 (+ @t275 (+ @t273 (+ @t271 (+ @t269 (+ @t267 @t265))))))))))
% 7.12/7.30  (define @t287 () (tptp.max @t286 0/1))
% 7.12/7.30  (define @t288 () (* @t287 @t263))
% 7.12/7.30  (define @t289 () (/ 666265063292243 4000000000000000))
% 7.12/7.30  (define @t290 () (- @t289))
% 7.12/7.30  (define @t291 () (/ 119256284613703689 1000000000000000000))
% 7.12/7.30  (define @t292 () (/ 23771975478321161 1000000000000000000))
% 7.12/7.30  (define @t293 () (* |tptp.'X_8'| @t292))
% 7.12/7.30  (define @t294 () (/ 144470064460194003 500000000000000000))
% 7.12/7.30  (define @t295 () (- @t294))
% 7.12/7.30  (define @t296 () (* |tptp.'X_7'| @t295))
% 7.12/7.30  (define @t297 () (/ 465843518883857 4000000000000000))
% 7.12/7.30  (define @t298 () (* |tptp.'X_6'| @t297))
% 7.12/7.30  (define @t299 () (/ 33683746247075999 250000000000000000))
% 7.12/7.30  (define @t300 () (- @t299))
% 7.12/7.30  (define @t301 () (* |tptp.'X_5'| @t300))
% 7.12/7.30  (define @t302 () (/ 331345024402933341 1000000000000000000))
% 7.12/7.30  (define @t303 () (- @t302))
% 7.12/7.30  (define @t304 () (* |tptp.'X_4'| @t303))
% 7.12/7.30  (define @t305 () (/ 41863627883613877 250000000000000000))
% 7.12/7.30  (define @t306 () (* |tptp.'X_3'| @t305))
% 7.12/7.30  (define @t307 () (/ 54067985636680993 200000000000000000))
% 7.12/7.30  (define @t308 () (* |tptp.'X_2'| @t307))
% 7.12/7.30  (define @t309 () (/ 39408283552216039 500000000000000000))
% 7.12/7.30  (define @t310 () (- @t309))
% 7.12/7.30  (define @t311 () (* |tptp.'X_1'| @t310))
% 7.12/7.30  (define @t312 () (/ 36107188516021227 200000000000000000))
% 7.12/7.30  (define @t313 () (- @t312))
% 7.12/7.30  (define @t314 () (* |tptp.'X_0'| @t313))
% 7.12/7.30  (define @t315 () (+ @t314 (+ @t311 (+ @t308 (+ @t306 (+ @t304 (+ @t301 (+ @t298 (+ @t296 (+ @t293 @t291))))))))))
% 7.12/7.30  (define @t316 () (tptp.max @t315 0/1))
% 7.12/7.30  (define @t317 () (* @t316 @t290))
% 7.12/7.30  (define @t318 () (/ 157608946257712407 1000000000000000000))
% 7.12/7.30  (define @t319 () (/ 25399765408133701 100000000000000000))
% 7.12/7.30  (define @t320 () (- @t319))
% 7.12/7.30  (define @t321 () (/ 29895150406666439 250000000000000000))
% 7.12/7.30  (define @t322 () (- @t321))
% 7.12/7.30  (define @t323 () (* |tptp.'X_8'| @t322))
% 7.12/7.30  (define @t324 () (/ 140278727566981731 1000000000000000000))
% 7.12/7.30  (define @t325 () (* |tptp.'X_7'| @t324))
% 7.12/7.30  (define @t326 () (/ 130452513658201541 500000000000000000))
% 7.12/7.30  (define @t327 () (- @t326))
% 7.12/7.30  (define @t328 () (* |tptp.'X_6'| @t327))
% 7.12/7.30  (define @t329 () (/ 11609221525794211 200000000000000000))
% 7.12/7.30  (define @t330 () (- @t329))
% 7.12/7.30  (define @t331 () (* |tptp.'X_5'| @t330))
% 7.12/7.30  (define @t332 () (/ 11584631973088097 50000000000000000))
% 7.12/7.30  (define @t333 () (* |tptp.'X_4'| @t332))
% 7.12/7.30  (define @t334 () (/ 305951947524789991 1000000000000000000))
% 7.12/7.30  (define @t335 () (* |tptp.'X_3'| @t334))
% 7.12/7.30  (define @t336 () (/ 66447436234314719 250000000000000000))
% 7.12/7.30  (define @t337 () (- @t336))
% 7.12/7.30  (define @t338 () (* |tptp.'X_2'| @t337))
% 7.12/7.30  (define @t339 () (/ 48196537032440187 250000000000000000))
% 7.12/7.30  (define @t340 () (* |tptp.'X_1'| @t339))
% 7.12/7.30  (define @t341 () (/ 271806868921937173 1000000000000000000))
% 7.12/7.30  (define @t342 () (- @t341))
% 7.12/7.30  (define @t343 () (* |tptp.'X_0'| @t342))
% 7.12/7.30  (define @t344 () (+ @t343 (+ @t340 (+ @t338 (+ @t335 (+ @t333 (+ @t331 (+ @t328 (+ @t325 (+ @t323 @t320))))))))))
% 7.12/7.30  (define @t345 () (tptp.max @t344 0/1))
% 7.12/7.30  (define @t346 () (* @t345 @t318))
% 7.12/7.30  (define @t347 () (/ 23697995251223597 200000000000000000))
% 7.12/7.30  (define @t348 () (- @t347))
% 7.12/7.30  (define @t349 () (/ 943312923250491 7812500000000000))
% 7.12/7.30  (define @t350 () (- @t349))
% 7.12/7.30  (define @t351 () (/ 12292824312773179 50000000000000000))
% 7.12/7.30  (define @t352 () (- @t351))
% 7.12/7.30  (define @t353 () (* |tptp.'X_8'| @t352))
% 7.12/7.30  (define @t354 () (/ 16184849239316637 250000000000000000))
% 7.12/7.30  (define @t355 () (* |tptp.'X_7'| @t354))
% 7.12/7.30  (define @t356 () (/ 15135125267953773 62500000000000000))
% 7.12/7.30  (define @t357 () (* |tptp.'X_6'| @t356))
% 7.12/7.30  (define @t358 () (/ 37281532478479179 500000000000000000))
% 7.12/7.30  (define @t359 () (- @t358))
% 7.12/7.30  (define @t360 () (* |tptp.'X_5'| @t359))
% 7.12/7.30  (define @t361 () (/ 139733912999952581 500000000000000000))
% 7.12/7.30  (define @t362 () (- @t361))
% 7.12/7.30  (define @t363 () (* |tptp.'X_4'| @t362))
% 7.12/7.30  (define @t364 () (/ 9762913086169403 100000000000000000))
% 7.12/7.30  (define @t365 () (- @t364))
% 7.12/7.30  (define @t366 () (* |tptp.'X_3'| @t365))
% 7.12/7.30  (define @t367 () (/ 17343143105306949 250000000000000000))
% 7.12/7.30  (define @t368 () (- @t367))
% 7.12/7.30  (define @t369 () (* |tptp.'X_2'| @t368))
% 7.12/7.30  (define @t370 () (/ 261902473627182053 1000000000000000000))
% 7.12/7.30  (define @t371 () (- @t370))
% 7.12/7.30  (define @t372 () (* |tptp.'X_1'| @t371))
% 7.12/7.30  (define @t373 () (/ 143380167173043749 1000000000000000000))
% 7.12/7.30  (define @t374 () (* |tptp.'X_0'| @t373))
% 7.12/7.30  (define @t375 () (+ @t374 (+ @t372 (+ @t369 (+ @t366 (+ @t363 (+ @t360 (+ @t357 (+ @t355 (+ @t353 @t350))))))))))
% 7.12/7.30  (define @t376 () (tptp.max @t375 0/1))
% 7.12/7.30  (define @t377 () (* @t376 @t348))
% 7.12/7.30  (define @t378 () (/ 62501369306116467 1000000000000000000))
% 7.12/7.30  (define @t379 () (/ 242389984971433103 1000000000000000000))
% 7.12/7.30  (define @t380 () (/ 169917993562293479 1000000000000000000))
% 7.12/7.30  (define @t381 () (* |tptp.'X_8'| @t380))
% 7.12/7.30  (define @t382 () (/ 305230848586137749 1000000000000000000))
% 7.12/7.30  (define @t383 () (- @t382))
% 7.12/7.30  (define @t384 () (* |tptp.'X_7'| @t383))
% 7.12/7.30  (define @t385 () (/ 267050073103187069 1000000000000000000))
% 7.12/7.30  (define @t386 () (- @t385))
% 7.12/7.30  (define @t387 () (* |tptp.'X_6'| @t386))
% 7.12/7.30  (define @t388 () (/ 1002416818340931 20000000000000000))
% 7.12/7.30  (define @t389 () (- @t388))
% 7.12/7.30  (define @t390 () (* |tptp.'X_5'| @t389))
% 7.12/7.30  (define @t391 () (/ 42933026550501019 1000000000000000000))
% 7.12/7.30  (define @t392 () (- @t391))
% 7.12/7.30  (define @t393 () (* |tptp.'X_4'| @t392))
% 7.12/7.30  (define @t394 () (/ 34351350868780717 500000000000000000))
% 7.12/7.30  (define @t395 () (- @t394))
% 7.12/7.30  (define @t396 () (* |tptp.'X_3'| @t395))
% 7.12/7.30  (define @t397 () (/ 17074992645697451 1000000000000000000))
% 7.12/7.30  (define @t398 () (* |tptp.'X_2'| @t397))
% 7.12/7.30  (define @t399 () (/ 13178955856179897 125000000000000000))
% 7.12/7.30  (define @t400 () (* |tptp.'X_1'| @t399))
% 7.12/7.30  (define @t401 () (/ 111755904726030003 500000000000000000))
% 7.12/7.30  (define @t402 () (* |tptp.'X_0'| @t401))
% 7.12/7.30  (define @t403 () (+ @t402 (+ @t400 (+ @t398 (+ @t396 (+ @t393 (+ @t390 (+ @t387 (+ @t384 (+ @t381 @t379))))))))))
% 7.12/7.30  (define @t404 () (tptp.max @t403 0/1))
% 7.12/7.30  (define @t405 () (* @t404 @t378))
% 7.12/7.30  (define @t406 () (/ 122956455521180091 1000000000000000000))
% 7.12/7.30  (define @t407 () (/ 65256965673693057 200000000000000000))
% 7.12/7.30  (define @t408 () (- @t407))
% 7.12/7.30  (define @t409 () (/ 125854752987253127 500000000000000000))
% 7.12/7.30  (define @t410 () (- @t409))
% 7.12/7.30  (define @t411 () (* |tptp.'X_8'| @t410))
% 7.12/7.30  (define @t412 () (/ 222922230078116679 1000000000000000000))
% 7.12/7.30  (define @t413 () (- @t412))
% 7.12/7.30  (define @t414 () (* |tptp.'X_7'| @t413))
% 7.12/7.30  (define @t415 () (/ 302111967118618541 1000000000000000000))
% 7.12/7.30  (define @t416 () (- @t415))
% 7.12/7.30  (define @t417 () (* |tptp.'X_6'| @t416))
% 7.12/7.30  (define @t418 () (/ 219790524805509563 1000000000000000000))
% 7.12/7.30  (define @t419 () (- @t418))
% 7.12/7.30  (define @t420 () (* |tptp.'X_5'| @t419))
% 7.12/7.30  (define @t421 () (/ 8755817146637979 1000000000000000000))
% 7.12/7.30  (define @t422 () (- @t421))
% 7.12/7.30  (define @t423 () (* |tptp.'X_4'| @t422))
% 7.12/7.30  (define @t424 () (/ 215714109924082409 1000000000000000000))
% 7.12/7.30  (define @t425 () (* |tptp.'X_3'| @t424))
% 7.12/7.30  (define @t426 () (/ 114421945285064997 1000000000000000000))
% 7.12/7.30  (define @t427 () (- @t426))
% 7.12/7.30  (define @t428 () (* |tptp.'X_2'| @t427))
% 7.12/7.30  (define @t429 () (/ 120319623004474657 1000000000000000000))
% 7.12/7.30  (define @t430 () (- @t429))
% 7.12/7.30  (define @t431 () (* |tptp.'X_1'| @t430))
% 7.12/7.30  (define @t432 () (/ 725795111797361 10000000000000000))
% 7.12/7.30  (define @t433 () (- @t432))
% 7.12/7.30  (define @t434 () (* |tptp.'X_0'| @t433))
% 7.12/7.30  (define @t435 () (+ @t434 (+ @t431 (+ @t428 (+ @t425 (+ @t423 (+ @t420 (+ @t417 (+ @t414 (+ @t411 @t408))))))))))
% 7.12/7.30  (define @t436 () (tptp.max @t435 0/1))
% 7.12/7.30  (define @t437 () (* @t436 @t406))
% 7.12/7.30  (define @t438 () (/ 32600747798382873 1000000000000000000))
% 7.12/7.30  (define @t439 () (/ 72700159991135757 250000000000000000))
% 7.12/7.30  (define @t440 () (/ 267960016746490171 1000000000000000000))
% 7.12/7.30  (define @t441 () (- @t440))
% 7.12/7.30  (define @t442 () (* |tptp.'X_8'| @t441))
% 7.12/7.30  (define @t443 () (/ 39657216442085759 125000000000000000))
% 7.12/7.30  (define @t444 () (- @t443))
% 7.12/7.30  (define @t445 () (* |tptp.'X_7'| @t444))
% 7.12/7.30  (define @t446 () (/ 9937147151158901 50000000000000000))
% 7.12/7.30  (define @t447 () (- @t446))
% 7.12/7.30  (define @t448 () (* |tptp.'X_6'| @t447))
% 7.12/7.30  (define @t449 () (/ 81789223806502359 500000000000000000))
% 7.12/7.30  (define @t450 () (* |tptp.'X_5'| @t449))
% 7.12/7.30  (define @t451 () (/ 31827459060112251 250000000000000000))
% 7.12/7.30  (define @t452 () (* |tptp.'X_4'| @t451))
% 7.12/7.30  (define @t453 () (/ 17760937471124099 62500000000000000))
% 7.12/7.30  (define @t454 () (* |tptp.'X_3'| @t453))
% 7.12/7.30  (define @t455 () (/ 218690372500649099 1000000000000000000))
% 7.12/7.30  (define @t456 () (* |tptp.'X_2'| @t455))
% 7.12/7.30  (define @t457 () (/ 288438029698781 15625000000000000))
% 7.12/7.30  (define @t458 () (- @t457))
% 7.12/7.30  (define @t459 () (* |tptp.'X_1'| @t458))
% 7.12/7.30  (define @t460 () (/ 141585577900384979 500000000000000000))
% 7.12/7.30  (define @t461 () (- @t460))
% 7.12/7.30  (define @t462 () (* |tptp.'X_0'| @t461))
% 7.12/7.30  (define @t463 () (+ @t462 (+ @t459 (+ @t456 (+ @t454 (+ @t452 (+ @t450 (+ @t448 (+ @t445 (+ @t442 @t439))))))))))
% 7.12/7.30  (define @t464 () (tptp.max @t463 0/1))
% 7.12/7.30  (define @t465 () (* @t464 @t438))
% 7.12/7.30  (define @t466 () (/ 42149173997435667 250000000000000000))
% 7.12/7.30  (define @t467 () (/ 95244549111434207 500000000000000000))
% 7.12/7.30  (define @t468 () (- @t467))
% 7.12/7.30  (define @t469 () (/ 6322418475138869 200000000000000000))
% 7.12/7.30  (define @t470 () (- @t469))
% 7.12/7.30  (define @t471 () (* |tptp.'X_8'| @t470))
% 7.12/7.30  (define @t472 () (/ 224045703414196051 1000000000000000000))
% 7.12/7.30  (define @t473 () (- @t472))
% 7.12/7.30  (define @t474 () (* |tptp.'X_7'| @t473))
% 7.12/7.30  (define @t475 () (/ 269308449436302999 1000000000000000000))
% 7.12/7.30  (define @t476 () (- @t475))
% 7.12/7.30  (define @t477 () (* |tptp.'X_6'| @t476))
% 7.12/7.30  (define @t478 () (/ 14805861924911623 100000000000000000))
% 7.12/7.30  (define @t479 () (* |tptp.'X_5'| @t478))
% 7.12/7.30  (define @t480 () (/ 28500025351721081 1000000000000000000))
% 7.12/7.30  (define @t481 () (- @t480))
% 7.12/7.30  (define @t482 () (* |tptp.'X_4'| @t481))
% 7.12/7.30  (define @t483 () (/ 232922512162567 2500000000000000))
% 7.12/7.30  (define @t484 () (- @t483))
% 7.12/7.30  (define @t485 () (* |tptp.'X_3'| @t484))
% 7.12/7.30  (define @t486 () (/ 43163242413355743 250000000000000000))
% 7.12/7.30  (define @t487 () (* |tptp.'X_2'| @t486))
% 7.12/7.30  (define @t488 () (/ 3548741081174861 100000000000000000))
% 7.12/7.30  (define @t489 () (- @t488))
% 7.12/7.30  (define @t490 () (* |tptp.'X_1'| @t489))
% 7.12/7.30  (define @t491 () (/ 33570394158362299 500000000000000000))
% 7.12/7.30  (define @t492 () (* |tptp.'X_0'| @t491))
% 7.12/7.30  (define @t493 () (+ @t492 (+ @t490 (+ @t487 (+ @t485 (+ @t482 (+ @t479 (+ @t477 (+ @t474 (+ @t471 @t468))))))))))
% 7.12/7.30  (define @t494 () (tptp.max @t493 0/1))
% 7.12/7.30  (define @t495 () (* @t494 @t466))
% 7.12/7.30  (define @t496 () (/ 164130337839928003 1000000000000000000))
% 7.12/7.30  (define @t497 () (- @t496))
% 7.12/7.30  (define @t498 () (/ 36716469487801523 125000000000000000))
% 7.12/7.30  (define @t499 () (- @t498))
% 7.12/7.30  (define @t500 () (/ 121806846987301737 500000000000000000))
% 7.12/7.30  (define @t501 () (- @t500))
% 7.12/7.30  (define @t502 () (* |tptp.'X_8'| @t501))
% 7.12/7.30  (define @t503 () (/ 28443415630746767 125000000000000000))
% 7.12/7.30  (define @t504 () (- @t503))
% 7.12/7.30  (define @t505 () (* |tptp.'X_7'| @t504))
% 7.12/7.30  (define @t506 () (/ 20887267730994953 250000000000000000))
% 7.12/7.30  (define @t507 () (- @t506))
% 7.12/7.30  (define @t508 () (* |tptp.'X_6'| @t507))
% 7.12/7.30  (define @t509 () (/ 127554794129055987 500000000000000000))
% 7.12/7.30  (define @t510 () (* |tptp.'X_5'| @t509))
% 7.12/7.30  (define @t511 () (/ 39148977778318633 500000000000000000))
% 7.12/7.30  (define @t512 () (- @t511))
% 7.12/7.30  (define @t513 () (* |tptp.'X_4'| @t512))
% 7.12/7.30  (define @t514 () (/ 108193307004450817 500000000000000000))
% 7.12/7.30  (define @t515 () (* |tptp.'X_3'| @t514))
% 7.12/7.30  (define @t516 () (/ 19473623430183329 1000000000000000000))
% 7.12/7.30  (define @t517 () (* |tptp.'X_2'| @t516))
% 7.12/7.30  (define @t518 () (/ 15646502740849 4000000000000000))
% 7.12/7.30  (define @t519 () (* |tptp.'X_1'| @t518))
% 7.12/7.30  (define @t520 () (/ 113383290266732731 500000000000000000))
% 7.12/7.30  (define @t521 () (- @t520))
% 7.12/7.30  (define @t522 () (* |tptp.'X_0'| @t521))
% 7.12/7.30  (define @t523 () (+ @t522 (+ @t519 (+ @t517 (+ @t515 (+ @t513 (+ @t510 (+ @t508 (+ @t505 (+ @t502 @t499))))))))))
% 7.12/7.30  (define @t524 () (tptp.max @t523 0/1))
% 7.12/7.30  (define @t525 () (* @t524 @t497))
% 7.12/7.30  (define @t526 () (/ 13280317311547457 200000000000000000))
% 7.12/7.30  (define @t527 () (- @t526))
% 7.12/7.30  (define @t528 () (/ 320006108957572477 1000000000000000000))
% 7.12/7.30  (define @t529 () (/ 153884283011576001 500000000000000000))
% 7.12/7.30  (define @t530 () (- @t529))
% 7.12/7.30  (define @t531 () (* |tptp.'X_8'| @t530))
% 7.12/7.30  (define @t532 () (/ 110066180697295679 500000000000000000))
% 7.12/7.30  (define @t533 () (- @t532))
% 7.12/7.30  (define @t534 () (* |tptp.'X_7'| @t533))
% 7.12/7.30  (define @t535 () (/ 226017336583560879 1000000000000000000))
% 7.12/7.30  (define @t536 () (* |tptp.'X_6'| @t535))
% 7.12/7.30  (define @t537 () (/ 215702653361375507 1000000000000000000))
% 7.12/7.30  (define @t538 () (- @t537))
% 7.12/7.30  (define @t539 () (* |tptp.'X_5'| @t538))
% 7.12/7.30  (define @t540 () (/ 121216575464961451 1000000000000000000))
% 7.12/7.30  (define @t541 () (- @t540))
% 7.12/7.30  (define @t542 () (* |tptp.'X_4'| @t541))
% 7.12/7.30  (define @t543 () (/ 113228661403501463 1000000000000000000))
% 7.12/7.30  (define @t544 () (* |tptp.'X_3'| @t543))
% 7.12/7.30  (define @t545 () (/ 15413236401603803 1000000000000000000))
% 7.12/7.30  (define @t546 () (* |tptp.'X_2'| @t545))
% 7.12/7.30  (define @t547 () (/ 26323468726422633 500000000000000000))
% 7.12/7.30  (define @t548 () (* |tptp.'X_1'| @t547))
% 7.12/7.30  (define @t549 () (/ 23091615677890899 250000000000000000))
% 7.12/7.30  (define @t550 () (- @t549))
% 7.12/7.30  (define @t551 () (* |tptp.'X_0'| @t550))
% 7.12/7.30  (define @t552 () (+ @t551 (+ @t548 (+ @t546 (+ @t544 (+ @t542 (+ @t539 (+ @t536 (+ @t534 (+ @t531 @t528))))))))))
% 7.12/7.30  (define @t553 () (tptp.max @t552 0/1))
% 7.12/7.30  (define @t554 () (* @t553 @t527))
% 7.12/7.30  (define @t555 () (/ 133743485380546451 1000000000000000000))
% 7.12/7.30  (define @t556 () (/ 227482560218186969 1000000000000000000))
% 7.12/7.30  (define @t557 () (/ 21321073233412191 200000000000000000))
% 7.12/7.30  (define @t558 () (* |tptp.'X_8'| @t557))
% 7.12/7.30  (define @t559 () (/ 158305623398400153 1000000000000000000))
% 7.12/7.30  (define @t560 () (* |tptp.'X_7'| @t559))
% 7.12/7.30  (define @t561 () (/ 77929763794931661 1000000000000000000))
% 7.12/7.30  (define @t562 () (- @t561))
% 7.12/7.30  (define @t563 () (* |tptp.'X_6'| @t562))
% 7.12/7.30  (define @t564 () (/ 329771718125498159 1000000000000000000))
% 7.12/7.30  (define @t565 () (* |tptp.'X_5'| @t564))
% 7.12/7.30  (define @t566 () (/ 147611930043982709 1000000000000000000))
% 7.12/7.30  (define @t567 () (- @t566))
% 7.12/7.30  (define @t568 () (* |tptp.'X_4'| @t567))
% 7.12/7.30  (define @t569 () (/ 18769161526647371 250000000000000000))
% 7.12/7.30  (define @t570 () (- @t569))
% 7.12/7.30  (define @t571 () (* |tptp.'X_3'| @t570))
% 7.12/7.30  (define @t572 () (/ 99435113324590901 1000000000000000000))
% 7.12/7.30  (define @t573 () (- @t572))
% 7.12/7.30  (define @t574 () (* |tptp.'X_2'| @t573))
% 7.12/7.30  (define @t575 () (/ 102357503964082469 500000000000000000))
% 7.12/7.30  (define @t576 () (* |tptp.'X_1'| @t575))
% 7.12/7.30  (define @t577 () (/ 3058211589255333 50000000000000000))
% 7.12/7.30  (define @t578 () (* |tptp.'X_0'| @t577))
% 7.12/7.30  (define @t579 () (+ @t578 (+ @t576 (+ @t574 (+ @t571 (+ @t568 (+ @t565 (+ @t563 (+ @t560 (+ @t558 @t556))))))))))
% 7.12/7.30  (define @t580 () (tptp.max @t579 0/1))
% 7.12/7.30  (define @t581 () (* @t580 @t555))
% 7.12/7.30  (define @t582 () (/ 5776241477540639 40000000000000000))
% 7.12/7.30  (define @t583 () (/ 1124872966899651 50000000000000000))
% 7.12/7.30  (define @t584 () (- @t583))
% 7.12/7.30  (define @t585 () (/ 100933854309073673 500000000000000000))
% 7.12/7.30  (define @t586 () (* |tptp.'X_8'| @t585))
% 7.12/7.30  (define @t587 () (/ 75229337876161137 250000000000000000))
% 7.12/7.30  (define @t588 () (* |tptp.'X_7'| @t587))
% 7.12/7.30  (define @t589 () (/ 74640267214895223 500000000000000000))
% 7.12/7.30  (define @t590 () (* |tptp.'X_6'| @t589))
% 7.12/7.31  (define @t591 () (/ 277167547039640971 1000000000000000000))
% 7.12/7.31  (define @t592 () (- @t591))
% 7.12/7.31  (define @t593 () (* |tptp.'X_5'| @t592))
% 7.12/7.31  (define @t594 () (/ 27246717601891707 500000000000000000))
% 7.12/7.31  (define @t595 () (* |tptp.'X_4'| @t594))
% 7.12/7.31  (define @t596 () (/ 2814471274279473 1000000000000000000))
% 7.12/7.31  (define @t597 () (* |tptp.'X_3'| @t596))
% 7.12/7.31  (define @t598 () (/ 10490438428503357 200000000000000000))
% 7.12/7.31  (define @t599 () (* |tptp.'X_2'| @t598))
% 7.12/7.31  (define @t600 () (/ 123756059054050821 500000000000000000))
% 7.12/7.31  (define @t601 () (* |tptp.'X_1'| @t600))
% 7.12/7.31  (define @t602 () (/ 265775077062823717 1000000000000000000))
% 7.12/7.31  (define @t603 () (* |tptp.'X_0'| @t602))
% 7.12/7.31  (define @t604 () (+ @t603 (+ @t601 (+ @t599 (+ @t597 (+ @t595 (+ @t593 (+ @t590 (+ @t588 (+ @t586 @t584))))))))))
% 7.12/7.31  (define @t605 () (tptp.max @t604 0/1))
% 7.12/7.31  (define @t606 () (* @t605 @t582))
% 7.12/7.31  (define @t607 () (/ 163985334342465067 1000000000000000000))
% 7.12/7.31  (define @t608 () (/ 485178668886091 3906250000000000))
% 7.12/7.31  (define @t609 () (/ 56664564073189247 250000000000000000))
% 7.12/7.31  (define @t610 () (* |tptp.'X_8'| @t609))
% 7.12/7.31  (define @t611 () (/ 33312152788765037 250000000000000000))
% 7.12/7.31  (define @t612 () (- @t611))
% 7.12/7.31  (define @t613 () (* |tptp.'X_7'| @t612))
% 7.12/7.31  (define @t614 () (/ 24245264423504831 250000000000000000))
% 7.12/7.31  (define @t615 () (- @t614))
% 7.12/7.31  (define @t616 () (* |tptp.'X_6'| @t615))
% 7.12/7.31  (define @t617 () (/ 32001372216645299 250000000000000000))
% 7.12/7.31  (define @t618 () (- @t617))
% 7.12/7.31  (define @t619 () (* |tptp.'X_5'| @t618))
% 7.12/7.31  (define @t620 () (/ 75581470319119201 250000000000000000))
% 7.12/7.31  (define @t621 () (* |tptp.'X_4'| @t620))
% 7.12/7.31  (define @t622 () (/ 63515519268065801 200000000000000000))
% 7.12/7.31  (define @t623 () (- @t622))
% 7.12/7.31  (define @t624 () (* |tptp.'X_3'| @t623))
% 7.12/7.31  (define @t625 () (/ 78077834476293087 250000000000000000))
% 7.12/7.31  (define @t626 () (* |tptp.'X_2'| @t625))
% 7.12/7.31  (define @t627 () (/ 7336050052662707 100000000000000000))
% 7.12/7.31  (define @t628 () (- @t627))
% 7.12/7.31  (define @t629 () (* |tptp.'X_1'| @t628))
% 7.12/7.31  (define @t630 () (/ 38398130162440619 500000000000000000))
% 7.12/7.31  (define @t631 () (* |tptp.'X_0'| @t630))
% 7.12/7.31  (define @t632 () (+ @t631 (+ @t629 (+ @t626 (+ @t624 (+ @t621 (+ @t619 (+ @t616 (+ @t613 (+ @t610 @t608))))))))))
% 7.12/7.31  (define @t633 () (tptp.max @t632 0/1))
% 7.12/7.31  (define @t634 () (* @t633 @t607))
% 7.12/7.31  (define @t635 () (/ 39864266384938729 1000000000000000000))
% 7.12/7.31  (define @t636 () (/ 9879559794252879 50000000000000000))
% 7.12/7.31  (define @t637 () (- @t636))
% 7.12/7.31  (define @t638 () (/ 170962160039119043 1000000000000000000))
% 7.12/7.31  (define @t639 () (- @t638))
% 7.12/7.31  (define @t640 () (* |tptp.'X_8'| @t639))
% 7.12/7.31  (define @t641 () (/ 51467992545904201 500000000000000000))
% 7.12/7.31  (define @t642 () (* |tptp.'X_7'| @t641))
% 7.12/7.31  (define @t643 () (/ 19804317916209957 1000000000000000000))
% 7.12/7.31  (define @t644 () (* |tptp.'X_6'| @t643))
% 7.12/7.31  (define @t645 () (/ 71940854274571961 250000000000000000))
% 7.12/7.31  (define @t646 () (* |tptp.'X_5'| @t645))
% 7.12/7.31  (define @t647 () (/ 181343578932227689 1000000000000000000))
% 7.12/7.31  (define @t648 () (* |tptp.'X_4'| @t647))
% 7.12/7.31  (define @t649 () (/ 157061113569582883 500000000000000000))
% 7.12/7.31  (define @t650 () (* |tptp.'X_3'| @t649))
% 7.12/7.31  (define @t651 () (/ 31263983891516639 200000000000000000))
% 7.12/7.31  (define @t652 () (- @t651))
% 7.12/7.31  (define @t653 () (* |tptp.'X_2'| @t652))
% 7.12/7.31  (define @t654 () (/ 47309268195260157 500000000000000000))
% 7.12/7.31  (define @t655 () (- @t654))
% 7.12/7.31  (define @t656 () (* |tptp.'X_1'| @t655))
% 7.12/7.31  (define @t657 () (/ 63066240970041021 200000000000000000))
% 7.12/7.31  (define @t658 () (- @t657))
% 7.12/7.31  (define @t659 () (* |tptp.'X_0'| @t658))
% 7.12/7.31  (define @t660 () (+ @t659 (+ @t656 (+ @t653 (+ @t650 (+ @t648 (+ @t646 (+ @t644 (+ @t642 (+ @t640 @t637))))))))))
% 7.12/7.31  (define @t661 () (tptp.max @t660 0/1))
% 7.12/7.31  (define @t662 () (* @t661 @t635))
% 7.12/7.31  (define @t663 () (/ 4779287213920503 125000000000000000))
% 7.12/7.31  (define @t664 () (- @t663))
% 7.12/7.31  (define @t665 () (/ 47620091562705691 1000000000000000000))
% 7.12/7.31  (define @t666 () (- @t665))
% 7.12/7.31  (define @t667 () (/ 243917224520820819 1000000000000000000))
% 7.12/7.31  (define @t668 () (* |tptp.'X_8'| @t667))
% 7.12/7.31  (define @t669 () (/ 139144677747215173 1000000000000000000))
% 7.12/7.31  (define @t670 () (- @t669))
% 7.12/7.31  (define @t671 () (* |tptp.'X_7'| @t670))
% 7.12/7.31  (define @t672 () (/ 2074613564753593 12500000000000000))
% 7.12/7.31  (define @t673 () (- @t672))
% 7.12/7.31  (define @t674 () (* |tptp.'X_6'| @t673))
% 7.12/7.31  (define @t675 () (/ 17670384440863407 200000000000000000))
% 7.12/7.31  (define @t676 () (* |tptp.'X_5'| @t675))
% 7.12/7.31  (define @t677 () (/ 62300943240014739 200000000000000000))
% 7.12/7.31  (define @t678 () (- @t677))
% 7.12/7.31  (define @t679 () (* |tptp.'X_4'| @t678))
% 7.12/7.31  (define @t680 () (/ 188063081708857771 1000000000000000000))
% 7.12/7.31  (define @t681 () (- @t680))
% 7.12/7.31  (define @t682 () (* |tptp.'X_3'| @t681))
% 7.12/7.31  (define @t683 () (/ 68844059775948763 1000000000000000000))
% 7.12/7.31  (define @t684 () (- @t683))
% 7.12/7.31  (define @t685 () (* |tptp.'X_2'| @t684))
% 7.12/7.31  (define @t686 () (/ 3694248392795757 25000000000000000))
% 7.12/7.31  (define @t687 () (- @t686))
% 7.12/7.31  (define @t688 () (* |tptp.'X_1'| @t687))
% 7.12/7.31  (define @t689 () (/ 175819166464083299 1000000000000000000))
% 7.12/7.31  (define @t690 () (* |tptp.'X_0'| @t689))
% 7.12/7.31  (define @t691 () (+ @t690 (+ @t688 (+ @t685 (+ @t682 (+ @t679 (+ @t676 (+ @t674 (+ @t671 (+ @t668 @t666))))))))))
% 7.12/7.31  (define @t692 () (tptp.max @t691 0/1))
% 7.12/7.31  (define @t693 () (* @t692 @t664))
% 7.12/7.31  (define @t694 () (/ 12625249455934473 200000000000000000))
% 7.12/7.31  (define @t695 () (/ 39801585322673097 125000000000000000))
% 7.12/7.31  (define @t696 () (- @t695))
% 7.12/7.31  (define @t697 () (/ 49633304044341943 250000000000000000))
% 7.12/7.31  (define @t698 () (- @t697))
% 7.12/7.31  (define @t699 () (* |tptp.'X_8'| @t698))
% 7.12/7.31  (define @t700 () (/ 39853645684639269 250000000000000000))
% 7.12/7.31  (define @t701 () (* |tptp.'X_7'| @t700))
% 7.12/7.31  (define @t702 () (/ 821012582886177 100000000000000000))
% 7.12/7.31  (define @t703 () (- @t702))
% 7.12/7.31  (define @t704 () (* |tptp.'X_6'| @t703))
% 7.12/7.31  (define @t705 () (/ 86412134871391183 500000000000000000))
% 7.12/7.31  (define @t706 () (* |tptp.'X_5'| @t705))
% 7.12/7.31  (define @t707 () (/ 17256061748191559 100000000000000000))
% 7.12/7.31  (define @t708 () (* |tptp.'X_4'| @t707))
% 7.12/7.31  (define @t709 () (/ 25088857058677791 250000000000000000))
% 7.12/7.31  (define @t710 () (* |tptp.'X_3'| @t709))
% 7.12/7.31  (define @t711 () (/ 45818541816021463 200000000000000000))
% 7.12/7.31  (define @t712 () (* |tptp.'X_2'| @t711))
% 7.12/7.31  (define @t713 () (/ 64020673988189103 200000000000000000))
% 7.12/7.31  (define @t714 () (* |tptp.'X_1'| @t713))
% 7.12/7.31  (define @t715 () (/ 101138320969167639 1000000000000000000))
% 7.12/7.31  (define @t716 () (- @t715))
% 7.12/7.31  (define @t717 () (* |tptp.'X_0'| @t716))
% 7.12/7.31  (define @t718 () (+ @t717 (+ @t714 (+ @t712 (+ @t710 (+ @t708 (+ @t706 (+ @t704 (+ @t701 (+ @t699 @t696))))))))))
% 7.12/7.31  (define @t719 () (tptp.max @t718 0/1))
% 7.12/7.31  (define @t720 () (* @t719 @t694))
% 7.12/7.31  (define @t721 () (/ 19753233476163 250000000000000))
% 7.12/7.31  (define @t722 () (/ 64859166636634213 1000000000000000000))
% 7.12/7.31  (define @t723 () (- @t722))
% 7.12/7.31  (define @t724 () (/ 3624921822126171 12500000000000000))
% 7.12/7.31  (define @t725 () (- @t724))
% 7.12/7.31  (define @t726 () (* |tptp.'X_8'| @t725))
% 7.12/7.31  (define @t727 () (/ 1701446019073527 25000000000000000))
% 7.12/7.31  (define @t728 () (- @t727))
% 7.12/7.31  (define @t729 () (* |tptp.'X_7'| @t728))
% 7.12/7.31  (define @t730 () (/ 199063337816699659 1000000000000000000))
% 7.12/7.31  (define @t731 () (* |tptp.'X_6'| @t730))
% 7.12/7.31  (define @t732 () (/ 148239583660403601 500000000000000000))
% 7.12/7.31  (define @t733 () (* |tptp.'X_5'| @t732))
% 7.12/7.31  (define @t734 () (/ 5797069520164283 20000000000000000))
% 7.12/7.31  (define @t735 () (- @t734))
% 7.12/7.31  (define @t736 () (* |tptp.'X_4'| @t735))
% 7.12/7.31  (define @t737 () (/ 50062479830326037 500000000000000000))
% 7.12/7.31  (define @t738 () (- @t737))
% 7.12/7.31  (define @t739 () (* |tptp.'X_3'| @t738))
% 7.12/7.31  (define @t740 () (/ 113291471700892099 1000000000000000000))
% 7.12/7.31  (define @t741 () (* |tptp.'X_2'| @t740))
% 7.12/7.31  (define @t742 () (/ 3182162272030639 15625000000000000))
% 7.12/7.31  (define @t743 () (* |tptp.'X_1'| @t742))
% 7.12/7.31  (define @t744 () (/ 323129810216333357 1000000000000000000))
% 7.12/7.31  (define @t745 () (- @t744))
% 7.12/7.31  (define @t746 () (* |tptp.'X_0'| @t745))
% 7.12/7.31  (define @t747 () (+ @t746 (+ @t743 (+ @t741 (+ @t739 (+ @t736 (+ @t733 (+ @t731 (+ @t729 (+ @t726 @t723))))))))))
% 7.12/7.31  (define @t748 () (tptp.max @t747 0/1))
% 7.12/7.31  (define @t749 () (* @t748 @t721))
% 7.12/7.31  (define @t750 () (/ 435029405962027 31250000000000000))
% 7.12/7.31  (define @t751 () (- @t750))
% 7.12/7.31  (define @t752 () (/ 19422843769854953 500000000000000000))
% 7.12/7.31  (define @t753 () (/ 78060224645663701 1000000000000000000))
% 7.12/7.31  (define @t754 () (* |tptp.'X_8'| @t753))
% 7.12/7.31  (define @t755 () (/ 66095331637276919 250000000000000000))
% 7.12/7.31  (define @t756 () (* |tptp.'X_7'| @t755))
% 7.12/7.31  (define @t757 () (/ 176566057771695817 1000000000000000000))
% 7.12/7.31  (define @t758 () (* |tptp.'X_6'| @t757))
% 7.12/7.31  (define @t759 () (/ 86823676506091907 500000000000000000))
% 7.12/7.31  (define @t760 () (- @t759))
% 7.12/7.31  (define @t761 () (* |tptp.'X_5'| @t760))
% 7.12/7.31  (define @t762 () (/ 1777887554234463 40000000000000000))
% 7.12/7.31  (define @t763 () (- @t762))
% 7.12/7.31  (define @t764 () (* |tptp.'X_4'| @t763))
% 7.12/7.31  (define @t765 () (/ 11823649405903247 200000000000000000))
% 7.12/7.31  (define @t766 () (* |tptp.'X_3'| @t765))
% 7.12/7.31  (define @t767 () (/ 57512956056653519 500000000000000000))
% 7.12/7.31  (define @t768 () (* |tptp.'X_2'| @t767))
% 7.12/7.31  (define @t769 () (/ 30424318297032231 125000000000000000))
% 7.12/7.31  (define @t770 () (* |tptp.'X_1'| @t769))
% 7.12/7.31  (define @t771 () (/ 49241791293073489 500000000000000000))
% 7.12/7.31  (define @t772 () (- @t771))
% 7.12/7.31  (define @t773 () (* |tptp.'X_0'| @t772))
% 7.12/7.31  (define @t774 () (+ @t773 (+ @t770 (+ @t768 (+ @t766 (+ @t764 (+ @t761 (+ @t758 (+ @t756 (+ @t754 @t752))))))))))
% 7.12/7.31  (define @t775 () (tptp.max @t774 0/1))
% 7.12/7.31  (define @t776 () (* @t775 @t751))
% 7.12/7.31  (define @t777 () (/ 101556012654238387 1000000000000000000))
% 7.12/7.31  (define @t778 () (- @t777))
% 7.12/7.31  (define @t779 () (/ 197320938824874503 1000000000000000000))
% 7.12/7.31  (define @t780 () (/ 2670342583011999 125000000000000000))
% 7.12/7.31  (define @t781 () (- @t780))
% 7.12/7.31  (define @t782 () (* |tptp.'X_8'| @t781))
% 7.12/7.31  (define @t783 () (/ 122790861074928287 500000000000000000))
% 7.12/7.31  (define @t784 () (* |tptp.'X_7'| @t783))
% 7.12/7.31  (define @t785 () (/ 3914825495680091 125000000000000000))
% 7.12/7.31  (define @t786 () (* |tptp.'X_6'| @t785))
% 7.12/7.31  (define @t787 () (/ 120282490489638627 1000000000000000000))
% 7.12/7.31  (define @t788 () (* |tptp.'X_5'| @t787))
% 7.12/7.31  (define @t789 () (/ 31434673366901533 1000000000000000000))
% 7.12/7.31  (define @t790 () (- @t789))
% 7.12/7.31  (define @t791 () (* |tptp.'X_4'| @t790))
% 7.12/7.31  (define @t792 () (/ 61695047722982649 500000000000000000))
% 7.12/7.31  (define @t793 () (* |tptp.'X_3'| @t792))
% 7.12/7.31  (define @t794 () (/ 78554846238518217 1000000000000000000))
% 7.12/7.31  (define @t795 () (* |tptp.'X_2'| @t794))
% 7.12/7.31  (define @t796 () (/ 69066291091121113 1000000000000000000))
% 7.12/7.31  (define @t797 () (* |tptp.'X_1'| @t796))
% 7.12/7.31  (define @t798 () (/ 181914050129224181 1000000000000000000))
% 7.12/7.31  (define @t799 () (* |tptp.'X_0'| @t798))
% 7.12/7.31  (define @t800 () (+ @t799 (+ @t797 (+ @t795 (+ @t793 (+ @t791 (+ @t788 (+ @t786 (+ @t784 (+ @t782 @t779))))))))))
% 7.12/7.31  (define @t801 () (tptp.max @t800 0/1))
% 7.12/7.31  (define @t802 () (* @t801 @t778))
% 7.12/7.31  (define @t803 () (/ 29226445907193227 1000000000000000000))
% 7.12/7.31  (define @t804 () (/ 70518497039688599 500000000000000000))
% 7.12/7.31  (define @t805 () (/ 46691059958949621 1000000000000000000))
% 7.12/7.31  (define @t806 () (- @t805))
% 7.12/7.31  (define @t807 () (* |tptp.'X_8'| @t806))
% 7.12/7.31  (define @t808 () (/ 269376706562944379 1000000000000000000))
% 7.12/7.31  (define @t809 () (* |tptp.'X_7'| @t808))
% 7.12/7.31  (define @t810 () (/ 85121825281601643 500000000000000000))
% 7.12/7.31  (define @t811 () (* |tptp.'X_6'| @t810))
% 7.12/7.31  (define @t812 () (/ 49303003478437801 1000000000000000000))
% 7.12/7.31  (define @t813 () (* |tptp.'X_5'| @t812))
% 7.12/7.31  (define @t814 () (/ 154463982908279673 1000000000000000000))
% 7.12/7.31  (define @t815 () (* |tptp.'X_4'| @t814))
% 7.12/7.31  (define @t816 () (/ 266883445685118181 1000000000000000000))
% 7.12/7.31  (define @t817 () (* |tptp.'X_3'| @t816))
% 7.12/7.31  (define @t818 () (/ 257618085520195383 1000000000000000000))
% 7.12/7.31  (define @t819 () (- @t818))
% 7.12/7.31  (define @t820 () (* |tptp.'X_2'| @t819))
% 7.12/7.31  (define @t821 () (/ 967212130880659 62500000000000000))
% 7.12/7.31  (define @t822 () (- @t821))
% 7.12/7.31  (define @t823 () (* |tptp.'X_1'| @t822))
% 7.12/7.31  (define @t824 () (/ 29837235166716547 250000000000000000))
% 7.12/7.31  (define @t825 () (- @t824))
% 7.12/7.31  (define @t826 () (* |tptp.'X_0'| @t825))
% 7.12/7.31  (define @t827 () (+ @t826 (+ @t823 (+ @t820 (+ @t817 (+ @t815 (+ @t813 (+ @t811 (+ @t809 (+ @t807 @t804))))))))))
% 7.12/7.31  (define @t828 () (tptp.max @t827 0/1))
% 7.12/7.31  (define @t829 () (* @t828 @t803))
% 7.12/7.31  (define @t830 () (/ 12537760103520673 1000000000000000000))
% 7.12/7.31  (define @t831 () (/ 40617613252518281 200000000000000000))
% 7.12/7.31  (define @t832 () (/ 72361978741696767 250000000000000000))
% 7.12/7.31  (define @t833 () (* |tptp.'X_8'| @t832))
% 7.12/7.31  (define @t834 () (/ 36963348046827757 250000000000000000))
% 7.12/7.31  (define @t835 () (* |tptp.'X_7'| @t834))
% 7.12/7.31  (define @t836 () (/ 127617040954670663 500000000000000000))
% 7.12/7.31  (define @t837 () (* |tptp.'X_6'| @t836))
% 7.12/7.31  (define @t838 () (/ 122733889602263613 500000000000000000))
% 7.12/7.31  (define @t839 () (- @t838))
% 7.12/7.31  (define @t840 () (* |tptp.'X_5'| @t839))
% 7.12/7.31  (define @t841 () (/ 123612277627873371 500000000000000000))
% 7.12/7.31  (define @t842 () (- @t841))
% 7.12/7.31  (define @t843 () (* |tptp.'X_4'| @t842))
% 7.12/7.31  (define @t844 () (/ 11393961409695397 1000000000000000000))
% 7.12/7.31  (define @t845 () (* |tptp.'X_3'| @t844))
% 7.12/7.31  (define @t846 () (/ 108342209516613941 1000000000000000000))
% 7.12/7.31  (define @t847 () (* |tptp.'X_2'| @t846))
% 7.12/7.31  (define @t848 () (/ 63029704424822863 1000000000000000000))
% 7.12/7.31  (define @t849 () (- @t848))
% 7.12/7.31  (define @t850 () (* |tptp.'X_1'| @t849))
% 7.12/7.31  (define @t851 () (/ 253268830840590653 1000000000000000000))
% 7.12/7.31  (define @t852 () (- @t851))
% 7.12/7.31  (define @t853 () (* |tptp.'X_0'| @t852))
% 7.12/7.31  (define @t854 () (+ @t853 (+ @t850 (+ @t847 (+ @t845 (+ @t843 (+ @t840 (+ @t837 (+ @t835 (+ @t833 @t831))))))))))
% 7.12/7.31  (define @t855 () (tptp.max @t854 0/1))
% 7.12/7.31  (define @t856 () (* @t855 @t830))
% 7.12/7.31  (define @t857 () (/ 43165332199750189 1000000000000000000))
% 7.12/7.31  (define @t858 () (/ 28798393648900411 250000000000000000))
% 7.12/7.31  (define @t859 () (- @t858))
% 7.12/7.31  (define @t860 () (/ 77711113069554999 500000000000000000))
% 7.12/7.31  (define @t861 () (* |tptp.'X_8'| @t860))
% 7.12/7.31  (define @t862 () (/ 17028321810148489 100000000000000000))
% 7.12/7.31  (define @t863 () (* |tptp.'X_7'| @t862))
% 7.12/7.31  (define @t864 () (/ 7155456684691279 25000000000000000))
% 7.12/7.31  (define @t865 () (* |tptp.'X_6'| @t864))
% 7.12/7.31  (define @t866 () (/ 27489860415485401 1000000000000000000))
% 7.12/7.31  (define @t867 () (* |tptp.'X_5'| @t866))
% 7.12/7.31  (define @t868 () (/ 11852498796069061 500000000000000000))
% 7.12/7.31  (define @t869 () (* |tptp.'X_4'| @t868))
% 7.12/7.31  (define @t870 () (/ 139758046639439831 1000000000000000000))
% 7.12/7.31  (define @t871 () (- @t870))
% 7.12/7.31  (define @t872 () (* |tptp.'X_3'| @t871))
% 7.12/7.31  (define @t873 () (/ 1718098259490853 7812500000000000))
% 7.12/7.31  (define @t874 () (- @t873))
% 7.12/7.31  (define @t875 () (* |tptp.'X_2'| @t874))
% 7.12/7.31  (define @t876 () (/ 141304679292629271 1000000000000000000))
% 7.12/7.31  (define @t877 () (- @t876))
% 7.12/7.31  (define @t878 () (* |tptp.'X_1'| @t877))
% 7.12/7.31  (define @t879 () (/ 66907972173308239 500000000000000000))
% 7.12/7.31  (define @t880 () (- @t879))
% 7.12/7.31  (define @t881 () (* |tptp.'X_0'| @t880))
% 7.12/7.31  (define @t882 () (+ @t881 (+ @t878 (+ @t875 (+ @t872 (+ @t869 (+ @t867 (+ @t865 (+ @t863 (+ @t861 @t859))))))))))
% 7.12/7.31  (define @t883 () (tptp.max @t882 0/1))
% 7.12/7.31  (define @t884 () (* @t883 @t857))
% 7.12/7.31  (define @t885 () (/ 1191018936497687 50000000000000000))
% 7.12/7.31  (define @t886 () (- @t885))
% 7.12/7.31  (define @t887 () (/ 659040228661709 31250000000000000))
% 7.12/7.31  (define @t888 () (/ 44958615269729621 500000000000000000))
% 7.12/7.31  (define @t889 () (- @t888))
% 7.12/7.31  (define @t890 () (* |tptp.'X_8'| @t889))
% 7.12/7.31  (define @t891 () (/ 30067966240644789 100000000000000000))
% 7.12/7.31  (define @t892 () (* |tptp.'X_7'| @t891))
% 7.12/7.31  (define @t893 () (/ 225458440742216049 1000000000000000000))
% 7.12/7.31  (define @t894 () (- @t893))
% 7.12/7.31  (define @t895 () (* |tptp.'X_6'| @t894))
% 7.12/7.31  (define @t896 () (/ 58211437012298639 200000000000000000))
% 7.12/7.31  (define @t897 () (* |tptp.'X_5'| @t896))
% 7.12/7.31  (define @t898 () (/ 104291555117951157 500000000000000000))
% 7.12/7.31  (define @t899 () (* |tptp.'X_4'| @t898))
% 7.12/7.31  (define @t900 () (/ 233331659063250207 1000000000000000000))
% 7.12/7.31  (define @t901 () (- @t900))
% 7.12/7.31  (define @t902 () (* |tptp.'X_3'| @t901))
% 7.12/7.31  (define @t903 () (/ 23470773195197539 100000000000000000))
% 7.12/7.31  (define @t904 () (- @t903))
% 7.12/7.31  (define @t905 () (* |tptp.'X_2'| @t904))
% 7.12/7.31  (define @t906 () (/ 71474693145737511 1000000000000000000))
% 7.12/7.31  (define @t907 () (* |tptp.'X_1'| @t906))
% 7.12/7.31  (define @t908 () (/ 201918035720349331 1000000000000000000))
% 7.12/7.31  (define @t909 () (* |tptp.'X_0'| @t908))
% 7.12/7.31  (define @t910 () (+ @t909 (+ @t907 (+ @t905 (+ @t902 (+ @t899 (+ @t897 (+ @t895 (+ @t892 (+ @t890 @t887))))))))))
% 7.12/7.31  (define @t911 () (tptp.max @t910 0/1))
% 7.12/7.31  (define @t912 () (* @t911 @t886))
% 7.12/7.31  (define @t913 () (/ 142184808252202699 1000000000000000000))
% 7.12/7.31  (define @t914 () (- @t913))
% 7.12/7.31  (define @t915 () (/ 6300487456919801 250000000000000000))
% 7.12/7.31  (define @t916 () (- @t915))
% 7.12/7.31  (define @t917 () (/ 193895523780232837 1000000000000000000))
% 7.12/7.31  (define @t918 () (* |tptp.'X_8'| @t917))
% 7.12/7.31  (define @t919 () (/ 119693318874395799 500000000000000000))
% 7.12/7.31  (define @t920 () (* |tptp.'X_7'| @t919))
% 7.12/7.31  (define @t921 () (/ 50459445689319427 1000000000000000000))
% 7.12/7.31  (define @t922 () (- @t921))
% 7.12/7.31  (define @t923 () (* |tptp.'X_6'| @t922))
% 7.12/7.31  (define @t924 () (/ 19995998724101849 1000000000000000000))
% 7.12/7.31  (define @t925 () (- @t924))
% 7.12/7.31  (define @t926 () (* |tptp.'X_5'| @t925))
% 7.12/7.31  (define @t927 () (/ 22958266738014321 1000000000000000000))
% 7.12/7.31  (define @t928 () (* |tptp.'X_4'| @t927))
% 7.12/7.31  (define @t929 () (/ 2006879584176011 31250000000000000))
% 7.12/7.31  (define @t930 () (* |tptp.'X_3'| @t929))
% 7.12/7.31  (define @t931 () (/ 60634341256404101 1000000000000000000))
% 7.12/7.31  (define @t932 () (- @t931))
% 7.12/7.31  (define @t933 () (* |tptp.'X_2'| @t932))
% 7.12/7.31  (define @t934 () (/ 110606617906597343 1000000000000000000))
% 7.12/7.31  (define @t935 () (- @t934))
% 7.12/7.31  (define @t936 () (* |tptp.'X_1'| @t935))
% 7.12/7.31  (define @t937 () (/ 151966319200479649 1000000000000000000))
% 7.12/7.31  (define @t938 () (* |tptp.'X_0'| @t937))
% 7.12/7.31  (define @t939 () (+ @t938 (+ @t936 (+ @t933 (+ @t930 (+ @t928 (+ @t926 (+ @t923 (+ @t920 (+ @t918 @t916))))))))))
% 7.12/7.31  (define @t940 () (tptp.max @t939 0/1))
% 7.12/7.31  (define @t941 () (* @t940 @t914))
% 7.12/7.31  (define @t942 () (/ 167274653008469137 1000000000000000000))
% 7.12/7.31  (define @t943 () (/ 139974431335130989 1000000000000000000))
% 7.12/7.31  (define @t944 () (- @t943))
% 7.12/7.31  (define @t945 () (/ 40879232100623969 500000000000000000))
% 7.12/7.31  (define @t946 () (* |tptp.'X_8'| @t945))
% 7.12/7.31  (define @t947 () (/ 2930013720214919 40000000000000000))
% 7.12/7.31  (define @t948 () (* |tptp.'X_7'| @t947))
% 7.12/7.31  (define @t949 () (/ 11810206645944557 100000000000000000))
% 7.12/7.31  (define @t950 () (- @t949))
% 7.12/7.31  (define @t951 () (* |tptp.'X_6'| @t950))
% 7.12/7.31  (define @t952 () (/ 50898095615417499 500000000000000000))
% 7.12/7.31  (define @t953 () (- @t952))
% 7.12/7.31  (define @t954 () (* |tptp.'X_5'| @t953))
% 7.12/7.31  (define @t955 () (/ 15703643356854291 200000000000000000))
% 7.12/7.31  (define @t956 () (- @t955))
% 7.12/7.31  (define @t957 () (* |tptp.'X_4'| @t956))
% 7.12/7.31  (define @t958 () (/ 216285547045041937 1000000000000000000))
% 7.12/7.31  (define @t959 () (* |tptp.'X_3'| @t958))
% 7.12/7.31  (define @t960 () (/ 1919325087984397 500000000000000000))
% 7.12/7.31  (define @t961 () (- @t960))
% 7.12/7.31  (define @t962 () (* |tptp.'X_2'| @t961))
% 7.12/7.31  (define @t963 () (/ 104635663199850487 500000000000000000))
% 7.12/7.31  (define @t964 () (* |tptp.'X_1'| @t963))
% 7.12/7.31  (define @t965 () (/ 131301485190524703 1000000000000000000))
% 7.12/7.31  (define @t966 () (* |tptp.'X_0'| @t965))
% 7.12/7.31  (define @t967 () (+ @t966 (+ @t964 (+ @t962 (+ @t959 (+ @t957 (+ @t954 (+ @t951 (+ @t948 (+ @t946 @t944))))))))))
% 7.12/7.31  (define @t968 () (tptp.max @t967 0/1))
% 7.12/7.31  (define @t969 () (* @t968 @t942))
% 7.12/7.31  (define @t970 () (/ 1341597130456177 125000000000000000))
% 7.12/7.31  (define @t971 () (/ 10289172780368663 31250000000000000))
% 7.12/7.31  (define @t972 () (/ 4679166004694711 15625000000000000))
% 7.12/7.31  (define @t973 () (* |tptp.'X_8'| @t972))
% 7.12/7.31  (define @t974 () (/ 131602174433329 6250000000000000))
% 7.12/7.31  (define @t975 () (- @t974))
% 7.12/7.31  (define @t976 () (* |tptp.'X_7'| @t975))
% 7.12/7.31  (define @t977 () (/ 22861443304975637 500000000000000000))
% 7.12/7.31  (define @t978 () (* |tptp.'X_6'| @t977))
% 7.12/7.31  (define @t979 () (/ 1472286952276727 6250000000000000))
% 7.12/7.31  (define @t980 () (* |tptp.'X_5'| @t979))
% 7.12/7.31  (define @t981 () (/ 236920078172610987 1000000000000000000))
% 7.12/7.31  (define @t982 () (- @t981))
% 7.12/7.31  (define @t983 () (* |tptp.'X_4'| @t982))
% 7.12/7.31  (define @t984 () (/ 25088421047380127 1000000000000000000))
% 7.12/7.31  (define @t985 () (- @t984))
% 7.12/7.31  (define @t986 () (* |tptp.'X_3'| @t985))
% 7.12/7.31  (define @t987 () (/ 73305202165373687 500000000000000000))
% 7.12/7.31  (define @t988 () (- @t987))
% 7.12/7.31  (define @t989 () (* |tptp.'X_2'| @t988))
% 7.12/7.31  (define @t990 () (/ 56819368820123381 250000000000000000))
% 7.12/7.31  (define @t991 () (* |tptp.'X_1'| @t990))
% 7.12/7.31  (define @t992 () (/ 3403368173179393 40000000000000000))
% 7.12/7.31  (define @t993 () (- @t992))
% 7.12/7.31  (define @t994 () (* |tptp.'X_0'| @t993))
% 7.12/7.31  (define @t995 () (+ @t994 (+ @t991 (+ @t989 (+ @t986 (+ @t983 (+ @t980 (+ @t978 (+ @t976 (+ @t973 @t971))))))))))
% 7.12/7.31  (define @t996 () (tptp.max @t995 0/1))
% 7.12/7.31  (define @t997 () (* @t996 @t970))
% 7.12/7.31  (define @t998 () (+ @t997 (+ @t969 (+ @t941 (+ @t912 (+ @t884 (+ @t856 (+ @t829 (+ @t802 (+ @t776 (+ @t749 (+ @t720 (+ @t693 (+ @t662 (+ @t634 (+ @t606 (+ @t581 (+ @t554 (+ @t525 (+ @t495 (+ @t465 (+ @t437 (+ @t405 (+ @t377 (+ @t346 (+ @t317 (+ @t288 (+ @t261 (+ @t233 (+ @t205 (+ @t173 (+ @t147 (+ @t119 @t89)))))))))))))))))))))))))))))))))
% 7.12/7.31  (define @t999 () (= |tptp.'Y_0'| @t998))
% 7.12/7.31  (define @t1000 () (/ 2318902408805029 1000000000000000000))
% 7.12/7.31  (define @t1001 () (/ 59991453404205669 1000000000000000000))
% 7.12/7.31  (define @t1002 () (* @t118 @t1001))
% 7.12/7.31  (define @t1003 () (/ 28528892674031421 250000000000000000))
% 7.12/7.31  (define @t1004 () (* @t146 @t1003))
% 7.12/7.31  (define @t1005 () (/ 1411483070956763 20000000000000000))
% 7.12/7.31  (define @t1006 () (- @t1005))
% 7.12/7.31  (define @t1007 () (* @t172 @t1006))
% 7.12/7.31  (define @t1008 () (/ 21100256864215361 200000000000000000))
% 7.12/7.31  (define @t1009 () (- @t1008))
% 7.12/7.31  (define @t1010 () (* @t204 @t1009))
% 7.12/7.31  (define @t1011 () (/ 34663514171589399 200000000000000000))
% 7.12/7.31  (define @t1012 () (* @t232 @t1011))
% 7.12/7.31  (define @t1013 () (/ 53818386782144609 500000000000000000))
% 7.12/7.31  (define @t1014 () (* @t260 @t1013))
% 7.12/7.31  (define @t1015 () (/ 29715055654963729 200000000000000000))
% 7.12/7.31  (define @t1016 () (- @t1015))
% 7.12/7.31  (define @t1017 () (* @t287 @t1016))
% 7.12/7.31  (define @t1018 () (/ 4501265651469327 1000000000000000000))
% 7.12/7.31  (define @t1019 () (* @t316 @t1018))
% 7.12/7.31  (define @t1020 () (/ 141158103785410327 1000000000000000000))
% 7.12/7.31  (define @t1021 () (- @t1020))
% 7.12/7.31  (define @t1022 () (* @t345 @t1021))
% 7.12/7.31  (define @t1023 () (/ 120861687905538667 1000000000000000000))
% 7.12/7.31  (define @t1024 () (* @t376 @t1023))
% 7.12/7.31  (define @t1025 () (/ 58025456623786803 500000000000000000))
% 7.12/7.31  (define @t1026 () (- @t1025))
% 7.12/7.31  (define @t1027 () (* @t404 @t1026))
% 7.12/7.31  (define @t1028 () (/ 27061152757942769 1000000000000000000))
% 7.12/7.31  (define @t1029 () (* @t436 @t1028))
% 7.12/7.31  (define @t1030 () (/ 10823758054406581 125000000000000000))
% 7.12/7.31  (define @t1031 () (- @t1030))
% 7.12/7.31  (define @t1032 () (* @t464 @t1031))
% 7.12/7.31  (define @t1033 () (/ 4196527556351387 500000000000000000))
% 7.12/7.31  (define @t1034 () (* @t494 @t1033))
% 7.12/7.31  (define @t1035 () (/ 64636879471871189 1000000000000000000))
% 7.12/7.31  (define @t1036 () (* @t524 @t1035))
% 7.12/7.31  (define @t1037 () (/ 18891916829478779 125000000000000000))
% 7.12/7.31  (define @t1038 () (- @t1037))
% 7.12/7.31  (define @t1039 () (* @t553 @t1038))
% 7.12/7.31  (define @t1040 () (/ 14212027467929829 250000000000000000))
% 7.12/7.31  (define @t1041 () (* @t580 @t1040))
% 7.12/7.31  (define @t1042 () (/ 17053245295130099 125000000000000000))
% 7.12/7.31  (define @t1043 () (* @t605 @t1042))
% 7.12/7.31  (define @t1044 () (/ 2814848531574779 125000000000000000))
% 7.12/7.31  (define @t1045 () (- @t1044))
% 7.12/7.31  (define @t1046 () (* @t633 @t1045))
% 7.12/7.31  (define @t1047 () (/ 12614942080412439 200000000000000000))
% 7.12/7.31  (define @t1048 () (* @t661 @t1047))
% 7.12/7.31  (define @t1049 () (/ 25808407376374791 250000000000000000))
% 7.12/7.31  (define @t1050 () (* @t692 @t1049))
% 7.12/7.31  (define @t1051 () (/ 137274148471937169 1000000000000000000))
% 7.12/7.31  (define @t1052 () (* @t719 @t1051))
% 7.12/7.31  (define @t1053 () (/ 167978421384639531 1000000000000000000))
% 7.12/7.31  (define @t1054 () (- @t1053))
% 7.12/7.31  (define @t1055 () (* @t748 @t1054))
% 7.12/7.31  (define @t1056 () (/ 82016785298440781 1000000000000000000))
% 7.12/7.31  (define @t1057 () (* @t775 @t1056))
% 7.12/7.31  (define @t1058 () (/ 41180941315936609 1000000000000000000))
% 7.12/7.31  (define @t1059 () (- @t1058))
% 7.12/7.31  (define @t1060 () (* @t801 @t1059))
% 7.12/7.31  (define @t1061 () (/ 38154398646496189 500000000000000000))
% 7.12/7.31  (define @t1062 () (- @t1061))
% 7.12/7.31  (define @t1063 () (* @t828 @t1062))
% 7.12/7.31  (define @t1064 () (/ 62041920553589897 1000000000000000000))
% 7.12/7.31  (define @t1065 () (* @t855 @t1064))
% 7.12/7.31  (define @t1066 () (/ 260761643232579 8000000000000000))
% 7.12/7.31  (define @t1067 () (* @t883 @t1066))
% 7.12/7.31  (define @t1068 () (/ 47701233745661459 1000000000000000000))
% 7.12/7.31  (define @t1069 () (* @t911 @t1068))
% 7.12/7.31  (define @t1070 () (/ 31302652531023939 200000000000000000))
% 7.12/7.31  (define @t1071 () (- @t1070))
% 7.12/7.31  (define @t1072 () (* @t940 @t1071))
% 7.12/7.31  (define @t1073 () (/ 973905149572199 50000000000000000))
% 7.12/7.31  (define @t1074 () (- @t1073))
% 7.12/7.31  (define @t1075 () (* @t968 @t1074))
% 7.12/7.31  (define @t1076 () (/ 23527516613588699 250000000000000000))
% 7.12/7.31  (define @t1077 () (- @t1076))
% 7.12/7.31  (define @t1078 () (* @t996 @t1077))
% 7.12/7.31  (define @t1079 () (+ @t1078 (+ @t1075 (+ @t1072 (+ @t1069 (+ @t1067 (+ @t1065 (+ @t1063 (+ @t1060 (+ @t1057 (+ @t1055 (+ @t1052 (+ @t1050 (+ @t1048 (+ @t1046 (+ @t1043 (+ @t1041 (+ @t1039 (+ @t1036 (+ @t1034 (+ @t1032 (+ @t1029 (+ @t1027 (+ @t1024 (+ @t1022 (+ @t1019 (+ @t1017 (+ @t1014 (+ @t1012 (+ @t1010 (+ @t1007 (+ @t1004 (+ @t1002 @t1000)))))))))))))))))))))))))))))))))
% 7.12/7.31  (define @t1080 () (= |tptp.'Y_1'| @t1079))
% 7.12/7.31  (define @t1081 () (/ 118035789508800421 1000000000000000000))
% 7.12/7.31  (define @t1082 () (/ 2097734458237227 100000000000000000))
% 7.12/7.31  (define @t1083 () (* @t118 @t1082))
% 7.12/7.31  (define @t1084 () (/ 36046093439684901 500000000000000000))
% 7.12/7.31  (define @t1085 () (- @t1084))
% 7.12/7.31  (define @t1086 () (* @t146 @t1085))
% 7.12/7.31  (define @t1087 () (/ 21757126160087549 250000000000000000))
% 7.12/7.31  (define @t1088 () (* @t172 @t1087))
% 7.12/7.31  (define @t1089 () (/ 14763255248747831 1000000000000000000))
% 7.12/7.31  (define @t1090 () (* @t204 @t1089))
% 7.12/7.31  (define @t1091 () (/ 66694870286236413 1000000000000000000))
% 7.12/7.31  (define @t1092 () (* @t232 @t1091))
% 7.12/7.31  (define @t1093 () (/ 23867062453560231 200000000000000000))
% 7.12/7.31  (define @t1094 () (- @t1093))
% 7.12/7.31  (define @t1095 () (* @t260 @t1094))
% 7.12/7.31  (define @t1096 () (/ 5751180889131563 200000000000000000))
% 7.12/7.31  (define @t1097 () (* @t287 @t1096))
% 7.12/7.31  (define @t1098 () (/ 2664567414258261 62500000000000000))
% 7.12/7.31  (define @t1099 () (- @t1098))
% 7.12/7.31  (define @t1100 () (* @t316 @t1099))
% 7.12/7.31  (define @t1101 () (/ 11549376491247307 500000000000000000))
% 7.12/7.31  (define @t1102 () (* @t345 @t1101))
% 7.12/7.31  (define @t1103 () (/ 45186478342727487 1000000000000000000))
% 7.12/7.31  (define @t1104 () (* @t376 @t1103))
% 7.12/7.31  (define @t1105 () (/ 5326168000353567 125000000000000000))
% 7.12/7.31  (define @t1106 () (* @t404 @t1105))
% 7.12/7.31  (define @t1107 () (/ 31404566017481289 1000000000000000000))
% 7.12/7.31  (define @t1108 () (- @t1107))
% 7.12/7.31  (define @t1109 () (* @t436 @t1108))
% 7.12/7.31  (define @t1110 () (/ 51486515265045107 1000000000000000000))
% 7.12/7.31  (define @t1111 () (* @t464 @t1110))
% 7.12/7.31  (define @t1112 () (/ 52852662371198969 500000000000000000))
% 7.12/7.31  (define @t1113 () (* @t494 @t1112))
% 7.12/7.31  (define @t1114 () (/ 2711450368763077 20000000000000000))
% 7.12/7.31  (define @t1115 () (* @t524 @t1114))
% 7.12/7.31  (define @t1116 () (/ 6590996699374043 125000000000000000))
% 7.12/7.31  (define @t1117 () (* @t553 @t1116))
% 7.12/7.31  (define @t1118 () (/ 176679172968433801 1000000000000000000))
% 7.12/7.31  (define @t1119 () (- @t1118))
% 7.12/7.31  (define @t1120 () (* @t580 @t1119))
% 7.12/7.31  (define @t1121 () (/ 10516744227693081 500000000000000000))
% 7.12/7.31  (define @t1122 () (- @t1121))
% 7.12/7.31  (define @t1123 () (* @t605 @t1122))
% 7.12/7.31  (define @t1124 () (/ 90176877137669503 1000000000000000000))
% 7.12/7.31  (define @t1125 () (- @t1124))
% 7.12/7.31  (define @t1126 () (* @t633 @t1125))
% 7.12/7.31  (define @t1127 () (/ 476123197912763 3125000000000000))
% 7.12/7.31  (define @t1128 () (- @t1127))
% 7.12/7.31  (define @t1129 () (* @t661 @t1128))
% 7.12/7.31  (define @t1130 () (/ 166703466294858271 1000000000000000000))
% 7.12/7.31  (define @t1131 () (- @t1130))
% 7.12/7.31  (define @t1132 () (* @t692 @t1131))
% 7.12/7.31  (define @t1133 () (/ 6876213400862623 40000000000000000))
% 7.12/7.31  (define @t1134 () (- @t1133))
% 7.12/7.31  (define @t1135 () (* @t719 @t1134))
% 7.12/7.31  (define @t1136 () (/ 15167659366824987 250000000000000000))
% 7.12/7.31  (define @t1137 () (* @t748 @t1136))
% 7.12/7.31  (define @t1138 () (/ 109754285320271 62500000000000000))
% 7.12/7.31  (define @t1139 () (- @t1138))
% 7.12/7.31  (define @t1140 () (* @t775 @t1139))
% 7.12/7.31  (define @t1141 () (/ 28847581835459013 200000000000000000))
% 7.12/7.31  (define @t1142 () (- @t1141))
% 7.12/7.31  (define @t1143 () (* @t801 @t1142))
% 7.12/7.31  (define @t1144 () (/ 676912583273853 6250000000000000))
% 7.12/7.31  (define @t1145 () (* @t828 @t1144))
% 7.12/7.31  (define @t1146 () (/ 8366350840023101 1000000000000000000))
% 7.12/7.31  (define @t1147 () (- @t1146))
% 7.12/7.31  (define @t1148 () (* @t855 @t1147))
% 7.12/7.31  (define @t1149 () (/ 70659865038523909 1000000000000000000))
% 7.12/7.31  (define @t1150 () (- @t1149))
% 7.12/7.31  (define @t1151 () (* @t883 @t1150))
% 7.12/7.31  (define @t1152 () (/ 4620919424431477 500000000000000000))
% 7.12/7.31  (define @t1153 () (* @t911 @t1152))
% 7.12/7.31  (define @t1154 () (/ 4503776690169989 31250000000000000))
% 7.12/7.31  (define @t1155 () (* @t940 @t1154))
% 7.12/7.31  (define @t1156 () (/ 48165901753140727 1000000000000000000))
% 7.12/7.31  (define @t1157 () (* @t968 @t1156))
% 7.12/7.31  (define @t1158 () (/ 14093186926301529 500000000000000000))
% 7.12/7.31  (define @t1159 () (* @t996 @t1158))
% 7.12/7.31  (define @t1160 () (+ @t1159 (+ @t1157 (+ @t1155 (+ @t1153 (+ @t1151 (+ @t1148 (+ @t1145 (+ @t1143 (+ @t1140 (+ @t1137 (+ @t1135 (+ @t1132 (+ @t1129 (+ @t1126 (+ @t1123 (+ @t1120 (+ @t1117 (+ @t1115 (+ @t1113 (+ @t1111 (+ @t1109 (+ @t1106 (+ @t1104 (+ @t1102 (+ @t1100 (+ @t1097 (+ @t1095 (+ @t1092 (+ @t1090 (+ @t1088 (+ @t1086 (+ @t1083 @t1081)))))))))))))))))))))))))))))))))
% 7.12/7.31  (define @t1161 () (= |tptp.'Y_2'| @t1160))
% 7.12/7.31  (define @t1162 () (@var "X" Real))
% 7.12/7.31  (define @t1163 () (@var "Y" Real))
% 7.12/7.31  (define @t1164 () (tptp.max @t1162 @t1163))
% 7.12/7.31  (define @t1165 () (= @t1164 @t1162))
% 7.12/7.31  (define @t1166 () (< @t1162 @t1163))
% 7.12/7.31  (define @t1167 () (not @t1166))
% 7.12/7.31  (define @t1168 () (=> @t1167 @t1165))
% 7.12/7.31  (define @t1169 () (= @t1164 @t1163))
% 7.12/7.31  (define @t1170 () (=> @t1166 @t1169))
% 7.12/7.31  (define @t1171 () (and @t1170 @t1168))
% 7.12/7.31  (define @t1172 () (@list @t1162 @t1163))
% 7.12/7.31  (define @t1173 () (forall @t1172 @t1171))
% 7.12/7.31  (define @t1174 () (* -1/1 |tptp.'X_0'|))
% 7.12/7.31  (define @t1175 () (>= |tptp.'X_0'| 77948406711271/500000000000000))
% 7.12/7.31  (define @t1176 () (* -1/1 @t1))
% 7.12/7.31  (define @t1177 () (* -1/1 |tptp.'X_1'|))
% 7.12/7.31  (define @t1178 () (>= |tptp.'X_1'| 28208246471129/500000000000000))
% 7.12/7.31  (define @t1179 () (* -1/1 @t9))
% 7.12/7.31  (define @t1180 () (* -1/1 |tptp.'X_2'|))
% 7.12/7.31  (define @t1181 () (>= |tptp.'X_2'| 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t1182 () (* -1/1 @t16))
% 7.12/7.31  (define @t1183 () (* -1/1 |tptp.'X_3'|))
% 7.12/7.31  (define @t1184 () (>= @t1183 -124946062009259/250000000000000))
% 7.12/7.31  (define @t1185 () (>= 124946062009259/250000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1186 () (* -1/1 |tptp.'X_4'|))
% 7.12/7.31  (define @t1187 () (>= |tptp.'X_4'| 345103843238191/1000000000000000))
% 7.12/7.31  (define @t1188 () (* -1/1 345103843238191/1000000000000000))
% 7.12/7.31  (define @t1189 () (* -1/1 @t30))
% 7.12/7.31  (define @t1190 () (* -1/1 |tptp.'X_5'|))
% 7.12/7.31  (define @t1191 () (>= |tptp.'X_5'| 42908722363159/1000000000000000))
% 7.12/7.31  (define @t1192 () (* -1/1 42908722363159/1000000000000000))
% 7.12/7.31  (define @t1193 () (* -1/1 @t37))
% 7.12/7.31  (define @t1194 () (* -1/1 |tptp.'X_6'|))
% 7.12/7.31  (define @t1195 () (>= |tptp.'X_6'| 998829251495207/1000000000000000))
% 7.12/7.31  (define @t1196 () (* -1/1 998829251495207/1000000000000000))
% 7.12/7.31  (define @t1197 () (* -1/1 @t44))
% 7.12/7.31  (define @t1198 () (* -1/1 |tptp.'X_7'|))
% 7.12/7.31  (define @t1199 () (>= |tptp.'X_7'| 246021624936389/500000000000000))
% 7.12/7.31  (define @t1200 () (* -1/1 246021624936389/500000000000000))
% 7.12/7.31  (define @t1201 () (* -1/1 @t50))
% 7.12/7.31  (define @t1202 () (* -1/1 |tptp.'X_8'|))
% 7.12/7.31  (define @t1203 () (>= |tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.31  (define @t1204 () (* -1/1 19431380448199/500000000000000))
% 7.12/7.31  (define @t1205 () (* -1/1 @t57))
% 7.12/7.31  (define @t1206 () (= @t1162 @t1164))
% 7.12/7.31  (define @t1207 () (+ @t1162 (* -1/1 @t1163)))
% 7.12/7.31  (define @t1208 () (>= @t1207 0/1))
% 7.12/7.31  (define @t1209 () (not @t1208))
% 7.12/7.31  (define @t1210 () (or @t1209 @t1206))
% 7.12/7.31  (define @t1211 () (forall @t1172 @t1210))
% 7.12/7.31  (define @t1212 () (@list @t1162 @t1163))
% 7.12/7.31  (define @t1213 () (@var "BOUND_VARIABLE_11553" Real))
% 7.12/7.31  (define @t1214 () (@var "BOUND_VARIABLE_11550" Real))
% 7.12/7.31  (define @t1215 () (= @t1163 @t1164))
% 7.12/7.31  (define @t1216 () (or @t1208 @t1215))
% 7.12/7.31  (define @t1217 () (forall @t1172 @t1216))
% 7.12/7.31  (define @t1218 () (@var "BOUND_VARIABLE_11539" Real))
% 7.12/7.31  (define @t1219 () (@var "BOUND_VARIABLE_11536" Real))
% 7.12/7.31  (define @t1220 () (and @t1217 @t1211))
% 7.12/7.31  (define @t1221 () (and (=> @t1209 @t1215) (=> @t1208 @t1206)))
% 7.12/7.31  (define @t1222 () (>= @t1162 @t1163))
% 7.12/7.31  (define @t1223 () (* -219790524805509563/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1224 () (* -302111967118618541/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1225 () (* -114421945285064997/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1226 () (* -120319623004474657/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1227 () (* -8755817146637979/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1228 () (* -725795111797361/10000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1229 () (* 215714109924082409/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1230 () (* -125854752987253127/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1231 () (* -222922230078116679/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1232 () (+ -65256965673693057/200000000000000000 @t1231 @t1230 @t1229 @t1228 @t1227 @t1226 @t1225 @t1224 @t1223))
% 7.12/7.31  (define @t1233 () (tptp.max @t1232 0/1))
% 7.12/7.31  (define @t1234 () (= @t1233 0/1))
% 7.12/7.31  (define @t1235 () (= 0/1 @t1233))
% 7.12/7.31  (define @t1236 () (+ @t1198 (* -251709505974506254/222922230078116679 |tptp.'X_8'|) (* 215714109924082409/222922230078116679 |tptp.'X_3'|) (* -72579511179736100/222922230078116679 |tptp.'X_0'|) (* -265327792322363/6755219093276263 |tptp.'X_4'|) (* -120319623004474657/222922230078116679 |tptp.'X_1'|) (* -38140648428354999/74307410026038893 |tptp.'X_2'|) (* -302111967118618541/222922230078116679 |tptp.'X_6'|) (* -219790524805509563/222922230078116679 |tptp.'X_5'|)))
% 7.12/7.31  (define @t1237 () (- @t1236 9887419041468645/6755219093276263))
% 7.12/7.31  (define @t1238 () (>= @t1236 9887419041468645/6755219093276263))
% 7.12/7.31  (define @t1239 () (+ @t1228 @t1226 @t1225 @t1229 @t1227 @t1223 @t1224 @t1231 @t1230 -65256965673693057/200000000000000000))
% 7.12/7.31  (define @t1240 () (* -1/1 0/1))
% 7.12/7.31  (define @t1241 () (+ @t1232 @t1240))
% 7.12/7.31  (define @t1242 () (>= @t1241 0/1))
% 7.12/7.31  (define @t1243 () (or @t1242 @t1235))
% 7.12/7.31  (define @t1244 () (forall (@list @t1219 @t1218) (or (>= (+ @t1219 (* -1/1 @t1218)) 0/1) (= @t1218 (tptp.max @t1219 @t1218)))))
% 7.12/7.31  (define @t1245 () (or @t1238 @t1234))
% 7.12/7.31  (define @t1246 () (@list false))
% 7.12/7.31  (define @t1247 () (@list @t1244))
% 7.12/7.31  (define @t1248 () (>= @t1174 -78948406711271/500000000000000))
% 7.12/7.31  (define @t1249 () (>= @t1186 -347103843238191/1000000000000000))
% 7.12/7.31  (define @t1250 () (>= 347103843238191/1000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1251 () (>= @t1202 -20431380448199/500000000000000))
% 7.12/7.31  (define @t1252 () (>= 20431380448199/500000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1253 () (* 1472286952276727/6250000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1254 () (* 22861443304975637/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1255 () (* -73305202165373687/500000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1256 () (* 56819368820123381/250000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1257 () (* -236920078172610987/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1258 () (* -3403368173179393/40000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1259 () (* -25088421047380127/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1260 () (* 4679166004694711/15625000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1261 () (* -131602174433329/6250000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1262 () (+ 10289172780368663/31250000000000000 @t1261 @t1260 @t1259 @t1258 @t1257 @t1256 @t1255 @t1254 @t1253))
% 7.12/7.31  (define @t1263 () (tptp.max @t1262 0/1))
% 7.12/7.31  (define @t1264 () (* 14093186926301529/500000000000000000 @t1263))
% 7.12/7.31  (define @t1265 () (* -1/1 @t992))
% 7.12/7.31  (define @t1266 () (* -1/1 @t987))
% 7.12/7.31  (define @t1267 () (* -1/1 @t984))
% 7.12/7.31  (define @t1268 () (* -1/1 @t981))
% 7.12/7.31  (define @t1269 () (* -1/1 @t974))
% 7.12/7.31  (define @t1270 () (+ @t971 @t973 @t976 @t978 @t980 @t983 @t986 @t989 @t991 @t994))
% 7.12/7.31  (define @t1271 () (* -50898095615417499/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1272 () (* -11810206645944557/100000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1273 () (* -1919325087984397/500000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1274 () (* 104635663199850487/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1275 () (* -15703643356854291/200000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1276 () (* 131301485190524703/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1277 () (* 216285547045041937/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1278 () (* 40879232100623969/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1279 () (* 2930013720214919/40000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1280 () (+ -139974431335130989/1000000000000000000 @t1279 @t1278 @t1277 @t1276 @t1275 @t1274 @t1273 @t1272 @t1271))
% 7.12/7.31  (define @t1281 () (tptp.max @t1280 0/1))
% 7.12/7.31  (define @t1282 () (* 48165901753140727/1000000000000000000 @t1281))
% 7.12/7.31  (define @t1283 () (* -1/1 @t960))
% 7.12/7.31  (define @t1284 () (* -1/1 @t955))
% 7.12/7.31  (define @t1285 () (* -1/1 @t952))
% 7.12/7.31  (define @t1286 () (* -1/1 @t949))
% 7.12/7.31  (define @t1287 () (* -1/1 @t943))
% 7.12/7.31  (define @t1288 () (+ @t944 @t946 @t948 @t951 @t954 @t957 @t959 @t962 @t964 @t966))
% 7.12/7.31  (define @t1289 () (* -19995998724101849/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1290 () (* -50459445689319427/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1291 () (* -60634341256404101/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1292 () (* -110606617906597343/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1293 () (* 22958266738014321/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1294 () (* 151966319200479649/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1295 () (* 2006879584176011/31250000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1296 () (* 193895523780232837/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1297 () (* 119693318874395799/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1298 () (+ -6300487456919801/250000000000000000 @t1297 @t1296 @t1295 @t1294 @t1293 @t1292 @t1291 @t1290 @t1289))
% 7.12/7.31  (define @t1299 () (tptp.max @t1298 0/1))
% 7.12/7.31  (define @t1300 () (* 4503776690169989/31250000000000000 @t1299))
% 7.12/7.31  (define @t1301 () (* -1/1 @t934))
% 7.12/7.31  (define @t1302 () (* -1/1 @t931))
% 7.12/7.31  (define @t1303 () (* -1/1 @t924))
% 7.12/7.31  (define @t1304 () (* -1/1 @t921))
% 7.12/7.31  (define @t1305 () (* -1/1 @t915))
% 7.12/7.31  (define @t1306 () (+ @t916 @t918 @t920 @t923 @t926 @t928 @t930 @t933 @t936 @t938))
% 7.12/7.31  (define @t1307 () (* 58211437012298639/200000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1308 () (* -225458440742216049/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1309 () (* -23470773195197539/100000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1310 () (* 71474693145737511/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1311 () (* 104291555117951157/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1312 () (* 201918035720349331/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1313 () (* -233331659063250207/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1314 () (* -44958615269729621/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1315 () (* 30067966240644789/100000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1316 () (+ 659040228661709/31250000000000000 @t1315 @t1314 @t1313 @t1312 @t1311 @t1310 @t1309 @t1308 @t1307))
% 7.12/7.31  (define @t1317 () (tptp.max @t1316 0/1))
% 7.12/7.31  (define @t1318 () (* 4620919424431477/500000000000000000 @t1317))
% 7.12/7.31  (define @t1319 () (* -1/1 @t903))
% 7.12/7.31  (define @t1320 () (* -1/1 @t900))
% 7.12/7.31  (define @t1321 () (* -1/1 @t893))
% 7.12/7.31  (define @t1322 () (* -1/1 @t888))
% 7.12/7.31  (define @t1323 () (+ @t887 @t890 @t892 @t895 @t897 @t899 @t902 @t905 @t907 @t909))
% 7.12/7.31  (define @t1324 () (* 27489860415485401/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1325 () (* 7155456684691279/25000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1326 () (* -1718098259490853/7812500000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1327 () (* -141304679292629271/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1328 () (* 11852498796069061/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1329 () (* -66907972173308239/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1330 () (* -139758046639439831/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1331 () (* 77711113069554999/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1332 () (* 17028321810148489/100000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1333 () (+ -28798393648900411/250000000000000000 @t1332 @t1331 @t1330 @t1329 @t1328 @t1327 @t1326 @t1325 @t1324))
% 7.12/7.31  (define @t1334 () (tptp.max @t1333 0/1))
% 7.12/7.31  (define @t1335 () (* -70659865038523909/1000000000000000000 @t1334))
% 7.12/7.31  (define @t1336 () (* -1/1 @t1149))
% 7.12/7.31  (define @t1337 () (* -1/1 @t879))
% 7.12/7.31  (define @t1338 () (* -1/1 @t876))
% 7.12/7.31  (define @t1339 () (* -1/1 @t873))
% 7.12/7.31  (define @t1340 () (* -1/1 @t870))
% 7.12/7.31  (define @t1341 () (* -1/1 @t858))
% 7.12/7.31  (define @t1342 () (+ @t859 @t861 @t863 @t865 @t867 @t869 @t872 @t875 @t878 @t881))
% 7.12/7.31  (define @t1343 () (* -122733889602263613/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1344 () (* 127617040954670663/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1345 () (* 108342209516613941/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1346 () (* -63029704424822863/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1347 () (* -123612277627873371/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1348 () (* -253268830840590653/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1349 () (* 11393961409695397/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1350 () (* 72361978741696767/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1351 () (* 36963348046827757/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1352 () (+ 40617613252518281/200000000000000000 @t1351 @t1350 @t1349 @t1348 @t1347 @t1346 @t1345 @t1344 @t1343))
% 7.12/7.31  (define @t1353 () (tptp.max @t1352 0/1))
% 7.12/7.31  (define @t1354 () (* -8366350840023101/1000000000000000000 @t1353))
% 7.12/7.31  (define @t1355 () (* -1/1 @t1146))
% 7.12/7.31  (define @t1356 () (* -1/1 @t851))
% 7.12/7.31  (define @t1357 () (* -1/1 @t848))
% 7.12/7.31  (define @t1358 () (* -1/1 @t841))
% 7.12/7.31  (define @t1359 () (* -1/1 @t838))
% 7.12/7.31  (define @t1360 () (+ @t831 @t833 @t835 @t837 @t840 @t843 @t845 @t847 @t850 @t853))
% 7.12/7.31  (define @t1361 () (* 49303003478437801/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1362 () (* 85121825281601643/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1363 () (* -257618085520195383/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1364 () (* -967212130880659/62500000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1365 () (* 154463982908279673/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1366 () (* -29837235166716547/250000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1367 () (* 266883445685118181/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1368 () (* -46691059958949621/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1369 () (* 269376706562944379/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1370 () (+ 70518497039688599/500000000000000000 @t1369 @t1368 @t1367 @t1366 @t1365 @t1364 @t1363 @t1362 @t1361))
% 7.12/7.31  (define @t1371 () (tptp.max @t1370 0/1))
% 7.12/7.31  (define @t1372 () (* 676912583273853/6250000000000000 @t1371))
% 7.12/7.31  (define @t1373 () (* -1/1 @t824))
% 7.12/7.31  (define @t1374 () (* -1/1 @t821))
% 7.12/7.31  (define @t1375 () (* -1/1 @t818))
% 7.12/7.31  (define @t1376 () (* -1/1 @t805))
% 7.12/7.31  (define @t1377 () (+ @t804 @t807 @t809 @t811 @t813 @t815 @t817 @t820 @t823 @t826))
% 7.12/7.31  (define @t1378 () (* 120282490489638627/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1379 () (* 3914825495680091/125000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1380 () (* 78554846238518217/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1381 () (* 69066291091121113/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1382 () (* -31434673366901533/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1383 () (* 181914050129224181/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1384 () (* 61695047722982649/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1385 () (* -2670342583011999/125000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1386 () (* 122790861074928287/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1387 () (+ 197320938824874503/1000000000000000000 @t1386 @t1385 @t1384 @t1383 @t1382 @t1381 @t1380 @t1379 @t1378))
% 7.12/7.31  (define @t1388 () (tptp.max @t1387 0/1))
% 7.12/7.31  (define @t1389 () (* -28847581835459013/200000000000000000 @t1388))
% 7.12/7.31  (define @t1390 () (* -1/1 @t1141))
% 7.12/7.31  (define @t1391 () (* -1/1 @t789))
% 7.12/7.31  (define @t1392 () (* -1/1 @t780))
% 7.12/7.31  (define @t1393 () (+ @t779 @t782 @t784 @t786 @t788 @t791 @t793 @t795 @t797 @t799))
% 7.12/7.31  (define @t1394 () (* -86823676506091907/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1395 () (* 176566057771695817/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1396 () (* 57512956056653519/500000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1397 () (* 30424318297032231/125000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1398 () (* -1777887554234463/40000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1399 () (* -49241791293073489/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1400 () (* 11823649405903247/200000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1401 () (* 78060224645663701/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1402 () (* 66095331637276919/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1403 () (+ 19422843769854953/500000000000000000 @t1402 @t1401 @t1400 @t1399 @t1398 @t1397 @t1396 @t1395 @t1394))
% 7.12/7.31  (define @t1404 () (tptp.max @t1403 0/1))
% 7.12/7.31  (define @t1405 () (* -109754285320271/62500000000000000 @t1404))
% 7.12/7.31  (define @t1406 () (* -1/1 @t1138))
% 7.12/7.31  (define @t1407 () (* -1/1 @t771))
% 7.12/7.31  (define @t1408 () (* -1/1 @t762))
% 7.12/7.31  (define @t1409 () (* -1/1 @t759))
% 7.12/7.31  (define @t1410 () (+ @t752 @t754 @t756 @t758 @t761 @t764 @t766 @t768 @t770 @t773))
% 7.12/7.31  (define @t1411 () (* 148239583660403601/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1412 () (* 199063337816699659/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1413 () (* 113291471700892099/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1414 () (* 3182162272030639/15625000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1415 () (* -5797069520164283/20000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1416 () (* -323129810216333357/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1417 () (* -50062479830326037/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1418 () (* -3624921822126171/12500000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1419 () (* -1701446019073527/25000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1420 () (+ -64859166636634213/1000000000000000000 @t1419 @t1418 @t1417 @t1416 @t1415 @t1414 @t1413 @t1412 @t1411))
% 7.12/7.31  (define @t1421 () (tptp.max @t1420 0/1))
% 7.12/7.31  (define @t1422 () (* 15167659366824987/250000000000000000 @t1421))
% 7.12/7.31  (define @t1423 () (* -1/1 @t744))
% 7.12/7.31  (define @t1424 () (* -1/1 @t737))
% 7.12/7.31  (define @t1425 () (* -1/1 @t734))
% 7.12/7.31  (define @t1426 () (* -1/1 @t727))
% 7.12/7.31  (define @t1427 () (* -1/1 @t724))
% 7.12/7.31  (define @t1428 () (* -1/1 @t722))
% 7.12/7.31  (define @t1429 () (+ @t723 @t726 @t729 @t731 @t733 @t736 @t739 @t741 @t743 @t746))
% 7.12/7.31  (define @t1430 () (* 86412134871391183/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1431 () (* -821012582886177/100000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1432 () (* 45818541816021463/200000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1433 () (* 64020673988189103/200000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1434 () (* 17256061748191559/100000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1435 () (* -101138320969167639/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1436 () (* 25088857058677791/250000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1437 () (* -49633304044341943/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1438 () (* 39853645684639269/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1439 () (+ -39801585322673097/125000000000000000 @t1438 @t1437 @t1436 @t1435 @t1434 @t1433 @t1432 @t1431 @t1430))
% 7.12/7.31  (define @t1440 () (tptp.max @t1439 0/1))
% 7.12/7.31  (define @t1441 () (* -6876213400862623/40000000000000000 @t1440))
% 7.12/7.31  (define @t1442 () (* -1/1 @t1133))
% 7.12/7.31  (define @t1443 () (* -1/1 @t715))
% 7.12/7.31  (define @t1444 () (* -1/1 @t702))
% 7.12/7.31  (define @t1445 () (* -1/1 @t697))
% 7.12/7.31  (define @t1446 () (* -1/1 @t695))
% 7.12/7.31  (define @t1447 () (+ @t696 @t699 @t701 @t704 @t706 @t708 @t710 @t712 @t714 @t717))
% 7.12/7.31  (define @t1448 () (* 17670384440863407/200000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1449 () (* -2074613564753593/12500000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1450 () (* -68844059775948763/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1451 () (* -3694248392795757/25000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1452 () (* -62300943240014739/200000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1453 () (* 175819166464083299/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1454 () (* -188063081708857771/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1455 () (* 243917224520820819/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1456 () (* -139144677747215173/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1457 () (+ -47620091562705691/1000000000000000000 @t1456 @t1455 @t1454 @t1453 @t1452 @t1451 @t1450 @t1449 @t1448))
% 7.12/7.31  (define @t1458 () (tptp.max @t1457 0/1))
% 7.12/7.31  (define @t1459 () (* -166703466294858271/1000000000000000000 @t1458))
% 7.12/7.31  (define @t1460 () (* -1/1 @t1130))
% 7.12/7.31  (define @t1461 () (* -1/1 @t686))
% 7.12/7.31  (define @t1462 () (* -1/1 @t683))
% 7.12/7.31  (define @t1463 () (* -1/1 @t680))
% 7.12/7.31  (define @t1464 () (* -1/1 @t677))
% 7.12/7.31  (define @t1465 () (* -1/1 @t672))
% 7.12/7.31  (define @t1466 () (* -1/1 @t669))
% 7.12/7.31  (define @t1467 () (* -1/1 @t665))
% 7.12/7.31  (define @t1468 () (+ @t666 @t668 @t671 @t674 @t676 @t679 @t682 @t685 @t688 @t690))
% 7.12/7.31  (define @t1469 () (* 71940854274571961/250000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1470 () (* 19804317916209957/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1471 () (* -31263983891516639/200000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1472 () (* -47309268195260157/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1473 () (* 181343578932227689/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1474 () (* -63066240970041021/200000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1475 () (* 157061113569582883/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1476 () (* -170962160039119043/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1477 () (* 51467992545904201/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1478 () (+ -9879559794252879/50000000000000000 @t1477 @t1476 @t1475 @t1474 @t1473 @t1472 @t1471 @t1470 @t1469))
% 7.12/7.31  (define @t1479 () (tptp.max @t1478 0/1))
% 7.12/7.31  (define @t1480 () (* -476123197912763/3125000000000000 @t1479))
% 7.12/7.31  (define @t1481 () (* -1/1 @t1127))
% 7.12/7.31  (define @t1482 () (* -1/1 @t657))
% 7.12/7.31  (define @t1483 () (* -1/1 @t654))
% 7.12/7.31  (define @t1484 () (* -1/1 @t651))
% 7.12/7.31  (define @t1485 () (* -1/1 @t638))
% 7.12/7.31  (define @t1486 () (* -1/1 @t636))
% 7.12/7.31  (define @t1487 () (+ @t637 @t640 @t642 @t644 @t646 @t648 @t650 @t653 @t656 @t659))
% 7.12/7.31  (define @t1488 () (* -32001372216645299/250000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1489 () (* -24245264423504831/250000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1490 () (* 78077834476293087/250000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1491 () (* -7336050052662707/100000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1492 () (* 75581470319119201/250000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1493 () (* 38398130162440619/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1494 () (* -63515519268065801/200000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1495 () (* 56664564073189247/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1496 () (* -33312152788765037/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1497 () (+ 485178668886091/3906250000000000 @t1496 @t1495 @t1494 @t1493 @t1492 @t1491 @t1490 @t1489 @t1488))
% 7.12/7.31  (define @t1498 () (tptp.max @t1497 0/1))
% 7.12/7.31  (define @t1499 () (* -90176877137669503/1000000000000000000 @t1498))
% 7.12/7.31  (define @t1500 () (* -1/1 @t1124))
% 7.12/7.31  (define @t1501 () (* -1/1 @t627))
% 7.12/7.31  (define @t1502 () (* -1/1 @t622))
% 7.12/7.31  (define @t1503 () (* -1/1 @t617))
% 7.12/7.31  (define @t1504 () (* -1/1 @t614))
% 7.12/7.31  (define @t1505 () (* -1/1 @t611))
% 7.12/7.31  (define @t1506 () (+ @t608 @t610 @t613 @t616 @t619 @t621 @t624 @t626 @t629 @t631))
% 7.12/7.31  (define @t1507 () (* -277167547039640971/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1508 () (* 74640267214895223/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1509 () (* 10490438428503357/200000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1510 () (* 123756059054050821/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1511 () (* 27246717601891707/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1512 () (* 265775077062823717/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1513 () (* 2814471274279473/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1514 () (* 100933854309073673/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1515 () (* 75229337876161137/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1516 () (+ -1124872966899651/50000000000000000 @t1515 @t1514 @t1513 @t1512 @t1511 @t1510 @t1509 @t1508 @t1507))
% 7.12/7.31  (define @t1517 () (tptp.max @t1516 0/1))
% 7.12/7.31  (define @t1518 () (* -10516744227693081/500000000000000000 @t1517))
% 7.12/7.31  (define @t1519 () (* -1/1 @t1121))
% 7.12/7.31  (define @t1520 () (* -1/1 @t591))
% 7.12/7.31  (define @t1521 () (* -1/1 @t583))
% 7.12/7.31  (define @t1522 () (+ @t584 @t586 @t588 @t590 @t593 @t595 @t597 @t599 @t601 @t603))
% 7.12/7.31  (define @t1523 () (* 329771718125498159/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1524 () (* -77929763794931661/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1525 () (* -99435113324590901/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1526 () (* 102357503964082469/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1527 () (* -147611930043982709/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1528 () (* 3058211589255333/50000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1529 () (* -18769161526647371/250000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1530 () (* 21321073233412191/200000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1531 () (* 158305623398400153/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1532 () (+ 227482560218186969/1000000000000000000 @t1531 @t1530 @t1529 @t1528 @t1527 @t1526 @t1525 @t1524 @t1523))
% 7.12/7.31  (define @t1533 () (tptp.max @t1532 0/1))
% 7.12/7.31  (define @t1534 () (* -176679172968433801/1000000000000000000 @t1533))
% 7.12/7.31  (define @t1535 () (* -1/1 @t1118))
% 7.12/7.31  (define @t1536 () (* -1/1 @t572))
% 7.12/7.31  (define @t1537 () (* -1/1 @t569))
% 7.12/7.31  (define @t1538 () (* -1/1 @t566))
% 7.12/7.31  (define @t1539 () (* -1/1 @t561))
% 7.12/7.31  (define @t1540 () (+ @t556 @t558 @t560 @t563 @t565 @t568 @t571 @t574 @t576 @t578))
% 7.12/7.31  (define @t1541 () (* -215702653361375507/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1542 () (* 226017336583560879/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1543 () (* 15413236401603803/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1544 () (* 26323468726422633/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1545 () (* -121216575464961451/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1546 () (* -23091615677890899/250000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1547 () (* 113228661403501463/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1548 () (* -153884283011576001/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1549 () (* -110066180697295679/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1550 () (+ 320006108957572477/1000000000000000000 @t1549 @t1548 @t1547 @t1546 @t1545 @t1544 @t1543 @t1542 @t1541))
% 7.12/7.31  (define @t1551 () (tptp.max @t1550 0/1))
% 7.12/7.31  (define @t1552 () (* 6590996699374043/125000000000000000 @t1551))
% 7.12/7.31  (define @t1553 () (* -1/1 @t549))
% 7.12/7.31  (define @t1554 () (* -1/1 @t540))
% 7.12/7.31  (define @t1555 () (* -1/1 @t537))
% 7.12/7.31  (define @t1556 () (* -1/1 @t532))
% 7.12/7.31  (define @t1557 () (* -1/1 @t529))
% 7.12/7.31  (define @t1558 () (+ @t528 @t531 @t534 @t536 @t539 @t542 @t544 @t546 @t548 @t551))
% 7.12/7.31  (define @t1559 () (* 127554794129055987/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1560 () (* -20887267730994953/250000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1561 () (* 19473623430183329/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1562 () (* 15646502740849/4000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1563 () (* -39148977778318633/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1564 () (* -113383290266732731/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1565 () (* 108193307004450817/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1566 () (* -121806846987301737/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1567 () (* -28443415630746767/125000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1568 () (+ -36716469487801523/125000000000000000 @t1567 @t1566 @t1565 @t1564 @t1563 @t1562 @t1561 @t1560 @t1559))
% 7.12/7.31  (define @t1569 () (tptp.max @t1568 0/1))
% 7.12/7.31  (define @t1570 () (* 2711450368763077/20000000000000000 @t1569))
% 7.12/7.31  (define @t1571 () (* -1/1 @t520))
% 7.12/7.31  (define @t1572 () (* -1/1 @t511))
% 7.12/7.31  (define @t1573 () (* -1/1 @t506))
% 7.12/7.31  (define @t1574 () (* -1/1 @t503))
% 7.12/7.31  (define @t1575 () (* -1/1 @t500))
% 7.12/7.31  (define @t1576 () (* -1/1 @t498))
% 7.12/7.31  (define @t1577 () (+ @t499 @t502 @t505 @t508 @t510 @t513 @t515 @t517 @t519 @t522))
% 7.12/7.31  (define @t1578 () (* 14805861924911623/100000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1579 () (* -269308449436302999/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1580 () (* 43163242413355743/250000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1581 () (* -3548741081174861/100000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1582 () (* -28500025351721081/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1583 () (* 33570394158362299/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1584 () (* -232922512162567/2500000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1585 () (* -6322418475138869/200000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1586 () (* -224045703414196051/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1587 () (+ -95244549111434207/500000000000000000 @t1586 @t1585 @t1584 @t1583 @t1582 @t1581 @t1580 @t1579 @t1578))
% 7.12/7.31  (define @t1588 () (tptp.max @t1587 0/1))
% 7.12/7.31  (define @t1589 () (* 52852662371198969/500000000000000000 @t1588))
% 7.12/7.31  (define @t1590 () (* -1/1 @t488))
% 7.12/7.31  (define @t1591 () (* -1/1 @t483))
% 7.12/7.31  (define @t1592 () (* -1/1 @t480))
% 7.12/7.31  (define @t1593 () (* -1/1 @t475))
% 7.12/7.31  (define @t1594 () (* -1/1 @t472))
% 7.12/7.31  (define @t1595 () (* -1/1 @t469))
% 7.12/7.31  (define @t1596 () (* -1/1 @t467))
% 7.12/7.31  (define @t1597 () (+ @t468 @t471 @t474 @t477 @t479 @t482 @t485 @t487 @t490 @t492))
% 7.12/7.31  (define @t1598 () (* 81789223806502359/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1599 () (* -9937147151158901/50000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1600 () (* 218690372500649099/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1601 () (* -288438029698781/15625000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1602 () (* 31827459060112251/250000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1603 () (* -141585577900384979/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1604 () (* 17760937471124099/62500000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1605 () (* -267960016746490171/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1606 () (* -39657216442085759/125000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1607 () (+ 72700159991135757/250000000000000000 @t1606 @t1605 @t1604 @t1603 @t1602 @t1601 @t1600 @t1599 @t1598))
% 7.12/7.31  (define @t1608 () (tptp.max @t1607 0/1))
% 7.12/7.31  (define @t1609 () (* 51486515265045107/1000000000000000000 @t1608))
% 7.12/7.31  (define @t1610 () (* -1/1 @t460))
% 7.12/7.31  (define @t1611 () (* -1/1 @t457))
% 7.12/7.31  (define @t1612 () (* -1/1 @t446))
% 7.12/7.31  (define @t1613 () (* -1/1 @t443))
% 7.12/7.31  (define @t1614 () (* -1/1 @t440))
% 7.12/7.31  (define @t1615 () (+ @t439 @t442 @t445 @t448 @t450 @t452 @t454 @t456 @t459 @t462))
% 7.12/7.31  (define @t1616 () (* -31404566017481289/1000000000000000000 @t1233))
% 7.12/7.31  (define @t1617 () (* -1/1 @t1107))
% 7.12/7.31  (define @t1618 () (* -1/1 @t432))
% 7.12/7.31  (define @t1619 () (* -1/1 @t429))
% 7.12/7.31  (define @t1620 () (* -1/1 @t426))
% 7.12/7.31  (define @t1621 () (* -1/1 @t421))
% 7.12/7.31  (define @t1622 () (* -1/1 @t418))
% 7.12/7.31  (define @t1623 () (* -1/1 @t415))
% 7.12/7.31  (define @t1624 () (* -1/1 @t412))
% 7.12/7.31  (define @t1625 () (* -1/1 @t409))
% 7.12/7.31  (define @t1626 () (* -1/1 @t407))
% 7.12/7.31  (define @t1627 () (+ @t408 @t411 @t414 @t417 @t420 @t423 @t425 @t428 @t431 @t434))
% 7.12/7.31  (define @t1628 () (* -1002416818340931/20000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1629 () (* -267050073103187069/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1630 () (* 17074992645697451/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1631 () (* 13178955856179897/125000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1632 () (* -42933026550501019/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1633 () (* 111755904726030003/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1634 () (* -34351350868780717/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1635 () (* 169917993562293479/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1636 () (* -305230848586137749/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1637 () (+ 242389984971433103/1000000000000000000 @t1636 @t1635 @t1634 @t1633 @t1632 @t1631 @t1630 @t1629 @t1628))
% 7.12/7.31  (define @t1638 () (tptp.max @t1637 0/1))
% 7.12/7.31  (define @t1639 () (* 5326168000353567/125000000000000000 @t1638))
% 7.12/7.31  (define @t1640 () (* -1/1 @t394))
% 7.12/7.31  (define @t1641 () (* -1/1 @t391))
% 7.12/7.31  (define @t1642 () (* -1/1 @t388))
% 7.12/7.31  (define @t1643 () (* -1/1 @t385))
% 7.12/7.31  (define @t1644 () (* -1/1 @t382))
% 7.12/7.31  (define @t1645 () (+ @t379 @t381 @t384 @t387 @t390 @t393 @t396 @t398 @t400 @t402))
% 7.12/7.31  (define @t1646 () (* -37281532478479179/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1647 () (* 15135125267953773/62500000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1648 () (* -17343143105306949/250000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1649 () (* -261902473627182053/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1650 () (* -139733912999952581/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1651 () (* 143380167173043749/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1652 () (* -9762913086169403/100000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1653 () (* -12292824312773179/50000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1654 () (* 16184849239316637/250000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1655 () (+ -943312923250491/7812500000000000 @t1654 @t1653 @t1652 @t1651 @t1650 @t1649 @t1648 @t1647 @t1646))
% 7.12/7.31  (define @t1656 () (tptp.max @t1655 0/1))
% 7.12/7.31  (define @t1657 () (* 45186478342727487/1000000000000000000 @t1656))
% 7.12/7.31  (define @t1658 () (* -1/1 @t370))
% 7.12/7.31  (define @t1659 () (* -1/1 @t367))
% 7.12/7.31  (define @t1660 () (* -1/1 @t364))
% 7.12/7.31  (define @t1661 () (* -1/1 @t361))
% 7.12/7.31  (define @t1662 () (* -1/1 @t358))
% 7.12/7.31  (define @t1663 () (* -1/1 @t351))
% 7.12/7.31  (define @t1664 () (* -1/1 @t349))
% 7.12/7.31  (define @t1665 () (+ @t350 @t353 @t355 @t357 @t360 @t363 @t366 @t369 @t372 @t374))
% 7.12/7.31  (define @t1666 () (* -11609221525794211/200000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1667 () (* -130452513658201541/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1668 () (* -66447436234314719/250000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1669 () (* 48196537032440187/250000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1670 () (* 11584631973088097/50000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1671 () (* -271806868921937173/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1672 () (* 305951947524789991/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1673 () (* -29895150406666439/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1674 () (* 140278727566981731/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1675 () (+ -25399765408133701/100000000000000000 @t1674 @t1673 @t1672 @t1671 @t1670 @t1669 @t1668 @t1667 @t1666))
% 7.12/7.31  (define @t1676 () (tptp.max @t1675 0/1))
% 7.12/7.31  (define @t1677 () (* 11549376491247307/500000000000000000 @t1676))
% 7.12/7.31  (define @t1678 () (* -1/1 @t341))
% 7.12/7.31  (define @t1679 () (* -1/1 @t336))
% 7.12/7.31  (define @t1680 () (* -1/1 @t329))
% 7.12/7.31  (define @t1681 () (* -1/1 @t326))
% 7.12/7.31  (define @t1682 () (* -1/1 @t321))
% 7.12/7.31  (define @t1683 () (* -1/1 @t319))
% 7.12/7.31  (define @t1684 () (+ @t320 @t323 @t325 @t328 @t331 @t333 @t335 @t338 @t340 @t343))
% 7.12/7.31  (define @t1685 () (* -33683746247075999/250000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1686 () (* 465843518883857/4000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1687 () (* 54067985636680993/200000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1688 () (* -39408283552216039/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1689 () (* -331345024402933341/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1690 () (* -36107188516021227/200000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1691 () (* 41863627883613877/250000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1692 () (* 23771975478321161/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1693 () (* -144470064460194003/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1694 () (+ 119256284613703689/1000000000000000000 @t1693 @t1692 @t1691 @t1690 @t1689 @t1688 @t1687 @t1686 @t1685))
% 7.12/7.31  (define @t1695 () (tptp.max @t1694 0/1))
% 7.12/7.31  (define @t1696 () (* -2664567414258261/62500000000000000 @t1695))
% 7.12/7.31  (define @t1697 () (* -1/1 @t1098))
% 7.12/7.31  (define @t1698 () (* -1/1 @t312))
% 7.12/7.31  (define @t1699 () (* -1/1 @t309))
% 7.12/7.31  (define @t1700 () (* -1/1 @t302))
% 7.12/7.31  (define @t1701 () (* -1/1 @t299))
% 7.12/7.31  (define @t1702 () (* -1/1 @t294))
% 7.12/7.31  (define @t1703 () (+ @t291 @t293 @t296 @t298 @t301 @t304 @t306 @t308 @t311 @t314))
% 7.12/7.31  (define @t1704 () (* 19636026801617669/125000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1705 () (* 3658566922632521/125000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1706 () (* -299189374278061193/1000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1707 () (* 38875598094522651/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1708 () (* 65663949606431793/200000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1709 () (* 28668083998294229/125000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1710 () (* -15753950453246221/250000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1711 () (* 36078256551725793/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1712 () (* 34332077093231321/125000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1713 () (+ -76488406458863623/1000000000000000000 @t1712 @t1711 @t1710 @t1709 @t1708 @t1707 @t1706 @t1705 @t1704))
% 7.12/7.31  (define @t1714 () (tptp.max @t1713 0/1))
% 7.12/7.31  (define @t1715 () (* 5751180889131563/200000000000000000 @t1714))
% 7.12/7.31  (define @t1716 () (* -1/1 @t279))
% 7.12/7.31  (define @t1717 () (* -1/1 @t276))
% 7.12/7.31  (define @t1718 () (* -1/1 @t264))
% 7.12/7.31  (define @t1719 () (+ @t265 @t267 @t269 @t271 @t273 @t275 @t278 @t281 @t283 @t285))
% 7.12/7.31  (define @t1720 () (* 1146246847366863/40000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1721 () (* 96331746773274329/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1722 () (* 5458341403079503/100000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1723 () (* 250267751274626249/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1724 () (* -10146514051700473/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1725 () (* -147614560501472619/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1726 () (* -316841801114587041/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1727 () (* 99029964077058219/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1728 () (* -2073599181480723/200000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1729 () (+ 23009073028369359/100000000000000000 @t1728 @t1727 @t1726 @t1725 @t1724 @t1723 @t1722 @t1721 @t1720))
% 7.12/7.31  (define @t1730 () (tptp.max @t1729 0/1))
% 7.12/7.31  (define @t1731 () (* -23867062453560231/200000000000000000 @t1730))
% 7.12/7.31  (define @t1732 () (* -1/1 @t1093))
% 7.12/7.31  (define @t1733 () (* -1/1 @t256))
% 7.12/7.31  (define @t1734 () (* -1/1 @t249))
% 7.12/7.31  (define @t1735 () (* -1/1 @t246))
% 7.12/7.31  (define @t1736 () (* -1/1 @t239))
% 7.12/7.31  (define @t1737 () (+ @t236 @t238 @t241 @t243 @t245 @t248 @t251 @t253 @t255 @t258))
% 7.12/7.31  (define @t1738 () (* 20265221646029813/500000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1739 () (* 76347447009154579/1000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1740 () (* -12442402077608633/125000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1741 () (* -318461633220060603/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1742 () (* 315147523984193823/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1743 () (* -12077127344655353/500000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1744 () (* -269059058694451791/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1745 () (* 291049624306576049/1000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1746 () (* -147734037206016217/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1747 () (+ 4309656814053317/50000000000000000 @t1746 @t1745 @t1744 @t1743 @t1742 @t1741 @t1740 @t1739 @t1738))
% 7.12/7.31  (define @t1748 () (tptp.max @t1747 0/1))
% 7.12/7.31  (define @t1749 () (* 66694870286236413/1000000000000000000 @t1748))
% 7.12/7.31  (define @t1750 () (* -1/1 @t228))
% 7.12/7.31  (define @t1751 () (* -1/1 @t225))
% 7.12/7.31  (define @t1752 () (* -1/1 @t222))
% 7.12/7.31  (define @t1753 () (* -1/1 @t219))
% 7.12/7.31  (define @t1754 () (* -1/1 @t210))
% 7.12/7.31  (define @t1755 () (+ @t207 @t209 @t212 @t214 @t216 @t218 @t221 @t224 @t227 @t230))
% 7.12/7.31  (define @t1756 () (* -2771060341276253/20000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1757 () (* -61905174331303339/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1758 () (* -2548901498770223/100000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1759 () (* 338290524026863/25000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1760 () (* -162908946127287457/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1761 () (* -14051233058011349/125000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1762 () (* 16175904387829093/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1763 () (* -8667091649458577/40000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1764 () (* -106047469523680049/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1765 () (+ -95959155784354933/1000000000000000000 @t1764 @t1763 @t1762 @t1761 @t1760 @t1759 @t1758 @t1757 @t1756))
% 7.12/7.31  (define @t1766 () (tptp.max @t1765 0/1))
% 7.12/7.31  (define @t1767 () (* 14763255248747831/1000000000000000000 @t1766))
% 7.12/7.31  (define @t1768 () (* -1/1 @t200))
% 7.12/7.31  (define @t1769 () (* -1/1 @t195))
% 7.12/7.31  (define @t1770 () (* -1/1 @t190))
% 7.12/7.31  (define @t1771 () (* -1/1 @t187))
% 7.12/7.31  (define @t1772 () (* -1/1 @t184))
% 7.12/7.31  (define @t1773 () (* -1/1 @t181))
% 7.12/7.31  (define @t1774 () (* -1/1 @t178))
% 7.12/7.31  (define @t1775 () (* -1/1 @t176))
% 7.12/7.31  (define @t1776 () (+ @t177 @t180 @t183 @t186 @t189 @t192 @t194 @t197 @t199 @t202))
% 7.12/7.31  (define @t1777 () (* -135710397401424709/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1778 () (* -30755508160556011/100000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1779 () (* 11717644049985959/500000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1780 () (* 37721085017676781/200000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1781 () (* 273942775226820479/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1782 () (* 175651345260155523/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1783 () (* 124240330127538351/500000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1784 () (* 5781248270739253/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1785 () (* 72362704259771621/500000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1786 () (+ 79719747766130833/1000000000000000000 @t1785 @t1784 @t1783 @t1782 @t1781 @t1780 @t1779 @t1778 @t1777))
% 7.12/7.31  (define @t1787 () (tptp.max @t1786 0/1))
% 7.12/7.31  (define @t1788 () (* 21757126160087549/250000000000000000 @t1787))
% 7.12/7.31  (define @t1789 () (* -1/1 @t158))
% 7.12/7.31  (define @t1790 () (* -1/1 @t155))
% 7.12/7.31  (define @t1791 () (+ @t150 @t152 @t154 @t157 @t160 @t162 @t164 @t166 @t168 @t170))
% 7.12/7.31  (define @t1792 () (* 49002112542609763/250000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1793 () (* -145757953775900173/500000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1794 () (* 98782770781122603/500000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1795 () (* -292547844235659493/1000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1796 () (* 325005835691322853/1000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1797 () (* 91009525495494847/1000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1798 () (* -95680712033663573/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1799 () (* -41179672380826017/250000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1800 () (* 194995070875606913/1000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1801 () (+ 2554624708767321/15625000000000000 @t1800 @t1799 @t1798 @t1797 @t1796 @t1795 @t1794 @t1793 @t1792))
% 7.12/7.31  (define @t1802 () (tptp.max @t1801 0/1))
% 7.12/7.31  (define @t1803 () (* -36046093439684901/500000000000000000 @t1802))
% 7.12/7.31  (define @t1804 () (* -1/1 @t1084))
% 7.12/7.31  (define @t1805 () (* -1/1 @t140))
% 7.12/7.31  (define @t1806 () (* -1/1 @t135))
% 7.12/7.31  (define @t1807 () (* -1/1 @t128))
% 7.12/7.31  (define @t1808 () (* -1/1 @t123))
% 7.12/7.31  (define @t1809 () (+ @t122 @t125 @t127 @t130 @t132 @t134 @t137 @t139 @t142 @t144))
% 7.12/7.31  (define @t1810 () (* -94488758575356713/1000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t1811 () (* -555130411042177/1953125000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t1812 () (* -3271723117594251/15625000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t1813 () (* 29605830998847421/500000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t1814 () (* -54308905626726259/500000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t1815 () (* -2782806568534843/50000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t1816 () (* -83248962597532949/1000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t1817 () (* 116137404603176647/500000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t1818 () (* 11557232899391387/50000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1819 () (+ -116075326504841009/500000000000000000 @t1818 @t1817 @t1816 @t1815 @t1814 @t1813 @t1812 @t1811 @t1810))
% 7.12/7.31  (define @t1820 () (tptp.max @t1819 0/1))
% 7.12/7.31  (define @t1821 () (* 2097734458237227/100000000000000000 @t1820))
% 7.12/7.31  (define @t1822 () (* -1/1 @t114))
% 7.12/7.31  (define @t1823 () (* -1/1 @t109))
% 7.12/7.31  (define @t1824 () (* -1/1 @t106))
% 7.12/7.31  (define @t1825 () (* -1/1 @t103))
% 7.12/7.31  (define @t1826 () (* -1/1 @t100))
% 7.12/7.31  (define @t1827 () (* -1/1 @t97))
% 7.12/7.31  (define @t1828 () (* -1/1 @t91))
% 7.12/7.31  (define @t1829 () (+ @t92 @t94 @t96 @t99 @t102 @t105 @t108 @t111 @t113 @t116))
% 7.12/7.31  (define @t1830 () (+ @t1081 @t1083 @t1086 @t1088 @t1090 @t1092 @t1095 @t1097 @t1100 @t1102 @t1104 @t1106 @t1109 @t1111 @t1113 @t1115 @t1117 @t1120 @t1123 @t1126 @t1129 @t1132 @t1135 @t1137 @t1140 @t1143 @t1145 @t1148 @t1151 @t1153 @t1155 @t1157 @t1159))
% 7.12/7.31  (define @t1831 () (* 1472286952276727/131602174433329 |tptp.'X_5'|))
% 7.12/7.31  (define @t1832 () (* 22861443304975637/10528173954666320 |tptp.'X_6'|))
% 7.12/7.31  (define @t1833 () (* -73305202165373687/10528173954666320 |tptp.'X_2'|))
% 7.12/7.31  (define @t1834 () (* 56819368820123381/5264086977333160 |tptp.'X_1'|))
% 7.12/7.31  (define @t1835 () (* -236920078172610987/21056347909332640 |tptp.'X_4'|))
% 7.12/7.31  (define @t1836 () (* -17016840865896965/4211269581866528 |tptp.'X_0'|))
% 7.12/7.31  (define @t1837 () (* -25088421047380127/21056347909332640 |tptp.'X_3'|))
% 7.12/7.31  (define @t1838 () (* 9358332009389422/658010872166645 |tptp.'X_8'|))
% 7.12/7.31  (define @t1839 () (+ 10289172780368663/658010872166645 @t1838 @t1837 @t1836 @t1835 @t1834 @t1833 @t1832 @t1831 (* -6250000000000000/131602174433329 @t1263)))
% 7.12/7.31  (define @t1840 () (- |tptp.'X_7'| @t1839))
% 7.12/7.31  (define @t1841 () (= |tptp.'X_7'| @t1839))
% 7.12/7.31  (define @t1842 () (= @t1262 @t1263))
% 7.12/7.31  (define @t1843 () (+ @t1198 @t1838 @t1837 @t1836 @t1835 @t1834 @t1833 @t1832 @t1831))
% 7.12/7.31  (define @t1844 () (- @t1843 -10289172780368663/658010872166645))
% 7.12/7.31  (define @t1845 () (>= @t1843 -10289172780368663/658010872166645))
% 7.12/7.31  (define @t1846 () (+ @t1258 @t1256 @t1255 @t1259 @t1257 @t1253 @t1254 @t1261 @t1260 10289172780368663/31250000000000000))
% 7.12/7.31  (define @t1847 () (+ @t1262 @t1240))
% 7.12/7.31  (define @t1848 () (>= @t1847 0/1))
% 7.12/7.31  (define @t1849 () (not @t1848))
% 7.12/7.31  (define @t1850 () (or @t1849 @t1842))
% 7.12/7.31  (define @t1851 () (forall (@list @t1214 @t1213) (or (not (>= (+ @t1214 (* -1/1 @t1213)) 0/1)) (= @t1214 (tptp.max @t1214 @t1213)))))
% 7.12/7.31  (define @t1852 () (not @t1845))
% 7.12/7.31  (define @t1853 () (or @t1852 @t1841))
% 7.12/7.31  (define @t1854 () (@list @t1851))
% 7.12/7.31  (define @t1855 () (>= @t1198 -247021624936389/500000000000000))
% 7.12/7.31  (define @t1856 () (>= 247021624936389/500000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t1857 () (>= @t1180 -5079381401531/1000000000000000))
% 7.12/7.31  (define @t1858 () (not @t1203))
% 7.12/7.31  (define @t1859 () (not @t1855))
% 7.12/7.31  (define @t1860 () (not @t1195))
% 7.12/7.31  (define @t1861 () (not @t1191))
% 7.12/7.31  (define @t1862 () (not @t1249))
% 7.12/7.31  (define @t1863 () (not @t1184))
% 7.12/7.31  (define @t1864 () (not @t1857))
% 7.12/7.31  (define @t1865 () (not @t1178))
% 7.12/7.31  (define @t1866 () (not @t1248))
% 7.12/7.31  (define @t1867 () (<= |tptp.'X_7'| 247021624936389/500000000000000))
% 7.12/7.31  (define @t1868 () (not true))
% 7.12/7.31  (define @t1869 () (* -1/1 10289172780368663/658010872166645))
% 7.12/7.31  (define @t1870 () (* -9358332009389422/658010872166645 19431380448199/500000000000000))
% 7.12/7.31  (define @t1871 () (* 25088421047380127/21056347909332640 124946062009259/250000000000000))
% 7.12/7.31  (define @t1872 () (* 17016840865896965/4211269581866528 78948406711271/500000000000000))
% 7.12/7.31  (define @t1873 () (* 236920078172610987/21056347909332640 347103843238191/1000000000000000))
% 7.12/7.31  (define @t1874 () (* -56819368820123381/5264086977333160 28208246471129/500000000000000))
% 7.12/7.31  (define @t1875 () (* 73305202165373687/10528173954666320 5079381401531/1000000000000000))
% 7.12/7.31  (define @t1876 () (* -22861443304975637/10528173954666320 998829251495207/1000000000000000))
% 7.12/7.31  (define @t1877 () (* -1472286952276727/131602174433329 42908722363159/1000000000000000))
% 7.12/7.31  (define @t1878 () (+ 247021624936389/500000000000000 @t1877 @t1876 @t1875 @t1874 @t1873 @t1872 @t1871 @t1870 @t1869))
% 7.12/7.31  (define @t1879 () (* -9358332009389422/658010872166645 |tptp.'X_8'|))
% 7.12/7.31  (define @t1880 () (* 25088421047380127/21056347909332640 |tptp.'X_3'|))
% 7.12/7.31  (define @t1881 () (* 17016840865896965/4211269581866528 |tptp.'X_0'|))
% 7.12/7.31  (define @t1882 () (* 236920078172610987/21056347909332640 |tptp.'X_4'|))
% 7.12/7.31  (define @t1883 () (* -56819368820123381/5264086977333160 |tptp.'X_1'|))
% 7.12/7.31  (define @t1884 () (* 73305202165373687/10528173954666320 |tptp.'X_2'|))
% 7.12/7.31  (define @t1885 () (* -22861443304975637/10528173954666320 |tptp.'X_6'|))
% 7.12/7.31  (define @t1886 () (* -1472286952276727/131602174433329 |tptp.'X_5'|))
% 7.12/7.31  (define @t1887 () (+ |tptp.'X_7'| @t1879 @t1880 @t1881 @t1882 @t1883 @t1884 @t1885 @t1886))
% 7.12/7.31  (define @t1888 () (* -1/1 @t1887))
% 7.12/7.31  (define @t1889 () (+ |tptp.'X_7'| @t1886 @t1885 @t1884 @t1883 @t1882 @t1881 @t1880 @t1879 @t1888))
% 7.12/7.31  (define @t1890 () (>= @t1889 @t1878))
% 7.12/7.31  (define @t1891 () (= (* 10289172780368663/658010872166645 (- 10289172780368663/658010872166645 @t1887)) (* 10289172780368663/658010872166645 @t1844)))
% 7.12/7.31  (define @t1892 () (>= 10289172780368663/658010872166645 @t1887))
% 7.12/7.31  (define @t1893 () (= @t1892 @t1845))
% 7.12/7.31  (define @t1894 () (<= @t1887 10289172780368663/658010872166645))
% 7.12/7.31  (define @t1895 () (not @t1894))
% 7.12/7.31  (define @t1896 () (not @t1892))
% 7.12/7.31  (define @t1897 () (< -1/1 0/1))
% 7.12/7.31  (define @t1898 () (<= |tptp.'X_3'| 124946062009259/250000000000000))
% 7.12/7.31  (define @t1899 () (<= |tptp.'X_0'| 78948406711271/500000000000000))
% 7.12/7.31  (define @t1900 () (<= |tptp.'X_4'| 347103843238191/1000000000000000))
% 7.12/7.31  (define @t1901 () (<= |tptp.'X_2'| 5079381401531/1000000000000000))
% 7.12/7.31  (define @t1902 () (and @t1852 @t1203 @t1184 @t1248 @t1249 @t1178 @t1857 @t1195 @t1191 @t1855))
% 7.12/7.31  (define @t1903 () (@list false false false false false false false false false))
% 7.12/7.31  (define @t1904 () (@list false false))
% 7.12/7.31  (define @t1905 () (* 500000000000000000/119693318874395799 @t1299))
% 7.12/7.31  (define @t1906 () (+ 12600974913839602/119693318874395799 (* -193895523780232837/239386637748791598 |tptp.'X_8'|) (* -32110073346816176/119693318874395799 |tptp.'X_3'|) (* -151966319200479649/239386637748791598 |tptp.'X_0'|) (* -7652755579338107/79795545916263866 |tptp.'X_4'|) (* 110606617906597343/239386637748791598 |tptp.'X_1'|) (* 60634341256404101/239386637748791598 |tptp.'X_2'|) (* 50459445689319427/239386637748791598 |tptp.'X_6'|) (* 19995998724101849/239386637748791598 |tptp.'X_5'|) @t1905))
% 7.12/7.31  (define @t1907 () (- |tptp.'X_7'| @t1906))
% 7.12/7.31  (define @t1908 () (= |tptp.'X_7'| @t1906))
% 7.12/7.31  (define @t1909 () (= @t1298 @t1299))
% 7.12/7.31  (define @t1910 () (* -19995998724101849/239386637748791598 |tptp.'X_5'|))
% 7.12/7.31  (define @t1911 () (* -50459445689319427/239386637748791598 |tptp.'X_6'|))
% 7.12/7.31  (define @t1912 () (* -60634341256404101/239386637748791598 |tptp.'X_2'|))
% 7.12/7.31  (define @t1913 () (* -110606617906597343/239386637748791598 |tptp.'X_1'|))
% 7.12/7.31  (define @t1914 () (* 7652755579338107/79795545916263866 |tptp.'X_4'|))
% 7.12/7.31  (define @t1915 () (* 151966319200479649/239386637748791598 |tptp.'X_0'|))
% 7.12/7.31  (define @t1916 () (* 32110073346816176/119693318874395799 |tptp.'X_3'|))
% 7.12/7.31  (define @t1917 () (* 193895523780232837/239386637748791598 |tptp.'X_8'|))
% 7.12/7.31  (define @t1918 () (+ |tptp.'X_7'| @t1917 @t1916 @t1915 @t1914 @t1913 @t1912 @t1911 @t1910))
% 7.12/7.31  (define @t1919 () (>= @t1918 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t1920 () (+ @t1294 @t1292 @t1291 @t1295 @t1293 @t1289 @t1290 @t1297 @t1296 -6300487456919801/250000000000000000))
% 7.12/7.31  (define @t1921 () (+ @t1298 @t1240))
% 7.12/7.31  (define @t1922 () (>= @t1921 0/1))
% 7.12/7.31  (define @t1923 () (not @t1922))
% 7.12/7.31  (define @t1924 () (or @t1923 @t1909))
% 7.12/7.31  (define @t1925 () (not @t1919))
% 7.12/7.31  (define @t1926 () (or @t1925 @t1908))
% 7.12/7.31  (define @t1927 () (>= @t1194 -1/1))
% 7.12/7.31  (define @t1928 () (>= 1/1 |tptp.'X_6'|))
% 7.12/7.31  (define @t1929 () (>= @t1190 -44908722363159/1000000000000000))
% 7.12/7.31  (define @t1930 () (>= |tptp.'X_3'| 124446062009259/250000000000000))
% 7.12/7.31  (define @t1931 () (* -1/1 @t23))
% 7.12/7.31  (define @t1932 () (>= @t1177 -29208246471129/500000000000000))
% 7.12/7.31  (define @t1933 () (not @t1199))
% 7.12/7.31  (define @t1934 () (not @t1927))
% 7.12/7.31  (define @t1935 () (not @t1929))
% 7.12/7.31  (define @t1936 () (not @t1187))
% 7.12/7.31  (define @t1937 () (not @t1930))
% 7.12/7.31  (define @t1938 () (not @t1932))
% 7.12/7.31  (define @t1939 () (not @t1175))
% 7.12/7.31  (define @t1940 () (not @t1928))
% 7.12/7.31  (define @t1941 () (<= |tptp.'X_6'| 1/1))
% 7.12/7.31  (define @t1942 () (not @t1941))
% 7.12/7.31  (define @t1943 () (* -193895523780232837/50459445689319427 19431380448199/500000000000000))
% 7.12/7.31  (define @t1944 () (* 110606617906597343/50459445689319427 29208246471129/500000000000000))
% 7.12/7.31  (define @t1945 () (* -239386637748791598/50459445689319427 246021624936389/500000000000000))
% 7.12/7.31  (define @t1946 () (* 239386637748791598/50459445689319427 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t1947 () (* -151966319200479649/50459445689319427 77948406711271/500000000000000))
% 7.12/7.31  (define @t1948 () (* 60634341256404101/50459445689319427 5079381401531/1000000000000000))
% 7.12/7.31  (define @t1949 () (* -22958266738014321/50459445689319427 345103843238191/1000000000000000))
% 7.12/7.31  (define @t1950 () (* 19995998724101849/50459445689319427 44908722363159/1000000000000000))
% 7.12/7.31  (define @t1951 () (* -64220146693632352/50459445689319427 124446062009259/250000000000000))
% 7.12/7.31  (define @t1952 () (+ 1/1 @t1951 @t1950 @t1949 @t1948 @t1947 @t1946 @t1945 @t1944 @t1943))
% 7.12/7.31  (define @t1953 () (* -193895523780232837/50459445689319427 |tptp.'X_8'|))
% 7.12/7.31  (define @t1954 () (* 110606617906597343/50459445689319427 |tptp.'X_1'|))
% 7.12/7.31  (define @t1955 () (* -239386637748791598/50459445689319427 |tptp.'X_7'|))
% 7.12/7.31  (define @t1956 () (+ (* 239386637748791598/50459445689319427 |tptp.'X_7'|) (* 193895523780232837/50459445689319427 |tptp.'X_8'|) (* 64220146693632352/50459445689319427 |tptp.'X_3'|) (* 151966319200479649/50459445689319427 |tptp.'X_0'|) (* 22958266738014321/50459445689319427 |tptp.'X_4'|) (* -110606617906597343/50459445689319427 |tptp.'X_1'|) (* -60634341256404101/50459445689319427 |tptp.'X_2'|) @t1194 (* -19995998724101849/50459445689319427 |tptp.'X_5'|)))
% 7.12/7.31  (define @t1957 () (* -151966319200479649/50459445689319427 |tptp.'X_0'|))
% 7.12/7.31  (define @t1958 () (* 60634341256404101/50459445689319427 |tptp.'X_2'|))
% 7.12/7.31  (define @t1959 () (* -22958266738014321/50459445689319427 |tptp.'X_4'|))
% 7.12/7.31  (define @t1960 () (* 19995998724101849/50459445689319427 |tptp.'X_5'|))
% 7.12/7.31  (define @t1961 () (* -64220146693632352/50459445689319427 |tptp.'X_3'|))
% 7.12/7.31  (define @t1962 () (* 239386637748791598/50459445689319427 @t1918))
% 7.12/7.31  (define @t1963 () (+ |tptp.'X_6'| @t1961 @t1960 @t1959 @t1958 @t1957 @t1962 @t1955 @t1954 @t1953))
% 7.12/7.31  (define @t1964 () (>= @t1963 @t1952))
% 7.12/7.31  (define @t1965 () (<= |tptp.'X_1'| 29208246471129/500000000000000))
% 7.12/7.31  (define @t1966 () (<= |tptp.'X_5'| 44908722363159/1000000000000000))
% 7.12/7.31  (define @t1967 () (and @t1203 @t1932 @t1199 @t1925 @t1175 @t1857 @t1187 @t1929 @t1930 @t1927))
% 7.12/7.31  (define @t1968 () (@list @t1175 @t1932 @t1857 @t1930 @t1187 @t1929 @t1927 @t1199 @t1203))
% 7.12/7.31  (define @t1969 () (* 122733889602263613/73926696093655514 |tptp.'X_5'|))
% 7.12/7.31  (define @t1970 () (* -127617040954670663/73926696093655514 |tptp.'X_6'|))
% 7.12/7.31  (define @t1971 () (* -108342209516613941/147853392187311028 |tptp.'X_2'|))
% 7.12/7.31  (define @t1972 () (* 63029704424822863/147853392187311028 |tptp.'X_1'|))
% 7.12/7.31  (define @t1973 () (* 123612277627873371/73926696093655514 |tptp.'X_4'|))
% 7.12/7.31  (define @t1974 () (* 253268830840590653/147853392187311028 |tptp.'X_0'|))
% 7.12/7.31  (define @t1975 () (* -11393961409695397/147853392187311028 |tptp.'X_3'|))
% 7.12/7.31  (define @t1976 () (* -72361978741696767/36963348046827757 |tptp.'X_8'|))
% 7.12/7.31  (define @t1977 () (+ -203088066262591405/147853392187311028 @t1976 @t1975 @t1974 @t1973 @t1972 @t1971 @t1970 @t1969 (* 250000000000000000/36963348046827757 @t1353)))
% 7.12/7.31  (define @t1978 () (- |tptp.'X_7'| @t1977))
% 7.12/7.31  (define @t1979 () (= |tptp.'X_7'| @t1977))
% 7.12/7.31  (define @t1980 () (= @t1352 @t1353))
% 7.12/7.31  (define @t1981 () (* -122733889602263613/73926696093655514 |tptp.'X_5'|))
% 7.12/7.31  (define @t1982 () (* 127617040954670663/73926696093655514 |tptp.'X_6'|))
% 7.12/7.31  (define @t1983 () (* 108342209516613941/147853392187311028 |tptp.'X_2'|))
% 7.12/7.31  (define @t1984 () (* -63029704424822863/147853392187311028 |tptp.'X_1'|))
% 7.12/7.31  (define @t1985 () (* -123612277627873371/73926696093655514 |tptp.'X_4'|))
% 7.12/7.31  (define @t1986 () (* -253268830840590653/147853392187311028 |tptp.'X_0'|))
% 7.12/7.31  (define @t1987 () (* 11393961409695397/147853392187311028 |tptp.'X_3'|))
% 7.12/7.31  (define @t1988 () (* 72361978741696767/36963348046827757 |tptp.'X_8'|))
% 7.12/7.31  (define @t1989 () (+ |tptp.'X_7'| @t1988 @t1987 @t1986 @t1985 @t1984 @t1983 @t1982 @t1981))
% 7.12/7.31  (define @t1990 () (>= @t1989 -203088066262591405/147853392187311028))
% 7.12/7.31  (define @t1991 () (+ @t1348 @t1346 @t1345 @t1349 @t1347 @t1343 @t1344 @t1351 @t1350 40617613252518281/200000000000000000))
% 7.12/7.31  (define @t1992 () (+ @t1352 @t1240))
% 7.12/7.31  (define @t1993 () (>= @t1992 0/1))
% 7.12/7.31  (define @t1994 () (not @t1993))
% 7.12/7.31  (define @t1995 () (or @t1994 @t1980))
% 7.12/7.31  (define @t1996 () (not @t1990))
% 7.12/7.31  (define @t1997 () (or @t1996 @t1979))
% 7.12/7.31  (define @t1998 () (not @t1181))
% 7.12/7.31  (define @t1999 () (* 63029704424822863/147853392187311028 29208246471129/500000000000000))
% 7.12/7.31  (define @t2000 () (* -72361978741696767/36963348046827757 19431380448199/500000000000000))
% 7.12/7.31  (define @t2001 () (* -127617040954670663/73926696093655514 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2002 () (* 253268830840590653/147853392187311028 78948406711271/500000000000000))
% 7.12/7.31  (define @t2003 () (* -108342209516613941/147853392187311028 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2004 () (* -11393961409695397/147853392187311028 124446062009259/250000000000000))
% 7.12/7.31  (define @t2005 () (* 123612277627873371/73926696093655514 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2006 () (* 122733889602263613/73926696093655514 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2007 () (+ @t1200 @t2006 @t2005 @t2004 @t2003 @t2002 @t2001 @t2000 @t1999 -203088066262591405/147853392187311028))
% 7.12/7.31  (define @t2008 () (+ @t1969 @t1970 @t1971 @t1972 @t1973 @t1974 @t1975 @t1976 @t1981 @t1982 @t1983 @t1984 @t1985 @t1986 @t1987 @t1988 @t1198 |tptp.'X_7'|))
% 7.12/7.31  (define @t2009 () (+ @t1198 @t1969 @t1973 @t1975 @t1971 @t1974 @t1970 @t1976 @t1972 @t1989))
% 7.12/7.31  (define @t2010 () (>= @t2009 @t2007))
% 7.12/7.31  (define @t2011 () (and @t1996 @t1932 @t1203 @t1195 @t1248 @t1181 @t1930 @t1249 @t1929 @t1199))
% 7.12/7.31  (define @t2012 () (+ -141036994079377198/269376706562944379 (* 46691059958949621/269376706562944379 |tptp.'X_8'|) (* -266883445685118181/269376706562944379 |tptp.'X_3'|) (* 119348940666866188/269376706562944379 |tptp.'X_0'|) (* -154463982908279673/269376706562944379 |tptp.'X_4'|) (* 15475394094090544/269376706562944379 |tptp.'X_1'|) (* 257618085520195383/269376706562944379 |tptp.'X_2'|) (* -170243650563203286/269376706562944379 |tptp.'X_6'|) (* -49303003478437801/269376706562944379 |tptp.'X_5'|) (* 1000000000000000000/269376706562944379 @t1371)))
% 7.12/7.31  (define @t2013 () (- |tptp.'X_7'| @t2012))
% 7.12/7.31  (define @t2014 () (= |tptp.'X_7'| @t2012))
% 7.12/7.31  (define @t2015 () (= @t1370 @t1371))
% 7.12/7.31  (define @t2016 () (* 49303003478437801/269376706562944379 |tptp.'X_5'|))
% 7.12/7.31  (define @t2017 () (* 170243650563203286/269376706562944379 |tptp.'X_6'|))
% 7.12/7.31  (define @t2018 () (* -257618085520195383/269376706562944379 |tptp.'X_2'|))
% 7.12/7.31  (define @t2019 () (* -15475394094090544/269376706562944379 |tptp.'X_1'|))
% 7.12/7.31  (define @t2020 () (* 154463982908279673/269376706562944379 |tptp.'X_4'|))
% 7.12/7.31  (define @t2021 () (* -119348940666866188/269376706562944379 |tptp.'X_0'|))
% 7.12/7.31  (define @t2022 () (* 266883445685118181/269376706562944379 |tptp.'X_3'|))
% 7.12/7.31  (define @t2023 () (* -46691059958949621/269376706562944379 |tptp.'X_8'|))
% 7.12/7.31  (define @t2024 () (+ |tptp.'X_7'| @t2023 @t2022 @t2021 @t2020 @t2019 @t2018 @t2017 @t2016))
% 7.12/7.31  (define @t2025 () (>= @t2024 -141036994079377198/269376706562944379))
% 7.12/7.31  (define @t2026 () (+ @t1366 @t1364 @t1363 @t1367 @t1365 @t1361 @t1362 @t1369 @t1368 70518497039688599/500000000000000000))
% 7.12/7.31  (define @t2027 () (+ @t1370 @t1240))
% 7.12/7.31  (define @t2028 () (>= @t2027 0/1))
% 7.12/7.31  (define @t2029 () (not @t2028))
% 7.12/7.31  (define @t2030 () (or @t2029 @t2015))
% 7.12/7.31  (define @t2031 () (not @t2025))
% 7.12/7.31  (define @t2032 () (or @t2031 @t2014))
% 7.12/7.31  (define @t2033 () (not @t1251))
% 7.12/7.31  (define @t2034 () (not @t1252))
% 7.12/7.31  (define @t2035 () (<= |tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.31  (define @t2036 () (not @t2035))
% 7.12/7.31  (define @t2037 () (* 269376706562944379/46691059958949621 -141036994079377198/269376706562944379))
% 7.12/7.31  (define @t2038 () (* -49303003478437801/46691059958949621 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2039 () (* -266883445685118181/46691059958949621 124446062009259/250000000000000))
% 7.12/7.31  (define @t2040 () (* 119348940666866188/46691059958949621 78948406711271/500000000000000))
% 7.12/7.31  (define @t2041 () (* 85872695173398461/15563686652983207 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2042 () (* -51487994302759891/15563686652983207 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2043 () (* -56747883521067762/15563686652983207 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2044 () (* 15475394094090544/46691059958949621 29208246471129/500000000000000))
% 7.12/7.31  (define @t2045 () (* -269376706562944379/46691059958949621 246021624936389/500000000000000))
% 7.12/7.31  (define @t2046 () (+ 20431380448199/500000000000000 @t2045 @t2044 @t2043 @t2042 @t2041 @t2040 @t2039 @t2038 @t2037))
% 7.12/7.31  (define @t2047 () (+ (* 269376706562944379/46691059958949621 |tptp.'X_7'|) @t1202 (* 266883445685118181/46691059958949621 |tptp.'X_3'|) (* -119348940666866188/46691059958949621 |tptp.'X_0'|) (* 51487994302759891/15563686652983207 |tptp.'X_4'|) (* -15475394094090544/46691059958949621 |tptp.'X_1'|) (* -85872695173398461/15563686652983207 |tptp.'X_2'|) (* 56747883521067762/15563686652983207 |tptp.'X_6'|) (* 49303003478437801/46691059958949621 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2048 () (* -49303003478437801/46691059958949621 |tptp.'X_5'|))
% 7.12/7.31  (define @t2049 () (* -266883445685118181/46691059958949621 |tptp.'X_3'|))
% 7.12/7.31  (define @t2050 () (* 119348940666866188/46691059958949621 |tptp.'X_0'|))
% 7.12/7.31  (define @t2051 () (* 85872695173398461/15563686652983207 |tptp.'X_2'|))
% 7.12/7.31  (define @t2052 () (* -51487994302759891/15563686652983207 |tptp.'X_4'|))
% 7.12/7.31  (define @t2053 () (* -56747883521067762/15563686652983207 |tptp.'X_6'|))
% 7.12/7.31  (define @t2054 () (* 15475394094090544/46691059958949621 |tptp.'X_1'|))
% 7.12/7.31  (define @t2055 () (* -269376706562944379/46691059958949621 |tptp.'X_7'|))
% 7.12/7.31  (define @t2056 () (* 269376706562944379/46691059958949621 @t2024))
% 7.12/7.31  (define @t2057 () (+ |tptp.'X_8'| @t2055 @t2054 @t2053 @t2052 @t2051 @t2050 @t2049 @t2048 @t2056))
% 7.12/7.31  (define @t2058 () (>= @t2057 @t2046))
% 7.12/7.31  (define @t2059 () (and @t2031 @t1191 @t1930 @t1248 @t1857 @t1187 @t1195 @t1932 @t1199 @t1251))
% 7.12/7.31  (define @t2060 () (@list @t1248 @t1932 @t1857 @t1930 @t1187 @t1191 @t1195 @t1199 @t1251))
% 7.12/7.31  (define @t2061 () (+ -197320938824874503/245581722149856574 (* 10681370332047996/122790861074928287 |tptp.'X_8'|) (* -61695047722982649/122790861074928287 |tptp.'X_3'|) (* -181914050129224181/245581722149856574 |tptp.'X_0'|) (* 31434673366901533/245581722149856574 |tptp.'X_4'|) (* -69066291091121113/245581722149856574 |tptp.'X_1'|) (* -78554846238518217/245581722149856574 |tptp.'X_2'|) (* -15659301982720364/122790861074928287 |tptp.'X_6'|) (* -120282490489638627/245581722149856574 |tptp.'X_5'|) (* 500000000000000000/122790861074928287 @t1388)))
% 7.12/7.31  (define @t2062 () (- |tptp.'X_7'| @t2061))
% 7.12/7.31  (define @t2063 () (= |tptp.'X_7'| @t2061))
% 7.12/7.31  (define @t2064 () (= @t1387 @t1388))
% 7.12/7.31  (define @t2065 () (* 120282490489638627/245581722149856574 |tptp.'X_5'|))
% 7.12/7.31  (define @t2066 () (* 15659301982720364/122790861074928287 |tptp.'X_6'|))
% 7.12/7.31  (define @t2067 () (* 78554846238518217/245581722149856574 |tptp.'X_2'|))
% 7.12/7.31  (define @t2068 () (* 69066291091121113/245581722149856574 |tptp.'X_1'|))
% 7.12/7.31  (define @t2069 () (* -31434673366901533/245581722149856574 |tptp.'X_4'|))
% 7.12/7.31  (define @t2070 () (* 181914050129224181/245581722149856574 |tptp.'X_0'|))
% 7.12/7.31  (define @t2071 () (* 61695047722982649/122790861074928287 |tptp.'X_3'|))
% 7.12/7.31  (define @t2072 () (* -10681370332047996/122790861074928287 |tptp.'X_8'|))
% 7.12/7.31  (define @t2073 () (+ |tptp.'X_7'| @t2072 @t2071 @t2070 @t2069 @t2068 @t2067 @t2066 @t2065))
% 7.12/7.31  (define @t2074 () (>= @t2073 -197320938824874503/245581722149856574))
% 7.12/7.31  (define @t2075 () (+ @t1383 @t1381 @t1380 @t1384 @t1382 @t1378 @t1379 @t1386 @t1385 197320938824874503/1000000000000000000))
% 7.12/7.31  (define @t2076 () (+ @t1387 @t1240))
% 7.12/7.31  (define @t2077 () (>= @t2076 0/1))
% 7.12/7.31  (define @t2078 () (not @t2077))
% 7.12/7.31  (define @t2079 () (or @t2078 @t2064))
% 7.12/7.31  (define @t2080 () (not @t2074))
% 7.12/7.31  (define @t2081 () (or @t2080 @t2063))
% 7.12/7.31  (define @t2082 () (* 122790861074928287/10681370332047996 -197320938824874503/245581722149856574))
% 7.12/7.31  (define @t2083 () (* -20565015907660883/3560456777349332 124446062009259/250000000000000))
% 7.12/7.31  (define @t2084 () (* 31434673366901533/21362740664095992 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2085 () (* -181914050129224181/21362740664095992 77948406711271/500000000000000))
% 7.12/7.31  (define @t2086 () (* -122790861074928287/10681370332047996 246021624936389/500000000000000))
% 7.12/7.31  (define @t2087 () (* -40094163496546209/7120913554698664 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2088 () (* -3914825495680091/2670342583011999 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2089 () (* -69066291091121113/21362740664095992 28208246471129/500000000000000))
% 7.12/7.31  (define @t2090 () (* -26184948746172739/7120913554698664 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2091 () (+ 20431380448199/500000000000000 @t2090 @t2089 @t2088 @t2087 @t2086 @t2085 @t2084 @t2083 @t2082))
% 7.12/7.31  (define @t2092 () (+ (* 122790861074928287/10681370332047996 |tptp.'X_7'|) @t1202 (* 20565015907660883/3560456777349332 |tptp.'X_3'|) (* 181914050129224181/21362740664095992 |tptp.'X_0'|) (* -31434673366901533/21362740664095992 |tptp.'X_4'|) (* 69066291091121113/21362740664095992 |tptp.'X_1'|) (* 26184948746172739/7120913554698664 |tptp.'X_2'|) (* 3914825495680091/2670342583011999 |tptp.'X_6'|) (* 40094163496546209/7120913554698664 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2093 () (* -20565015907660883/3560456777349332 |tptp.'X_3'|))
% 7.12/7.31  (define @t2094 () (* 31434673366901533/21362740664095992 |tptp.'X_4'|))
% 7.12/7.31  (define @t2095 () (* -181914050129224181/21362740664095992 |tptp.'X_0'|))
% 7.12/7.31  (define @t2096 () (* -122790861074928287/10681370332047996 |tptp.'X_7'|))
% 7.12/7.31  (define @t2097 () (* -40094163496546209/7120913554698664 |tptp.'X_5'|))
% 7.12/7.31  (define @t2098 () (* -3914825495680091/2670342583011999 |tptp.'X_6'|))
% 7.12/7.31  (define @t2099 () (* -69066291091121113/21362740664095992 |tptp.'X_1'|))
% 7.12/7.31  (define @t2100 () (* -26184948746172739/7120913554698664 |tptp.'X_2'|))
% 7.12/7.31  (define @t2101 () (* 122790861074928287/10681370332047996 @t2073))
% 7.12/7.31  (define @t2102 () (+ |tptp.'X_8'| @t2100 @t2099 @t2098 @t2097 @t2096 @t2095 @t2094 @t2093 @t2101))
% 7.12/7.31  (define @t2103 () (>= @t2102 @t2091))
% 7.12/7.31  (define @t2104 () (and @t2080 @t1930 @t1249 @t1175 @t1199 @t1191 @t1195 @t1178 @t1181 @t1251))
% 7.12/7.31  (define @t2105 () (* -143881708549143922/51467992545904201 |tptp.'X_5'|))
% 7.12/7.31  (define @t2106 () (* -19804317916209957/102935985091808402 |tptp.'X_6'|))
% 7.12/7.31  (define @t2107 () (* 156319919457583195/102935985091808402 |tptp.'X_2'|))
% 7.12/7.31  (define @t2108 () (* 47309268195260157/51467992545904201 |tptp.'X_1'|))
% 7.12/7.31  (define @t2109 () (* -181343578932227689/102935985091808402 |tptp.'X_4'|))
% 7.12/7.31  (define @t2110 () (* 315331204850205105/102935985091808402 |tptp.'X_0'|))
% 7.12/7.31  (define @t2111 () (* -157061113569582883/51467992545904201 |tptp.'X_3'|))
% 7.12/7.31  (define @t2112 () (* 170962160039119043/102935985091808402 |tptp.'X_8'|))
% 7.12/7.31  (define @t2113 () (+ 98795597942528790/51467992545904201 @t2112 @t2111 @t2110 @t2109 @t2108 @t2107 @t2106 @t2105 (* 500000000000000000/51467992545904201 @t1479)))
% 7.12/7.31  (define @t2114 () (- |tptp.'X_7'| @t2113))
% 7.12/7.31  (define @t2115 () (= |tptp.'X_7'| @t2113))
% 7.12/7.31  (define @t2116 () (= @t1478 @t1479))
% 7.12/7.31  (define @t2117 () (* 143881708549143922/51467992545904201 |tptp.'X_5'|))
% 7.12/7.31  (define @t2118 () (* 19804317916209957/102935985091808402 |tptp.'X_6'|))
% 7.12/7.31  (define @t2119 () (* -156319919457583195/102935985091808402 |tptp.'X_2'|))
% 7.12/7.31  (define @t2120 () (* -47309268195260157/51467992545904201 |tptp.'X_1'|))
% 7.12/7.31  (define @t2121 () (* 181343578932227689/102935985091808402 |tptp.'X_4'|))
% 7.12/7.31  (define @t2122 () (* -315331204850205105/102935985091808402 |tptp.'X_0'|))
% 7.12/7.31  (define @t2123 () (* 157061113569582883/51467992545904201 |tptp.'X_3'|))
% 7.12/7.31  (define @t2124 () (* -170962160039119043/102935985091808402 |tptp.'X_8'|))
% 7.12/7.31  (define @t2125 () (+ |tptp.'X_7'| @t2124 @t2123 @t2122 @t2121 @t2120 @t2119 @t2118 @t2117))
% 7.12/7.31  (define @t2126 () (>= @t2125 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t2127 () (+ @t1474 @t1472 @t1471 @t1475 @t1473 @t1469 @t1470 @t1477 @t1476 -9879559794252879/50000000000000000))
% 7.12/7.31  (define @t2128 () (+ @t1478 @t1240))
% 7.12/7.31  (define @t2129 () (>= @t2128 0/1))
% 7.12/7.31  (define @t2130 () (not @t2129))
% 7.12/7.31  (define @t2131 () (or @t2130 @t2116))
% 7.12/7.31  (define @t2132 () (not @t2126))
% 7.12/7.31  (define @t2133 () (or @t2132 @t2115))
% 7.12/7.31  (define @t2134 () (* -19804317916209957/102935985091808402 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2135 () (* -143881708549143922/51467992545904201 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2136 () (* 156319919457583195/102935985091808402 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2137 () (* 170962160039119043/102935985091808402 20431380448199/500000000000000))
% 7.12/7.31  (define @t2138 () (* 315331204850205105/102935985091808402 78948406711271/500000000000000))
% 7.12/7.31  (define @t2139 () (* 47309268195260157/51467992545904201 29208246471129/500000000000000))
% 7.12/7.31  (define @t2140 () (* -157061113569582883/51467992545904201 124446062009259/250000000000000))
% 7.12/7.31  (define @t2141 () (* -181343578932227689/102935985091808402 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2142 () (+ @t1200 @t2141 @t2140 @t2139 @t2138 @t2137 @t2136 @t2135 @t2134 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t2143 () (+ @t2105 @t2106 @t2107 @t2108 @t2109 @t2110 @t2111 @t2112 @t2117 @t2118 @t2119 @t2120 @t2121 @t2122 @t2123 @t2124 @t1198 |tptp.'X_7'|))
% 7.12/7.31  (define @t2144 () (+ @t1198 @t2109 @t2111 @t2108 @t2110 @t2112 @t2107 @t2105 @t2106 @t2125))
% 7.12/7.31  (define @t2145 () (>= @t2144 @t2142))
% 7.12/7.31  (define @t2146 () (and @t2132 @t1195 @t1191 @t1857 @t1251 @t1248 @t1932 @t1930 @t1187 @t1199))
% 7.12/7.31  (define @t2147 () (+ -227482560218186969/158305623398400153 (* -35535122055686985/52768541132800051 |tptp.'X_8'|) (* 75076646106589484/158305623398400153 |tptp.'X_3'|) (* -20388077261702220/52768541132800051 |tptp.'X_0'|) (* 147611930043982709/158305623398400153 |tptp.'X_4'|) (* -204715007928164938/158305623398400153 |tptp.'X_1'|) (* 7648854871122377/12177355646030781 |tptp.'X_2'|) (* 25976587931643887/52768541132800051 |tptp.'X_6'|) (* -329771718125498159/158305623398400153 |tptp.'X_5'|) (* 1000000000000000000/158305623398400153 @t1533)))
% 7.12/7.31  (define @t2148 () (- |tptp.'X_7'| @t2147))
% 7.12/7.31  (define @t2149 () (= |tptp.'X_7'| @t2147))
% 7.12/7.31  (define @t2150 () (= @t1532 @t1533))
% 7.12/7.31  (define @t2151 () (* 329771718125498159/158305623398400153 |tptp.'X_5'|))
% 7.12/7.31  (define @t2152 () (* -25976587931643887/52768541132800051 |tptp.'X_6'|))
% 7.12/7.31  (define @t2153 () (* -7648854871122377/12177355646030781 |tptp.'X_2'|))
% 7.12/7.31  (define @t2154 () (* 204715007928164938/158305623398400153 |tptp.'X_1'|))
% 7.12/7.31  (define @t2155 () (* -147611930043982709/158305623398400153 |tptp.'X_4'|))
% 7.12/7.31  (define @t2156 () (* 20388077261702220/52768541132800051 |tptp.'X_0'|))
% 7.12/7.31  (define @t2157 () (* -75076646106589484/158305623398400153 |tptp.'X_3'|))
% 7.12/7.31  (define @t2158 () (* 35535122055686985/52768541132800051 |tptp.'X_8'|))
% 7.12/7.31  (define @t2159 () (+ |tptp.'X_7'| @t2158 @t2157 @t2156 @t2155 @t2154 @t2153 @t2152 @t2151))
% 7.12/7.31  (define @t2160 () (>= @t2159 -227482560218186969/158305623398400153))
% 7.12/7.31  (define @t2161 () (+ @t1528 @t1526 @t1525 @t1529 @t1527 @t1523 @t1524 @t1531 @t1530 227482560218186969/1000000000000000000))
% 7.12/7.31  (define @t2162 () (+ @t1532 @t1240))
% 7.12/7.31  (define @t2163 () (>= @t2162 0/1))
% 7.12/7.31  (define @t2164 () (not @t2163))
% 7.12/7.31  (define @t2165 () (or @t2164 @t2150))
% 7.12/7.31  (define @t2166 () (not @t2160))
% 7.12/7.31  (define @t2167 () (or @t2166 @t2149))
% 7.12/7.31  (define @t2168 () (* 158305623398400153/329771718125498159 -227482560218186969/158305623398400153))
% 7.12/7.31  (define @t2169 () (* 77929763794931661/329771718125498159 1/1))
% 7.12/7.31  (define @t2170 () (* -158305623398400153/329771718125498159 246021624936389/500000000000000))
% 7.12/7.31  (define @t2171 () (* -204715007928164938/329771718125498159 28208246471129/500000000000000))
% 7.12/7.31  (define @t2172 () (* 99435113324590901/329771718125498159 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2173 () (* 10725235158084212/47110245446499737 124946062009259/250000000000000))
% 7.12/7.31  (define @t2174 () (* 147611930043982709/329771718125498159 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2175 () (* -106605366167060955/329771718125498159 19431380448199/500000000000000))
% 7.12/7.31  (define @t2176 () (* -8737747397872380/47110245446499737 77948406711271/500000000000000))
% 7.12/7.31  (define @t2177 () (+ @t1192 @t2176 @t2175 @t2174 @t2173 @t2172 @t2171 @t2170 @t2169 @t2168))
% 7.12/7.31  (define @t2178 () (+ (* 158305623398400153/329771718125498159 |tptp.'X_7'|) (* 106605366167060955/329771718125498159 |tptp.'X_8'|) (* -10725235158084212/47110245446499737 |tptp.'X_3'|) (* 8737747397872380/47110245446499737 |tptp.'X_0'|) (* -147611930043982709/329771718125498159 |tptp.'X_4'|) (* 204715007928164938/329771718125498159 |tptp.'X_1'|) (* -99435113324590901/329771718125498159 |tptp.'X_2'|) (* -77929763794931661/329771718125498159 |tptp.'X_6'|) |tptp.'X_5'|))
% 7.12/7.31  (define @t2179 () (* 77929763794931661/329771718125498159 |tptp.'X_6'|))
% 7.12/7.31  (define @t2180 () (* -158305623398400153/329771718125498159 |tptp.'X_7'|))
% 7.12/7.31  (define @t2181 () (* -204715007928164938/329771718125498159 |tptp.'X_1'|))
% 7.12/7.31  (define @t2182 () (* 99435113324590901/329771718125498159 |tptp.'X_2'|))
% 7.12/7.31  (define @t2183 () (* 10725235158084212/47110245446499737 |tptp.'X_3'|))
% 7.12/7.31  (define @t2184 () (* 147611930043982709/329771718125498159 |tptp.'X_4'|))
% 7.12/7.31  (define @t2185 () (* -106605366167060955/329771718125498159 |tptp.'X_8'|))
% 7.12/7.31  (define @t2186 () (* -8737747397872380/47110245446499737 |tptp.'X_0'|))
% 7.12/7.31  (define @t2187 () (* 158305623398400153/329771718125498159 @t2159))
% 7.12/7.31  (define @t2188 () (+ @t1190 @t2186 @t2185 @t2184 @t2183 @t2182 @t2181 @t2180 @t2179 @t2187))
% 7.12/7.31  (define @t2189 () (>= @t2188 @t2177))
% 7.12/7.31  (define @t2190 () (and @t2166 @t1927 @t1199 @t1178 @t1857 @t1184 @t1249 @t1203 @t1175 @t1191))
% 7.12/7.31  (define @t2191 () (* -215702653361375507/220132361394591358 |tptp.'X_5'|))
% 7.12/7.31  (define @t2192 () (* 226017336583560879/220132361394591358 |tptp.'X_6'|))
% 7.12/7.31  (define @t2193 () (* 15413236401603803/220132361394591358 |tptp.'X_2'|))
% 7.12/7.31  (define @t2194 () (* 26323468726422633/110066180697295679 |tptp.'X_1'|))
% 7.12/7.31  (define @t2195 () (* -121216575464961451/220132361394591358 |tptp.'X_4'|))
% 7.12/7.31  (define @t2196 () (* -46183231355781798/110066180697295679 |tptp.'X_0'|))
% 7.12/7.31  (define @t2197 () (* 113228661403501463/220132361394591358 |tptp.'X_3'|))
% 7.12/7.31  (define @t2198 () (* -153884283011576001/110066180697295679 |tptp.'X_8'|))
% 7.12/7.31  (define @t2199 () (+ 320006108957572477/220132361394591358 @t2198 @t2197 @t2196 @t2195 @t2194 @t2193 @t2192 @t2191 (* -500000000000000000/110066180697295679 @t1551)))
% 7.12/7.31  (define @t2200 () (- |tptp.'X_7'| @t2199))
% 7.12/7.31  (define @t2201 () (= |tptp.'X_7'| @t2199))
% 7.12/7.31  (define @t2202 () (= @t1550 @t1551))
% 7.12/7.31  (define @t2203 () (+ @t1198 @t2198 @t2197 @t2196 @t2195 @t2194 @t2193 @t2192 @t2191))
% 7.12/7.31  (define @t2204 () (- @t2203 -320006108957572477/220132361394591358))
% 7.12/7.31  (define @t2205 () (>= @t2203 -320006108957572477/220132361394591358))
% 7.12/7.31  (define @t2206 () (+ @t1546 @t1544 @t1543 @t1547 @t1545 @t1541 @t1542 @t1549 @t1548 320006108957572477/1000000000000000000))
% 7.12/7.31  (define @t2207 () (+ @t1550 @t1240))
% 7.12/7.31  (define @t2208 () (>= @t2207 0/1))
% 7.12/7.31  (define @t2209 () (not @t2208))
% 7.12/7.31  (define @t2210 () (or @t2209 @t2202))
% 7.12/7.31  (define @t2211 () (not @t2205))
% 7.12/7.31  (define @t2212 () (or @t2211 @t2201))
% 7.12/7.31  (define @t2213 () (* 110066180697295679/153884283011576001 247021624936389/500000000000000))
% 7.12/7.31  (define @t2214 () (* -110066180697295679/153884283011576001 320006108957572477/220132361394591358))
% 7.12/7.31  (define @t2215 () (* 5131470150642422/17098253667952889 78948406711271/500000000000000))
% 7.12/7.31  (define @t2216 () (* -8774489575474211/51294761003858667 28208246471129/500000000000000))
% 7.12/7.31  (define @t2217 () (* -113228661403501463/307768566023152002 124446062009259/250000000000000))
% 7.12/7.31  (define @t2218 () (* 215702653361375507/307768566023152002 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2219 () (* -15413236401603803/307768566023152002 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2220 () (* 121216575464961451/307768566023152002 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2221 () (* -25113037398173431/34196507335905778 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2222 () (+ 20431380448199/500000000000000 @t2221 @t2220 @t2219 @t2218 @t2217 @t2216 @t2215 @t2214 @t2213))
% 7.12/7.31  (define @t2223 () (* 110066180697295679/153884283011576001 |tptp.'X_7'|))
% 7.12/7.31  (define @t2224 () (+ (* -110066180697295679/153884283011576001 |tptp.'X_7'|) @t1202 (* 113228661403501463/307768566023152002 |tptp.'X_3'|) (* -5131470150642422/17098253667952889 |tptp.'X_0'|) (* -121216575464961451/307768566023152002 |tptp.'X_4'|) (* 8774489575474211/51294761003858667 |tptp.'X_1'|) (* 15413236401603803/307768566023152002 |tptp.'X_2'|) (* 25113037398173431/34196507335905778 |tptp.'X_6'|) (* -215702653361375507/307768566023152002 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2225 () (* 5131470150642422/17098253667952889 |tptp.'X_0'|))
% 7.12/7.31  (define @t2226 () (* -8774489575474211/51294761003858667 |tptp.'X_1'|))
% 7.12/7.31  (define @t2227 () (* -113228661403501463/307768566023152002 |tptp.'X_3'|))
% 7.12/7.31  (define @t2228 () (* 215702653361375507/307768566023152002 |tptp.'X_5'|))
% 7.12/7.31  (define @t2229 () (* -15413236401603803/307768566023152002 |tptp.'X_2'|))
% 7.12/7.31  (define @t2230 () (* 121216575464961451/307768566023152002 |tptp.'X_4'|))
% 7.12/7.31  (define @t2231 () (* -25113037398173431/34196507335905778 |tptp.'X_6'|))
% 7.12/7.31  (define @t2232 () (* 215702653361375507/220132361394591358 |tptp.'X_5'|))
% 7.12/7.31  (define @t2233 () (* -226017336583560879/220132361394591358 |tptp.'X_6'|))
% 7.12/7.31  (define @t2234 () (* -15413236401603803/220132361394591358 |tptp.'X_2'|))
% 7.12/7.31  (define @t2235 () (* -26323468726422633/110066180697295679 |tptp.'X_1'|))
% 7.12/7.31  (define @t2236 () (* 121216575464961451/220132361394591358 |tptp.'X_4'|))
% 7.12/7.31  (define @t2237 () (* 46183231355781798/110066180697295679 |tptp.'X_0'|))
% 7.12/7.31  (define @t2238 () (* -113228661403501463/220132361394591358 |tptp.'X_3'|))
% 7.12/7.31  (define @t2239 () (* 153884283011576001/110066180697295679 |tptp.'X_8'|))
% 7.12/7.31  (define @t2240 () (+ |tptp.'X_7'| @t2239 @t2238 @t2237 @t2236 @t2235 @t2234 @t2233 @t2232))
% 7.12/7.31  (define @t2241 () (* -110066180697295679/153884283011576001 @t2240))
% 7.12/7.31  (define @t2242 () (+ |tptp.'X_8'| @t2231 @t2230 @t2229 @t2228 @t2227 @t2226 @t2225 @t2241 @t2223))
% 7.12/7.31  (define @t2243 () (>= @t2242 @t2222))
% 7.12/7.31  (define @t2244 () (= (* 320006108957572477/220132361394591358 (- 320006108957572477/220132361394591358 @t2240)) (* 320006108957572477/220132361394591358 @t2204)))
% 7.12/7.31  (define @t2245 () (>= 320006108957572477/220132361394591358 @t2240))
% 7.12/7.31  (define @t2246 () (= @t2245 @t2205))
% 7.12/7.31  (define @t2247 () (<= @t2240 320006108957572477/220132361394591358))
% 7.12/7.31  (define @t2248 () (not @t2247))
% 7.12/7.31  (define @t2249 () (not @t2245))
% 7.12/7.31  (define @t2250 () (and @t1855 @t2211 @t1248 @t1178 @t1930 @t1929 @t1181 @t1249 @t1195 @t1251))
% 7.12/7.31  (define @t2251 () (+ 10062004514671904/5394949746438879 (* 61464121563865895/16184849239316637 |tptp.'X_8'|) (* 48814565430847015/32369698478633274 |tptp.'X_3'|) (* -143380167173043749/64739396957266548 |tptp.'X_0'|) (* 139733912999952581/32369698478633274 |tptp.'X_4'|) (* 261902473627182053/64739396957266548 |tptp.'X_1'|) (* 642338633529887/599438860715431 |tptp.'X_2'|) (* -2242240780437596/599438860715431 |tptp.'X_6'|) (* 1129743408438763/980899953897978 |tptp.'X_5'|) (* 250000000000000000/16184849239316637 @t1656)))
% 7.12/7.31  (define @t2252 () (- |tptp.'X_7'| @t2251))
% 7.12/7.31  (define @t2253 () (= |tptp.'X_7'| @t2251))
% 7.12/7.31  (define @t2254 () (= @t1655 @t1656))
% 7.12/7.31  (define @t2255 () (* -1129743408438763/980899953897978 |tptp.'X_5'|))
% 7.12/7.31  (define @t2256 () (* 2242240780437596/599438860715431 |tptp.'X_6'|))
% 7.12/7.31  (define @t2257 () (* -642338633529887/599438860715431 |tptp.'X_2'|))
% 7.12/7.31  (define @t2258 () (* -261902473627182053/64739396957266548 |tptp.'X_1'|))
% 7.12/7.31  (define @t2259 () (* -139733912999952581/32369698478633274 |tptp.'X_4'|))
% 7.12/7.31  (define @t2260 () (* 143380167173043749/64739396957266548 |tptp.'X_0'|))
% 7.12/7.31  (define @t2261 () (* -48814565430847015/32369698478633274 |tptp.'X_3'|))
% 7.12/7.31  (define @t2262 () (* -61464121563865895/16184849239316637 |tptp.'X_8'|))
% 7.12/7.31  (define @t2263 () (+ |tptp.'X_7'| @t2262 @t2261 @t2260 @t2259 @t2258 @t2257 @t2256 @t2255))
% 7.12/7.31  (define @t2264 () (>= @t2263 10062004514671904/5394949746438879))
% 7.12/7.31  (define @t2265 () (+ @t1651 @t1649 @t1648 @t1652 @t1650 @t1646 @t1647 @t1654 @t1653 -943312923250491/7812500000000000))
% 7.12/7.31  (define @t2266 () (+ @t1655 @t1240))
% 7.12/7.31  (define @t2267 () (>= @t2266 0/1))
% 7.12/7.31  (define @t2268 () (not @t2267))
% 7.12/7.31  (define @t2269 () (or @t2268 @t2254))
% 7.12/7.31  (define @t2270 () (not @t2264))
% 7.12/7.31  (define @t2271 () (or @t2270 @t2253))
% 7.12/7.31  (define @t2272 () (* 16184849239316637/61464121563865895 10062004514671904/5394949746438879))
% 7.12/7.31  (define @t2273 () (* 37281532478479179/122928243127731790 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2274 () (* -60540501071815092/61464121563865895 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2275 () (* -143380167173043749/245856486255463580 77948406711271/500000000000000))
% 7.12/7.31  (define @t2276 () (* 261902473627182053/245856486255463580 29208246471129/500000000000000))
% 7.12/7.31  (define @t2277 () (* 9762913086169403/24585648625546358 124946062009259/250000000000000))
% 7.12/7.31  (define @t2278 () (* -16184849239316637/61464121563865895 246021624936389/500000000000000))
% 7.12/7.31  (define @t2279 () (* 2477591872186707/8780588794837985 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2280 () (* 139733912999952581/122928243127731790 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2281 () (+ 20431380448199/500000000000000 @t2280 @t2279 @t2278 @t2277 @t2276 @t2275 @t2274 @t2273 @t2272))
% 7.12/7.31  (define @t2282 () (+ (* 16184849239316637/61464121563865895 |tptp.'X_7'|) @t1202 (* -9762913086169403/24585648625546358 |tptp.'X_3'|) (* 143380167173043749/245856486255463580 |tptp.'X_0'|) (* -139733912999952581/122928243127731790 |tptp.'X_4'|) (* -261902473627182053/245856486255463580 |tptp.'X_1'|) (* -2477591872186707/8780588794837985 |tptp.'X_2'|) (* 60540501071815092/61464121563865895 |tptp.'X_6'|) (* -37281532478479179/122928243127731790 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2283 () (* 37281532478479179/122928243127731790 |tptp.'X_5'|))
% 7.12/7.31  (define @t2284 () (* -60540501071815092/61464121563865895 |tptp.'X_6'|))
% 7.12/7.31  (define @t2285 () (* -143380167173043749/245856486255463580 |tptp.'X_0'|))
% 7.12/7.31  (define @t2286 () (* 261902473627182053/245856486255463580 |tptp.'X_1'|))
% 7.12/7.31  (define @t2287 () (* 9762913086169403/24585648625546358 |tptp.'X_3'|))
% 7.12/7.31  (define @t2288 () (* -16184849239316637/61464121563865895 |tptp.'X_7'|))
% 7.12/7.31  (define @t2289 () (* 2477591872186707/8780588794837985 |tptp.'X_2'|))
% 7.12/7.31  (define @t2290 () (* 139733912999952581/122928243127731790 |tptp.'X_4'|))
% 7.12/7.31  (define @t2291 () (* 16184849239316637/61464121563865895 @t2263))
% 7.12/7.31  (define @t2292 () (+ |tptp.'X_8'| @t2290 @t2289 @t2288 @t2287 @t2286 @t2285 @t2284 @t2283 @t2291))
% 7.12/7.31  (define @t2293 () (>= @t2292 @t2281))
% 7.12/7.31  (define @t2294 () (and @t2270 @t1929 @t1195 @t1175 @t1932 @t1184 @t1199 @t1857 @t1249 @t1251))
% 7.12/7.31  (define @t2295 () (* -67367492494151998/144470064460194003 |tptp.'X_5'|))
% 7.12/7.31  (define @t2296 () (* 576539008519625/1430396677823703 |tptp.'X_6'|))
% 7.12/7.31  (define @t2297 () (* 270339928183404965/288940128920388006 |tptp.'X_2'|))
% 7.12/7.31  (define @t2298 () (* -39408283552216039/144470064460194003 |tptp.'X_1'|))
% 7.12/7.31  (define @t2299 () (* -110448341467644447/96313376306796002 |tptp.'X_4'|))
% 7.12/7.31  (define @t2300 () (* -60178647526702045/96313376306796002 |tptp.'X_0'|))
% 7.12/7.31  (define @t2301 () (* 83727255767227754/144470064460194003 |tptp.'X_3'|))
% 7.12/7.31  (define @t2302 () (* 23771975478321161/288940128920388006 |tptp.'X_8'|))
% 7.12/7.31  (define @t2303 () (+ 39752094871234563/96313376306796002 @t2302 @t2301 @t2300 @t2299 @t2298 @t2297 @t2296 @t2295 (* -500000000000000000/144470064460194003 @t1695)))
% 7.12/7.31  (define @t2304 () (- |tptp.'X_7'| @t2303))
% 7.12/7.31  (define @t2305 () (= |tptp.'X_7'| @t2303))
% 7.12/7.31  (define @t2306 () (= @t1694 @t1695))
% 7.12/7.31  (define @t2307 () (+ @t1198 @t2302 @t2301 @t2300 @t2299 @t2298 @t2297 @t2296 @t2295))
% 7.12/7.31  (define @t2308 () (- @t2307 -39752094871234563/96313376306796002))
% 7.12/7.31  (define @t2309 () (>= @t2307 -39752094871234563/96313376306796002))
% 7.12/7.31  (define @t2310 () (+ @t1690 @t1688 @t1687 @t1691 @t1689 @t1685 @t1686 @t1693 @t1692 119256284613703689/1000000000000000000))
% 7.12/7.31  (define @t2311 () (+ @t1694 @t1240))
% 7.12/7.31  (define @t2312 () (>= @t2311 0/1))
% 7.12/7.31  (define @t2313 () (not @t2312))
% 7.12/7.31  (define @t2314 () (or @t2313 @t2306))
% 7.12/7.31  (define @t2315 () (not @t2309))
% 7.12/7.31  (define @t2316 () (or @t2315 @t2305))
% 7.12/7.31  (define @t2317 () (* -116460879720964250/23771975478321161 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2318 () (* 288940128920388006/23771975478321161 247021624936389/500000000000000))
% 7.12/7.31  (define @t2319 () (* 134734984988303996/23771975478321161 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2320 () (* -288940128920388006/23771975478321161 39752094871234563/96313376306796002))
% 7.12/7.31  (define @t2321 () (* -270339928183404965/23771975478321161 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2322 () (* 78816567104432078/23771975478321161 29208246471129/500000000000000))
% 7.12/7.31  (define @t2323 () (* -167454511534455508/23771975478321161 124446062009259/250000000000000))
% 7.12/7.31  (define @t2324 () (* 180535942580106135/23771975478321161 78948406711271/500000000000000))
% 7.12/7.31  (define @t2325 () (* 331345024402933341/23771975478321161 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2326 () (+ @t1204 @t2325 @t2324 @t2323 @t2322 @t2321 @t2320 @t2319 @t2318 @t2317))
% 7.12/7.31  (define @t2327 () (* -116460879720964250/23771975478321161 |tptp.'X_6'|))
% 7.12/7.31  (define @t2328 () (* 288940128920388006/23771975478321161 |tptp.'X_7'|))
% 7.12/7.31  (define @t2329 () (* 134734984988303996/23771975478321161 |tptp.'X_5'|))
% 7.12/7.31  (define @t2330 () (+ (* -288940128920388006/23771975478321161 |tptp.'X_7'|) |tptp.'X_8'| (* 167454511534455508/23771975478321161 |tptp.'X_3'|) (* -180535942580106135/23771975478321161 |tptp.'X_0'|) (* -331345024402933341/23771975478321161 |tptp.'X_4'|) (* -78816567104432078/23771975478321161 |tptp.'X_1'|) (* 270339928183404965/23771975478321161 |tptp.'X_2'|) (* 116460879720964250/23771975478321161 |tptp.'X_6'|) (* -134734984988303996/23771975478321161 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2331 () (* -270339928183404965/23771975478321161 |tptp.'X_2'|))
% 7.12/7.31  (define @t2332 () (* 78816567104432078/23771975478321161 |tptp.'X_1'|))
% 7.12/7.31  (define @t2333 () (* -167454511534455508/23771975478321161 |tptp.'X_3'|))
% 7.12/7.31  (define @t2334 () (* 180535942580106135/23771975478321161 |tptp.'X_0'|))
% 7.12/7.31  (define @t2335 () (* 331345024402933341/23771975478321161 |tptp.'X_4'|))
% 7.12/7.31  (define @t2336 () (* 67367492494151998/144470064460194003 |tptp.'X_5'|))
% 7.12/7.31  (define @t2337 () (* -576539008519625/1430396677823703 |tptp.'X_6'|))
% 7.12/7.31  (define @t2338 () (* -270339928183404965/288940128920388006 |tptp.'X_2'|))
% 7.12/7.31  (define @t2339 () (* 39408283552216039/144470064460194003 |tptp.'X_1'|))
% 7.12/7.31  (define @t2340 () (* 110448341467644447/96313376306796002 |tptp.'X_4'|))
% 7.12/7.31  (define @t2341 () (* 60178647526702045/96313376306796002 |tptp.'X_0'|))
% 7.12/7.31  (define @t2342 () (* -83727255767227754/144470064460194003 |tptp.'X_3'|))
% 7.12/7.31  (define @t2343 () (* -23771975478321161/288940128920388006 |tptp.'X_8'|))
% 7.12/7.31  (define @t2344 () (+ |tptp.'X_7'| @t2343 @t2342 @t2341 @t2340 @t2339 @t2338 @t2337 @t2336))
% 7.12/7.31  (define @t2345 () (* -288940128920388006/23771975478321161 @t2344))
% 7.12/7.31  (define @t2346 () (+ @t1202 @t2335 @t2334 @t2333 @t2332 @t2331 @t2345 @t2329 @t2328 @t2327))
% 7.12/7.31  (define @t2347 () (>= @t2346 @t2326))
% 7.12/7.31  (define @t2348 () (= (* 39752094871234563/96313376306796002 (- 39752094871234563/96313376306796002 @t2344)) (* 39752094871234563/96313376306796002 @t2308)))
% 7.12/7.31  (define @t2349 () (>= 39752094871234563/96313376306796002 @t2344))
% 7.12/7.31  (define @t2350 () (= @t2349 @t2309))
% 7.12/7.31  (define @t2351 () (<= @t2344 39752094871234563/96313376306796002))
% 7.12/7.31  (define @t2352 () (and @t1195 @t1855 @t1929 @t2315 @t1181 @t1932 @t1930 @t1248 @t1249 @t1203))
% 7.12/7.31  (define @t2353 () (@list @t1248 @t1932 @t1181 @t1930 @t1249 @t1929 @t1195 @t1855 @t1203))
% 7.12/7.31  (define @t2354 () (+ 76488406458863623/274656616745850568 (* -36078256551725793/68664154186462642 |tptp.'X_8'|) (* 15753950453246221/68664154186462642 |tptp.'X_3'|) (* -28668083998294229/34332077093231321 |tptp.'X_0'|) (* -328319748032158965/274656616745850568 |tptp.'X_4'|) (* -38875598094522651/137328308372925284 |tptp.'X_1'|) (* 299189374278061193/274656616745850568 |tptp.'X_2'|) (* -3658566922632521/34332077093231321 |tptp.'X_6'|) (* -19636026801617669/34332077093231321 |tptp.'X_5'|) (* 125000000000000000/34332077093231321 @t1714)))
% 7.12/7.31  (define @t2355 () (- |tptp.'X_7'| @t2354))
% 7.12/7.31  (define @t2356 () (= |tptp.'X_7'| @t2354))
% 7.12/7.31  (define @t2357 () (= @t1713 @t1714))
% 7.12/7.31  (define @t2358 () (* 19636026801617669/34332077093231321 |tptp.'X_5'|))
% 7.12/7.31  (define @t2359 () (* 3658566922632521/34332077093231321 |tptp.'X_6'|))
% 7.12/7.31  (define @t2360 () (* -299189374278061193/274656616745850568 |tptp.'X_2'|))
% 7.12/7.31  (define @t2361 () (* 38875598094522651/137328308372925284 |tptp.'X_1'|))
% 7.12/7.31  (define @t2362 () (* 328319748032158965/274656616745850568 |tptp.'X_4'|))
% 7.12/7.31  (define @t2363 () (* 28668083998294229/34332077093231321 |tptp.'X_0'|))
% 7.12/7.31  (define @t2364 () (* -15753950453246221/68664154186462642 |tptp.'X_3'|))
% 7.12/7.31  (define @t2365 () (* 36078256551725793/68664154186462642 |tptp.'X_8'|))
% 7.12/7.31  (define @t2366 () (+ |tptp.'X_7'| @t2365 @t2364 @t2363 @t2362 @t2361 @t2360 @t2359 @t2358))
% 7.12/7.31  (define @t2367 () (>= @t2366 76488406458863623/274656616745850568))
% 7.12/7.31  (define @t2368 () (+ @t1709 @t1707 @t1706 @t1710 @t1708 @t1704 @t1705 @t1712 @t1711 -76488406458863623/1000000000000000000))
% 7.12/7.31  (define @t2369 () (+ @t1713 @t1240))
% 7.12/7.31  (define @t2370 () (>= @t2369 0/1))
% 7.12/7.31  (define @t2371 () (not @t2370))
% 7.12/7.31  (define @t2372 () (or @t2371 @t2357))
% 7.12/7.31  (define @t2373 () (not @t2367))
% 7.12/7.31  (define @t2374 () (or @t2373 @t2356))
% 7.12/7.31  (define @t2375 () (* 5155074404065350529690224796056728/1777047505874046439621212971521409 76488406458863623/274656616745850568))
% 7.12/7.31  (define @t2376 () (* 1765745331773976975833348314998256/1777047505874046439621212971521409 29208246471129/500000000000000))
% 7.12/7.31  (define @t2377 () (* 2246793237981864900131750901221547/1777047505874046439621212971521409 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2378 () (* -1029178842630611514034467054959757/1777047505874046439621212971521409 19431380448199/500000000000000))
% 7.12/7.31  (define @t2379 () (* -3341028916734395446970867771643812/1777047505874046439621212971521409 77948406711271/500000000000000))
% 7.12/7.31  (define @t2380 () (* 4049037844252958520058501021338482/1777047505874046439621212971521409 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2381 () (* -8487757415424707805599384014923704/1777047505874046439621212971521409 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2382 () (* -191841457499127050671415137928601/136695961990311264586247151655493 -227482560218186969/158305623398400153))
% 7.12/7.31  (define @t2383 () (* -2661135456576698870961828002984915/1777047505874046439621212971521409 246021624936389/500000000000000))
% 7.12/7.31  (define @t2384 () (+ @t1196 @t2383 @t2382 @t2381 @t2380 @t2379 @t2378 @t2377 @t2376 @t2375))
% 7.12/7.31  (define @t2385 () (+ (* 5155074404065350529690224796056728/1777047505874046439621212971521409 |tptp.'X_7'|) (* 2708634499276660799598349585360812/1777047505874046439621212971521409 |tptp.'X_8'|) (* -1182753762959111534627846821339964/1777047505874046439621212971521409 |tptp.'X_3'|) (* 4304607193787833430245545498575672/1777047505874046439621212971521409 |tptp.'X_0'|) (* 6162286383203756940197307371331015/1777047505874046439621212971521409 |tptp.'X_4'|) (* 1459324760162240774597549298201042/1777047505874046439621212971521409 |tptp.'X_1'|) (* -5615533692881486693945023270573603/1777047505874046439621212971521409 |tptp.'X_2'|) (* 549345868215511855334868670018328/1777047505874046439621212971521409 |tptp.'X_6'|) (* 2948414070249111854905543407985592/1777047505874046439621212971521409 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2386 () (* 1765745331773976975833348314998256/1777047505874046439621212971521409 |tptp.'X_1'|))
% 7.12/7.31  (define @t2387 () (* 2246793237981864900131750901221547/1777047505874046439621212971521409 |tptp.'X_5'|))
% 7.12/7.31  (define @t2388 () (* -1029178842630611514034467054959757/1777047505874046439621212971521409 |tptp.'X_8'|))
% 7.12/7.31  (define @t2389 () (* -3341028916734395446970867771643812/1777047505874046439621212971521409 |tptp.'X_0'|))
% 7.12/7.31  (define @t2390 () (* 4049037844252958520058501021338482/1777047505874046439621212971521409 |tptp.'X_2'|))
% 7.12/7.31  (define @t2391 () (* -8487757415424707805599384014923704/1777047505874046439621212971521409 |tptp.'X_4'|))
% 7.12/7.31  (define @t2392 () (+ (* -191841457499127050671415137928601/136695961990311264586247151655493 |tptp.'X_7'|) (* -1679455656646049285563882530401055/1777047505874046439621212971521409 |tptp.'X_8'|) (* 1182753762959111534627846821339964/1777047505874046439621212971521409 |tptp.'X_3'|) (* -963578277053437983274677726931860/1777047505874046439621212971521409 |tptp.'X_0'|) (* 2325471032220950865402076643592689/1777047505874046439621212971521409 |tptp.'X_4'|) (* -3225070091936217750430897613199298/1777047505874046439621212971521409 |tptp.'X_1'|) (* 120499680663732936452809403787317/136695961990311264586247151655493 |tptp.'X_2'|) (* 1227701637658534584286344301503081/1777047505874046439621212971521409 |tptp.'X_6'|) (* -5195207308230976755037294309207139/1777047505874046439621212971521409 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2393 () (* -2661135456576698870961828002984915/1777047505874046439621212971521409 |tptp.'X_7'|))
% 7.12/7.31  (define @t2394 () (* 5155074404065350529690224796056728/1777047505874046439621212971521409 @t2366))
% 7.12/7.31  (define @t2395 () (* -191841457499127050671415137928601/136695961990311264586247151655493 @t2159))
% 7.12/7.31  (define @t2396 () (+ @t1194 @t2393 @t2395 @t2391 @t2390 @t2389 @t2388 @t2387 @t2386 @t2394))
% 7.12/7.31  (define @t2397 () (>= @t2396 @t2384))
% 7.12/7.31  (define @t2398 () (and @t2373 @t1932 @t1929 @t1203 @t1175 @t1857 @t1187 @t2160 @t1199 @t1195))
% 7.12/7.31  (define @t2399 () (* 40530443292059626/147734037206016217 |tptp.'X_5'|))
% 7.12/7.31  (define @t2400 () (* 1862132853881819/3603269200146737 |tptp.'X_6'|))
% 7.12/7.31  (define @t2401 () (* -99539216620869064/147734037206016217 |tptp.'X_2'|))
% 7.12/7.31  (define @t2402 () (* -318461633220060603/147734037206016217 |tptp.'X_1'|))
% 7.12/7.31  (define @t2403 () (* 315147523984193823/147734037206016217 |tptp.'X_4'|))
% 7.12/7.31  (define @t2404 () (* -24154254689310706/147734037206016217 |tptp.'X_0'|))
% 7.12/7.31  (define @t2405 () (* -269059058694451791/147734037206016217 |tptp.'X_3'|))
% 7.12/7.31  (define @t2406 () (* 291049624306576049/147734037206016217 |tptp.'X_8'|))
% 7.12/7.31  (define @t2407 () (+ 86193136281066340/147734037206016217 @t2406 @t2405 @t2404 @t2403 @t2402 @t2401 @t2400 @t2399 (* -1000000000000000000/147734037206016217 @t1748)))
% 7.12/7.31  (define @t2408 () (- |tptp.'X_7'| @t2407))
% 7.12/7.31  (define @t2409 () (= |tptp.'X_7'| @t2407))
% 7.12/7.31  (define @t2410 () (= @t1747 @t1748))
% 7.12/7.31  (define @t2411 () (+ @t1198 @t2406 @t2405 @t2404 @t2403 @t2402 @t2401 @t2400 @t2399))
% 7.12/7.31  (define @t2412 () (- @t2411 -86193136281066340/147734037206016217))
% 7.12/7.31  (define @t2413 () (>= @t2411 -86193136281066340/147734037206016217))
% 7.12/7.31  (define @t2414 () (+ @t1743 @t1741 @t1740 @t1744 @t1742 @t1738 @t1739 @t1746 @t1745 4309656814053317/50000000000000000))
% 7.12/7.31  (define @t2415 () (+ @t1747 @t1240))
% 7.12/7.31  (define @t2416 () (>= @t2415 0/1))
% 7.12/7.31  (define @t2417 () (not @t2416))
% 7.12/7.31  (define @t2418 () (or @t2417 @t2410))
% 7.12/7.31  (define @t2419 () (not @t2413))
% 7.12/7.31  (define @t2420 () (or @t2419 @t2409))
% 7.12/7.31  (define @t2421 () (* -27178162647575769424832542750864/82793203661345536345020496878757 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t2422 () (* -62514293311869371294569090623882307/31213037780327267202072727323291389 19431380448199/500000000000000))
% 7.12/7.31  (define @t2423 () (* -9963320476172963641331829077629657/31213037780327267202072727323291389 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2424 () (* 22308029479113066545508617911272946/31213037780327267202072727323291389 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2425 () (* 73326770797085109826793411176515269/31213037780327267202072727323291389 124946062009259/250000000000000))
% 7.12/7.31  (define @t2426 () (* -27612029959313202834905444550186050/31213037780327267202072727323291389 77948406711271/500000000000000))
% 7.12/7.31  (define @t2427 () (* 3104895528089591556641424306784653/2401002906179020554005594409483953 29208246471129/500000000000000))
% 7.12/7.31  (define @t2428 () (* -2099433890653459464464017890606665/2837548889120660654733884302117399 86193136281066340/147734037206016217))
% 7.12/7.31  (define @t2429 () (* 33339940115324119182266065413749043/31213037780327267202072727323291389 247021624936389/500000000000000))
% 7.12/7.31  (define @t2430 () (+ @t1188 @t2429 @t2428 @t2427 @t2426 @t2425 @t2424 @t2423 @t2422 @t2421))
% 7.12/7.31  (define @t2431 () (+ (* -27178162647575769424832542750864/82793203661345536345020496878757 |tptp.'X_7'|) (* 1309033806315811934907410123998904/2401002906179020554005594409483953 |tptp.'X_8'|) (* -2405190800971942799012977144404848/2401002906179020554005594409483953 |tptp.'X_3'|) (* 2414447777454169507402829519182440/2401002906179020554005594409483953 |tptp.'X_0'|) (* -1388522906626052262354934515716392/2401002906179020554005594409483953 |tptp.'X_4'|) (* 724481153086583385651239217397392/2401002906179020554005594409483953 |tptp.'X_1'|) (* 1196920178849629120250783537059960/2401002906179020554005594409483953 |tptp.'X_2'|) (* -151638945468475472228416802313096/2401002906179020554005594409483953 |tptp.'X_6'|) (* -2203365008469843873949682592835232/2401002906179020554005594409483953 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2432 () (* -62514293311869371294569090623882307/31213037780327267202072727323291389 |tptp.'X_8'|))
% 7.12/7.31  (define @t2433 () (* -9963320476172963641331829077629657/31213037780327267202072727323291389 |tptp.'X_6'|))
% 7.12/7.31  (define @t2434 () (* 22308029479113066545508617911272946/31213037780327267202072727323291389 |tptp.'X_5'|))
% 7.12/7.31  (define @t2435 () (* 73326770797085109826793411176515269/31213037780327267202072727323291389 |tptp.'X_3'|))
% 7.12/7.31  (define @t2436 () (* -27612029959313202834905444550186050/31213037780327267202072727323291389 |tptp.'X_0'|))
% 7.12/7.31  (define @t2437 () (* 3104895528089591556641424306784653/2401002906179020554005594409483953 |tptp.'X_1'|))
% 7.12/7.31  (define @t2438 () (+ (* -2099433890653459464464017890606665/2837548889120660654733884302117399 |tptp.'X_7'|) (* 45496853829763816140772759011896555/31213037780327267202072727323291389 |tptp.'X_8'|) (* -42059290384449853439624708299252245/31213037780327267202072727323291389 |tptp.'X_3'|) (* -3775791147591000761331339199185670/31213037780327267202072727323291389 |tptp.'X_0'|) (* 3789525812805072816360528925200345/2401002906179020554005594409483953 |tptp.'X_4'|) (* -3829376681176174942292663524182045/2401002906179020554005594409483953 |tptp.'X_1'|) (* -1196920178849629120250783537059960/2401002906179020554005594409483953 |tptp.'X_2'|) (* 11934626767263144780301247507699905/31213037780327267202072727323291389 |tptp.'X_6'|) (* 6335715630994903815837255795585070/31213037780327267202072727323291389 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2439 () (* 33339940115324119182266065413749043/31213037780327267202072727323291389 |tptp.'X_7'|))
% 7.12/7.31  (define @t2440 () (* -27178162647575769424832542750864/82793203661345536345020496878757 @t2125))
% 7.12/7.31  (define @t2441 () (* -40530443292059626/147734037206016217 |tptp.'X_5'|))
% 7.12/7.31  (define @t2442 () (* -1862132853881819/3603269200146737 |tptp.'X_6'|))
% 7.12/7.31  (define @t2443 () (* 99539216620869064/147734037206016217 |tptp.'X_2'|))
% 7.12/7.31  (define @t2444 () (* 318461633220060603/147734037206016217 |tptp.'X_1'|))
% 7.12/7.31  (define @t2445 () (* -315147523984193823/147734037206016217 |tptp.'X_4'|))
% 7.12/7.31  (define @t2446 () (* 24154254689310706/147734037206016217 |tptp.'X_0'|))
% 7.12/7.31  (define @t2447 () (* 269059058694451791/147734037206016217 |tptp.'X_3'|))
% 7.12/7.31  (define @t2448 () (* -291049624306576049/147734037206016217 |tptp.'X_8'|))
% 7.12/7.31  (define @t2449 () (+ |tptp.'X_7'| @t2448 @t2447 @t2446 @t2445 @t2444 @t2443 @t2442 @t2441))
% 7.12/7.31  (define @t2450 () (* -2099433890653459464464017890606665/2837548889120660654733884302117399 @t2449))
% 7.12/7.31  (define @t2451 () (+ @t1186 @t2439 @t2450 @t2437 @t2436 @t2435 @t2434 @t2433 @t2432 @t2440))
% 7.12/7.31  (define @t2452 () (>= @t2451 @t2430))
% 7.12/7.31  (define @t2453 () (>= 86193136281066340/147734037206016217 @t2449))
% 7.12/7.31  (define @t2454 () (and @t2126 @t1203 @t1195 @t1929 @t1184 @t1175 @t1932 @t2419 @t1855 @t1187))
% 7.12/7.31  (define @t2455 () (+ -79719747766130833/144725408519543242 (* -5781248270739253/72362704259771621 |tptp.'X_8'|) (* -124240330127538351/72362704259771621 |tptp.'X_3'|) (* -175651345260155523/144725408519543242 |tptp.'X_0'|) (* -273942775226820479/144725408519543242 |tptp.'X_4'|) (* -188605425088383905/144725408519543242 |tptp.'X_1'|) (* -11717644049985959/72362704259771621 |tptp.'X_2'|) (* 153777540802780055/72362704259771621 |tptp.'X_6'|) (* 135710397401424709/144725408519543242 |tptp.'X_5'|) (* 500000000000000000/72362704259771621 @t1787)))
% 7.12/7.31  (define @t2456 () (- |tptp.'X_7'| @t2455))
% 7.12/7.31  (define @t2457 () (= |tptp.'X_7'| @t2455))
% 7.12/7.31  (define @t2458 () (= @t1786 @t1787))
% 7.12/7.31  (define @t2459 () (* -135710397401424709/144725408519543242 |tptp.'X_5'|))
% 7.12/7.31  (define @t2460 () (* -153777540802780055/72362704259771621 |tptp.'X_6'|))
% 7.12/7.31  (define @t2461 () (* 11717644049985959/72362704259771621 |tptp.'X_2'|))
% 7.12/7.31  (define @t2462 () (* 188605425088383905/144725408519543242 |tptp.'X_1'|))
% 7.12/7.31  (define @t2463 () (* 273942775226820479/144725408519543242 |tptp.'X_4'|))
% 7.12/7.31  (define @t2464 () (* 175651345260155523/144725408519543242 |tptp.'X_0'|))
% 7.12/7.31  (define @t2465 () (* 124240330127538351/72362704259771621 |tptp.'X_3'|))
% 7.12/7.31  (define @t2466 () (* 5781248270739253/72362704259771621 |tptp.'X_8'|))
% 7.12/7.31  (define @t2467 () (+ |tptp.'X_7'| @t2466 @t2465 @t2464 @t2463 @t2462 @t2461 @t2460 @t2459))
% 7.12/7.31  (define @t2468 () (>= @t2467 -79719747766130833/144725408519543242))
% 7.12/7.31  (define @t2469 () (+ @t1782 @t1780 @t1779 @t1783 @t1781 @t1777 @t1778 @t1785 @t1784 79719747766130833/1000000000000000000))
% 7.12/7.31  (define @t2470 () (+ @t1786 @t1240))
% 7.12/7.31  (define @t2471 () (>= @t2470 0/1))
% 7.12/7.31  (define @t2472 () (not @t2471))
% 7.12/7.31  (define @t2473 () (or @t2472 @t2458))
% 7.12/7.31  (define @t2474 () (not @t2468))
% 7.12/7.31  (define @t2475 () (or @t2474 @t2457))
% 7.12/7.31  (define @t2476 () (* -1732493421233885543263881365855852/19651340665843068177532924208188389 -203088066262591405/147853392187311028))
% 7.12/7.31  (define @t2477 () (* -13326961492972956359528694821820568/19651340665843068177532924208188389 124446062009259/250000000000000))
% 7.12/7.31  (define @t2478 () (* 8950556183929704817040169864828701/39302681331686136355065848416376778 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2479 () (* -35473344226992714979148685875688895/39302681331686136355065848416376778 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2480 () (* -21911047762947523042348599907380839/39302681331686136355065848416376778 28208246471129/500000000000000))
% 7.12/7.31  (define @t2481 () (* -6107441844867063540445012518912509/19651340665843068177532924208188389 246021624936389/500000000000000))
% 7.12/7.31  (define @t2482 () (* 2765294427175420110717179267052139/19651340665843068177532924208188389 20431380448199/500000000000000))
% 7.12/7.31  (define @t2483 () (* 712721387827359007609899444069851/1786485515076642561593902200744399 -79719747766130833/144725408519543242))
% 7.12/7.31  (define @t2484 () (* -2269625715231196144916853258475327/3572971030153285123187804401488798 77948406711271/500000000000000))
% 7.12/7.31  (define @t2485 () (+ 1/1 @t2484 @t2483 @t2482 @t2481 @t2480 @t2479 @t2478 @t2477 @t2476))
% 7.12/7.31  (define @t2486 () (+ (* -1732493421233885543263881365855852/19651340665843068177532924208188389 |tptp.'X_7'|) (* -1130549212863804765597698914259404/6550446888614356059177641402729463 |tptp.'X_8'|) (* -133510384118086898357284316930723/19651340665843068177532924208188389 |tptp.'X_3'|) (* 269792182613286128723384719694657/1786485515076642561593902200744399 |tptp.'X_0'|) (* 965629779634308586574279719998526/6550446888614356059177641402729463 |tptp.'X_4'|) (* 738559641025899292856086212180617/19651340665843068177532924208188389 |tptp.'X_1'|) (* -115410495154971226267443479423129/1786485515076642561593902200744399 |tptp.'X_2'|) (* -271885647385329298752629203494694/1786485515076642561593902200744399 |tptp.'X_6'|) (* 319589340273243952190454948135526/2183482296204785353059213800909821 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2487 () (* -13326961492972956359528694821820568/19651340665843068177532924208188389 |tptp.'X_3'|))
% 7.12/7.31  (define @t2488 () (* 8950556183929704817040169864828701/39302681331686136355065848416376778 |tptp.'X_5'|))
% 7.12/7.31  (define @t2489 () (* -35473344226992714979148685875688895/39302681331686136355065848416376778 |tptp.'X_4'|))
% 7.12/7.31  (define @t2490 () (* -21911047762947523042348599907380839/39302681331686136355065848416376778 |tptp.'X_1'|))
% 7.12/7.31  (define @t2491 () (* -6107441844867063540445012518912509/19651340665843068177532924208188389 |tptp.'X_7'|))
% 7.12/7.31  (define @t2492 () (* 2765294427175420110717179267052139/19651340665843068177532924208188389 |tptp.'X_8'|))
% 7.12/7.31  (define @t2493 () (+ (* 712721387827359007609899444069851/1786485515076642561593902200744399 |tptp.'X_7'|) (* 56941201037817653279628861429643/1786485515076642561593902200744399 |tptp.'X_8'|) (* 135964362394859022806929082209609/198498390564071395732655800082711 |tptp.'X_3'|) (* 576680450001541295823361273028671/1190990343384428374395934800496266 |tptp.'X_0'|) (* 2698142322653351223609364323245249/3572971030153285123187804401488798 |tptp.'X_4'|) (* 1857629861899611314239675225729055/3572971030153285123187804401488798 |tptp.'X_1'|) (* 115410495154971226267443479423129/1786485515076642561593902200744399 |tptp.'X_2'|) (* -1514599867691313262841272997249705/1786485515076642561593902200744399 |tptp.'X_6'|) (* -1336651300804372359678941721024379/3572971030153285123187804401488798 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2494 () (* -2269625715231196144916853258475327/3572971030153285123187804401488798 |tptp.'X_0'|))
% 7.12/7.31  (define @t2495 () (* -1732493421233885543263881365855852/19651340665843068177532924208188389 @t1989))
% 7.12/7.31  (define @t2496 () (* 712721387827359007609899444069851/1786485515076642561593902200744399 @t2467))
% 7.12/7.31  (define @t2497 () (+ |tptp.'X_6'| @t2494 @t2496 @t2492 @t2491 @t2490 @t2489 @t2488 @t2487 @t2495))
% 7.12/7.31  (define @t2498 () (>= @t2497 @t2485))
% 7.12/7.31  (define @t2499 () (and @t1990 @t1930 @t1929 @t1187 @t1178 @t1199 @t1251 @t2474 @t1175 @t1927))
% 7.12/7.31  (define @t2500 () (+ -163495981361108544/194995070875606913 (* 164718689523304068/194995070875606913 |tptp.'X_8'|) (* 95680712033663573/194995070875606913 |tptp.'X_3'|) (* -91009525495494847/194995070875606913 |tptp.'X_0'|) (* -325005835691322853/194995070875606913 |tptp.'X_4'|) (* 292547844235659493/194995070875606913 |tptp.'X_1'|) (* -197565541562245206/194995070875606913 |tptp.'X_2'|) (* 291515907551800346/194995070875606913 |tptp.'X_6'|) (* -196008450170439052/194995070875606913 |tptp.'X_5'|) (* 1000000000000000000/194995070875606913 @t1802)))
% 7.12/7.31  (define @t2501 () (- |tptp.'X_7'| @t2500))
% 7.12/7.31  (define @t2502 () (= |tptp.'X_7'| @t2500))
% 7.12/7.31  (define @t2503 () (= @t1801 @t1802))
% 7.12/7.31  (define @t2504 () (* 196008450170439052/194995070875606913 |tptp.'X_5'|))
% 7.12/7.31  (define @t2505 () (* -291515907551800346/194995070875606913 |tptp.'X_6'|))
% 7.12/7.31  (define @t2506 () (* 197565541562245206/194995070875606913 |tptp.'X_2'|))
% 7.12/7.31  (define @t2507 () (* -292547844235659493/194995070875606913 |tptp.'X_1'|))
% 7.12/7.31  (define @t2508 () (* 325005835691322853/194995070875606913 |tptp.'X_4'|))
% 7.12/7.31  (define @t2509 () (* 91009525495494847/194995070875606913 |tptp.'X_0'|))
% 7.12/7.31  (define @t2510 () (* -95680712033663573/194995070875606913 |tptp.'X_3'|))
% 7.12/7.31  (define @t2511 () (* -164718689523304068/194995070875606913 |tptp.'X_8'|))
% 7.12/7.31  (define @t2512 () (+ |tptp.'X_7'| @t2511 @t2510 @t2509 @t2508 @t2507 @t2506 @t2505 @t2504))
% 7.12/7.31  (define @t2513 () (>= @t2512 -163495981361108544/194995070875606913))
% 7.12/7.31  (define @t2514 () (+ @t1797 @t1795 @t1794 @t1798 @t1796 @t1792 @t1793 @t1800 @t1799 2554624708767321/15625000000000000))
% 7.12/7.31  (define @t2515 () (+ @t1801 @t1240))
% 7.12/7.31  (define @t2516 () (>= @t2515 0/1))
% 7.12/7.31  (define @t2517 () (not @t2516))
% 7.12/7.31  (define @t2518 () (or @t2517 @t2503))
% 7.12/7.31  (define @t2519 () (not @t2513))
% 7.12/7.31  (define @t2520 () (or @t2519 @t2502))
% 7.12/7.31  (define @t2521 () (* -32927590260374201/27453114920550678 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2522 () (* 292547844235659493/164718689523304068 29208246471129/500000000000000))
% 7.12/7.31  (define @t2523 () (* -325005835691322853/164718689523304068 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2524 () (* -49002112542609763/41179672380826017 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2525 () (* 145757953775900173/82359344761652034 1/1))
% 7.12/7.31  (define @t2526 () (* -194995070875606913/164718689523304068 246021624936389/500000000000000))
% 7.12/7.31  (define @t2527 () (* 194995070875606913/164718689523304068 -163495981361108544/194995070875606913))
% 7.12/7.31  (define @t2528 () (* 95680712033663573/164718689523304068 124946062009259/250000000000000))
% 7.12/7.31  (define @t2529 () (* -91009525495494847/164718689523304068 77948406711271/500000000000000))
% 7.12/7.31  (define @t2530 () (+ 20431380448199/500000000000000 @t2529 @t2528 @t2527 @t2526 @t2525 @t2524 @t2523 @t2522 @t2521))
% 7.12/7.31  (define @t2531 () (* -32927590260374201/27453114920550678 |tptp.'X_2'|))
% 7.12/7.31  (define @t2532 () (* 292547844235659493/164718689523304068 |tptp.'X_1'|))
% 7.12/7.31  (define @t2533 () (* -325005835691322853/164718689523304068 |tptp.'X_4'|))
% 7.12/7.31  (define @t2534 () (* -49002112542609763/41179672380826017 |tptp.'X_5'|))
% 7.12/7.31  (define @t2535 () (* 145757953775900173/82359344761652034 |tptp.'X_6'|))
% 7.12/7.31  (define @t2536 () (* -194995070875606913/164718689523304068 |tptp.'X_7'|))
% 7.12/7.31  (define @t2537 () (+ (* 194995070875606913/164718689523304068 |tptp.'X_7'|) @t1202 (* -95680712033663573/164718689523304068 |tptp.'X_3'|) (* 91009525495494847/164718689523304068 |tptp.'X_0'|) (* 325005835691322853/164718689523304068 |tptp.'X_4'|) (* -292547844235659493/164718689523304068 |tptp.'X_1'|) (* 32927590260374201/27453114920550678 |tptp.'X_2'|) (* -145757953775900173/82359344761652034 |tptp.'X_6'|) (* 49002112542609763/41179672380826017 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2538 () (* 95680712033663573/164718689523304068 |tptp.'X_3'|))
% 7.12/7.31  (define @t2539 () (* -91009525495494847/164718689523304068 |tptp.'X_0'|))
% 7.12/7.31  (define @t2540 () (* 194995070875606913/164718689523304068 @t2512))
% 7.12/7.31  (define @t2541 () (+ |tptp.'X_8'| @t2539 @t2538 @t2540 @t2536 @t2535 @t2534 @t2533 @t2532 @t2531))
% 7.12/7.31  (define @t2542 () (>= @t2541 @t2530))
% 7.12/7.31  (define @t2543 () (and @t1181 @t1932 @t1187 @t1191 @t1927 @t1199 @t2519 @t1184 @t1175 @t1251))
% 7.12/7.31  (define @t2544 () (= @t1281 0/1))
% 7.12/7.31  (define @t2545 () (= 0/1 @t1281))
% 7.12/7.31  (define @t2546 () (+ |tptp.'X_7'| (* 6289112630865226/5634641769644075 |tptp.'X_8'|) (* 216285547045041937/73250343005372975 |tptp.'X_3'|) (* 131301485190524703/73250343005372975 |tptp.'X_0'|) (* -15703643356854291/14650068601074595 |tptp.'X_4'|) (* 209271326399700974/73250343005372975 |tptp.'X_1'|) (* -3838650175968794/73250343005372975 |tptp.'X_2'|) (* -23620413291889114/14650068601074595 |tptp.'X_6'|) (* -101796191230834998/73250343005372975 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2547 () (>= @t2546 139974431335130989/73250343005372975))
% 7.12/7.31  (define @t2548 () (+ @t1276 @t1274 @t1273 @t1277 @t1275 @t1271 @t1272 @t1279 @t1278 -139974431335130989/1000000000000000000))
% 7.12/7.31  (define @t2549 () (+ @t1280 @t1240))
% 7.12/7.31  (define @t2550 () (>= @t2549 0/1))
% 7.12/7.31  (define @t2551 () (or @t2550 @t2545))
% 7.12/7.31  (define @t2552 () (or @t2547 @t2544))
% 7.12/7.31  (define @t2553 () (+ @t1198 (* 169917993562293479/305230848586137749 |tptp.'X_8'|) (* -68702701737561434/305230848586137749 |tptp.'X_3'|) (* 223511809452060006/305230848586137749 |tptp.'X_0'|) (* -42933026550501019/305230848586137749 |tptp.'X_4'|) (* 105431646849439176/305230848586137749 |tptp.'X_1'|) (* 17074992645697451/305230848586137749 |tptp.'X_2'|) (* -267050073103187069/305230848586137749 |tptp.'X_6'|) (* -50120840917046550/305230848586137749 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2554 () (>= @t2553 -242389984971433103/305230848586137749))
% 7.12/7.31  (define @t2555 () (* 305230848586137749/169917993562293479 242389984971433103/305230848586137749))
% 7.12/7.31  (define @t2556 () (* 105431646849439176/169917993562293479 29208246471129/500000000000000))
% 7.12/7.31  (define @t2557 () (* -68702701737561434/169917993562293479 124446062009259/250000000000000))
% 7.12/7.31  (define @t2558 () (* -50120840917046550/169917993562293479 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2559 () (* -305230848586137749/169917993562293479 246021624936389/500000000000000))
% 7.12/7.31  (define @t2560 () (* 223511809452060006/169917993562293479 78948406711271/500000000000000))
% 7.12/7.31  (define @t2561 () (* 17074992645697451/169917993562293479 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2562 () (* -42933026550501019/169917993562293479 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2563 () (* -267050073103187069/169917993562293479 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2564 () (+ 20431380448199/500000000000000 @t2563 @t2562 @t2561 @t2560 @t2559 @t2558 @t2557 @t2556 @t2555))
% 7.12/7.31  (define @t2565 () (+ (* 305230848586137749/169917993562293479 |tptp.'X_7'|) @t1202 (* 68702701737561434/169917993562293479 |tptp.'X_3'|) (* -223511809452060006/169917993562293479 |tptp.'X_0'|) (* 42933026550501019/169917993562293479 |tptp.'X_4'|) (* -105431646849439176/169917993562293479 |tptp.'X_1'|) (* -17074992645697451/169917993562293479 |tptp.'X_2'|) (* 267050073103187069/169917993562293479 |tptp.'X_6'|) (* 50120840917046550/169917993562293479 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2566 () (* 105431646849439176/169917993562293479 |tptp.'X_1'|))
% 7.12/7.31  (define @t2567 () (* -68702701737561434/169917993562293479 |tptp.'X_3'|))
% 7.12/7.31  (define @t2568 () (* -50120840917046550/169917993562293479 |tptp.'X_5'|))
% 7.12/7.31  (define @t2569 () (* -305230848586137749/169917993562293479 |tptp.'X_7'|))
% 7.12/7.31  (define @t2570 () (* 223511809452060006/169917993562293479 |tptp.'X_0'|))
% 7.12/7.31  (define @t2571 () (* 17074992645697451/169917993562293479 |tptp.'X_2'|))
% 7.12/7.31  (define @t2572 () (* -42933026550501019/169917993562293479 |tptp.'X_4'|))
% 7.12/7.31  (define @t2573 () (* -267050073103187069/169917993562293479 |tptp.'X_6'|))
% 7.12/7.31  (define @t2574 () (+ |tptp.'X_7'| (* -169917993562293479/305230848586137749 |tptp.'X_8'|) (* 68702701737561434/305230848586137749 |tptp.'X_3'|) (* -223511809452060006/305230848586137749 |tptp.'X_0'|) (* 42933026550501019/305230848586137749 |tptp.'X_4'|) (* -105431646849439176/305230848586137749 |tptp.'X_1'|) (* -17074992645697451/305230848586137749 |tptp.'X_2'|) (* 267050073103187069/305230848586137749 |tptp.'X_6'|) (* 50120840917046550/305230848586137749 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2575 () (* 305230848586137749/169917993562293479 @t2574))
% 7.12/7.31  (define @t2576 () (+ |tptp.'X_8'| @t2573 @t2572 @t2571 @t2570 @t2569 @t2568 @t2567 @t2566 @t2575))
% 7.12/7.31  (define @t2577 () (<= @t2574 242389984971433103/305230848586137749))
% 7.12/7.31  (define @t2578 () (- @t2553 -242389984971433103/305230848586137749))
% 7.12/7.31  (define @t2579 () (= (* 242389984971433103/305230848586137749 (- 242389984971433103/305230848586137749 @t2574)) (* 242389984971433103/305230848586137749 @t2578)))
% 7.12/7.31  (define @t2580 () (>= 242389984971433103/305230848586137749 @t2574))
% 7.12/7.31  (define @t2581 () (= @t2580 @t2554))
% 7.12/7.31  (define @t2582 () (and @t2554 @t1932 @t1930 @t1191 @t1199 @t1248 @t1857 @t1187 @t1195 @t1251))
% 7.12/7.31  (define @t2583 () (not @t2554))
% 7.12/7.31  (define @t2584 () (not @t2547))
% 7.12/7.31  (define @t2585 () (* -1214462537737092534289973622585259/262632261948743360503181107387639 242389984971433103/305230848586137749))
% 7.12/7.31  (define @t2586 () (* 10977093670871850132304033993560372/2888954881436176965534992181264029 29208246471129/500000000000000))
% 7.12/7.31  (define @t2587 () (* -1033318513560538591877375383694939/2888954881436176965534992181264029 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2588 () (* -5457438902704986953490913370245950/2888954881436176965534992181264029 139974431335130989/73250343005372975))
% 7.12/7.31  (define @t2589 () (* 18816526817813004830680623218683799/2888954881436176965534992181264029 247021624936389/500000000000000))
% 7.12/7.31  (define @t2590 () (* -1345500881226916853020474008514703/2888954881436176965534992181264029 19431380448199/500000000000000))
% 7.12/7.31  (define @t2591 () (* 19121046917703143973801646489191908/2888954881436176965534992181264029 124946062009259/250000000000000))
% 7.12/7.31  (define @t2592 () (* -3970859519532202594526871168918791/2888954881436176965534992181264029 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2593 () (* -5390570015308540547707502334988446/2888954881436176965534992181264029 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2594 () (+ 1/1 @t2593 @t2592 @t2591 @t2590 @t2589 @t2588 @t2587 @t2586 @t2585))
% 7.12/7.31  (define @t2595 () (+ (* -1214462537737092534289973622585259/262632261948743360503181107387639 |tptp.'X_7'|) (* 7436828305107716352109397361770579/2888954881436176965534992181264029 |tptp.'X_8'|) (* -3006922258247819468925322052368034/2888954881436176965534992181264029 |tptp.'X_3'|) (* 9782477512892345403251745127109406/2888954881436176965534992181264029 |tptp.'X_0'|) (* -1879056716601671140379512048724119/2888954881436176965534992181264029 |tptp.'X_4'|) (* 659206277019727068036506891617368/412707840205168137933570311609147 |tptp.'X_1'|) (* 747323964665787359854475359877351/2888954881436176965534992181264029 |tptp.'X_2'|) (* -11688023739562218752203489891555169/2888954881436176965534992181264029 |tptp.'X_6'|) (* -313378135781249150426537694091650/412707840205168137933570311609147 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2596 () (* 10977093670871850132304033993560372/2888954881436176965534992181264029 |tptp.'X_1'|))
% 7.12/7.31  (define @t2597 () (* -1033318513560538591877375383694939/2888954881436176965534992181264029 |tptp.'X_2'|))
% 7.12/7.31  (define @t2598 () (+ (* -5457438902704986953490913370245950/2888954881436176965534992181264029 |tptp.'X_7'|) (* -6091327423880799499088923353255876/2888954881436176965534992181264029 |tptp.'X_8'|) (* -16114124659455324504876324436823874/2888954881436176965534992181264029 |tptp.'X_3'|) (* -9782477512892345403251745127109406/2888954881436176965534992181264029 |tptp.'X_0'|) (* 5849916236133873734906383217642910/2888954881436176965534992181264029 |tptp.'X_4'|) (* -15591537610009939608559582234881948/2888954881436176965534992181264029 |tptp.'X_1'|) (* 285994548894751232022900023817588/2888954881436176965534992181264029 |tptp.'X_2'|) (* 8799068858126041786668497710291140/2888954881436176965534992181264029 |tptp.'X_6'|) (* 7584216965777284600693266193629996/2888954881436176965534992181264029 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2599 () (* 18816526817813004830680623218683799/2888954881436176965534992181264029 |tptp.'X_7'|))
% 7.12/7.31  (define @t2600 () (* -1345500881226916853020474008514703/2888954881436176965534992181264029 |tptp.'X_8'|))
% 7.12/7.31  (define @t2601 () (* 19121046917703143973801646489191908/2888954881436176965534992181264029 |tptp.'X_3'|))
% 7.12/7.31  (define @t2602 () (* -3970859519532202594526871168918791/2888954881436176965534992181264029 |tptp.'X_4'|))
% 7.12/7.31  (define @t2603 () (* -5390570015308540547707502334988446/2888954881436176965534992181264029 |tptp.'X_5'|))
% 7.12/7.31  (define @t2604 () (* -1214462537737092534289973622585259/262632261948743360503181107387639 @t2574))
% 7.12/7.31  (define @t2605 () (* -5457438902704986953490913370245950/2888954881436176965534992181264029 @t2546))
% 7.12/7.31  (define @t2606 () (+ |tptp.'X_6'| @t2603 @t2602 @t2601 @t2600 @t2599 @t2605 @t2597 @t2596 @t2604))
% 7.12/7.31  (define @t2607 () (>= @t2606 @t2594))
% 7.12/7.31  (define @t2608 () (and @t2583 @t1932 @t1181 @t2547 @t1855 @t1203 @t1184 @t1187 @t1191 @t1927))
% 7.12/7.31  (define @t2609 () (@list false false false false false false false false true))
% 7.12/7.31  (define @t2610 () (@list true false))
% 7.12/7.31  (define @t2611 () (= @t1676 0/1))
% 7.12/7.31  (define @t2612 () (= 0/1 @t1676))
% 7.12/7.31  (define @t2613 () (+ |tptp.'X_7'| (* -119580601626665756/140278727566981731 |tptp.'X_8'|) (* 305951947524789991/140278727566981731 |tptp.'X_3'|) (* -271806868921937173/140278727566981731 |tptp.'X_0'|) (* 33098948494537420/20039818223854533 |tptp.'X_4'|) (* 64262049376586916/46759575855660577 |tptp.'X_1'|) (* -265789744937258876/140278727566981731 |tptp.'X_2'|) (* -260905027316403082/140278727566981731 |tptp.'X_6'|) (* -58046107628971055/140278727566981731 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2614 () (>= @t2613 19538281083179770/10790671351306287))
% 7.12/7.31  (define @t2615 () (+ @t1671 @t1669 @t1668 @t1672 @t1670 @t1666 @t1667 @t1674 @t1673 -25399765408133701/100000000000000000))
% 7.12/7.31  (define @t2616 () (+ @t1675 @t1240))
% 7.12/7.31  (define @t2617 () (>= @t2616 0/1))
% 7.12/7.31  (define @t2618 () (or @t2617 @t2612))
% 7.12/7.31  (define @t2619 () (or @t2614 @t2611))
% 7.12/7.31  (define @t2620 () (>= @t1263 0/1))
% 7.12/7.31  (define @t2621 () (not @t1841))
% 7.12/7.31  (define @t2622 () (not @t2620))
% 7.12/7.31  (define @t2623 () (>= 0/1 0/1))
% 7.12/7.31  (define @t2624 () (* 6250000000000000/131602174433329 0/1))
% 7.12/7.31  (define @t2625 () (+ 10289172780368663/658010872166645 @t2624 @t1869))
% 7.12/7.31  (define @t2626 () (* 0/1 |tptp.'X_7'|))
% 7.12/7.31  (define @t2627 () (= @t2626 0/1))
% 7.12/7.31  (define @t2628 () (* 0/1 |tptp.'X_8'|))
% 7.12/7.31  (define @t2629 () (= @t2628 0/1))
% 7.12/7.31  (define @t2630 () (* 0/1 |tptp.'X_3'|))
% 7.12/7.31  (define @t2631 () (= @t2630 0/1))
% 7.12/7.31  (define @t2632 () (* 0/1 |tptp.'X_0'|))
% 7.12/7.31  (define @t2633 () (= @t2632 0/1))
% 7.12/7.31  (define @t2634 () (* 0/1 |tptp.'X_4'|))
% 7.12/7.31  (define @t2635 () (= @t2634 0/1))
% 7.12/7.31  (define @t2636 () (* 0/1 |tptp.'X_1'|))
% 7.12/7.31  (define @t2637 () (= @t2636 0/1))
% 7.12/7.31  (define @t2638 () (* 0/1 |tptp.'X_2'|))
% 7.12/7.31  (define @t2639 () (= @t2638 0/1))
% 7.12/7.31  (define @t2640 () (* 0/1 |tptp.'X_6'|))
% 7.12/7.31  (define @t2641 () (= @t2640 0/1))
% 7.12/7.31  (define @t2642 () (* 0/1 |tptp.'X_5'|))
% 7.12/7.31  (define @t2643 () (= @t2642 0/1))
% 7.12/7.31  (define @t2644 () (* 0/1 @t1263))
% 7.12/7.31  (define @t2645 () (+ @t2644 @t2642 @t2640 @t2638 @t2636 @t2634 @t2632 @t2630 @t2628 @t2626))
% 7.12/7.31  (define @t2646 () (* 6250000000000000/131602174433329 @t1263))
% 7.12/7.31  (define @t2647 () (+ |tptp.'X_7'| @t1879 @t1880 @t1881 @t1882 @t1883 @t1884 @t1885 @t1886 @t2646))
% 7.12/7.31  (define @t2648 () (+ @t1887 @t2646 (* -1/1 @t2647)))
% 7.12/7.31  (define @t2649 () (>= @t2648 @t2625))
% 7.12/7.31  (define @t2650 () (= @t2647 10289172780368663/658010872166645))
% 7.12/7.31  (define @t2651 () (= (* -10289172780368663/658010872166645 (- @t2647 10289172780368663/658010872166645)) (* -10289172780368663/658010872166645 @t1840)))
% 7.12/7.31  (define @t2652 () (= @t2650 @t1841))
% 7.12/7.31  (define @t2653 () (and @t1841 @t2622 @t1845))
% 7.12/7.31  (define @t2654 () (+ |tptp.'X_7'| (* -49633304044341943/39853645684639269 |tptp.'X_8'|) (* 8362952352892597/13284548561546423 |tptp.'X_3'|) (* -33712773656389213/53138194246185692 |tptp.'X_0'|) (* 86280308740957795/79707291369278538 |tptp.'X_4'|) (* 106701123313648505/53138194246185692 |tptp.'X_1'|) (* 229092709080107315/159414582738557076 |tptp.'X_2'|) (* -1368354304810295/26569097123092846 |tptp.'X_6'|) (* 86412134871391183/79707291369278538 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2655 () (>= @t2654 3790627173587914/1897792651649489))
% 7.12/7.31  (define @t2656 () (* -39853645684639269/49633304044341943 3790627173587914/1897792651649489))
% 7.12/7.31  (define @t2657 () (* 86412134871391183/99266608088683886 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2658 () (* 39853645684639269/49633304044341943 247021624936389/500000000000000))
% 7.12/7.31  (define @t2659 () (* 25088857058677791/49633304044341943 124946062009259/250000000000000))
% 7.12/7.31  (define @t2660 () (* 229092709080107315/198533216177367772 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2661 () (* -101138320969167639/198533216177367772 77948406711271/500000000000000))
% 7.12/7.31  (define @t2662 () (* 320103369940945515/198533216177367772 29208246471129/500000000000000))
% 7.12/7.31  (define @t2663 () (* 86280308740957795/99266608088683886 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2664 () (* -4105062914430885/99266608088683886 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2665 () (+ @t1204 @t2664 @t2663 @t2662 @t2661 @t2660 @t2659 @t2658 @t2657 @t2656))
% 7.12/7.31  (define @t2666 () (+ (* -39853645684639269/49633304044341943 |tptp.'X_7'|) |tptp.'X_8'| (* -25088857058677791/49633304044341943 |tptp.'X_3'|) (* 101138320969167639/198533216177367772 |tptp.'X_0'|) (* -86280308740957795/99266608088683886 |tptp.'X_4'|) (* -320103369940945515/198533216177367772 |tptp.'X_1'|) (* -229092709080107315/198533216177367772 |tptp.'X_2'|) (* 4105062914430885/99266608088683886 |tptp.'X_6'|) (* -86412134871391183/99266608088683886 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2667 () (* 86412134871391183/99266608088683886 |tptp.'X_5'|))
% 7.12/7.31  (define @t2668 () (* 39853645684639269/49633304044341943 |tptp.'X_7'|))
% 7.12/7.31  (define @t2669 () (* 25088857058677791/49633304044341943 |tptp.'X_3'|))
% 7.12/7.31  (define @t2670 () (* 229092709080107315/198533216177367772 |tptp.'X_2'|))
% 7.12/7.31  (define @t2671 () (* -101138320969167639/198533216177367772 |tptp.'X_0'|))
% 7.12/7.31  (define @t2672 () (* 320103369940945515/198533216177367772 |tptp.'X_1'|))
% 7.12/7.31  (define @t2673 () (* 86280308740957795/99266608088683886 |tptp.'X_4'|))
% 7.12/7.31  (define @t2674 () (* -4105062914430885/99266608088683886 |tptp.'X_6'|))
% 7.12/7.31  (define @t2675 () (* -39853645684639269/49633304044341943 @t2654))
% 7.12/7.31  (define @t2676 () (+ @t1202 @t2674 @t2673 @t2672 @t2671 @t2670 @t2669 @t2668 @t2667 @t2675))
% 7.12/7.31  (define @t2677 () (and @t2655 @t1929 @t1855 @t1184 @t1857 @t1175 @t1932 @t1249 @t1195 @t1203))
% 7.12/7.31  (define @t2678 () (not @t2655))
% 7.12/7.31  (define @t2679 () (not @t2614))
% 7.12/7.31  (define @t2680 () (* -4089829791899093257299020800943778000000000000000000/2734190742885354101306527528507411646282142786446569 0/1))
% 7.12/7.31  (define @t2681 () (* 86116878988180818429301550010807971396086140313920/2734190742885354101306527528507411646282142786446569 10289172780368663/658010872166645))
% 7.12/7.31  (define @t2682 () (* -24808091583396766322292370028808311495769354632257741/27341907428853541013065275285074116462821427864465690 77948406711271/500000000000000))
% 7.12/7.31  (define @t2683 () (* 7837891150980125964985427598170031269508682176789768/13670953714426770506532637642537058231410713932232845 3790627173587914/1897792651649489))
% 7.12/7.31  (define @t2684 () (* -396753273039511030668992914384094576322577252441821/27341907428853541013065275285074116462821427864465690 246021624936389/500000000000000))
% 7.12/7.31  (define @t2685 () (* -5910483887336413622608149812375072407038917777440440/2734190742885354101306527528507411646282142786446569 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2686 () (* 24307869650974115711206540220480994708102092743210651/27341907428853541013065275285074116462821427864465690 124946062009259/250000000000000))
% 7.12/7.31  (define @t2687 () (* -14038830276949840979569953612604767929649300463812951/27341907428853541013065275285074116462821427864465690 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2688 () (* 9005707577498067600876119453400191393214710099218986/13670953714426770506532637642537058231410713932232845 20431380448199/500000000000000))
% 7.12/7.31  (define @t2689 () (* -3228039563760509816718975556412809535331129700855383/5468381485770708202613055057014823292564285572893138 19538281083179770/10790671351306287))
% 7.12/7.31  (define @t2690 () (+ @t1196 @t2689 @t2688 @t2687 @t2686 @t2685 @t2684 @t2683 @t2682 @t2681 @t2680))
% 7.12/7.31  (define @t2691 () (* -4089829791899093257299020800943778000000000000000000/2734190742885354101306527528507411646282142786446569 @t1263))
% 7.12/7.31  (define @t2692 () (+ (* 86116878988180818429301550010807971396086140313920/2734190742885354101306527528507411646282142786446569 |tptp.'X_7'|) (* -1224767521743480416802509694088731979044324157322112/2734190742885354101306527528507411646282142786446569 |tptp.'X_8'|) (* 102607371831283496105941766457505982318895921499806/2734190742885354101306527528507411646282142786446569 |tptp.'X_3'|) (* 347979913686756851382713534367591641153032529168850/2734190742885354101306527528507411646282142786446569 |tptp.'X_0'|) (* 968962794009406499690265169030651291959120052088886/2734190742885354101306527528507411646282142786446569 |tptp.'X_4'|) (* -929526189429772141198410087755420547006572817093672/2734190742885354101306527528507411646282142786446569 |tptp.'X_1'|) (* 599611599434262453463876956263528336549843295138972/2734190742885354101306527528507411646282142786446569 |tptp.'X_2'|) (* -186998823829002856518858607727528590391465793473172/2734190742885354101306527528507411646282142786446569 |tptp.'X_6'|) (* -963424486343308261148061994786991962266787976736960/2734190742885354101306527528507411646282142786446569 |tptp.'X_5'|) (* 4089829791899093257299020800943778000000000000000000/2734190742885354101306527528507411646282142786446569 @t1263)))
% 7.12/7.31  (define @t2693 () (* -24808091583396766322292370028808311495769354632257741/27341907428853541013065275285074116462821427864465690 |tptp.'X_0'|))
% 7.12/7.31  (define @t2694 () (+ (* 7837891150980125964985427598170031269508682176789768/13670953714426770506532637642537058231410713932232845 |tptp.'X_7'|) (* -9761225802059894771711726054179707467556944132932696/13670953714426770506532637642537058231410713932232845 |tptp.'X_8'|) (* 4934146609433225021055815444064564760237385023014552/13670953714426770506532637642537058231410713932232845 |tptp.'X_3'|) (* -4972638872375233085239447335596756058583990748646102/13670953714426770506532637642537058231410713932232845 |tptp.'X_0'|) (* 1696847695530234828198125242397802367432791432169324/2734190742885354101306527528507411646282142786446569 |tptp.'X_4'|) (* 3147686149608729149891119829765804591041912655466054/2734190742885354101306527528507411646282142786446569 |tptp.'X_1'|) (* 2252747128156853076530244737066767997799157759912534/2734190742885354101306527528507411646282142786446569 |tptp.'X_2'|) (* -80732981232970853790616573678434017707642185921972/2734190742885354101306527528507411646282142786446569 |tptp.'X_6'|) (* 8497201392880658948081302963287935177186866960990988/13670953714426770506532637642537058231410713932232845 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2695 () (* -396753273039511030668992914384094576322577252441821/27341907428853541013065275285074116462821427864465690 |tptp.'X_7'|))
% 7.12/7.31  (define @t2696 () (* -5910483887336413622608149812375072407038917777440440/2734190742885354101306527528507411646282142786446569 |tptp.'X_2'|))
% 7.12/7.31  (define @t2697 () (* 24307869650974115711206540220480994708102092743210651/27341907428853541013065275285074116462821427864465690 |tptp.'X_3'|))
% 7.12/7.31  (define @t2698 () (* -14038830276949840979569953612604767929649300463812951/27341907428853541013065275285074116462821427864465690 |tptp.'X_5'|))
% 7.12/7.31  (define @t2699 () (* 9005707577498067600876119453400191393214710099218986/13670953714426770506532637642537058231410713932232845 |tptp.'X_8'|))
% 7.12/7.31  (define @t2700 () (+ (* -3228039563760509816718975556412809535331129700855383/5468381485770708202613055057014823292564285572893138 |tptp.'X_7'|) (* 1375871166655845850969631014244635193912770964064854/2734190742885354101306527528507411646282142786446569 |tptp.'X_8'|) (* -7040447317630680142875517754637036810353164400847563/5468381485770708202613055057014823292564285572893138 |tptp.'X_3'|) (* 6254714038255932795788825871265181440281402167572289/5468381485770708202613055057014823292564285572893138 |tptp.'X_0'|) (* -2665810489539641327888390411428453659391911484258210/2734190742885354101306527528507411646282142786446569 |tptp.'X_4'|) (* -2218159960178957008692709742010384044035339838372382/2734190742885354101306527528507411646282142786446569 |tptp.'X_1'|) (* 3058125159745298092614028119044776072689916722388934/2734190742885354101306527528507411646282142786446569 |tptp.'X_2'|) (* 3001922547947327811616002709913374254381250765841713/2734190742885354101306527528507411646282142786446569 |tptp.'X_6'|) (* 1335734470924321138977593526779763439588689261840115/5468381485770708202613055057014823292564285572893138 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2701 () (* 86116878988180818429301550010807971396086140313920/2734190742885354101306527528507411646282142786446569 @t2647))
% 7.12/7.31  (define @t2702 () (* 7837891150980125964985427598170031269508682176789768/13670953714426770506532637642537058231410713932232845 @t2654))
% 7.12/7.31  (define @t2703 () (* -3228039563760509816718975556412809535331129700855383/5468381485770708202613055057014823292564285572893138 @t2613))
% 7.12/7.31  (define @t2704 () (+ @t1194 @t2703 @t2699 @t2698 @t2697 @t2696 @t2695 @t2702 @t2693 @t2701 @t2691))
% 7.12/7.31  (define @t2705 () (>= @t2704 @t2690))
% 7.12/7.31  (define @t2706 () (and @t2620 @t1841 @t1175 @t2678 @t1199 @t1181 @t1184 @t1191 @t1251 @t2614 @t1195))
% 7.12/7.31  (define @t2707 () (* 1910411412278105/691199727160241 |tptp.'X_5'|))
% 7.12/7.31  (define @t2708 () (* 96331746773274329/10367995907403615 |tptp.'X_6'|))
% 7.12/7.31  (define @t2709 () (* 10916682806159006/2073599181480723 |tptp.'X_2'|))
% 7.12/7.31  (define @t2710 () (* 250267751274626249/10367995907403615 |tptp.'X_1'|))
% 7.12/7.31  (define @t2711 () (* -10146514051700473/10367995907403615 |tptp.'X_4'|))
% 7.12/7.31  (define @t2712 () (* -98409707000981746/3455998635801205 |tptp.'X_0'|))
% 7.12/7.31  (define @t2713 () (* -105613933704862347/3455998635801205 |tptp.'X_3'|))
% 7.12/7.31  (define @t2714 () (* 33009988025686073/3455998635801205 |tptp.'X_8'|))
% 7.12/7.31  (define @t2715 () (+ 15339382018912906/691199727160241 @t2714 @t2713 @t2712 @t2711 @t2710 @t2709 @t2708 @t2707 (* -200000000000000000/2073599181480723 @t1730)))
% 7.12/7.31  (define @t2716 () (- |tptp.'X_7'| @t2715))
% 7.12/7.31  (define @t2717 () (= |tptp.'X_7'| @t2715))
% 7.12/7.31  (define @t2718 () (= @t1729 @t1730))
% 7.12/7.31  (define @t2719 () (+ @t1198 @t2714 @t2713 @t2712 @t2711 @t2710 @t2709 @t2708 @t2707))
% 7.12/7.31  (define @t2720 () (- @t2719 -15339382018912906/691199727160241))
% 7.12/7.31  (define @t2721 () (>= @t2719 -15339382018912906/691199727160241))
% 7.12/7.31  (define @t2722 () (+ @t1725 @t1723 @t1722 @t1726 @t1724 @t1720 @t1721 @t1728 @t1727 23009073028369359/100000000000000000))
% 7.12/7.31  (define @t2723 () (+ @t1729 @t1240))
% 7.12/7.31  (define @t2724 () (>= @t2723 0/1))
% 7.12/7.31  (define @t2725 () (not @t2724))
% 7.12/7.31  (define @t2726 () (or @t2725 @t2718))
% 7.12/7.31  (define @t2727 () (not @t2721))
% 7.12/7.31  (define @t2728 () (or @t2727 @t2717))
% 7.12/7.31  (define @t2729 () (+ |tptp.'X_7'| (* -44958615269729621/150339831203223945 |tptp.'X_8'|) (* -77777219687750069/100226554135482630 |tptp.'X_3'|) (* 201918035720349331/300679662406447890 |tptp.'X_0'|) (* 34763851705983719/50113277067741315 |tptp.'X_4'|) (* 23824897715245837/100226554135482630 |tptp.'X_1'|) (* -23470773195197539/30067966240644789 |tptp.'X_2'|) (* -75152813580738683/100226554135482630 |tptp.'X_6'|) (* 58211437012298639/60135932481289578 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2730 () (>= @t2729 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2731 () (* -225458440742216049/89917230539459242 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2732 () (* 201918035720349331/89917230539459242 78948406711271/500000000000000))
% 7.12/7.31  (define @t2733 () (* -233331659063250207/89917230539459242 124446062009259/250000000000000))
% 7.12/7.31  (define @t2734 () (* 150339831203223945/44958615269729621 247021624936389/500000000000000))
% 7.12/7.31  (define @t2735 () (* -150339831203223945/44958615269729621 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2736 () (* -117353865975987695/44958615269729621 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2737 () (* 71474693145737511/89917230539459242 29208246471129/500000000000000))
% 7.12/7.31  (define @t2738 () (* 104291555117951157/44958615269729621 347103843238191/1000000000000000))
% 7.12/7.31  (define @t2739 () (* 291057185061493195/89917230539459242 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2740 () (+ @t1204 @t2739 @t2738 @t2737 @t2736 @t2735 @t2734 @t2733 @t2732 @t2731))
% 7.12/7.31  (define @t2741 () (* -225458440742216049/89917230539459242 |tptp.'X_6'|))
% 7.12/7.31  (define @t2742 () (* 201918035720349331/89917230539459242 |tptp.'X_0'|))
% 7.12/7.31  (define @t2743 () (* -233331659063250207/89917230539459242 |tptp.'X_3'|))
% 7.12/7.31  (define @t2744 () (* 150339831203223945/44958615269729621 |tptp.'X_7'|))
% 7.12/7.31  (define @t2745 () (+ (* -150339831203223945/44958615269729621 |tptp.'X_7'|) |tptp.'X_8'| (* 233331659063250207/89917230539459242 |tptp.'X_3'|) (* -201918035720349331/89917230539459242 |tptp.'X_0'|) (* -104291555117951157/44958615269729621 |tptp.'X_4'|) (* -71474693145737511/89917230539459242 |tptp.'X_1'|) (* 117353865975987695/44958615269729621 |tptp.'X_2'|) (* 225458440742216049/89917230539459242 |tptp.'X_6'|) (* -291057185061493195/89917230539459242 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2746 () (* -117353865975987695/44958615269729621 |tptp.'X_2'|))
% 7.12/7.31  (define @t2747 () (* 71474693145737511/89917230539459242 |tptp.'X_1'|))
% 7.12/7.31  (define @t2748 () (* 104291555117951157/44958615269729621 |tptp.'X_4'|))
% 7.12/7.31  (define @t2749 () (* 291057185061493195/89917230539459242 |tptp.'X_5'|))
% 7.12/7.31  (define @t2750 () (* -150339831203223945/44958615269729621 @t2729))
% 7.12/7.31  (define @t2751 () (+ @t1202 @t2749 @t2748 @t2747 @t2746 @t2750 @t2744 @t2743 @t2742 @t2741))
% 7.12/7.31  (define @t2752 () (and @t1195 @t1248 @t1930 @t1855 @t2730 @t1181 @t1932 @t1249 @t1929 @t1203))
% 7.12/7.31  (define @t2753 () (not @t2730))
% 7.12/7.31  (define @t2754 () (not @t2753))
% 7.12/7.31  (define @t2755 () (* 4640178685736365734311650089025673104318296844548862147544378271745619/411329023253602860306694234652011072315871733420210415447819602985996 124946062009259/250000000000000))
% 7.12/7.31  (define @t2756 () (* -1229561693577067160302789427086812867184359867650580535890202164224907/411329023253602860306694234652011072315871733420210415447819602985996 19431380448199/500000000000000))
% 7.12/7.31  (define @t2757 () (* -1089743198379101071148199253447929500482942986745175182575773565133297/822658046507205720613388469304022144631743466840420830895639205971992 246021624936389/500000000000000))
% 7.12/7.31  (define @t2758 () (* -171057182607020670810180982015494759641687649182279947521495596387655/822658046507205720613388469304022144631743466840420830895639205971992 15339382018912906/691199727160241))
% 7.12/7.31  (define @t2759 () (* 13976839584628607688574258484529759827584451582623177371778937348955/6743098741862341972240889092655919218292979236396892056521632835836 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2760 () (* 189141999084318662282854584827407852895535504843924160817939005460217/411329023253602860306694234652011072315871733420210415447819602985996 39752094871234563/96313376306796002))
% 7.12/7.31  (define @t2761 () (* -464872243595703537933929516805169776255917423805664040161792819170985/822658046507205720613388469304022144631743466840420830895639205971992 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2762 () (* 121162799702553110446348671819610253560860285428156096930617901909164/102832255813400715076673558663002768078967933355052603861954900746499 78948406711271/500000000000000))
% 7.12/7.31  (define @t2763 () (* -1348443186662463512520343411370391186454387221949249382286201348409097/205664511626801430153347117326005536157935866710105207723909801492998 28208246471129/500000000000000))
% 7.12/7.31  (define @t2764 () (* -1/1 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t2765 () (+ @t2764 @t2763 @t2762 @t2761 @t2760 @t2759 @t2758 @t2757 @t2756 @t2755))
% 7.12/7.31  (define @t2766 () (* 4640178685736365734311650089025673104318296844548862147544378271745619/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_3'|))
% 7.12/7.31  (define @t2767 () (* -1229561693577067160302789427086812867184359867650580535890202164224907/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_8'|))
% 7.12/7.31  (define @t2768 () (* -1089743198379101071148199253447929500482942986745175182575773565133297/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_7'|))
% 7.12/7.31  (define @t2769 () (+ (* -171057182607020670810180982015494759641687649182279947521495596387655/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_7'|) (* 1633853523861793054854201310349914335610776655085710521549926977579443/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_8'|) (* -5227438968421399107832579217742146287827927257953468534748023081998777/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_3'|) (* -2435430246758152623006077059398368766137135694398261806943558840496243/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_0'|) (* -167403047075572365448256087736244695701626757566971514109478290643281/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_4'|) (* 4129061856579456037472966279932431252722676377191956352609684229192353/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_1'|) (* 15526701366875846411415220274153961376283131449482960886648662710895/14183759422538029665748077056965899045374887359317600532683434585724 |tptp.'X_2'|) (* 1589336776925463828222899914807191362215106529907154093601678004760113/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_6'|) (* 472786057290836210064431394583723237711298880089597286191096989127775/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2770 () (+ (* 13976839584628607688574258484529759827584451582623177371778937348955/6743098741862341972240889092655919218292979236396892056521632835836 |tptp.'X_7'|) (* -4179726347587983237915510065394540501661171336522343836340534615999/6743098741862341972240889092655919218292979236396892056521632835836 |tptp.'X_8'|) (* -21692449317266272574174518018084092494099032469565220021051482738333/13486197483724683944481778185311838436585958472793784113043265671672 |tptp.'X_3'|) (* 18771977937714432455288914151462636657701930367523469149750110122489/13486197483724683944481778185311838436585958472793784113043265671672 |tptp.'X_0'|) (* 9695809315793599464757830900528328381680811148371242709142988796383/6743098741862341972240889092655919218292979236396892056521632835836 |tptp.'X_4'|) (* 6644881216529557568737695192627975722501235666883092835758682953909/13486197483724683944481778185311838436585958472793784113043265671672 |tptp.'X_1'|) (* -10910190242033551638905159041185542484326851741132657923895096360205/6743098741862341972240889092655919218292979236396892056521632835836 |tptp.'X_2'|) (* -20960489539161282877644159220903035448498169842320516809244967315731/13486197483724683944481778185311838436585958472793784113043265671672 |tptp.'X_6'|) (* 27059093741158965172469380643874484380374193923148614663978791564705/13486197483724683944481778185311838436585958472793784113043265671672 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2771 () (+ (* 189141999084318662282854584827407852895535504843924160817939005460217/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_7'|) (* -31122564947646517141494208820327627489045604524651993306879416941979/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_8'|) (* -54808380521007210957310311119895246046411323515054211910236936883103/205664511626801430153347117326005536157935866710105207723909801492998 |tptp.'X_3'|) (* 236359893752117639568228854154156158597990514221748730756939056573765/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_0'|) (* 433801012939127223909252604770442344579069870486451079272951838862999/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_4'|) (* 51593813288576190988631158388577657170164431057529743547741690848821/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_1'|) (* -353932384816018312644153286901891875425381121010630139380501718529135/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_2'|) (* -76236013626237659422820543824444537597955657302809155241371764790375/411329023253602860306694234652011072315871733420210415447819602985996 |tptp.'X_6'|) (* 44099178093578566450394481851501356993566219220008824161004817799261/205664511626801430153347117326005536157935866710105207723909801492998 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2772 () (* -464872243595703537933929516805169776255917423805664040161792819170985/822658046507205720613388469304022144631743466840420830895639205971992 |tptp.'X_2'|))
% 7.12/7.31  (define @t2773 () (* 121162799702553110446348671819610253560860285428156096930617901909164/102832255813400715076673558663002768078967933355052603861954900746499 |tptp.'X_0'|))
% 7.12/7.31  (define @t2774 () (* -1348443186662463512520343411370391186454387221949249382286201348409097/205664511626801430153347117326005536157935866710105207723909801492998 |tptp.'X_1'|))
% 7.12/7.31  (define @t2775 () (+ @t1198 @t2112 @t2111 @t2110 @t2109 @t2108 @t2107 @t2106 @t2105))
% 7.12/7.31  (define @t2776 () (* -1910411412278105/691199727160241 |tptp.'X_5'|))
% 7.12/7.31  (define @t2777 () (* -96331746773274329/10367995907403615 |tptp.'X_6'|))
% 7.12/7.31  (define @t2778 () (* -10916682806159006/2073599181480723 |tptp.'X_2'|))
% 7.12/7.31  (define @t2779 () (* -250267751274626249/10367995907403615 |tptp.'X_1'|))
% 7.12/7.31  (define @t2780 () (* 10146514051700473/10367995907403615 |tptp.'X_4'|))
% 7.12/7.31  (define @t2781 () (* 98409707000981746/3455998635801205 |tptp.'X_0'|))
% 7.12/7.31  (define @t2782 () (* 105613933704862347/3455998635801205 |tptp.'X_3'|))
% 7.12/7.31  (define @t2783 () (* -33009988025686073/3455998635801205 |tptp.'X_8'|))
% 7.12/7.31  (define @t2784 () (+ |tptp.'X_7'| @t2783 @t2782 @t2781 @t2780 @t2779 @t2778 @t2777 @t2776))
% 7.12/7.31  (define @t2785 () (* -171057182607020670810180982015494759641687649182279947521495596387655/822658046507205720613388469304022144631743466840420830895639205971992 @t2784))
% 7.12/7.31  (define @t2786 () (* 13976839584628607688574258484529759827584451582623177371778937348955/6743098741862341972240889092655919218292979236396892056521632835836 @t2729))
% 7.12/7.31  (define @t2787 () (* 189141999084318662282854584827407852895535504843924160817939005460217/411329023253602860306694234652011072315871733420210415447819602985996 @t2344))
% 7.12/7.31  (define @t2788 () (* -1/1 @t2125))
% 7.12/7.31  (define @t2789 () (+ @t2788 @t2774 @t2773 @t2772 @t2787 @t2786 @t2785 @t2768 @t2767 @t2766))
% 7.12/7.31  (define @t2790 () (>= @t2789 @t2765))
% 7.12/7.31  (define @t2791 () (>= 15339382018912906/691199727160241 @t2784))
% 7.12/7.31  (define @t2792 () (< @t2729 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2793 () (and @t1184 @t1203 @t1199 @t2727 @t2753 @t2309 @t1181 @t1248 @t1178 @t2126))
% 7.12/7.31  (define @t2794 () (= @t1317 0/1))
% 7.12/7.31  (define @t2795 () (= 0/1 @t1317))
% 7.12/7.31  (define @t2796 () (+ @t1312 @t1310 @t1309 @t1313 @t1311 @t1307 @t1308 @t1315 @t1314 659040228661709/31250000000000000))
% 7.12/7.31  (define @t2797 () (+ @t1316 @t1240))
% 7.12/7.31  (define @t2798 () (>= @t2797 0/1))
% 7.12/7.31  (define @t2799 () (or @t2798 @t2795))
% 7.12/7.31  (define @t2800 () (or @t2730 @t2794))
% 7.12/7.31  (define @t2801 () (* 100000000000000000/17028321810148489 @t1334))
% 7.12/7.31  (define @t2802 () (+ 57596787297800822/85141609050742445 (* -77711113069554999/85141609050742445 |tptp.'X_8'|) (* 139758046639439831/170283218101484890 |tptp.'X_3'|) (* 66907972173308239/85141609050742445 |tptp.'X_0'|) (* -11852498796069061/85141609050742445 |tptp.'X_4'|) (* 141304679292629271/170283218101484890 |tptp.'X_1'|) (* 109958288607414592/85141609050742445 |tptp.'X_2'|) (* -28621826738765116/17028321810148489 |tptp.'X_6'|) (* -27489860415485401/170283218101484890 |tptp.'X_5'|) @t2801))
% 7.12/7.31  (define @t2803 () (- |tptp.'X_7'| @t2802))
% 7.12/7.31  (define @t2804 () (= |tptp.'X_7'| @t2802))
% 7.12/7.31  (define @t2805 () (= @t1333 @t1334))
% 7.12/7.31  (define @t2806 () (* 27489860415485401/170283218101484890 |tptp.'X_5'|))
% 7.12/7.31  (define @t2807 () (* 28621826738765116/17028321810148489 |tptp.'X_6'|))
% 7.12/7.31  (define @t2808 () (* -109958288607414592/85141609050742445 |tptp.'X_2'|))
% 7.12/7.31  (define @t2809 () (* -141304679292629271/170283218101484890 |tptp.'X_1'|))
% 7.12/7.31  (define @t2810 () (* 11852498796069061/85141609050742445 |tptp.'X_4'|))
% 7.12/7.31  (define @t2811 () (* -66907972173308239/85141609050742445 |tptp.'X_0'|))
% 7.12/7.31  (define @t2812 () (* -139758046639439831/170283218101484890 |tptp.'X_3'|))
% 7.12/7.31  (define @t2813 () (* 77711113069554999/85141609050742445 |tptp.'X_8'|))
% 7.12/7.31  (define @t2814 () (+ |tptp.'X_7'| @t2813 @t2812 @t2811 @t2810 @t2809 @t2808 @t2807 @t2806))
% 7.12/7.31  (define @t2815 () (>= @t2814 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t2816 () (+ @t1329 @t1327 @t1326 @t1330 @t1328 @t1324 @t1325 @t1332 @t1331 -28798393648900411/250000000000000000))
% 7.12/7.31  (define @t2817 () (+ @t1333 @t1240))
% 7.12/7.31  (define @t2818 () (>= @t2817 0/1))
% 7.12/7.31  (define @t2819 () (not @t2818))
% 7.12/7.31  (define @t2820 () (or @t2819 @t2805))
% 7.12/7.31  (define @t2821 () (not @t2815))
% 7.12/7.31  (define @t2822 () (or @t2821 @t2804))
% 7.12/7.31  (define @t2823 () (* -19651616381320507961242796513676797/818156116607018399702801932933680 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2824 () (* 159356689062096628787636045883358/10226951457587729996285024161671 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t2825 () (* 10767789897499228462422635298021871/818156116607018399702801932933680 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2826 () (* -169583640519684358783921070045029/10226951457587729996285024161671 246021624936389/500000000000000))
% 7.12/7.31  (define @t2827 () (* 13424716342448114979084140472141281/1636312233214036799405603865867360 78948406711271/500000000000000))
% 7.12/7.31  (define @t2828 () (* 3235000269374744139284628268405689/136359352767836399950466988822280 29208246471129/500000000000000))
% 7.12/7.31  (define @t2829 () (* 18976786098220191660930935983778039/1636312233214036799405603865867360 124946062009259/250000000000000))
% 7.12/7.31  (define @t2830 () (* -21960750787303667499119573384101757/1636312233214036799405603865867360 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2831 () (* 443435668766094171365749088627254/51134757287938649981425120808355 44908722363159/1000000000000000))
% 7.12/7.31  (define @t2832 () (+ 10289172780368663/658010872166645 @t2831 @t2830 @t2829 @t2828 @t2827 @t2826 @t2825 @t2824 @t2823))
% 7.12/7.31  (define @t2833 () (* 443435668766094171365749088627254/51134757287938649981425120808355 |tptp.'X_5'|))
% 7.12/7.31  (define @t2834 () (* -21960750787303667499119573384101757/1636312233214036799405603865867360 |tptp.'X_4'|))
% 7.12/7.31  (define @t2835 () (* 18976786098220191660930935983778039/1636312233214036799405603865867360 |tptp.'X_3'|))
% 7.12/7.31  (define @t2836 () (* 3235000269374744139284628268405689/136359352767836399950466988822280 |tptp.'X_1'|))
% 7.12/7.31  (define @t2837 () (* 13424716342448114979084140472141281/1636312233214036799405603865867360 |tptp.'X_0'|))
% 7.12/7.31  (define @t2838 () (* -169583640519684358783921070045029/10226951457587729996285024161671 |tptp.'X_7'|))
% 7.12/7.31  (define @t2839 () (* 10767789897499228462422635298021871/818156116607018399702801932933680 |tptp.'X_2'|))
% 7.12/7.31  (define @t2840 () (* -19651616381320507961242796513676797/818156116607018399702801932933680 |tptp.'X_6'|))
% 7.12/7.31  (define @t2841 () (+ @t2840 @t2839 @t2838 @t2837 @t2836 @t2835 @t2834 @t2833 @t1886 @t1885 @t1884 @t1883 @t1882 @t1881 @t1880 @t1879 (* 128629620329942111936609882414111/51134757287938649981425120808355 |tptp.'X_5'|) (* 267852557336583635207661433002952/10226951457587729996285024161671 |tptp.'X_6'|) (* -1029026171972448187713351933245824/51134757287938649981425120808355 |tptp.'X_2'|) (* -220396017216786522564854952495227/17044919095979549993808373602785 |tptp.'X_1'|) (* 110919618874502680717036354872742/51134757287938649981425120808355 |tptp.'X_4'|) (* -626147017672807224796796192047858/51134757287938649981425120808355 |tptp.'X_0'|) (* -653951100717804755157637208433841/51134757287938649981425120808355 |tptp.'X_3'|) @t1838 (* 169583640519684358783921070045029/10226951457587729996285024161671 |tptp.'X_7'|)))
% 7.12/7.31  (define @t2842 () (+ @t1887 @t2833 @t2834 @t2835 @t2836 @t2837 @t2838 @t2839 (* 159356689062096628787636045883358/10226951457587729996285024161671 @t2814) @t2840))
% 7.12/7.31  (define @t2843 () (>= @t2842 @t2832))
% 7.12/7.31  (define @t2844 () (and @t1195 @t2821 @t1857 @t1199 @t1248 @t1932 @t1184 @t1187 @t1929 @t1845))
% 7.12/7.31  (define @t2845 () (= @t1820 0/1))
% 7.12/7.31  (define @t2846 () (= 0/1 @t1820))
% 7.12/7.31  (define @t2847 () (+ |tptp.'X_7'| (* 116137404603176647/115572328993913870 |tptp.'X_8'|) (* -83248962597532949/231144657987827740 |tptp.'X_3'|) (* -2782806568534843/11557232899391387 |tptp.'X_0'|) (* -54308905626726259/115572328993913870 |tptp.'X_4'|) (* 29605830998847421/115572328993913870 |tptp.'X_1'|) (* -52347569881508016/57786164496956935 |tptp.'X_2'|) (* -71056692613398656/57786164496956935 |tptp.'X_6'|) (* -94488758575356713/231144657987827740 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2848 () (>= @t2847 116075326504841009/115572328993913870))
% 7.12/7.31  (define @t2849 () (+ @t1815 @t1813 @t1812 @t1816 @t1814 @t1810 @t1811 @t1818 @t1817 -116075326504841009/500000000000000000))
% 7.12/7.31  (define @t2850 () (+ @t1819 @t1240))
% 7.12/7.31  (define @t2851 () (>= @t2850 0/1))
% 7.12/7.31  (define @t2852 () (or @t2851 @t2846))
% 7.12/7.31  (define @t2853 () (or @t2848 @t2845))
% 7.12/7.31  (define @t2854 () (not @t2848))
% 7.12/7.31  (define @t2855 () (* -366684748420950417192471090249994678201325172231345/140718710034819306025539354213527931424617834316573 10062004514671904/5394949746438879))
% 7.12/7.31  (define @t2856 () (* 2348977613463278761250675589184172099399219166610149/281437420069638612051078708427055862849235668633146 1/1))
% 7.12/7.31  (define @t2857 () (* -983850738869650124703367678955158655428812948316260/140718710034819306025539354213527931424617834316573 116075326504841009/115572328993913870))
% 7.12/7.31  (define @t2858 () (* 1350535487290600541895838769205153333630138120547605/140718710034819306025539354213527931424617834316573 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2859 () (* -1326904704015003442487948974403650566483120850275813/562874840139277224102157416854111725698471337266292 77948406711271/500000000000000))
% 7.12/7.31  (define @t2860 () (* -5964213960492547368226693606239966006790330225561295/281437420069638612051078708427055862849235668633146 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2861 () (* -6209700110401657347777943007189298434825160342530231/562874840139277224102157416854111725698471337266292 28208246471129/500000000000000))
% 7.12/7.31  (define @t2862 () (* -229966522821573691089523935522702505041990848565046/140718710034819306025539354213527931424617834316573 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2863 () (* -2131825863900761639956911166790968828012482521155322/140718710034819306025539354213527931424617834316573 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2864 () (+ 124946062009259/250000000000000 @t2863 @t2862 @t2861 @t2860 @t2859 @t2858 @t2857 @t2856 @t2855))
% 7.12/7.31  (define @t2865 () (+ (* -366684748420950417192471090249994678201325172231345/140718710034819306025539354213527931424617834316573 |tptp.'X_7'|) (* 1392534191656918119761294338634082272050458597863075/140718710034819306025539354213527931424617834316573 |tptp.'X_8'|) (* 1105945219483794391404139668260709005704653969530275/281437420069638612051078708427055862849235668633146 |tptp.'X_3'|) (* -3248428190525500150857218844035757133905221119263065/562874840139277224102157416854111725698471337266292 |tptp.'X_0'|) (* 3165818474835913167864662832182584755087109558372985/281437420069638612051078708427055862849235668633146 |tptp.'X_4'|) (* 5933675453677732672570860648670852248813647868321305/562874840139277224102157416854111725698471337266292 |tptp.'X_1'|) (* 392927111792270932034782574058497987119433275555065/140718710034819306025539354213527931424617834316573 |tptp.'X_2'|) (* -1371608599904023737665339880750646138005983638198020/140718710034819306025539354213527931424617834316573 |tptp.'X_6'|) (* 844652251959798540706602648488062341995810458182615/281437420069638612051078708427055862849235668633146 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2866 () (* 2348977613463278761250675589184172099399219166610149/281437420069638612051078708427055862849235668633146 |tptp.'X_6'|))
% 7.12/7.31  (define @t2867 () (+ (* -983850738869650124703367678955158655428812948316260/140718710034819306025539354213527931424617834316573 |tptp.'X_7'|) (* -988661146867222602712942940451741422188952000573106/140718710034819306025539354213527931424617834316573 |tptp.'X_8'|) (* 354343267435701749757996906725382844344093133061451/140718710034819306025539354213527931424617834316573 |tptp.'X_3'|) (* 236896350745730765911295458015354646518706262919140/140718710034819306025539354213527931424617834316573 |tptp.'X_0'|) (* 462323961048414043131125651287973599379173403208282/140718710034819306025539354213527931424617834316573 |tptp.'X_4'|) (* -252030213085001649149981283581032415676344462060358/140718710034819306025539354213527931424617834316573 |tptp.'X_1'|) (* 891254779656892628614313208394155695154258440406336/140718710034819306025539354213527931424617834316573 |tptp.'X_2'|) (* 1209790961866094271050472304187690616448786938379776/140718710034819306025539354213527931424617834316573 |tptp.'X_6'|) (* 402184656779462268977723634042938570184102419196087/140718710034819306025539354213527931424617834316573 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2868 () (+ (* 1350535487290600541895838769205153333630138120547605/140718710034819306025539354213527931424617834316573 |tptp.'X_7'|) (* -403873044789695517048351398182340849861506597289969/140718710034819306025539354213527931424617834316573 |tptp.'X_8'|) (* -2096069174424836502971212190138530557242075904286323/281437420069638612051078708427055862849235668633146 |tptp.'X_3'|) (* 1813873745778790264849992993188994557156758458931159/281437420069638612051078708427055862849235668633146 |tptp.'X_0'|) (* 936873781779903057049889735740717026472436930385873/140718710034819306025539354213527931424617834316573 |tptp.'X_4'|) (* 642072754531965635903503746421287924358445161225179/281437420069638612051078708427055862849235668633146 |tptp.'X_1'|) (* -1054215368627589869559571846929951177231700867396355/140718710034819306025539354213527931424617834316573 |tptp.'X_2'|) (* -2025342337387419828020940436058261056284825766973661/281437420069638612051078708427055862849235668633146 |tptp.'X_6'|) (* 2614630162282800201251772417007998173660949745735855/281437420069638612051078708427055862849235668633146 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2869 () (* -1326904704015003442487948974403650566483120850275813/562874840139277224102157416854111725698471337266292 |tptp.'X_0'|))
% 7.12/7.31  (define @t2870 () (* -5964213960492547368226693606239966006790330225561295/281437420069638612051078708427055862849235668633146 |tptp.'X_4'|))
% 7.12/7.31  (define @t2871 () (* -6209700110401657347777943007189298434825160342530231/562874840139277224102157416854111725698471337266292 |tptp.'X_1'|))
% 7.12/7.31  (define @t2872 () (* -229966522821573691089523935522702505041990848565046/140718710034819306025539354213527931424617834316573 |tptp.'X_2'|))
% 7.12/7.31  (define @t2873 () (* -2131825863900761639956911166790968828012482521155322/140718710034819306025539354213527931424617834316573 |tptp.'X_5'|))
% 7.12/7.31  (define @t2874 () (* -366684748420950417192471090249994678201325172231345/140718710034819306025539354213527931424617834316573 @t2263))
% 7.12/7.31  (define @t2875 () (* -983850738869650124703367678955158655428812948316260/140718710034819306025539354213527931424617834316573 @t2847))
% 7.12/7.31  (define @t2876 () (* 1350535487290600541895838769205153333630138120547605/140718710034819306025539354213527931424617834316573 @t2729))
% 7.12/7.31  (define @t2877 () (+ |tptp.'X_3'| @t2873 @t2872 @t2871 @t2870 @t2869 @t2876 @t2875 @t2866 @t2874))
% 7.12/7.31  (define @t2878 () (>= @t2877 @t2864))
% 7.12/7.31  (define @t2879 () (and @t2264 @t1927 @t2848 @t2753 @t1175 @t1187 @t1178 @t1181 @t1191 @t1184))
% 7.12/7.31  (define @t2880 () (* 81789223806502359/158628865768343036 |tptp.'X_5'|))
% 7.12/7.31  (define @t2881 () (* -49685735755794505/79314432884171518 |tptp.'X_6'|))
% 7.12/7.31  (define @t2882 () (* 218690372500649099/317257731536686072 |tptp.'X_2'|))
% 7.12/7.31  (define @t2883 () (* -2307504237590248/39657216442085759 |tptp.'X_1'|))
% 7.12/7.31  (define @t2884 () (* 31827459060112251/79314432884171518 |tptp.'X_4'|))
% 7.12/7.31  (define @t2885 () (* -141585577900384979/158628865768343036 |tptp.'X_0'|))
% 7.12/7.31  (define @t2886 () (* 35521874942248198/39657216442085759 |tptp.'X_3'|))
% 7.12/7.31  (define @t2887 () (* -267960016746490171/317257731536686072 |tptp.'X_8'|))
% 7.12/7.31  (define @t2888 () (+ 72700159991135757/79314432884171518 @t2887 @t2886 @t2885 @t2884 @t2883 @t2882 @t2881 @t2880 (* -125000000000000000/39657216442085759 @t1608)))
% 7.12/7.31  (define @t2889 () (- |tptp.'X_7'| @t2888))
% 7.12/7.31  (define @t2890 () (= |tptp.'X_7'| @t2888))
% 7.12/7.31  (define @t2891 () (= @t1607 @t1608))
% 7.12/7.31  (define @t2892 () (+ @t1198 @t2887 @t2886 @t2885 @t2884 @t2883 @t2882 @t2881 @t2880))
% 7.12/7.31  (define @t2893 () (- @t2892 -72700159991135757/79314432884171518))
% 7.12/7.31  (define @t2894 () (>= @t2892 -72700159991135757/79314432884171518))
% 7.12/7.31  (define @t2895 () (+ @t1603 @t1601 @t1600 @t1604 @t1602 @t1598 @t1599 @t1606 @t1605 72700159991135757/250000000000000000))
% 7.12/7.31  (define @t2896 () (+ @t1607 @t1240))
% 7.12/7.31  (define @t2897 () (>= @t2896 0/1))
% 7.12/7.31  (define @t2898 () (not @t2897))
% 7.12/7.31  (define @t2899 () (or @t2898 @t2891))
% 7.12/7.31  (define @t2900 () (not @t2894))
% 7.12/7.31  (define @t2901 () (or @t2900 @t2890))
% 7.12/7.31  (define @t2902 () (* 462546396773389127780527322784480/1530588443897305793450460763052453 -10544643658587344/150339831203223945))
% 7.12/7.31  (define @t2903 () (* 8256078842009510091933238985550917/9183530663383834760702764578314718 78948406711271/500000000000000))
% 7.12/7.31  (define @t2904 () (* -1079156897149414398695450805138335/1530588443897305793450460763052453 345103843238191/1000000000000000))
% 7.12/7.31  (define @t2905 () (* -1889658250808117281103227443470566/1530588443897305793450460763052453 72700159991135757/79314432884171518))
% 7.12/7.31  (define @t2906 () (* 1427111854034728153322700120686086/1530588443897305793450460763052453 247021624936389/500000000000000))
% 7.12/7.31  (define @t2907 () (* -11298114579815893121147716572678829/18367061326767669521405529156629436 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t2908 () (* -1333667546270692982164895169049228/1530588443897305793450460763052453 124446062009259/250000000000000))
% 7.12/7.31  (define @t2909 () (* -8532322425839743714991760217737889/9183530663383834760702764578314718 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2910 () (* 20812235096299521384656403248880509/18367061326767669521405529156629436 20431380448199/500000000000000))
% 7.12/7.31  (define @t2911 () (+ 1/1 @t2910 @t2909 @t2908 @t2907 @t2906 @t2905 @t2904 @t2903 @t2902))
% 7.12/7.31  (define @t2912 () (+ (* 462546396773389127780527322784480/1530588443897305793450460763052453 |tptp.'X_7'|) (* -414968781004362924190526185344032/4591765331691917380351382289157359 |tptp.'X_8'|) (* -358942528034941899161594911454224/1530588443897305793450460763052453 |tptp.'X_3'|) (* 931853446141210290300960397848176/4591765331691917380351382289157359 |tptp.'X_0'|) (* 320870940506065615149083524689248/1530588443897305793450460763052453 |tptp.'X_4'|) (* 109952104876167973201479587595152/1530588443897305793450460763052453 |tptp.'X_1'|) (* -1083178172148758524627833999993440/4591765331691917380351382289157359 |tptp.'X_2'|) (* -346830871608768901045407434326768/1530588443897305793450460763052453 |tptp.'X_6'|) (* 1343231375820969148754686900724720/4591765331691917380351382289157359 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2913 () (* 8256078842009510091933238985550917/9183530663383834760702764578314718 |tptp.'X_0'|))
% 7.12/7.31  (define @t2914 () (* -1079156897149414398695450805138335/1530588443897305793450460763052453 |tptp.'X_4'|))
% 7.12/7.31  (define @t2915 () (+ (* -1889658250808117281103227443470566/1530588443897305793450460763052453 |tptp.'X_7'|) (* -6384119990760689895964766169168127/6122353775589223173801843052209812 |tptp.'X_8'|) (* 1692610074305634881326490080503452/1530588443897305793450460763052453 |tptp.'X_3'|) (* -3373261911430643557511719927082423/3061176887794611586900921526104906 |tptp.'X_0'|) (* 758285956643348783546367280449087/1530588443897305793450460763052453 |tptp.'X_4'|) (* -109952104876167973201479587595152/1530588443897305793450460763052453 |tptp.'X_1'|) (* 5210275756136975739886350857550863/6122353775589223173801843052209812 |tptp.'X_2'|) (* -1183757572288536892405053328725685/1530588443897305793450460763052453 |tptp.'X_6'|) (* 1948619891399268472494128805429483/3061176887794611586900921526104906 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2916 () (* 1427111854034728153322700120686086/1530588443897305793450460763052453 |tptp.'X_7'|))
% 7.12/7.31  (define @t2917 () (* -11298114579815893121147716572678829/18367061326767669521405529156629436 |tptp.'X_2'|))
% 7.12/7.31  (define @t2918 () (* -1333667546270692982164895169049228/1530588443897305793450460763052453 |tptp.'X_3'|))
% 7.12/7.31  (define @t2919 () (* -8532322425839743714991760217737889/9183530663383834760702764578314718 |tptp.'X_5'|))
% 7.12/7.31  (define @t2920 () (* 20812235096299521384656403248880509/18367061326767669521405529156629436 |tptp.'X_8'|))
% 7.12/7.31  (define @t2921 () (* 462546396773389127780527322784480/1530588443897305793450460763052453 @t2729))
% 7.12/7.31  (define @t2922 () (* -81789223806502359/158628865768343036 |tptp.'X_5'|))
% 7.12/7.31  (define @t2923 () (* 49685735755794505/79314432884171518 |tptp.'X_6'|))
% 7.12/7.31  (define @t2924 () (* -218690372500649099/317257731536686072 |tptp.'X_2'|))
% 7.12/7.31  (define @t2925 () (* 2307504237590248/39657216442085759 |tptp.'X_1'|))
% 7.12/7.31  (define @t2926 () (* -31827459060112251/79314432884171518 |tptp.'X_4'|))
% 7.12/7.31  (define @t2927 () (* 141585577900384979/158628865768343036 |tptp.'X_0'|))
% 7.12/7.31  (define @t2928 () (* -35521874942248198/39657216442085759 |tptp.'X_3'|))
% 7.12/7.31  (define @t2929 () (* 267960016746490171/317257731536686072 |tptp.'X_8'|))
% 7.12/7.31  (define @t2930 () (+ |tptp.'X_7'| @t2929 @t2928 @t2927 @t2926 @t2925 @t2924 @t2923 @t2922))
% 7.12/7.31  (define @t2931 () (* -1889658250808117281103227443470566/1530588443897305793450460763052453 @t2930))
% 7.12/7.31  (define @t2932 () (+ |tptp.'X_6'| @t2920 @t2919 @t2918 @t2917 @t2916 @t2931 @t2914 @t2913 @t2921))
% 7.12/7.31  (define @t2933 () (>= @t2932 @t2911))
% 7.12/7.31  (define @t2934 () (>= 72700159991135757/79314432884171518 @t2930))
% 7.12/7.31  (define @t2935 () (and @t2753 @t1248 @t1187 @t2900 @t1855 @t1181 @t1930 @t1191 @t1251 @t1927))
% 7.12/7.31  (define @t2936 () (= @t1498 0/1))
% 7.12/7.31  (define @t2937 () (= 0/1 @t1498))
% 7.12/7.31  (define @t2938 () (+ @t1198 (* 56664564073189247/33312152788765037 |tptp.'X_8'|) (* -317577596340329005/133248611155060148 |tptp.'X_3'|) (* 38398130162440619/66624305577530074 |tptp.'X_0'|) (* 75581470319119201/33312152788765037 |tptp.'X_4'|) (* -36680250263313535/66624305577530074 |tptp.'X_1'|) (* 78077834476293087/33312152788765037 |tptp.'X_2'|) (* -24245264423504831/33312152788765037 |tptp.'X_6'|) (* -32001372216645299/33312152788765037 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2939 () (- @t2938 -31051434808709824/33312152788765037))
% 7.12/7.31  (define @t2940 () (>= @t2938 -31051434808709824/33312152788765037))
% 7.12/7.31  (define @t2941 () (+ @t1493 @t1491 @t1490 @t1494 @t1492 @t1488 @t1489 @t1496 @t1495 485178668886091/3906250000000000))
% 7.12/7.31  (define @t2942 () (+ @t1497 @t1240))
% 7.12/7.31  (define @t2943 () (>= @t2942 0/1))
% 7.12/7.31  (define @t2944 () (or @t2943 @t2937))
% 7.12/7.31  (define @t2945 () (or @t2940 @t2936))
% 7.12/7.31  (define @t2946 () (* 33312152788765037/75581470319119201 31051434808709824/33312152788765037))
% 7.12/7.31  (define @t2947 () (* -317577596340329005/302325881276476804 124446062009259/250000000000000))
% 7.12/7.31  (define @t2948 () (* 38398130162440619/151162940638238402 78948406711271/500000000000000))
% 7.12/7.31  (define @t2949 () (* -36680250263313535/151162940638238402 28208246471129/500000000000000))
% 7.12/7.31  (define @t2950 () (* -24245264423504831/75581470319119201 998829251495207/1000000000000000))
% 7.12/7.31  (define @t2951 () (* 56664564073189247/75581470319119201 20431380448199/500000000000000))
% 7.12/7.31  (define @t2952 () (* 78077834476293087/75581470319119201 5079381401531/1000000000000000))
% 7.12/7.31  (define @t2953 () (* -33312152788765037/75581470319119201 246021624936389/500000000000000))
% 7.12/7.31  (define @t2954 () (* -32001372216645299/75581470319119201 42908722363159/1000000000000000))
% 7.12/7.31  (define @t2955 () (+ 347103843238191/1000000000000000 @t2954 @t2953 @t2952 @t2951 @t2950 @t2949 @t2948 @t2947 @t2946))
% 7.12/7.31  (define @t2956 () (+ (* 33312152788765037/75581470319119201 |tptp.'X_7'|) (* -56664564073189247/75581470319119201 |tptp.'X_8'|) (* 317577596340329005/302325881276476804 |tptp.'X_3'|) (* -38398130162440619/151162940638238402 |tptp.'X_0'|) @t1186 (* 36680250263313535/151162940638238402 |tptp.'X_1'|) (* -78077834476293087/75581470319119201 |tptp.'X_2'|) (* 24245264423504831/75581470319119201 |tptp.'X_6'|) (* 32001372216645299/75581470319119201 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2957 () (* -317577596340329005/302325881276476804 |tptp.'X_3'|))
% 7.12/7.31  (define @t2958 () (* 38398130162440619/151162940638238402 |tptp.'X_0'|))
% 7.12/7.31  (define @t2959 () (* -36680250263313535/151162940638238402 |tptp.'X_1'|))
% 7.12/7.31  (define @t2960 () (* -24245264423504831/75581470319119201 |tptp.'X_6'|))
% 7.12/7.31  (define @t2961 () (* 56664564073189247/75581470319119201 |tptp.'X_8'|))
% 7.12/7.31  (define @t2962 () (* 78077834476293087/75581470319119201 |tptp.'X_2'|))
% 7.12/7.31  (define @t2963 () (* -33312152788765037/75581470319119201 |tptp.'X_7'|))
% 7.12/7.31  (define @t2964 () (* -32001372216645299/75581470319119201 |tptp.'X_5'|))
% 7.12/7.31  (define @t2965 () (+ |tptp.'X_7'| (* -56664564073189247/33312152788765037 |tptp.'X_8'|) (* 317577596340329005/133248611155060148 |tptp.'X_3'|) (* -38398130162440619/66624305577530074 |tptp.'X_0'|) (* -75581470319119201/33312152788765037 |tptp.'X_4'|) (* 36680250263313535/66624305577530074 |tptp.'X_1'|) (* -78077834476293087/33312152788765037 |tptp.'X_2'|) (* 24245264423504831/33312152788765037 |tptp.'X_6'|) (* 32001372216645299/33312152788765037 |tptp.'X_5'|)))
% 7.12/7.31  (define @t2966 () (* 33312152788765037/75581470319119201 @t2965))
% 7.12/7.31  (define @t2967 () (+ |tptp.'X_4'| @t2964 @t2963 @t2962 @t2961 @t2960 @t2959 @t2958 @t2957 @t2966))
% 7.12/7.31  (define @t2968 () (and @t2940 @t1930 @t1248 @t1178 @t1195 @t1251 @t1857 @t1199 @t1191 @t1249))
% 7.12/7.31  (define @t2969 () (+ -19422843769854953/132190663274553838 (* -78060224645663701/264381326549107676 |tptp.'X_8'|) (* -59118247029516235/264381326549107676 |tptp.'X_3'|) (* 49241791293073489/132190663274553838 |tptp.'X_0'|) (* 44447188855861575/264381326549107676 |tptp.'X_4'|) (* -60848636594064462/66095331637276919 |tptp.'X_1'|) (* -57512956056653519/132190663274553838 |tptp.'X_2'|) (* -176566057771695817/264381326549107676 |tptp.'X_6'|) (* 86823676506091907/132190663274553838 |tptp.'X_5'|) (* 250000000000000000/66095331637276919 @t1404)))
% 7.12/7.31  (define @t2970 () (- |tptp.'X_7'| @t2969))
% 7.12/7.31  (define @t2971 () (= |tptp.'X_7'| @t2969))
% 7.12/7.31  (define @t2972 () (= @t1403 @t1404))
% 7.12/7.31  (define @t2973 () (* -86823676506091907/132190663274553838 |tptp.'X_5'|))
% 7.12/7.31  (define @t2974 () (* 176566057771695817/264381326549107676 |tptp.'X_6'|))
% 7.12/7.31  (define @t2975 () (* 57512956056653519/132190663274553838 |tptp.'X_2'|))
% 7.12/7.31  (define @t2976 () (* 60848636594064462/66095331637276919 |tptp.'X_1'|))
% 7.12/7.31  (define @t2977 () (* -44447188855861575/264381326549107676 |tptp.'X_4'|))
% 7.12/7.31  (define @t2978 () (* -49241791293073489/132190663274553838 |tptp.'X_0'|))
% 7.12/7.31  (define @t2979 () (* 59118247029516235/264381326549107676 |tptp.'X_3'|))
% 7.12/7.31  (define @t2980 () (* 78060224645663701/264381326549107676 |tptp.'X_8'|))
% 7.12/7.31  (define @t2981 () (+ |tptp.'X_7'| @t2980 @t2979 @t2978 @t2977 @t2976 @t2975 @t2974 @t2973))
% 7.12/7.31  (define @t2982 () (>= @t2981 -19422843769854953/132190663274553838))
% 7.12/7.31  (define @t2983 () (+ @t1399 @t1397 @t1396 @t1400 @t1398 @t1394 @t1395 @t1402 @t1401 19422843769854953/500000000000000000))
% 7.12/7.31  (define @t2984 () (+ @t1403 @t1240))
% 7.12/7.31  (define @t2985 () (>= @t2984 0/1))
% 7.12/7.31  (define @t2986 () (not @t2985))
% 7.12/7.31  (define @t2987 () (or @t2986 @t2972))
% 7.12/7.31  (define @t2988 () (not @t2982))
% 7.12/7.31  (define @t2989 () (or @t2988 @t2971))
% 7.12/7.31  (define @t2990 () (>= @t1334 0/1))
% 7.12/7.31  (define @t2991 () (not @t2804))
% 7.12/7.31  (define @t2992 () (not @t2990))
% 7.12/7.31  (define @t2993 () (* 100000000000000000/17028321810148489 0/1))
% 7.12/7.31  (define @t2994 () (* -1/1 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t2995 () (+ @t2994 @t2993 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t2996 () (* -100000000000000000/17028321810148489 @t1334))
% 7.12/7.31  (define @t2997 () (+ @t2996 @t2801 @t2642 @t2640 @t2638 @t2636 @t2634 @t2632 @t2630 @t2628 @t2626))
% 7.12/7.31  (define @t2998 () (+ |tptp.'X_7'| @t2813 @t2812 @t2811 @t2810 @t2809 @t2808 @t2807 @t2806 @t2996))
% 7.12/7.31  (define @t2999 () (+ (* -1/1 @t2814) @t2801 @t2998))
% 7.12/7.31  (define @t3000 () (>= @t2999 @t2995))
% 7.12/7.31  (define @t3001 () (= (* -57596787297800822/85141609050742445 (- @t2998 57596787297800822/85141609050742445)) (* -57596787297800822/85141609050742445 @t2803)))
% 7.12/7.31  (define @t3002 () (= @t2998 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t3003 () (= @t3002 @t2804))
% 7.12/7.31  (define @t3004 () (and @t2804 @t2992 @t2815))
% 7.12/7.31  (define @t3005 () (* -1345832124849695766269790205847302687500000000000000/342999639578569728999409497747671591918340526632959 0/1))
% 7.12/7.31  (define @t3006 () (* -1833381001950124692401866990479331900888313960301135/2743997116628557831995275981981372735346724213063672 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t3007 () (* -686914306946241293427724487281606611780403772453537/2743997116628557831995275981981372735346724213063672 -141036994079377198/269376706562944379))
% 7.12/7.31  (define @t3008 () (* -12814501164478028614052815015478845997883582182651741/5487994233257115663990551963962745470693448426127344 28208246471129/500000000000000))
% 7.12/7.31  (define @t3009 () (* 7758636609995303050959563973209644902548079286198481/5487994233257115663990551963962745470693448426127344 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3010 () (* 658036553190615477228108432467788906001930243227293/342999639578569728999409497747671591918340526632959 -19422843769854953/132190663274553838))
% 7.12/7.31  (define @t3011 () (* -4002635400526751142897810458957293885338807780831427/5487994233257115663990551963962745470693448426127344 124446062009259/250000000000000))
% 7.12/7.31  (define @t3012 () (* 215887747591722886051693736249165897467404947679491/2743997116628557831995275981981372735346724213063672 78948406711271/500000000000000))
% 7.12/7.31  (define @t3013 () (* 383532439876191594556564075029616746663051020035323/685999279157139457998818995495343183836681053265918 347103843238191/1000000000000000))
% 7.12/7.31  (define @t3014 () (* -5315062154883808437844112331496861883233739112799977/2743997116628557831995275981981372735346724213063672 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3015 () (+ @t1200 @t3014 @t3013 @t3012 @t3011 @t3010 @t3009 @t3008 @t3007 @t3006 @t3005))
% 7.12/7.31  (define @t3016 () (* -1345832124849695766269790205847302687500000000000000/342999639578569728999409497747671591918340526632959 @t1334))
% 7.12/7.31  (define @t3017 () (+ (* -1833381001950124692401866990479331900888313960301135/2743997116628557831995275981981372735346724213063672 |tptp.'X_7'|) (* -1673377798829346684900827509537479862262961921308157/2743997116628557831995275981981372735346724213063672 |tptp.'X_8'|) (* 3009453901977603047305583186946031161728049076813533/5487994233257115663990551963962745470693448426127344 |tptp.'X_3'|) (* 1440750373750203905366825287626856063449892506729477/2743997116628557831995275981981372735346724213063672 |tptp.'X_0'|) (* -255223578231873364208851690644673683917557357134423/2743997116628557831995275981981372735346724213063672 |tptp.'X_4'|) (* 3042758028537664913336947025438594024528974964151453/5487994233257115663990551963962745470693448426127344 |tptp.'X_1'|) (* 295970794402705749591890584694057945491268752456632/342999639578569728999409497747671591918340526632959 |tptp.'X_2'|) (* -770403477938241884124451593225522576188076464360985/685999279157139457998818995495343183836681053265918 |tptp.'X_6'|) (* -591947796076708123667314642635513441909405630149043/5487994233257115663990551963962745470693448426127344 |tptp.'X_5'|) (* 1345832124849695766269790205847302687500000000000000/342999639578569728999409497747671591918340526632959 @t1334)))
% 7.12/7.31  (define @t3018 () (+ (* -686914306946241293427724487281606611780403772453537/2743997116628557831995275981981372735346724213063672 |tptp.'X_7'|) (* 119062845119434777547218801840847368284045427628463/2743997116628557831995275981981372735346724213063672 |tptp.'X_8'|) (* -680556457413590744464733641868857606269753904790143/2743997116628557831995275981981372735346724213063672 |tptp.'X_3'|) (* 76085360079001372141723403993548895015688713526841/685999279157139457998818995495343183836681053265918 |tptp.'X_0'|) (* -393885281030429881642826957181632616148650303933819/2743997116628557831995275981981372735346724213063672 |tptp.'X_4'|) (* 4932808475024092853091512916596411833361841580754/342999639578569728999409497747671591918340526632959 |tptp.'X_1'|) (* 656929661550274026228362260065611496676583005676949/2743997116628557831995275981981372735346724213063672 |tptp.'X_2'|) (* -217061825297977690677603481512370932282570337071729/1371998558314278915997637990990686367673362106531836 |tptp.'X_6'|) (* -125723337020774097424824498182376030839983299061003/2743997116628557831995275981981372735346724213063672 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3019 () (* -12814501164478028614052815015478845997883582182651741/5487994233257115663990551963962745470693448426127344 |tptp.'X_1'|))
% 7.12/7.31  (define @t3020 () (* 7758636609995303050959563973209644902548079286198481/5487994233257115663990551963962745470693448426127344 |tptp.'X_5'|))
% 7.12/7.31  (define @t3021 () (+ (* 658036553190615477228108432467788906001930243227293/342999639578569728999409497747671591918340526632959 |tptp.'X_7'|) (* 777157476854955953676804353848316246989458246839847/1371998558314278915997637990990686367673362106531836 |tptp.'X_8'|) (* 588573603344082396130423638937244484037566628399545/1371998558314278915997637990990686367673362106531836 |tptp.'X_3'|) (* -490244890414483069996353159962554385245013077129083/685999279157139457998818995495343183836681053265918 |tptp.'X_0'|) (* -442510450121231566187288826146080343292998209536525/1371998558314278915997637990990686367673362106531836 |tptp.'X_4'|) (* 605801137521248638441650236460919336501301109575514/342999639578569728999409497747671591918340526632959 |tptp.'X_1'|) (* 572591534527972103720156348469696705656751521867493/685999279157139457998818995495343183836681053265918 |tptp.'X_2'|) (* 1757868781174461458926506667963416084658723265793699/1371998558314278915997637990990686367673362106531836 |tptp.'X_6'|) (* -864405267484630841555325041776172424869838382240929/685999279157139457998818995495343183836681053265918 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3022 () (* -4002635400526751142897810458957293885338807780831427/5487994233257115663990551963962745470693448426127344 |tptp.'X_3'|))
% 7.12/7.31  (define @t3023 () (* 215887747591722886051693736249165897467404947679491/2743997116628557831995275981981372735346724213063672 |tptp.'X_0'|))
% 7.12/7.31  (define @t3024 () (* 383532439876191594556564075029616746663051020035323/685999279157139457998818995495343183836681053265918 |tptp.'X_4'|))
% 7.12/7.31  (define @t3025 () (* -5315062154883808437844112331496861883233739112799977/2743997116628557831995275981981372735346724213063672 |tptp.'X_2'|))
% 7.12/7.31  (define @t3026 () (* -1833381001950124692401866990479331900888313960301135/2743997116628557831995275981981372735346724213063672 @t2998))
% 7.12/7.31  (define @t3027 () (* -686914306946241293427724487281606611780403772453537/2743997116628557831995275981981372735346724213063672 @t2024))
% 7.12/7.31  (define @t3028 () (* 658036553190615477228108432467788906001930243227293/342999639578569728999409497747671591918340526632959 @t2981))
% 7.12/7.31  (define @t3029 () (+ @t1198 @t3025 @t3024 @t3023 @t3022 @t3028 @t3020 @t3019 @t3027 @t3026 @t3016))
% 7.12/7.31  (define @t3030 () (>= @t3029 @t3015))
% 7.12/7.31  (define @t3031 () (and @t2990 @t2804 @t2025 @t1178 @t1929 @t2988 @t1930 @t1248 @t1249 @t1181 @t1199))
% 7.12/7.31  (define @t3032 () (@list false false false false false false false false false false))
% 7.12/7.31  (define @t3033 () (+ 1874788278166085/25076445958720379 (* -100933854309073673/150458675752322274 |tptp.'X_8'|) (* -938157091426491/100305783834881516 |tptp.'X_3'|) (* -265775077062823717/300917351504644548 |tptp.'X_0'|) (* -9082239200630569/50152891917440758 |tptp.'X_4'|) (* -41252019684683607/50152891917440758 |tptp.'X_1'|) (* -17484064047505595/100305783834881516 |tptp.'X_2'|) (* -24880089071631741/50152891917440758 |tptp.'X_6'|) (* 277167547039640971/300917351504644548 |tptp.'X_5'|) (* 250000000000000000/75229337876161137 @t1517)))
% 7.12/7.31  (define @t3034 () (- |tptp.'X_7'| @t3033))
% 7.12/7.31  (define @t3035 () (= |tptp.'X_7'| @t3033))
% 7.12/7.31  (define @t3036 () (= @t1516 @t1517))
% 7.12/7.31  (define @t3037 () (* -277167547039640971/300917351504644548 |tptp.'X_5'|))
% 7.12/7.31  (define @t3038 () (* 24880089071631741/50152891917440758 |tptp.'X_6'|))
% 7.12/7.31  (define @t3039 () (* 17484064047505595/100305783834881516 |tptp.'X_2'|))
% 7.12/7.31  (define @t3040 () (* 41252019684683607/50152891917440758 |tptp.'X_1'|))
% 7.12/7.31  (define @t3041 () (* 9082239200630569/50152891917440758 |tptp.'X_4'|))
% 7.12/7.31  (define @t3042 () (* 265775077062823717/300917351504644548 |tptp.'X_0'|))
% 7.12/7.31  (define @t3043 () (* 938157091426491/100305783834881516 |tptp.'X_3'|))
% 7.12/7.31  (define @t3044 () (* 100933854309073673/150458675752322274 |tptp.'X_8'|))
% 7.12/7.31  (define @t3045 () (+ |tptp.'X_7'| @t3044 @t3043 @t3042 @t3041 @t3040 @t3039 @t3038 @t3037))
% 7.12/7.31  (define @t3046 () (>= @t3045 1874788278166085/25076445958720379))
% 7.12/7.31  (define @t3047 () (+ @t1512 @t1510 @t1509 @t1513 @t1511 @t1507 @t1508 @t1515 @t1514 -1124872966899651/50000000000000000))
% 7.12/7.31  (define @t3048 () (+ @t1516 @t1240))
% 7.12/7.31  (define @t3049 () (>= @t3048 0/1))
% 7.12/7.31  (define @t3050 () (not @t3049))
% 7.12/7.31  (define @t3051 () (or @t3050 @t3036))
% 7.12/7.31  (define @t3052 () (not @t3046))
% 7.12/7.31  (define @t3053 () (or @t3052 @t3035))
% 7.12/7.31  (define @t3054 () (* -489239582778046080641302319250099/2017259666278534006760128036385876 124446062009259/250000000000000))
% 7.12/7.31  (define @t3055 () (* 651462658832502434556705688524360/3530204415987434511830224063675283 10289172780368663/658010872166645))
% 7.12/7.31  (define @t3056 () (* -30939014763512705250000000000000000/3530204415987434511830224063675283 0/1))
% 7.12/7.31  (define @t3057 () (* 30324839561051627057316255246072311/7060408831974869023660448127350566 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3058 () (* 8548966989758553999780093954488394/3530204415987434511830224063675283 1874788278166085/25076445958720379))
% 7.12/7.31  (define @t3059 () (* -5818861438460748557677695526335097/2017259666278534006760128036385876 77948406711271/500000000000000))
% 7.12/7.31  (define @t3060 () (* -6026131689458379469951669058798556/3530204415987434511830224063675283 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3061 () (* -35512860371658512455821295523775795/14120817663949738047320896254701132 345103843238191/1000000000000000))
% 7.12/7.31  (define @t3062 () (* -5652783615719990422191306130169949/7060408831974869023660448127350566 998829251495207/1000000000000000))
% 7.12/7.31  (define @t3063 () (* -9200429648591056434336799643012754/3530204415987434511830224063675283 246021624936389/500000000000000))
% 7.12/7.31  (define @t3064 () (+ 20431380448199/500000000000000 @t3063 @t3062 @t3061 @t3060 @t3059 @t3058 @t3057 @t3056 @t3055 @t3054))
% 7.12/7.31  (define @t3065 () (* -489239582778046080641302319250099/2017259666278534006760128036385876 |tptp.'X_3'|))
% 7.12/7.31  (define @t3066 () (+ (* 651462658832502434556705688524360/3530204415987434511830224063675283 |tptp.'X_7'|) (* -9265202310411291130447807742523696/3530204415987434511830224063675283 |tptp.'X_8'|) (* 3104844116712466547644068763434267/14120817663949738047320896254701132 |tptp.'X_3'|) (* 10529685815566650540445084298291325/14120817663949738047320896254701132 |tptp.'X_0'|) (* 4188613597917140318262005222995761/2017259666278534006760128036385876 |tptp.'X_4'|) (* -7031741163117083059744949064345801/3530204415987434511830224063675283 |tptp.'X_1'|) (* 9071962928147120126028958554147027/7060408831974869023660448127350566 |tptp.'X_2'|) (* -2829242127711399706013469564847977/7060408831974869023660448127350566 |tptp.'X_6'|) (* -7288177240418685178281516541714680/3530204415987434511830224063675283 |tptp.'X_5'|) (* 30939014763512705250000000000000000/3530204415987434511830224063675283 @t1263)))
% 7.12/7.31  (define @t3067 () (* -30939014763512705250000000000000000/3530204415987434511830224063675283 @t1263))
% 7.12/7.31  (define @t3068 () (* 30324839561051627057316255246072311/7060408831974869023660448127350566 |tptp.'X_5'|))
% 7.12/7.31  (define @t3069 () (+ (* 8548966989758553999780093954488394/3530204415987434511830224063675283 |tptp.'X_7'|) (* 5734997894423856618617583678848413/3530204415987434511830224063675283 |tptp.'X_8'|) (* 159916481366928008422523735658213/7060408831974869023660448127350566 |tptp.'X_3'|) (* 15101172126829294681649392193027177/7060408831974869023660448127350566 |tptp.'X_0'|) (* 1548141296559632556996814740701367/3530204415987434511830224063675283 |tptp.'X_4'|) (* 7031741163117083059744949064345801/3530204415987434511830224063675283 |tptp.'X_1'|) (* 2980300450769638813874379563450085/7060408831974869023660448127350566 |tptp.'X_2'|) (* 4241012871715695064102387847508963/3530204415987434511830224063675283 |tptp.'X_6'|) (* -2249783582887750957250460308948993/1008629833139267003380064018192938 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3070 () (* -5818861438460748557677695526335097/2017259666278534006760128036385876 |tptp.'X_0'|))
% 7.12/7.31  (define @t3071 () (* -6026131689458379469951669058798556/3530204415987434511830224063675283 |tptp.'X_2'|))
% 7.12/7.31  (define @t3072 () (* -35512860371658512455821295523775795/14120817663949738047320896254701132 |tptp.'X_4'|))
% 7.12/7.31  (define @t3073 () (* -5652783615719990422191306130169949/7060408831974869023660448127350566 |tptp.'X_6'|))
% 7.12/7.31  (define @t3074 () (* -9200429648591056434336799643012754/3530204415987434511830224063675283 |tptp.'X_7'|))
% 7.12/7.31  (define @t3075 () (* 651462658832502434556705688524360/3530204415987434511830224063675283 @t2647))
% 7.12/7.31  (define @t3076 () (* 8548966989758553999780093954488394/3530204415987434511830224063675283 @t3045))
% 7.12/7.31  (define @t3077 () (+ |tptp.'X_8'| @t3074 @t3073 @t3072 @t3071 @t3070 @t3076 @t3068 @t3067 @t3075 @t3065))
% 7.12/7.31  (define @t3078 () (>= @t3077 @t3064))
% 7.12/7.31  (define @t3079 () (and @t1930 @t1841 @t2620 @t1929 @t3052 @t1175 @t1181 @t1187 @t1195 @t1199 @t1251))
% 7.12/7.31  (define @t3080 () (= @t1588 0/1))
% 7.12/7.31  (define @t3081 () (= 0/1 @t1588))
% 7.12/7.31  (define @t3082 () (+ @t1198 (* -31612092375694345/224045703414196051 |tptp.'X_8'|) (* -93169004865026800/224045703414196051 |tptp.'X_3'|) (* 67140788316724598/224045703414196051 |tptp.'X_0'|) (* -28500025351721081/224045703414196051 |tptp.'X_4'|) (* -35487410811748610/224045703414196051 |tptp.'X_1'|) (* 172652969653422972/224045703414196051 |tptp.'X_2'|) (* -269308449436302999/224045703414196051 |tptp.'X_6'|) (* 148058619249116230/224045703414196051 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3083 () (- @t3082 190489098222868414/224045703414196051))
% 7.12/7.31  (define @t3084 () (>= @t3082 190489098222868414/224045703414196051))
% 7.12/7.31  (define @t3085 () (+ @t1583 @t1581 @t1580 @t1584 @t1582 @t1578 @t1579 @t1586 @t1585 -95244549111434207/500000000000000000))
% 7.12/7.31  (define @t3086 () (+ @t1587 @t1240))
% 7.12/7.31  (define @t3087 () (>= @t3086 0/1))
% 7.12/7.31  (define @t3088 () (or @t3087 @t3081))
% 7.12/7.31  (define @t3089 () (or @t3084 @t3080))
% 7.12/7.31  (define @t3090 () (* 2997480904329703536625243747658986922886159797924202996443489130351087/327248423496971069911781373038870274932643816459127217685776033931020 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3091 () (* 526237475297675916531131719244482263960157976838435078718449272135441/163624211748485534955890686519435137466321908229563608842888016965510 347103843238191/1000000000000000))
% 7.12/7.31  (define @t3092 () (* 1951054539228184235186963481754383866924345640386268087779375290619283/163624211748485534955890686519435137466321908229563608842888016965510 -190489098222868414/224045703414196051))
% 7.12/7.31  (define @t3093 () (* -470747675364079290793843301206529368790121240668101650000000000000000/16362421174848553495589068651943513746632190822956360884288801696551 0/1))
% 7.12/7.31  (define @t3094 () (* -160320858149577038591225417389364607258544223489103412217951044918137/32724842349697106991178137303887027493264381645912721768577603393102 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t3095 () (* -656537230114392288593363540663497984048973215585157317766254041497054/81812105874242767477945343259717568733160954114781804421444008482755 -141036994079377198/269376706562944379))
% 7.12/7.31  (define @t3096 () (* -2021050680959838350942440586725158660925693456683959300243314496134039/327248423496971069911781373038870274932643816459127217685776033931020 28208246471129/500000000000000))
% 7.12/7.31  (define @t3097 () (* -168332876082849987891911538726507983728640072907065374454534448886729/327248423496971069911781373038870274932643816459127217685776033931020 124446062009259/250000000000000))
% 7.12/7.31  (define @t3098 () (* -695675430884544549533565922564211860446690566145945691378711503314549/163624211748485534955890686519435137466321908229563608842888016965510 77948406711271/500000000000000))
% 7.12/7.31  (define @t3099 () (* -776040884672736013156078876211117154913958770059285197073107400757441/163624211748485534955890686519435137466321908229563608842888016965510 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3100 () (+ 320006108957572477/220132361394591358 @t3099 @t3098 @t3097 @t3096 @t3095 @t3094 @t3093 @t3092 @t3091 @t3090))
% 7.12/7.31  (define @t3101 () (* 113797586909731100475506343385631684004280465742347113872152882946946/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_8'|))
% 7.12/7.31  (define @t3102 () (* -650460540665009266938300313707739465672030719019783653543992099777506/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_3'|))
% 7.12/7.31  (define @t3103 () (* 290882697031570721901888931732824158698873030253659175652802215151288/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_0'|))
% 7.12/7.31  (define @t3104 () (* -376466684090750465250671642845407204714365636421190895629977172289898/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_4'|))
% 7.12/7.31  (define @t3105 () (* 37717338307010359253140103375647349987859087217390917042217242629344/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_1'|))
% 7.12/7.31  (define @t3106 () (* 627878581087634913322925956976873416190688408330111006906620040266358/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_2'|))
% 7.12/7.31  (define @t3107 () (* -414925611837231186711616810272807349279225762073063300852975670874236/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_6'|))
% 7.12/7.31  (define @t3108 () (* -120163535121735490152983823794167284100005326672323356146169384983626/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_5'|))
% 7.12/7.31  (define @t3109 () (* -731646516548962719940821523828802402748892681138531138463700391952967/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_8'|))
% 7.12/7.31  (define @t3110 () (* 1315815511378817484977261075652580067754119287491228434713942923336423/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_3'|))
% 7.12/7.31  (define @t3111 () (* 629935447278187152498131822267278555964745721080481586160753608689887/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_0'|))
% 7.12/7.31  (define @t3112 () (* -111590725110101179219817605833291366062963522129014312104647863361013/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_4'|))
% 7.12/7.31  (define @t3113 () (* 1330376985901439627658137306089766433625216198256623597018849775867943/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_1'|))
% 7.12/7.31  (define @t3114 () (* 517626087489529426781658442141299887281795072159694606749239711492768/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_2'|))
% 7.12/7.31  (define @t3115 () (* -134736584019471251083791643349102521590652897609472271928469329620414/16362421174848553495589068651943513746632190822956360884288801696551 |tptp.'X_6'|))
% 7.12/7.31  (define @t3116 () (* -258815757733455508025686926867618315337748817980656586837454439180233/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_5'|))
% 7.12/7.31  (define @t3117 () (* 55057441748906250130128045078521983563141058450649369887691607865077/32724842349697106991178137303887027493264381645912721768577603393102 |tptp.'X_8'|))
% 7.12/7.31  (define @t3118 () (* 81134253898736206941680516003480758357156515241681989496765001116440/16362421174848553495589068651943513746632190822956360884288801696551 |tptp.'X_3'|))
% 7.12/7.31  (define @t3119 () (* -292340664910077449840257007731523759739721606433725217904990114966267/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_0'|))
% 7.12/7.31  (define @t3120 () (* 248186432425333784742912912611430170283398472630378658901462781033273/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_4'|))
% 7.12/7.31  (define @t3121 () (* 30903459827442688126290999190300393577798255237086433568039896096013/16362421174848553495589068651943513746632190822956360884288801696551 |tptp.'X_1'|))
% 7.12/7.31  (define @t3122 () (* -751755902970359979606637885699295170160731865546105947239211722904638/81812105874242767477945343259717568733160954114781804421444008482755 |tptp.'X_2'|))
% 7.12/7.31  (define @t3123 () (* 2345215573064679000048397616556079673126321760513091524327397859729367/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_6'|))
% 7.12/7.31  (define @t3124 () (* -128933711629277394844778905241687967147899606102465023785518792044359/16362421174848553495589068651943513746632190822956360884288801696551 |tptp.'X_5'|))
% 7.12/7.31  (define @t3125 () (* 470747675364079290793843301206529368790121240668101650000000000000000/16362421174848553495589068651943513746632190822956360884288801696551 @t1334))
% 7.12/7.31  (define @t3126 () (* -776040884672736013156078876211117154913958770059285197073107400757441/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_2'|))
% 7.12/7.31  (define @t3127 () (* -695675430884544549533565922564211860446690566145945691378711503314549/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_0'|))
% 7.12/7.31  (define @t3128 () (* -168332876082849987891911538726507983728640072907065374454534448886729/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_3'|))
% 7.12/7.31  (define @t3129 () (* -2021050680959838350942440586725158660925693456683959300243314496134039/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_1'|))
% 7.12/7.31  (define @t3130 () (* -470747675364079290793843301206529368790121240668101650000000000000000/16362421174848553495589068651943513746632190822956360884288801696551 @t1334))
% 7.12/7.31  (define @t3131 () (* 526237475297675916531131719244482263960157976838435078718449272135441/163624211748485534955890686519435137466321908229563608842888016965510 |tptp.'X_4'|))
% 7.12/7.31  (define @t3132 () (* 2997480904329703536625243747658986922886159797924202996443489130351087/327248423496971069911781373038870274932643816459127217685776033931020 |tptp.'X_5'|))
% 7.12/7.31  (define @t3133 () (+ @t3132 @t3131 @t3130 @t3129 @t3128 @t3127 @t3126 @t3125 @t2232 @t2233 @t2234 @t2235 @t2236 @t2237 @t2238 @t2239 @t3124 @t3123 @t3122 @t3121 @t3120 @t3119 @t3118 @t3117 @t3116 @t3115 @t3114 @t3113 @t3112 @t3111 @t3110 @t3109 @t3108 @t3107 @t3106 @t3105 @t3104 @t3103 @t3102 @t3101 @t2626))
% 7.12/7.31  (define @t3134 () (+ |tptp.'X_7'| (* 31612092375694345/224045703414196051 |tptp.'X_8'|) (* 93169004865026800/224045703414196051 |tptp.'X_3'|) (* -67140788316724598/224045703414196051 |tptp.'X_0'|) (* 28500025351721081/224045703414196051 |tptp.'X_4'|) (* 35487410811748610/224045703414196051 |tptp.'X_1'|) (* -172652969653422972/224045703414196051 |tptp.'X_2'|) (* 269308449436302999/224045703414196051 |tptp.'X_6'|) (* -148058619249116230/224045703414196051 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3135 () (+ @t2240 @t3126 @t3127 @t3128 @t3129 (* -656537230114392288593363540663497984048973215585157317766254041497054/81812105874242767477945343259717568733160954114781804421444008482755 @t2024) (* -160320858149577038591225417389364607258544223489103412217951044918137/32724842349697106991178137303887027493264381645912721768577603393102 @t2998) @t3130 (* 1951054539228184235186963481754383866924345640386268087779375290619283/163624211748485534955890686519435137466321908229563608842888016965510 @t3134) @t3131 @t3132))
% 7.12/7.31  (define @t3136 () (and @t1929 @t1249 @t3084 @t2990 @t2804 @t2025 @t1178 @t1930 @t1175 @t1181 @t2205))
% 7.12/7.31  (define @t3137 () (= @t1421 0/1))
% 7.12/7.31  (define @t3138 () (= 0/1 @t1421))
% 7.12/7.31  (define @t3139 () (* 49413194553467867/11342973460490180 |tptp.'X_5'|))
% 7.12/7.31  (define @t3140 () (* 199063337816699659/68057840762941080 |tptp.'X_6'|))
% 7.12/7.31  (define @t3141 () (* 113291471700892099/68057840762941080 |tptp.'X_2'|))
% 7.12/7.31  (define @t3142 () (* 25457298176245112/8507230095367635 |tptp.'X_1'|))
% 7.12/7.31  (define @t3143 () (* -28985347600821415/6805784076294108 |tptp.'X_4'|))
% 7.12/7.31  (define @t3144 () (* -323129810216333357/68057840762941080 |tptp.'X_0'|))
% 7.12/7.31  (define @t3145 () (* -50062479830326037/34028920381470540 |tptp.'X_3'|))
% 7.12/7.31  (define @t3146 () (* -2416614548084114/567148673024509 |tptp.'X_8'|))
% 7.12/7.31  (define @t3147 () (+ @t1198 @t3146 @t3145 @t3144 @t3143 @t3142 @t3141 @t3140 @t3139))
% 7.12/7.31  (define @t3148 () (- @t3147 64859166636634213/68057840762941080))
% 7.12/7.31  (define @t3149 () (>= @t3147 64859166636634213/68057840762941080))
% 7.12/7.31  (define @t3150 () (+ @t1416 @t1414 @t1413 @t1417 @t1415 @t1411 @t1412 @t1419 @t1418 -64859166636634213/1000000000000000000))
% 7.12/7.31  (define @t3151 () (+ @t1420 @t1240))
% 7.12/7.31  (define @t3152 () (>= @t3151 0/1))
% 7.12/7.31  (define @t3153 () (or @t3152 @t3138))
% 7.12/7.31  (define @t3154 () (or @t3149 @t3137))
% 7.12/7.31  (define @t3155 () (* -49413194553467867/11342973460490180 |tptp.'X_5'|))
% 7.12/7.31  (define @t3156 () (* -199063337816699659/68057840762941080 |tptp.'X_6'|))
% 7.12/7.31  (define @t3157 () (* -113291471700892099/68057840762941080 |tptp.'X_2'|))
% 7.12/7.31  (define @t3158 () (* -25457298176245112/8507230095367635 |tptp.'X_1'|))
% 7.12/7.31  (define @t3159 () (* 28985347600821415/6805784076294108 |tptp.'X_4'|))
% 7.12/7.31  (define @t3160 () (* 323129810216333357/68057840762941080 |tptp.'X_0'|))
% 7.12/7.31  (define @t3161 () (* 50062479830326037/34028920381470540 |tptp.'X_3'|))
% 7.12/7.31  (define @t3162 () (* 2416614548084114/567148673024509 |tptp.'X_8'|))
% 7.12/7.31  (define @t3163 () (+ |tptp.'X_7'| @t3162 @t3161 @t3160 @t3159 @t3158 @t3157 @t3156 @t3155))
% 7.12/7.31  (define @t3164 () (>= -64859166636634213/68057840762941080 @t3163))
% 7.12/7.31  (define @t3165 () (<= @t3163 -64859166636634213/68057840762941080))
% 7.12/7.31  (define @t3166 () (* -50062479830326037/34028920381470540 124446062009259/250000000000000))
% 7.12/7.31  (define @t3167 () (* 49413194553467867/11342973460490180 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3168 () (* 25457298176245112/8507230095367635 29208246471129/500000000000000))
% 7.12/7.31  (define @t3169 () (* -2416614548084114/567148673024509 19431380448199/500000000000000))
% 7.12/7.31  (define @t3170 () (* -323129810216333357/68057840762941080 77948406711271/500000000000000))
% 7.12/7.31  (define @t3171 () (* 113291471700892099/68057840762941080 5079381401531/1000000000000000))
% 7.12/7.31  (define @t3172 () (* -28985347600821415/6805784076294108 345103843238191/1000000000000000))
% 7.12/7.31  (define @t3173 () (* 199063337816699659/68057840762941080 1/1))
% 7.12/7.31  (define @t3174 () (+ -64859166636634213/68057840762941080 @t3173 @t3172 @t3171 @t3170 @t3169 @t3168 @t3167 @t3166 @t1200))
% 7.12/7.31  (define @t3175 () (+ @t3155 @t3156 @t3157 @t3158 @t3159 @t3160 @t3161 @t3162 @t3139 @t3140 @t3141 @t3142 @t3143 @t3144 @t3145 @t3146 @t1198 |tptp.'X_7'|))
% 7.12/7.31  (define @t3176 () (+ @t3163 @t3140 @t3143 @t3141 @t3144 @t3146 @t3142 @t3139 @t3145 @t1198))
% 7.12/7.31  (define @t3177 () (and @t1199 @t1930 @t1929 @t1932 @t1203 @t1175 @t1857 @t1187 @t1927 @t3149))
% 7.12/7.31  (define @t3178 () (= @t1440 0/1))
% 7.12/7.31  (define @t3179 () (= 0/1 @t1440))
% 7.12/7.31  (define @t3180 () (+ @t1435 @t1433 @t1432 @t1436 @t1434 @t1430 @t1431 @t1438 @t1437 -39801585322673097/125000000000000000))
% 7.12/7.31  (define @t3181 () (+ @t1439 @t1240))
% 7.12/7.31  (define @t3182 () (>= @t3181 0/1))
% 7.12/7.31  (define @t3183 () (or @t3182 @t3179))
% 7.12/7.31  (define @t3184 () (or @t2655 @t3178))
% 7.12/7.31  (define @t3185 () (= @t1458 0/1))
% 7.12/7.31  (define @t3186 () (= 0/1 @t1458))
% 7.12/7.31  (define @t3187 () (+ @t1198 (* 243917224520820819/139144677747215173 |tptp.'X_8'|) (* -188063081708857771/139144677747215173 |tptp.'X_3'|) (* 175819166464083299/139144677747215173 |tptp.'X_0'|) (* -311504716200073695/139144677747215173 |tptp.'X_4'|) (* -147769935711830280/139144677747215173 |tptp.'X_1'|) (* -68844059775948763/139144677747215173 |tptp.'X_2'|) (* -165969085180287440/139144677747215173 |tptp.'X_6'|) (* 8031992927665185/12649516158837743 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3188 () (- @t3187 47620091562705691/139144677747215173))
% 7.12/7.31  (define @t3189 () (>= @t3187 47620091562705691/139144677747215173))
% 7.12/7.31  (define @t3190 () (+ @t1453 @t1451 @t1450 @t1454 @t1452 @t1448 @t1449 @t1456 @t1455 -47620091562705691/1000000000000000000))
% 7.12/7.31  (define @t3191 () (+ @t1457 @t1240))
% 7.12/7.31  (define @t3192 () (>= @t3191 0/1))
% 7.12/7.31  (define @t3193 () (or @t3192 @t3186))
% 7.12/7.31  (define @t3194 () (or @t3189 @t3185))
% 7.12/7.31  (define @t3195 () (* 139144677747215173/243917224520820819 -47620091562705691/139144677747215173))
% 7.12/7.31  (define @t3196 () (* 29450640734772345/81305741506940273 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3197 () (* -139144677747215173/243917224520820819 246021624936389/500000000000000))
% 7.12/7.31  (define @t3198 () (* 175819166464083299/243917224520820819 78948406711271/500000000000000))
% 7.12/7.31  (define @t3199 () (* -49256645237276760/81305741506940273 28208246471129/500000000000000))
% 7.12/7.31  (define @t3200 () (* -68844059775948763/243917224520820819 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3201 () (* -188063081708857771/243917224520820819 124446062009259/250000000000000))
% 7.12/7.31  (define @t3202 () (* -103834905400024565/81305741506940273 345103843238191/1000000000000000))
% 7.12/7.31  (define @t3203 () (* -165969085180287440/243917224520820819 998829251495207/1000000000000000))
% 7.12/7.31  (define @t3204 () (+ 20431380448199/500000000000000 @t3203 @t3202 @t3201 @t3200 @t3199 @t3198 @t3197 @t3196 @t3195))
% 7.12/7.31  (define @t3205 () (+ (* 139144677747215173/243917224520820819 |tptp.'X_7'|) @t1202 (* 188063081708857771/243917224520820819 |tptp.'X_3'|) (* -175819166464083299/243917224520820819 |tptp.'X_0'|) (* 103834905400024565/81305741506940273 |tptp.'X_4'|) (* 49256645237276760/81305741506940273 |tptp.'X_1'|) (* 68844059775948763/243917224520820819 |tptp.'X_2'|) (* 165969085180287440/243917224520820819 |tptp.'X_6'|) (* -29450640734772345/81305741506940273 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3206 () (* 29450640734772345/81305741506940273 |tptp.'X_5'|))
% 7.12/7.31  (define @t3207 () (* -139144677747215173/243917224520820819 |tptp.'X_7'|))
% 7.12/7.31  (define @t3208 () (* 175819166464083299/243917224520820819 |tptp.'X_0'|))
% 7.12/7.31  (define @t3209 () (* -49256645237276760/81305741506940273 |tptp.'X_1'|))
% 7.12/7.31  (define @t3210 () (* -68844059775948763/243917224520820819 |tptp.'X_2'|))
% 7.12/7.31  (define @t3211 () (* -188063081708857771/243917224520820819 |tptp.'X_3'|))
% 7.12/7.31  (define @t3212 () (* -103834905400024565/81305741506940273 |tptp.'X_4'|))
% 7.12/7.31  (define @t3213 () (* -165969085180287440/243917224520820819 |tptp.'X_6'|))
% 7.12/7.31  (define @t3214 () (+ |tptp.'X_7'| (* -243917224520820819/139144677747215173 |tptp.'X_8'|) (* 188063081708857771/139144677747215173 |tptp.'X_3'|) (* -175819166464083299/139144677747215173 |tptp.'X_0'|) (* 311504716200073695/139144677747215173 |tptp.'X_4'|) (* 147769935711830280/139144677747215173 |tptp.'X_1'|) (* 68844059775948763/139144677747215173 |tptp.'X_2'|) (* 165969085180287440/139144677747215173 |tptp.'X_6'|) (* -8031992927665185/12649516158837743 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3215 () (* 139144677747215173/243917224520820819 @t3214))
% 7.12/7.31  (define @t3216 () (+ |tptp.'X_8'| @t3213 @t3212 @t3211 @t3210 @t3209 @t3208 @t3207 @t3206 @t3215))
% 7.12/7.31  (define @t3217 () (and @t3189 @t1929 @t1199 @t1248 @t1178 @t1181 @t1930 @t1187 @t1195 @t1251))
% 7.12/7.31  (define @t3218 () (= @t1569 0/1))
% 7.12/7.31  (define @t3219 () (= 0/1 @t1569))
% 7.12/7.31  (define @t3220 () (+ @t1198 (* -121806846987301737/113773662522987068 |tptp.'X_8'|) (* 108193307004450817/113773662522987068 |tptp.'X_3'|) (* -16197612895247533/16253380360426724 |tptp.'X_0'|) (* -39148977778318633/113773662522987068 |tptp.'X_4'|) (* 1955812842606125/113773662522987068 |tptp.'X_1'|) (* 19473623430183329/227547325045974136 |tptp.'X_2'|) (* -20887267730994953/56886831261493534 |tptp.'X_6'|) (* 127554794129055987/113773662522987068 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3221 () (- @t3220 5245209926828789/4063345090106681))
% 7.12/7.31  (define @t3222 () (>= @t3220 5245209926828789/4063345090106681))
% 7.12/7.31  (define @t3223 () (+ @t1564 @t1562 @t1561 @t1565 @t1563 @t1559 @t1560 @t1567 @t1566 -36716469487801523/125000000000000000))
% 7.12/7.31  (define @t3224 () (+ @t1568 @t1240))
% 7.12/7.31  (define @t3225 () (>= @t3224 0/1))
% 7.12/7.31  (define @t3226 () (or @t3225 @t3219))
% 7.12/7.31  (define @t3227 () (or @t3222 @t3218))
% 7.12/7.31  (define @t3228 () (>= @t1299 0/1))
% 7.12/7.31  (define @t3229 () (not @t1908))
% 7.12/7.31  (define @t3230 () (not @t3228))
% 7.12/7.31  (define @t3231 () (* 500000000000000000/119693318874395799 0/1))
% 7.12/7.31  (define @t3232 () (* -1/1 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t3233 () (+ @t3232 @t3231 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t3234 () (* -500000000000000000/119693318874395799 @t1299))
% 7.12/7.31  (define @t3235 () (+ @t3234 @t1905 @t2642 @t2640 @t2638 @t2636 @t2634 @t2632 @t2630 @t2628 @t2626))
% 7.12/7.31  (define @t3236 () (+ |tptp.'X_7'| @t1917 @t1916 @t1915 @t1914 @t1913 @t1912 @t1911 @t1910 @t3234))
% 7.12/7.31  (define @t3237 () (+ (* -1/1 @t1918) @t1905 @t3236))
% 7.12/7.31  (define @t3238 () (>= @t3237 @t3233))
% 7.12/7.31  (define @t3239 () (= (* -12600974913839602/119693318874395799 (- @t3236 12600974913839602/119693318874395799)) (* -12600974913839602/119693318874395799 @t1907)))
% 7.12/7.31  (define @t3240 () (= @t3236 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t3241 () (= @t3240 @t1908))
% 7.12/7.31  (define @t3242 () (and @t1908 @t3230 @t1919))
% 7.12/7.31  (define @t3243 () (* 2485756043009969442024316712005327807175382415445504/1982308392464108541743196193664618093704291470848611 -5245209926828789/4063345090106681))
% 7.12/7.31  (define @t3244 () (* -741633060453970577240360666490231652543899442299388/1982308392464108541743196193664618093704291470848611 77948406711271/500000000000000))
% 7.12/7.31  (define @t3245 () (* 435822897819889338995116381211730155389289014368618/1982308392464108541743196193664618093704291470848611 5079381401531/1000000000000000))
% 7.12/7.31  (define @t3246 () (* -950051200802405054572669417245818436713089206984138/1982308392464108541743196193664618093704291470848611 345103843238191/1000000000000000))
% 7.12/7.31  (define @t3247 () (* 3432150831020026967221877735751230361653243261246252/1982308392464108541743196193664618093704291470848611 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3248 () (* -933345203873392556423748677006217054750119475247291/1982308392464108541743196193664618093704291470848611 998829251495207/1000000000000000))
% 7.12/7.31  (define @t3249 () (* -4169118390202810172065581422341217000000000000000000/1982308392464108541743196193664618093704291470848611 0/1))
% 7.12/7.31  (define @t3250 () (* -998031233807305296691320652975582278151221778694766/1982308392464108541743196193664618093704291470848611 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t3251 () (* -1487724809202664145332996059029745529024160636750738/1982308392464108541743196193664618093704291470848611 -197320938824874503/245581722149856574))
% 7.12/7.31  (define @t3252 () (* 3379068948522896743682955706156686202593103773430686/1982308392464108541743196193664618093704291470848611 124946062009259/250000000000000))
% 7.12/7.31  (define @t3253 () (+ @t1204 @t3252 @t3251 @t3250 @t3249 @t3248 @t3247 @t3246 @t3245 @t3244 @t3243))
% 7.12/7.31  (define @t3254 () (+ (* 2485756043009969442024316712005327807175382415445504/1982308392464108541743196193664618093704291470848611 |tptp.'X_7'|) (* 2661267109314523959386250897741355682715029136529536/1982308392464108541743196193664618093704291470848611 |tptp.'X_8'|) (* -2363835010103580317084416745896567325801586597659776/1982308392464108541743196193664618093704291470848611 |tptp.'X_3'|) (* 2477227090232242005159790083594911817054585154423168/1982308392464108541743196193664618093704291470848611 |tptp.'X_0'|) (* 855336867356773920244364881212005863891202478749824/1982308392464108541743196193664618093704291470848611 |tptp.'X_4'|) (* -42731098610123575663590285734891672687693930384000/1982308392464108541743196193664618093704291470848611 |tptp.'X_1'|) (* -212732349681977381379978649979723486961985024584256/1982308392464108541743196193664618093704291470848611 |tptp.'X_2'|) (* 912700722345080179568690173503382845494999067021568/1982308392464108541743196193664618093704291470848611 |tptp.'X_6'|) (* -2786849726817328988766985973820843148825449949873536/1982308392464108541743196193664618093704291470848611 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3255 () (* -741633060453970577240360666490231652543899442299388/1982308392464108541743196193664618093704291470848611 |tptp.'X_0'|))
% 7.12/7.31  (define @t3256 () (* 435822897819889338995116381211730155389289014368618/1982308392464108541743196193664618093704291470848611 |tptp.'X_2'|))
% 7.12/7.31  (define @t3257 () (* -950051200802405054572669417245818436713089206984138/1982308392464108541743196193664618093704291470848611 |tptp.'X_4'|))
% 7.12/7.31  (define @t3258 () (* 3432150831020026967221877735751230361653243261246252/1982308392464108541743196193664618093704291470848611 |tptp.'X_5'|))
% 7.12/7.31  (define @t3259 () (* -933345203873392556423748677006217054750119475247291/1982308392464108541743196193664618093704291470848611 |tptp.'X_6'|))
% 7.12/7.31  (define @t3260 () (* -4169118390202810172065581422341217000000000000000000/1982308392464108541743196193664618093704291470848611 @t1299))
% 7.12/7.31  (define @t3261 () (+ (* -998031233807305296691320652975582278151221778694766/1982308392464108541743196193664618093704291470848611 |tptp.'X_7'|) (* -808373393970175023759187486107120897879273921942629/1982308392464108541743196193664618093704291470848611 |tptp.'X_8'|) (* -267741394601944833623165737177014557783725694252384/1982308392464108541743196193664618093704291470848611 |tptp.'X_3'|) (* -633565576070150116811867457457316478002110942392833/1982308392464108541743196193664618093704291470848611 |tptp.'X_0'|) (* -95715732064636987791927389167641243529089494568657/1982308392464108541743196193664618093704291470848611 |tptp.'X_4'|) (* 461132084792530432235666796391239171277597171586431/1982308392464108541743196193664618093704291470848611 |tptp.'X_1'|) (* 252791747209907303933811888167633087570698060130917/1982308392464108541743196193664618093704291470848611 |tptp.'X_2'|) (* 210371402982781538552547263771666402914657700922659/1982308392464108541743196193664618093704291470848611 |tptp.'X_6'|) (* 83365686011124946840761352578667787626891138610233/1982308392464108541743196193664618093704291470848611 |tptp.'X_5'|) (* 4169118390202810172065581422341217000000000000000000/1982308392464108541743196193664618093704291470848611 @t1299)))
% 7.12/7.31  (define @t3262 () (+ (* -1487724809202664145332996059029745529024160636750738/1982308392464108541743196193664618093704291470848611 |tptp.'X_7'|) (* 129414677119759606116132782030383308868536256261704/1982308392464108541743196193664618093704291470848611 |tptp.'X_8'|) (* -747492543817371592975373223083104319007791481518526/1982308392464108541743196193664618093704291470848611 |tptp.'X_3'|) (* -1102028453708121311107561959647363686508574769730947/1982308392464108541743196193664618093704291470848611 |tptp.'X_0'|) (* 190430065510268122120231925201453816350976222802971/1982308392464108541743196193664618093704291470848611 |tptp.'X_4'|) (* -418400986182406856572076510656347498589903241202431/1982308392464108541743196193664618093704291470848611 |tptp.'X_1'|) (* -475882295347819261548949619399639755998002049915279/1982308392464108541743196193664618093704291470848611 |tptp.'X_2'|) (* -189726921454469161697488760268832193659537292696936/1982308392464108541743196193664618093704291470848611 |tptp.'X_6'|) (* -728666790213822925295653114509055000454684449982949/1982308392464108541743196193664618093704291470848611 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3263 () (* 3379068948522896743682955706156686202593103773430686/1982308392464108541743196193664618093704291470848611 |tptp.'X_3'|))
% 7.12/7.31  (define @t3264 () (+ |tptp.'X_7'| (* 121806846987301737/113773662522987068 |tptp.'X_8'|) (* -108193307004450817/113773662522987068 |tptp.'X_3'|) (* 16197612895247533/16253380360426724 |tptp.'X_0'|) (* 39148977778318633/113773662522987068 |tptp.'X_4'|) (* -1955812842606125/113773662522987068 |tptp.'X_1'|) (* -19473623430183329/227547325045974136 |tptp.'X_2'|) (* 20887267730994953/56886831261493534 |tptp.'X_6'|) (* -127554794129055987/113773662522987068 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3265 () (* 2485756043009969442024316712005327807175382415445504/1982308392464108541743196193664618093704291470848611 @t3264))
% 7.12/7.31  (define @t3266 () (* -998031233807305296691320652975582278151221778694766/1982308392464108541743196193664618093704291470848611 @t3236))
% 7.12/7.31  (define @t3267 () (* -1487724809202664145332996059029745529024160636750738/1982308392464108541743196193664618093704291470848611 @t2073))
% 7.12/7.31  (define @t3268 () (+ @t1202 @t3263 @t3267 @t3266 @t3260 @t3259 @t3258 @t3257 @t3256 @t3255 @t3265))
% 7.12/7.31  (define @t3269 () (and @t3222 @t1175 @t1857 @t1187 @t1929 @t1195 @t3228 @t1908 @t2074 @t1184 @t1203))
% 7.12/7.31  (define @t3270 () (= @t1766 0/1))
% 7.12/7.31  (define @t3271 () (= 0/1 @t1766))
% 7.12/7.31  (define @t3272 () (+ @t1198 (* -216677291236464425/212094939047360098 |tptp.'X_8'|) (* 16175904387829093/106047469523680049 |tptp.'X_3'|) (* -56204932232045396/106047469523680049 |tptp.'X_0'|) (* -162908946127287457/212094939047360098 |tptp.'X_4'|) (* 6765810480537260/106047469523680049 |tptp.'X_1'|) (* -12744507493851115/106047469523680049 |tptp.'X_2'|) (* -61905174331303339/106047469523680049 |tptp.'X_6'|) (* -69276508531906325/106047469523680049 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3273 () (- @t3272 95959155784354933/212094939047360098))
% 7.12/7.31  (define @t3274 () (>= @t3272 95959155784354933/212094939047360098))
% 7.12/7.31  (define @t3275 () (+ @t1761 @t1759 @t1758 @t1762 @t1760 @t1756 @t1757 @t1764 @t1763 -95959155784354933/1000000000000000000))
% 7.12/7.31  (define @t3276 () (+ @t1765 @t1240))
% 7.12/7.31  (define @t3277 () (>= @t3276 0/1))
% 7.12/7.31  (define @t3278 () (or @t3277 @t3271))
% 7.12/7.31  (define @t3279 () (or @t3274 @t3270))
% 7.12/7.31  (define @t3280 () (* 5458050370956767690888015728985849/14641024833338026263877441674811266 -95959155784354933/212094939047360098))
% 7.12/7.31  (define @t3281 () (* 3897589425884643903341140208346951/4880341611112675421292480558270422 44908722363159/1000000000000000))
% 7.12/7.31  (define @t3282 () (* -39225586402541362738031133044667337/29282049666676052527754883349622532 77948406711271/500000000000000))
% 7.12/7.31  (define @t3283 () (* -17889200328011672601067446673244785/29282049666676052527754883349622532 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3284 () (* 2914745830180273099028057869620160/2440170805556337710646240279135211 124946062009259/250000000000000))
% 7.12/7.31  (define @t3285 () (* -4272072301416294475421051954806385/29282049666676052527754883349622532 998829251495207/1000000000000000))
% 7.12/7.31  (define @t3286 () (* -5458050370956767690888015728985849/14641024833338026263877441674811266 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t3287 () (* -4668805493745165115163574614478433/14641024833338026263877441674811266 28208246471129/500000000000000))
% 7.12/7.31  (define @t3288 () (* 2711607808797535840322064335942476/7320512416669013131938720837405633 347103843238191/1000000000000000))
% 7.12/7.31  (define @t3289 () (+ @t1204 @t3288 @t3287 @t3286 @t3285 @t3284 @t3283 @t3282 @t3281 @t3280))
% 7.12/7.31  (define @t3290 () (+ (* 5458050370956767690888015728985849/14641024833338026263877441674811266 |tptp.'X_7'|) (* 11151945210225064681471013994549425/29282049666676052527754883349622532 |tptp.'X_8'|) (* -832541326456046816181491138719693/14641024833338026263877441674811266 |tptp.'X_3'|) (* 1446377516580981603679360249554298/7320512416669013131938720837405633 |tptp.'X_0'|) (* 8384596424940339889945247510906857/29282049666676052527754883349622532 |tptp.'X_4'|) (* -174111341689646108938519485514630/7320512416669013131938720837405633 |tptp.'X_1'|) (* 655934216694749416580385347034115/14641024833338026263877441674811266 |tptp.'X_2'|) (* 3186135051036420332321146565427139/14641024833338026263877441674811266 |tptp.'X_6'|) (* 3565522824726423518029405355971325/14641024833338026263877441674811266 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3291 () (* 3897589425884643903341140208346951/4880341611112675421292480558270422 |tptp.'X_5'|))
% 7.12/7.31  (define @t3292 () (* -39225586402541362738031133044667337/29282049666676052527754883349622532 |tptp.'X_0'|))
% 7.12/7.31  (define @t3293 () (* -17889200328011672601067446673244785/29282049666676052527754883349622532 |tptp.'X_2'|))
% 7.12/7.31  (define @t3294 () (* 2914745830180273099028057869620160/2440170805556337710646240279135211 |tptp.'X_3'|))
% 7.12/7.31  (define @t3295 () (* -4272072301416294475421051954806385/29282049666676052527754883349622532 |tptp.'X_6'|))
% 7.12/7.31  (define @t3296 () (+ (* -5458050370956767690888015728985849/14641024833338026263877441674811266 |tptp.'X_7'|) (* 18130104456450987846283869355073107/29282049666676052527754883349622532 |tptp.'X_8'|) (* -16655933654625591777986856079001267/14641024833338026263877441674811266 |tptp.'X_3'|) (* 11146692112072478774437897348816715/9760683222225350842584961116540844 |tptp.'X_0'|) (* -19231027660130483251233504854676761/29282049666676052527754883349622532 |tptp.'X_4'|) (* 1672342725708152444346871195169231/4880341611112675421292480558270422 |tptp.'X_1'|) (* 16577331894622173767906675979176555/29282049666676052527754883349622532 |tptp.'X_2'|) (* -700065933552182063073747058682631/9760683222225350842584961116540844 |tptp.'X_6'|) (* -7629145551190177614026412990506089/7320512416669013131938720837405633 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3297 () (* -4668805493745165115163574614478433/14641024833338026263877441674811266 |tptp.'X_1'|))
% 7.12/7.31  (define @t3298 () (* 2711607808797535840322064335942476/7320512416669013131938720837405633 |tptp.'X_4'|))
% 7.12/7.31  (define @t3299 () (+ |tptp.'X_7'| (* 216677291236464425/212094939047360098 |tptp.'X_8'|) (* -16175904387829093/106047469523680049 |tptp.'X_3'|) (* 56204932232045396/106047469523680049 |tptp.'X_0'|) (* 162908946127287457/212094939047360098 |tptp.'X_4'|) (* -6765810480537260/106047469523680049 |tptp.'X_1'|) (* 12744507493851115/106047469523680049 |tptp.'X_2'|) (* 61905174331303339/106047469523680049 |tptp.'X_6'|) (* 69276508531906325/106047469523680049 |tptp.'X_5'|)))
% 7.12/7.31  (define @t3300 () (* 5458050370956767690888015728985849/14641024833338026263877441674811266 @t3299))
% 7.12/7.31  (define @t3301 () (* -5458050370956767690888015728985849/14641024833338026263877441674811266 @t2125))
% 7.12/7.31  (define @t3302 () (+ @t1202 @t3298 @t3297 @t3301 @t3295 @t3294 @t3293 @t3292 @t3291 @t3300))
% 7.12/7.31  (define @t3303 () (and @t3274 @t1929 @t1175 @t1181 @t1184 @t1195 @t2126 @t1178 @t1249 @t1203))
% 7.12/7.31  (define @t3304 () (= @t1638 0/1))
% 7.12/7.31  (define @t3305 () (= 0/1 @t1638))
% 7.12/7.31  (define @t3306 () (+ @t1633 @t1631 @t1630 @t1634 @t1632 @t1628 @t1629 @t1636 @t1635 242389984971433103/1000000000000000000))
% 7.12/7.31  (define @t3307 () (+ @t1637 @t1240))
% 7.12/7.31  (define @t3308 () (>= @t3307 0/1))
% 7.12/7.31  (define @t3309 () (or @t3308 @t3305))
% 7.12/7.31  (define @t3310 () (or @t2554 @t3304))
% 7.12/7.31  (define @t3311 () (+ 118035789508800421/1000000000000000000 @t1821 @t1803 @t1788 @t1767 @t1749 @t1731 @t1715 @t1696 @t1677 @t1657 @t1639 @t1616 @t1609 @t1589 @t1570 @t1552 @t1534 @t1518 @t1499 @t1480 @t1459 @t1441 @t1422 @t1405 @t1389 @t1372 @t1354 @t1335 @t1318 @t1300 @t1282 @t1264))
% 7.12/7.31  (define @t3312 () (= |tptp.'Y_2'| @t3311))
% 7.12/7.31  (define @t3313 () (>= |tptp.'Y_2'| 14853792042431133/10000000000000000))
% 7.12/7.31  (define @t3314 () (* 2097734458237227/100000000000000000 0/1))
% 7.12/7.31  (define @t3315 () (* 14763255248747831/1000000000000000000 0/1))
% 7.12/7.31  (define @t3316 () (* 11549376491247307/500000000000000000 0/1))
% 7.12/7.31  (define @t3317 () (* 5326168000353567/125000000000000000 0/1))
% 7.12/7.31  (define @t3318 () (* -31404566017481289/1000000000000000000 0/1))
% 7.12/7.31  (define @t3319 () (* 52852662371198969/500000000000000000 0/1))
% 7.12/7.31  (define @t3320 () (* 2711450368763077/20000000000000000 0/1))
% 7.12/7.31  (define @t3321 () (* -90176877137669503/1000000000000000000 0/1))
% 7.12/7.31  (define @t3322 () (* -166703466294858271/1000000000000000000 0/1))
% 7.12/7.31  (define @t3323 () (* -6876213400862623/40000000000000000 0/1))
% 7.12/7.31  (define @t3324 () (* 15167659366824987/250000000000000000 0/1))
% 7.12/7.31  (define @t3325 () (* 4620919424431477/500000000000000000 0/1))
% 7.12/7.31  (define @t3326 () (* 48165901753140727/1000000000000000000 0/1))
% 7.12/7.31  (define @t3327 () (* 1854694044196645593511361260041/3125000000000000000000000000000000 10289172780368663/658010872166645))
% 7.12/7.31  (define @t3328 () (* -539071979515587384952264977476211/15625000000000000000000000000000000 12600974913839602/119693318874395799))
% 7.12/7.31  (define @t3329 () (* 1203218920937645382530860666723501/100000000000000000000000000000000000 57596787297800822/85141609050742445))
% 7.12/7.31  (define @t3330 () (* 309248337981643654415495648014457/250000000000000000000000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.31  (define @t3331 () (* -182344482313325350896602964022287/6250000000000000000000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.31  (define @t3332 () (* 3542219413505472427503452702800731/100000000000000000000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.31  (define @t3333 () (* 7254245886855625550650231125049/15625000000000000000000000000000000 -19422843769854953/132190663274553838))
% 7.12/7.31  (define @t3334 () (* 24505105201106156716027753217363/1562500000000000000000000000000000 98795597942528790/51467992545904201))
% 7.12/7.31  (define @t3335 () (* 791167704862290103191053735993097/125000000000000000000000000000000000 1874788278166085/25076445958720379))
% 7.12/7.31  (define @t3336 () (* 27969306618281681744100513488771553/1000000000000000000000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.31  (define @t3337 () (* 725445833688582822942522188660197/62500000000000000000000000000000000 320006108957572477/220132361394591358))
% 7.12/7.31  (define @t3338 () (* 2041811879714646237254664297331213/125000000000000000000000000000000000 72700159991135757/79314432884171518))
% 7.12/7.31  (define @t3339 () (* -731336339632690660099338596301219/250000000000000000000000000000000000 10062004514671904/5394949746438879))
% 7.12/7.31  (define @t3340 () (* -384950226096423423829572405408783/31250000000000000000000000000000000 39752094871234563/96313376306796002))
% 7.12/7.31  (define @t3341 () (* -197449985662783475650041161284723/25000000000000000000000000000000000 76488406458863623/274656616745850568))
% 7.12/7.31  (define @t3342 () (* -49490721168051791399633645927013/40000000000000000000000000000000000 15339382018912906/691199727160241))
% 7.12/7.31  (define @t3343 () (* 9853102448317275698565413973909621/1000000000000000000000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.31  (define @t3344 () (* -1574404485864955853279944105646929/125000000000000000000000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.31  (define @t3345 () (* 7028810545060106650870117857320613/500000000000000000000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.31  (define @t3346 () (* -50933438232941124655903246599039723/1000000000000000000000000000000000000 246021624936389/500000000000000))
% 7.12/7.31  (define @t3347 () (* -5606106693861864514242846796507447/100000000000000000000000000000000000 28208246471129/500000000000000))
% 7.12/7.31  (define @t3348 () (* -6787577342942935669090580276432247/200000000000000000000000000000000000 15396907007655001/5000000000000000000))
% 7.12/7.31  (define @t3349 () (* 9882511165937948990432338391347033/200000000000000000000000000000000000 347103843238191/1000000000000000))
% 7.12/7.31  (define @t3350 () (* 13479861176213521055574923556192269/200000000000000000000000000000000000 78948406711271/500000000000000))
% 7.12/7.31  (define @t3351 () (* 3144056192198847037604086665867697/62500000000000000000000000000000000 124946062009259/250000000000000))
% 7.12/7.31  (define @t3352 () (* -2536601457893891070370730408355643/20000000000000000000000000000000000 42908722363159/1000000000000000))
% 7.12/7.31  (define @t3353 () (* 3156602203395243109336185127317849/500000000000000000000000000000000000 20431380448199/500000000000000))
% 7.12/7.31  (define @t3354 () (* -10770673120722483182824219643167197/1000000000000000000000000000000000000 998829251495207/1000000000000000))
% 7.12/7.31  (define @t3355 () (* -1/1 14853792042431133/10000000000000000))
% 7.12/7.31  (define @t3356 () (+ @t3355 @t3354 @t3353 @t3352 @t3351 @t3350 @t3349 @t3348 @t3347 @t3346 @t3345 @t3344 @t3343 @t3342 @t3341 @t3340 @t3339 @t3338 @t3337 @t3336 @t3335 @t3334 @t3333 @t3332 @t3331 @t3330 @t3329 @t3328 @t3327 118035789508800421/1000000000000000000 @t3326 @t3325 @t3324 @t3323 @t3322 @t3321 @t3320 @t3319 @t3318 @t3317 @t3316 @t3315 @t3314))
% 7.12/7.31  (define @t3357 () (* 50933438232941124655903246599039723/1000000000000000000000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t3358 () (* -1/1 |tptp.'Y_2'|))
% 7.12/7.31  (define @t3359 () (* -2097734458237227/100000000000000000 @t1820))
% 7.12/7.31  (define @t3360 () (* 36046093439684901/500000000000000000 @t1802))
% 7.12/7.31  (define @t3361 () (* -21757126160087549/250000000000000000 @t1787))
% 7.12/7.31  (define @t3362 () (* -14763255248747831/1000000000000000000 @t1766))
% 7.12/7.31  (define @t3363 () (* -66694870286236413/1000000000000000000 @t1748))
% 7.12/7.31  (define @t3364 () (* 23867062453560231/200000000000000000 @t1730))
% 7.12/7.31  (define @t3365 () (* -5751180889131563/200000000000000000 @t1714))
% 7.12/7.31  (define @t3366 () (* 2664567414258261/62500000000000000 @t1695))
% 7.12/7.31  (define @t3367 () (* -11549376491247307/500000000000000000 @t1676))
% 7.12/7.31  (define @t3368 () (* -45186478342727487/1000000000000000000 @t1656))
% 7.12/7.31  (define @t3369 () (* -5326168000353567/125000000000000000 @t1638))
% 7.12/7.31  (define @t3370 () (* 31404566017481289/1000000000000000000 @t1233))
% 7.12/7.31  (define @t3371 () (* -51486515265045107/1000000000000000000 @t1608))
% 7.12/7.31  (define @t3372 () (* -52852662371198969/500000000000000000 @t1588))
% 7.12/7.31  (define @t3373 () (* -2711450368763077/20000000000000000 @t1569))
% 7.12/7.31  (define @t3374 () (* -6590996699374043/125000000000000000 @t1551))
% 7.12/7.31  (define @t3375 () (* 176679172968433801/1000000000000000000 @t1533))
% 7.12/7.31  (define @t3376 () (* 10516744227693081/500000000000000000 @t1517))
% 7.12/7.31  (define @t3377 () (* 90176877137669503/1000000000000000000 @t1498))
% 7.12/7.31  (define @t3378 () (* 476123197912763/3125000000000000 @t1479))
% 7.12/7.31  (define @t3379 () (* 166703466294858271/1000000000000000000 @t1458))
% 7.12/7.31  (define @t3380 () (* 6876213400862623/40000000000000000 @t1440))
% 7.12/7.31  (define @t3381 () (* -15167659366824987/250000000000000000 @t1421))
% 7.12/7.31  (define @t3382 () (* 109754285320271/62500000000000000 @t1404))
% 7.12/7.31  (define @t3383 () (* 28847581835459013/200000000000000000 @t1388))
% 7.12/7.31  (define @t3384 () (* -676912583273853/6250000000000000 @t1371))
% 7.12/7.31  (define @t3385 () (* 8366350840023101/1000000000000000000 @t1353))
% 7.12/7.31  (define @t3386 () (* 70659865038523909/1000000000000000000 @t1334))
% 7.12/7.31  (define @t3387 () (* -4620919424431477/500000000000000000 @t1317))
% 7.12/7.31  (define @t3388 () (* -4503776690169989/31250000000000000 @t1299))
% 7.12/7.31  (define @t3389 () (* -48165901753140727/1000000000000000000 @t1281))
% 7.12/7.31  (define @t3390 () (* -14093186926301529/500000000000000000 @t1263))
% 7.12/7.31  (define @t3391 () (* -10770673120722483182824219643167197/1000000000000000000000000000000000000 |tptp.'X_6'|))
% 7.12/7.31  (define @t3392 () (* 3156602203395243109336185127317849/500000000000000000000000000000000000 |tptp.'X_8'|))
% 7.12/7.31  (define @t3393 () (* -2536601457893891070370730408355643/20000000000000000000000000000000000 |tptp.'X_5'|))
% 7.12/7.31  (define @t3394 () (* 3144056192198847037604086665867697/62500000000000000000000000000000000 |tptp.'X_3'|))
% 7.12/7.31  (define @t3395 () (* 13479861176213521055574923556192269/200000000000000000000000000000000000 |tptp.'X_0'|))
% 7.12/7.31  (define @t3396 () (* 9882511165937948990432338391347033/200000000000000000000000000000000000 |tptp.'X_4'|))
% 7.12/7.31  (define @t3397 () (* -6787577342942935669090580276432247/200000000000000000000000000000000000 |tptp.'X_2'|))
% 7.12/7.31  (define @t3398 () (* -5606106693861864514242846796507447/100000000000000000000000000000000000 |tptp.'X_1'|))
% 7.12/7.31  (define @t3399 () (* -50933438232941124655903246599039723/1000000000000000000000000000000000000 |tptp.'X_7'|))
% 7.12/7.31  (define @t3400 () (+ @t3399 @t3398 @t3397 @t3396 @t3395 @t3394 @t3393 @t3392 @t3391 @t1264 @t1300 @t1335 @t1354 @t1372 @t1389 @t1405 @t1480 @t1518 @t1534 @t1552 @t1609 @t1657 @t1696 @t1715 @t1731 @t1749 @t1788 @t1803 (* -20749215227590692102904251215583/3125000000000000000000000000000000 |tptp.'X_5'|) (* -322190593902066266255227860848973/250000000000000000000000000000000000 |tptp.'X_6'|) (* 1033103916786934979836539124467423/250000000000000000000000000000000000 |tptp.'X_2'|) (* -800765985816467566277079788949549/125000000000000000000000000000000000 |tptp.'X_1'|) (* 3338958948280577407523665180299123/500000000000000000000000000000000000 |tptp.'X_4'|) (* 47964303843642539482106527191897/20000000000000000000000000000000000 |tptp.'X_0'|) (* 353575807506485718898615084314183/500000000000000000000000000000000000 |tptp.'X_3'|) (* -65944361163358059932777977513119/7812500000000000000000000000000000 |tptp.'X_8'|) (* 1421695476351049288307700371764801/125000000000000000000000000000000000 |tptp.'X_5'|) (* -1489679519423561893782263282863797/125000000000000000000000000000000000 |tptp.'X_6'|) (* -101588590249642517062211388285529/125000000000000000000000000000000000 |tptp.'X_2'|) (* -173497895491927417394725767915219/62500000000000000000000000000000000 |tptp.'X_1'|) (* 798938048798985525239890825016393/125000000000000000000000000000000000 |tptp.'X_4'|) (* 152196762716192819794147746534657/31250000000000000000000000000000000 |tptp.'X_0'|) (* -746289733585019237872020534724909/125000000000000000000000000000000000 |tptp.'X_3'|) (* 1014250801414838540249119621142043/62500000000000000000000000000000000 |tptp.'X_8'|) (* -4211042120029674379430250036907413/500000000000000000000000000000000000 |tptp.'X_5'|) (* 511629078489142253673671089547407/50000000000000000000000000000000000 |tptp.'X_6'|) (* -11259605202073070524704383013908593/1000000000000000000000000000000000000 |tptp.'X_2'|) (* 14850669019105821882597587914567/15625000000000000000000000000000000 |tptp.'X_1'|) (* -1638684956746067604920835998305857/250000000000000000000000000000000000 |tptp.'X_4'|) (* 7289748017878404371322557100247753/500000000000000000000000000000000000 |tptp.'X_0'|) (* -914448778228542562479381229733593/62500000000000000000000000000000000 |tptp.'X_3'|) (* 13796327492639908696839344247143297/1000000000000000000000000000000000000 |tptp.'X_8'|) (* -89752612640102697706412680577739/15625000000000000000000000000000000 |tptp.'X_5'|) (* 1241271460561328225866261792677/250000000000000000000000000000000 |tptp.'X_6'|) (* 144067792682083869099476971933173/12500000000000000000000000000000000 |tptp.'X_2'|) (* -105006028205084647726032012448179/31250000000000000000000000000000000 |tptp.'X_1'|) (* -882891154900664483790076141580001/62500000000000000000000000000000000 |tptp.'X_4'|) (* -96210037940270257009833136106247/12500000000000000000000000000000000 |tptp.'X_0'|) (* 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34252709597785267848100443838243/781250000000000000000000000000000 |tptp.'X_5'|) (* 9429295178746911484226077981191/3125000000000000000000000000000000 |tptp.'X_6'|) (* -14885507989922011068147284963557/625000000000000000000000000000000 |tptp.'X_2'|) (* -22525040064039835763272175683791/1562500000000000000000000000000000 |tptp.'X_1'|) (* 86341884722157802755518675094707/3125000000000000000000000000000000 |tptp.'X_4'|) (* -30027300330992843446201689451023/625000000000000000000000000000000 |tptp.'X_0'|) (* 74780439660489457415550132035729/1562500000000000000000000000000000 |tptp.'X_3'|) (* -81399050359898937900526886045809/3125000000000000000000000000000000 |tptp.'X_8'|) (* -2914900200432994682586705820821651/500000000000000000000000000000000000 |tptp.'X_5'|) (* 784972599385718455936694417052063/250000000000000000000000000000000000 |tptp.'X_6'|) (* 110325257788932355536335574172917/100000000000000000000000000000000000 |tptp.'X_2'|) (* 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-3316119935839003883090888284187171/250000000000000000000000000000000000 |tptp.'X_3'|) (* 3766989585678676633418580329867991/200000000000000000000000000000000000 |tptp.'X_8'|) (* 1684621159922490833199612600493173/500000000000000000000000000000000000 |tptp.'X_5'|) (* -683903010134860717197492252458451/62500000000000000000000000000000000 |tptp.'X_6'|) (* 783675560322775987398848994407163/250000000000000000000000000000000000 |tptp.'X_2'|) (* 11834450452461418665207213916190811/1000000000000000000000000000000000000 |tptp.'X_1'|) (* 6314083433516924153550097205293947/500000000000000000000000000000000000 |tptp.'X_4'|) (* -6478844818741387938083200235828763/1000000000000000000000000000000000000 |tptp.'X_0'|) (* 441151660730124500754887946480261/100000000000000000000000000000000000 |tptp.'X_3'|) (* 555469439580079156722815639671173/50000000000000000000000000000000000 |tptp.'X_8'|) (* -112930342079938706831628966386647/25000000000000000000000000000000000 |tptp.'X_5'|) (* -21041080167053028385133471360323/25000000000000000000000000000000000 |tptp.'X_6'|) (* 1720692211579215956802285141734659/200000000000000000000000000000000000 |tptp.'X_2'|) (* -223580596814778076320926422533513/100000000000000000000000000000000000 |tptp.'X_1'|) (* -377645252081408545585674962982459/40000000000000000000000000000000000 |tptp.'X_4'|) (* -164875336819008137558857164649927/25000000000000000000000000000000000 |tptp.'X_0'|) (* 90603818775035191210150901573423/50000000000000000000000000000000000 |tptp.'X_3'|) (* -207492579593470984336684677504459/50000000000000000000000000000000000 |tptp.'X_8'|) (* 2952668237498414867036384771848241/250000000000000000000000000000000000 |tptp.'X_5'|) (* 669151471166819281057296278207039/25000000000000000000000000000000000 |tptp.'X_6'|) (* -254942259894543724210519660724491/125000000000000000000000000000000000 |tptp.'X_2'|) (* -820702405624981997591903544499769/50000000000000000000000000000000000 |tptp.'X_1'|) (* -5960207521254439193302963546115971/250000000000000000000000000000000000 |tptp.'X_4'|) (* -3821668479014299834757963035883127/250000000000000000000000000000000000 |tptp.'X_0'|) (* -2703112536755777909607698015091699/125000000000000000000000000000000000 |tptp.'X_3'|) (* -125783347989261906490013430860897/125000000000000000000000000000000000 |tptp.'X_8'|) (* 1766334727452866981894190926288463/125000000000000000000000000000000000 |tptp.'X_5'|) (* -5254004821383370270593332751387873/250000000000000000000000000000000000 |tptp.'X_6'|) (* 3560732985807320783543663368917303/250000000000000000000000000000000000 |tptp.'X_2'|) (* -10545206928896965931530213849415193/500000000000000000000000000000000000 |tptp.'X_1'|) (* 11715190721772301542624884180342553/500000000000000000000000000000000000 |tptp.'X_4'|) (* 3280537859911992543526398749205147/500000000000000000000000000000000000 |tptp.'X_0'|) (* -3448915886341020681201165761811273/500000000000000000000000000000000000 |tptp.'X_3'|) (* -1484366318454866199577502582869317/125000000000000000000000000000000000 |tptp.'X_8'|) @t3390 @t3389 @t3388 @t3387 @t3386 @t3385 @t3384 @t3383 @t3382 @t3381 @t3380 @t3379 @t3378 @t3377 @t3376 @t3375 @t3374 @t3373 @t3372 @t3371 @t3370 @t3369 @t3368 @t3367 @t3366 @t3365 @t3364 @t3363 @t3362 @t3361 @t3360 @t3359 @t1282 @t1318 @t1422 @t1441 @t1459 @t1499 @t1570 @t1589 @t1616 @t1639 @t1677 @t1767 @t1821 @t3358 |tptp.'Y_2'| @t3357))
% 7.12/7.31  (define @t3401 () (+ |tptp.'Y_2'| @t3359 @t3360 @t3361 @t3362 @t3363 @t3364 @t3365 @t3366 @t3367 @t3368 @t3369 @t3370 @t3371 @t3372 @t3373 @t3374 @t3375 @t3376 @t3377 @t3378 @t3379 @t3380 @t3381 @t3382 @t3383 @t3384 @t3385 @t3386 @t3387 @t3388 @t3389 @t3390))
% 7.12/7.32  (define @t3402 () (+ |tptp.'X_7'| @t1988 @t1987 @t1986 @t1985 @t1984 @t1983 @t1982 @t1981 (* -250000000000000000/36963348046827757 @t1353)))
% 7.12/7.32  (define @t3403 () (+ |tptp.'X_7'| @t2023 @t2022 @t2021 @t2020 @t2019 @t2018 @t2017 @t2016 (* -1000000000000000000/269376706562944379 @t1371)))
% 7.12/7.32  (define @t3404 () (+ |tptp.'X_7'| @t2072 @t2071 @t2070 @t2069 @t2068 @t2067 @t2066 @t2065 (* -500000000000000000/122790861074928287 @t1388)))
% 7.12/7.32  (define @t3405 () (+ |tptp.'X_7'| @t2980 @t2979 @t2978 @t2977 @t2976 @t2975 @t2974 @t2973 (* -250000000000000000/66095331637276919 @t1404)))
% 7.12/7.32  (define @t3406 () (+ |tptp.'X_7'| @t2124 @t2123 @t2122 @t2121 @t2120 @t2119 @t2118 @t2117 (* -500000000000000000/51467992545904201 @t1479)))
% 7.12/7.32  (define @t3407 () (+ |tptp.'X_7'| @t3044 @t3043 @t3042 @t3041 @t3040 @t3039 @t3038 @t3037 (* -250000000000000000/75229337876161137 @t1517)))
% 7.12/7.32  (define @t3408 () (+ |tptp.'X_7'| @t2158 @t2157 @t2156 @t2155 @t2154 @t2153 @t2152 @t2151 (* -1000000000000000000/158305623398400153 @t1533)))
% 7.12/7.32  (define @t3409 () (+ |tptp.'X_7'| @t2239 @t2238 @t2237 @t2236 @t2235 @t2234 @t2233 @t2232 (* 500000000000000000/110066180697295679 @t1551)))
% 7.12/7.32  (define @t3410 () (+ |tptp.'X_7'| @t2929 @t2928 @t2927 @t2926 @t2925 @t2924 @t2923 @t2922 (* 125000000000000000/39657216442085759 @t1608)))
% 7.12/7.32  (define @t3411 () (+ |tptp.'X_7'| @t2262 @t2261 @t2260 @t2259 @t2258 @t2257 @t2256 @t2255 (* -250000000000000000/16184849239316637 @t1656)))
% 7.12/7.32  (define @t3412 () (+ |tptp.'X_7'| @t2343 @t2342 @t2341 @t2340 @t2339 @t2338 @t2337 @t2336 (* 500000000000000000/144470064460194003 @t1695)))
% 7.12/7.32  (define @t3413 () (+ |tptp.'X_7'| @t2365 @t2364 @t2363 @t2362 @t2361 @t2360 @t2359 @t2358 (* -125000000000000000/34332077093231321 @t1714)))
% 7.12/7.32  (define @t3414 () (+ |tptp.'X_7'| @t2783 @t2782 @t2781 @t2780 @t2779 @t2778 @t2777 @t2776 (* 200000000000000000/2073599181480723 @t1730)))
% 7.12/7.32  (define @t3415 () (+ |tptp.'X_7'| @t2448 @t2447 @t2446 @t2445 @t2444 @t2443 @t2442 @t2441 (* 1000000000000000000/147734037206016217 @t1748)))
% 7.12/7.32  (define @t3416 () (+ |tptp.'X_7'| @t2466 @t2465 @t2464 @t2463 @t2462 @t2461 @t2460 @t2459 (* -500000000000000000/72362704259771621 @t1787)))
% 7.12/7.32  (define @t3417 () (+ |tptp.'X_7'| @t2511 @t2510 @t2509 @t2508 @t2507 @t2506 @t2505 @t2504 (* -1000000000000000000/194995070875606913 @t1802)))
% 7.12/7.32  (define @t3418 () (+ @t3358 @t3391 @t3392 @t3393 @t3394 @t3395 @t3396 @t3397 @t3398 @t3399 (* 7028810545060106650870117857320613/500000000000000000000000000000000000 @t3417) (* -1574404485864955853279944105646929/125000000000000000000000000000000000 @t3416) (* 9853102448317275698565413973909621/1000000000000000000000000000000000000 @t3415) (* -49490721168051791399633645927013/40000000000000000000000000000000000 @t3414) (* -197449985662783475650041161284723/25000000000000000000000000000000000 @t3413) (* -384950226096423423829572405408783/31250000000000000000000000000000000 @t3412) (* -731336339632690660099338596301219/250000000000000000000000000000000000 @t3411) (* 2041811879714646237254664297331213/125000000000000000000000000000000000 @t3410) (* 725445833688582822942522188660197/62500000000000000000000000000000000 @t3409) (* 27969306618281681744100513488771553/1000000000000000000000000000000000000 @t3408) (* 791167704862290103191053735993097/125000000000000000000000000000000000 @t3407) (* 24505105201106156716027753217363/1562500000000000000000000000000000 @t3406) (* 7254245886855625550650231125049/15625000000000000000000000000000000 @t3405) (* 3542219413505472427503452702800731/100000000000000000000000000000000000 @t3404) (* -182344482313325350896602964022287/6250000000000000000000000000000000 @t3403) (* 309248337981643654415495648014457/250000000000000000000000000000000000 @t3402) (* 1203218920937645382530860666723501/100000000000000000000000000000000000 @t2998) (* -539071979515587384952264977476211/15625000000000000000000000000000000 @t3236) (* 1854694044196645593511361260041/3125000000000000000000000000000000 @t2647) @t3401 @t1282 @t1318 @t1422 @t1441 @t1459 @t1499 @t1570 @t1589 @t1616 @t1639 @t1677 @t1767 @t1821))
% 7.12/7.32  (define @t3419 () (= (* -118035789508800421/1000000000000000000 (- @t3401 118035789508800421/1000000000000000000)) (* -118035789508800421/1000000000000000000 (- |tptp.'Y_2'| @t3311))))
% 7.12/7.32  (define @t3420 () (= @t3401 118035789508800421/1000000000000000000))
% 7.12/7.32  (define @t3421 () (= @t3420 @t3312))
% 7.12/7.32  (define @t3422 () (= @t3402 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t3423 () (= (* 203088066262591405/147853392187311028 (- @t3402 -203088066262591405/147853392187311028)) (* 203088066262591405/147853392187311028 @t1978)))
% 7.12/7.32  (define @t3424 () (= @t3422 @t1979))
% 7.12/7.32  (define @t3425 () (= @t3403 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t3426 () (= (* 141036994079377198/269376706562944379 (- @t3403 -141036994079377198/269376706562944379)) (* 141036994079377198/269376706562944379 @t2013)))
% 7.12/7.32  (define @t3427 () (= @t3425 @t2014))
% 7.12/7.32  (define @t3428 () (= @t3404 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t3429 () (= (* 197320938824874503/245581722149856574 (- @t3404 -197320938824874503/245581722149856574)) (* 197320938824874503/245581722149856574 @t2062)))
% 7.12/7.32  (define @t3430 () (= @t3428 @t2063))
% 7.12/7.32  (define @t3431 () (= @t3405 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t3432 () (= (* 19422843769854953/132190663274553838 (- @t3405 -19422843769854953/132190663274553838)) (* 19422843769854953/132190663274553838 @t2970)))
% 7.12/7.32  (define @t3433 () (= @t3431 @t2971))
% 7.12/7.32  (define @t3434 () (= @t3406 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t3435 () (= (* -98795597942528790/51467992545904201 (- @t3406 98795597942528790/51467992545904201)) (* -98795597942528790/51467992545904201 @t2114)))
% 7.12/7.32  (define @t3436 () (= @t3434 @t2115))
% 7.12/7.32  (define @t3437 () (= @t3407 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t3438 () (= (* -1874788278166085/25076445958720379 (- @t3407 1874788278166085/25076445958720379)) (* -1874788278166085/25076445958720379 @t3034)))
% 7.12/7.32  (define @t3439 () (= @t3437 @t3035))
% 7.12/7.32  (define @t3440 () (= @t3408 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t3441 () (= (* 227482560218186969/158305623398400153 (- @t3408 -227482560218186969/158305623398400153)) (* 227482560218186969/158305623398400153 @t2148)))
% 7.12/7.32  (define @t3442 () (= @t3440 @t2149))
% 7.12/7.32  (define @t3443 () (= @t3409 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t3444 () (= (* -320006108957572477/220132361394591358 (- @t3409 320006108957572477/220132361394591358)) (* -320006108957572477/220132361394591358 @t2200)))
% 7.12/7.32  (define @t3445 () (= @t3443 @t2201))
% 7.12/7.32  (define @t3446 () (= @t3410 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t3447 () (= (* -72700159991135757/79314432884171518 (- @t3410 72700159991135757/79314432884171518)) (* -72700159991135757/79314432884171518 @t2889)))
% 7.12/7.32  (define @t3448 () (= @t3446 @t2890))
% 7.12/7.32  (define @t3449 () (= @t3411 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t3450 () (= (* -10062004514671904/5394949746438879 (- @t3411 10062004514671904/5394949746438879)) (* -10062004514671904/5394949746438879 @t2252)))
% 7.12/7.32  (define @t3451 () (= @t3449 @t2253))
% 7.12/7.32  (define @t3452 () (= @t3412 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t3453 () (= (* -39752094871234563/96313376306796002 (- @t3412 39752094871234563/96313376306796002)) (* -39752094871234563/96313376306796002 @t2304)))
% 7.12/7.32  (define @t3454 () (= @t3452 @t2305))
% 7.12/7.32  (define @t3455 () (= @t3413 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t3456 () (= (* -76488406458863623/274656616745850568 (- @t3413 76488406458863623/274656616745850568)) (* -76488406458863623/274656616745850568 @t2355)))
% 7.12/7.32  (define @t3457 () (= @t3455 @t2356))
% 7.12/7.32  (define @t3458 () (= @t3414 15339382018912906/691199727160241))
% 7.12/7.32  (define @t3459 () (= (* -15339382018912906/691199727160241 (- @t3414 15339382018912906/691199727160241)) (* -15339382018912906/691199727160241 @t2716)))
% 7.12/7.32  (define @t3460 () (= @t3458 @t2717))
% 7.12/7.32  (define @t3461 () (= @t3415 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t3462 () (= (* -86193136281066340/147734037206016217 (- @t3415 86193136281066340/147734037206016217)) (* -86193136281066340/147734037206016217 @t2408)))
% 7.12/7.32  (define @t3463 () (= @t3461 @t2409))
% 7.12/7.32  (define @t3464 () (= @t3416 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t3465 () (= (* 79719747766130833/144725408519543242 (- @t3416 -79719747766130833/144725408519543242)) (* 79719747766130833/144725408519543242 @t2456)))
% 7.12/7.32  (define @t3466 () (= @t3464 @t2457))
% 7.12/7.32  (define @t3467 () (= @t3417 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t3468 () (= (* 163495981361108544/194995070875606913 (- @t3417 -163495981361108544/194995070875606913)) (* 163495981361108544/194995070875606913 @t2501)))
% 7.12/7.32  (define @t3469 () (= @t3467 @t2502))
% 7.12/7.32  (define @t3470 () (not @t3313))
% 7.12/7.32  (define @t3471 () (and @t1248 @t1178 @t1181 @t1184 @t1249 @t1191 @t1195 @t1199 @t1251 @t3312 @t2845 @t3270 @t2611 @t3304 @t1234 @t3080 @t3218 @t2936 @t3185 @t3178 @t3137 @t2794 @t2544 @t2502 @t2457 @t2409 @t2717 @t2356 @t2305 @t2253 @t2890 @t2201 @t2149 @t3035 @t2115 @t2971 @t2063 @t2014 @t1979 @t2804 @t1908 @t1841))
% 7.12/7.32  (define @t3472 () (not @t1979))
% 7.12/7.32  (define @t3473 () (not @t2014))
% 7.12/7.32  (define @t3474 () (not @t2063))
% 7.12/7.32  (define @t3475 () (not @t2971))
% 7.12/7.32  (define @t3476 () (not @t2115))
% 7.12/7.32  (define @t3477 () (not @t3035))
% 7.12/7.32  (define @t3478 () (not @t2149))
% 7.12/7.32  (define @t3479 () (not @t2201))
% 7.12/7.32  (define @t3480 () (not @t2890))
% 7.12/7.32  (define @t3481 () (not @t2253))
% 7.12/7.32  (define @t3482 () (not @t2305))
% 7.12/7.32  (define @t3483 () (not @t2356))
% 7.12/7.32  (define @t3484 () (not @t2717))
% 7.12/7.32  (define @t3485 () (not @t2409))
% 7.12/7.32  (define @t3486 () (not @t2457))
% 7.12/7.32  (define @t3487 () (not @t2502))
% 7.12/7.32  (define @t3488 () (not @t2544))
% 7.12/7.32  (define @t3489 () (not @t2794))
% 7.12/7.32  (define @t3490 () (not @t3137))
% 7.12/7.32  (define @t3491 () (not @t3178))
% 7.12/7.32  (define @t3492 () (not @t3185))
% 7.12/7.32  (define @t3493 () (not @t2936))
% 7.12/7.32  (define @t3494 () (not @t3218))
% 7.12/7.32  (define @t3495 () (not @t3080))
% 7.12/7.32  (define @t3496 () (not @t1234))
% 7.12/7.32  (define @t3497 () (not @t3304))
% 7.12/7.32  (define @t3498 () (not @t2611))
% 7.12/7.32  (define @t3499 () (not @t3270))
% 7.12/7.32  (define @t3500 () (not @t2845))
% 7.12/7.32  (define @t3501 () (not @t3312))
% 7.12/7.32  (define @t3502 () (= (* -5146207957568867/10000000000000000 (- -5146207957568867/10000000000000000 |tptp.'Y_2'|)) (* -5146207957568867/10000000000000000 (- @t3358 5146207957568867/10000000000000000))))
% 7.12/7.32  (define @t3503 () (>= @t3358 5146207957568867/10000000000000000))
% 7.12/7.32  (define @t3504 () (>= -5146207957568867/10000000000000000 |tptp.'Y_2'|))
% 7.12/7.32  (define @t3505 () (= @t3504 @t3503))
% 7.12/7.32  (define @t3506 () (<= |tptp.'Y_2'| -5146207957568867/10000000000000000))
% 7.12/7.32  (define @t3507 () (* -2097734458237227/100000000000000000 0/1))
% 7.12/7.32  (define @t3508 () (* -14763255248747831/1000000000000000000 0/1))
% 7.12/7.32  (define @t3509 () (* -11549376491247307/500000000000000000 0/1))
% 7.12/7.32  (define @t3510 () (* -5326168000353567/125000000000000000 0/1))
% 7.12/7.32  (define @t3511 () (* 31404566017481289/1000000000000000000 0/1))
% 7.12/7.32  (define @t3512 () (* -52852662371198969/500000000000000000 0/1))
% 7.12/7.32  (define @t3513 () (* -2711450368763077/20000000000000000 0/1))
% 7.12/7.32  (define @t3514 () (* 90176877137669503/1000000000000000000 0/1))
% 7.12/7.32  (define @t3515 () (* 166703466294858271/1000000000000000000 0/1))
% 7.12/7.32  (define @t3516 () (* 6876213400862623/40000000000000000 0/1))
% 7.12/7.32  (define @t3517 () (* -15167659366824987/250000000000000000 0/1))
% 7.12/7.32  (define @t3518 () (* -4620919424431477/500000000000000000 0/1))
% 7.12/7.32  (define @t3519 () (* -48165901753140727/1000000000000000000 0/1))
% 7.12/7.32  (define @t3520 () (* -1/1 118035789508800421/1000000000000000000))
% 7.12/7.32  (define @t3521 () (* -1854694044196645593511361260041/3125000000000000000000000000000000 10289172780368663/658010872166645))
% 7.12/7.32  (define @t3522 () (* 539071979515587384952264977476211/15625000000000000000000000000000000 12600974913839602/119693318874395799))
% 7.12/7.32  (define @t3523 () (* -1203218920937645382530860666723501/100000000000000000000000000000000000 57596787297800822/85141609050742445))
% 7.12/7.32  (define @t3524 () (* -309248337981643654415495648014457/250000000000000000000000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t3525 () (* 182344482313325350896602964022287/6250000000000000000000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t3526 () (* -3542219413505472427503452702800731/100000000000000000000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t3527 () (* -7254245886855625550650231125049/15625000000000000000000000000000000 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t3528 () (* -24505105201106156716027753217363/1562500000000000000000000000000000 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t3529 () (* -791167704862290103191053735993097/125000000000000000000000000000000000 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t3530 () (* -27969306618281681744100513488771553/1000000000000000000000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t3531 () (* -725445833688582822942522188660197/62500000000000000000000000000000000 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t3532 () (* -2041811879714646237254664297331213/125000000000000000000000000000000000 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t3533 () (* 731336339632690660099338596301219/250000000000000000000000000000000000 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t3534 () (* 384950226096423423829572405408783/31250000000000000000000000000000000 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t3535 () (* 197449985662783475650041161284723/25000000000000000000000000000000000 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t3536 () (* 49490721168051791399633645927013/40000000000000000000000000000000000 15339382018912906/691199727160241))
% 7.12/7.32  (define @t3537 () (* -9853102448317275698565413973909621/1000000000000000000000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t3538 () (* 1574404485864955853279944105646929/125000000000000000000000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t3539 () (* -7028810545060106650870117857320613/500000000000000000000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t3540 () (* 50933438232941124655903246599039723/1000000000000000000000000000000000000 247021624936389/500000000000000))
% 7.12/7.32  (define @t3541 () (* 5606106693861864514242846796507447/100000000000000000000000000000000000 29208246471129/500000000000000))
% 7.12/7.32  (define @t3542 () (* 6787577342942935669090580276432247/200000000000000000000000000000000000 5079381401531/1000000000000000))
% 7.12/7.32  (define @t3543 () (* -9882511165937948990432338391347033/200000000000000000000000000000000000 345103843238191/1000000000000000))
% 7.12/7.32  (define @t3544 () (* -13479861176213521055574923556192269/200000000000000000000000000000000000 77948406711271/500000000000000))
% 7.12/7.32  (define @t3545 () (* -3144056192198847037604086665867697/62500000000000000000000000000000000 124446062009259/250000000000000))
% 7.12/7.32  (define @t3546 () (* 2536601457893891070370730408355643/20000000000000000000000000000000000 44908722363159/1000000000000000))
% 7.12/7.32  (define @t3547 () (* -3156602203395243109336185127317849/500000000000000000000000000000000000 19431380448199/500000000000000))
% 7.12/7.32  (define @t3548 () (* 10770673120722483182824219643167197/1000000000000000000000000000000000000 1/1))
% 7.12/7.32  (define @t3549 () (+ -5146207957568867/10000000000000000 @t3548 @t3547 @t3546 @t3545 @t3544 @t3543 @t3542 @t3541 @t3540 @t3539 @t3538 @t3537 @t3536 @t3535 @t3534 @t3533 @t3532 @t3531 @t3530 @t3529 @t3528 @t3527 @t3526 @t3525 @t3524 @t3523 @t3522 @t3521 @t3520 @t3519 @t3518 @t3517 @t3516 @t3515 @t3514 @t3513 @t3512 @t3511 @t3510 @t3509 @t3508 @t3507))
% 7.12/7.32  (define @t3550 () (+ @t3358 @t1821 @t1803 @t1788 @t1767 @t1749 @t1731 @t1715 @t1696 @t1677 @t1657 @t1639 @t1616 @t1609 @t1589 @t1570 @t1552 @t1534 @t1518 @t1499 @t1480 @t1459 @t1441 @t1422 @t1405 @t1389 @t1372 @t1354 @t1335 @t1318 @t1300 @t1282 @t1264))
% 7.12/7.32  (define @t3551 () (+ (* -1854694044196645593511361260041/3125000000000000000000000000000000 |tptp.'X_7'|) (* 65944361163358059932777977513119/7812500000000000000000000000000000 |tptp.'X_8'|) (* -353575807506485718898615084314183/500000000000000000000000000000000000 |tptp.'X_3'|) (* -47964303843642539482106527191897/20000000000000000000000000000000000 |tptp.'X_0'|) (* -3338958948280577407523665180299123/500000000000000000000000000000000000 |tptp.'X_4'|) (* 800765985816467566277079788949549/125000000000000000000000000000000000 |tptp.'X_1'|) (* -1033103916786934979836539124467423/250000000000000000000000000000000000 |tptp.'X_2'|) (* 322190593902066266255227860848973/250000000000000000000000000000000000 |tptp.'X_6'|) (* 20749215227590692102904251215583/3125000000000000000000000000000000 |tptp.'X_5'|) @t3390))
% 7.12/7.32  (define @t3552 () (+ (* 539071979515587384952264977476211/15625000000000000000000000000000000 |tptp.'X_7'|) (* 873262140329713440245047529728793/31250000000000000000000000000000000 |tptp.'X_8'|) (* 9038537491189958652618085933879/976562500000000000000000000000000 |tptp.'X_3'|) (* 684422366106052282620152145053861/31250000000000000000000000000000000 |tptp.'X_0'|) (* 103398906581373888610505806412469/31250000000000000000000000000000000 |tptp.'X_4'|) (* -498147507506271618990659245739227/31250000000000000000000000000000000 |tptp.'X_1'|) (* -273083532774405274340040566724889/31250000000000000000000000000000000 |tptp.'X_2'|) (* -227258075294455368000038350076303/31250000000000000000000000000000000 |tptp.'X_6'|) (* -90057512950278748539211159209661/31250000000000000000000000000000000 |tptp.'X_5'|) @t3388))
% 7.12/7.32  (define @t3553 () (+ (* -1203218920937645382530860666723501/100000000000000000000000000000000000 |tptp.'X_7'|) (* -5491056761488227687595382451971091/500000000000000000000000000000000000 |tptp.'X_8'|) (* 9875284713590548404838350860419379/1000000000000000000000000000000000000 |tptp.'X_3'|) (* 4727708283767273402506793828186251/500000000000000000000000000000000000 |tptp.'X_0'|) (* -837495965299506965979139063679449/500000000000000000000000000000000000 |tptp.'X_4'|) (* 9984569568129088390251849406740339/1000000000000000000000000000000000000 |tptp.'X_1'|) (* 121400591138546502716529007304377/7812500000000000000000000000000000 |tptp.'X_2'|) (* -505603603629289502991823525289611/25000000000000000000000000000000000 |tptp.'X_6'|) (* -1942429826886059225199726778952509/1000000000000000000000000000000000000 |tptp.'X_5'|) @t3386))
% 7.12/7.32  (define @t3554 () (+ (* -309248337981643654415495648014457/250000000000000000000000000000000000 |tptp.'X_7'|) (* -605405701631328523686646217014467/250000000000000000000000000000000000 |tptp.'X_8'|) (* -95325878611195880737608853366097/1000000000000000000000000000000000000 |tptp.'X_3'|) (* 2118935895654844279083947004674953/1000000000000000000000000000000000000 |tptp.'X_0'|) (* 1034183682769127152104963142743471/500000000000000000000000000000000000 |tptp.'X_4'|) (* 527328620561024525913172752958163/1000000000000000000000000000000000000 |tptp.'X_1'|) (* -906428935599281852623103738651041/1000000000000000000000000000000000000 |tptp.'X_2'|) (* -1067688937792371384576500766985963/500000000000000000000000000000000000 |tptp.'X_6'|) (* 1026834780373200720107686811723913/500000000000000000000000000000000000 |tptp.'X_5'|) @t3385))
% 7.12/7.32  (define @t3555 () (+ (* 182344482313325350896602964022287/6250000000000000000000000000000000 |tptp.'X_7'|) (* -31605766012606948760919273559713/6250000000000000000000000000000000 |tptp.'X_8'|) (* 180656762651740384812178192221393/6250000000000000000000000000000000 |tptp.'X_3'|) (* -20197199934451549820721727545591/1562500000000000000000000000000000 |tptp.'X_0'|) (* 104558613693211870648206472290069/6250000000000000000000000000000000 |tptp.'X_4'|) (* -654718062088234892110258109127/390625000000000000000000000000000 |tptp.'X_1'|) (* -174384923767539840945166355220699/6250000000000000000000000000000000 |tptp.'X_2'|) (* 57620034644354537759016323740479/3125000000000000000000000000000000 |tptp.'X_6'|) (* 33373823447749092091330610117253/6250000000000000000000000000000000 |tptp.'X_5'|) @t3384))
% 7.12/7.32  (define @t3556 () (+ (* -3542219413505472427503452702800731/100000000000000000000000000000000000 |tptp.'X_7'|) (* 77032926192149643899494251696987/25000000000000000000000000000000000 |tptp.'X_8'|) (* -1779752938031291206253050349665437/100000000000000000000000000000000000 |tptp.'X_3'|) (* -5247780448122587800350317713993353/200000000000000000000000000000000000 |tptp.'X_0'|) (* 906814312422615877330614628366929/200000000000000000000000000000000000 |tptp.'X_4'|) (* -1992395484322750074636391130441469/200000000000000000000000000000000000 |tptp.'X_1'|) (* -2266117355437553889682269157339821/200000000000000000000000000000000000 |tptp.'X_2'|) (* -112933248858172819897995590610183/25000000000000000000000000000000000 |tptp.'X_6'|) (* -3469858987772670738766661040095151/200000000000000000000000000000000000 |tptp.'X_5'|) @t3383))
% 7.12/7.32  (define @t3557 () (+ (* -7254245886855625550650231125049/15625000000000000000000000000000000 |tptp.'X_7'|) (* -8567444167924624061200144182971/62500000000000000000000000000000000 |tptp.'X_8'|) (* -1297696190422357672541433819937/12500000000000000000000000000000000 |tptp.'X_3'|) (* 5404497611261223976874304395519/31250000000000000000000000000000000 |tptp.'X_0'|) (* 195130777894808033806180699473/2500000000000000000000000000000000 |tptp.'X_4'|) (* -3339199311047216980668644654601/7812500000000000000000000000000000 |tptp.'X_1'|) (* -6312293388654158419799394183649/31250000000000000000000000000000000 |tptp.'X_2'|) (* -19378881482550155520924636006407/62500000000000000000000000000000000 |tptp.'X_6'|) (* 9529270563804521095354056146797/31250000000000000000000000000000000 |tptp.'X_5'|) @t3382))
% 7.12/7.32  (define @t3558 () (+ (* -24505105201106156716027753217363/1562500000000000000000000000000000 |tptp.'X_7'|) (* 81399050359898937900526886045809/3125000000000000000000000000000000 |tptp.'X_8'|) (* -74780439660489457415550132035729/1562500000000000000000000000000000 |tptp.'X_3'|) (* 30027300330992843446201689451023/625000000000000000000000000000000 |tptp.'X_0'|) (* -86341884722157802755518675094707/3125000000000000000000000000000000 |tptp.'X_4'|) (* 22525040064039835763272175683791/1562500000000000000000000000000000 |tptp.'X_1'|) (* 14885507989922011068147284963557/625000000000000000000000000000000 |tptp.'X_2'|) (* -9429295178746911484226077981191/3125000000000000000000000000000000 |tptp.'X_6'|) (* -34252709597785267848100443838243/781250000000000000000000000000000 |tptp.'X_5'|) @t3378))
% 7.12/7.32  (define @t3559 () (+ (* -791167704862290103191053735993097/125000000000000000000000000000000000 |tptp.'X_7'|) (* -1061495529683764960918822861356513/250000000000000000000000000000000000 |tptp.'X_8'|) (* -29599074527786637822601262426313/500000000000000000000000000000000000 |tptp.'X_3'|) (* -2795088507565135098264210683602077/500000000000000000000000000000000000 |tptp.'X_0'|) (* -286546760063278076153662195179267/250000000000000000000000000000000000 |tptp.'X_4'|) (* -1301510819698733025881600964069501/250000000000000000000000000000000000 |tptp.'X_1'|) (* -110325257788932355536335574172917/100000000000000000000000000000000000 |tptp.'X_2'|) (* -784972599385718455936694417052063/250000000000000000000000000000000000 |tptp.'X_6'|) (* 2914900200432994682586705820821651/500000000000000000000000000000000000 |tptp.'X_5'|) @t3376))
% 7.12/7.32  (define @t3560 () (+ (* -27969306618281681744100513488771553/1000000000000000000000000000000000000 |tptp.'X_7'|) (* -3766989585678676633418580329867991/200000000000000000000000000000000000 |tptp.'X_8'|) (* 3316119935839003883090888284187171/250000000000000000000000000000000000 |tptp.'X_3'|) (* -540322294352111804669068896710733/50000000000000000000000000000000000 |tptp.'X_0'|) (* 26079953720445171093877220055146909/1000000000000000000000000000000000000 |tptp.'X_4'|) (* -18084439147487274987444620931134669/500000000000000000000000000000000000 |tptp.'X_1'|) (* 17568113586211212377213285025444701/1000000000000000000000000000000000000 |tptp.'X_2'|) (* 13768566216913921025022544997473461/1000000000000000000000000000000000000 |tptp.'X_6'|) (* -58263794426792485266221125138872359/1000000000000000000000000000000000000 |tptp.'X_5'|) @t3375))
% 7.12/7.32  (define @t3561 () (+ (* -725445833688582822942522188660197/62500000000000000000000000000000000 |tptp.'X_7'|) (* -1014250801414838540249119621142043/62500000000000000000000000000000000 |tptp.'X_8'|) (* 746289733585019237872020534724909/125000000000000000000000000000000000 |tptp.'X_3'|) (* -152196762716192819794147746534657/31250000000000000000000000000000000 |tptp.'X_0'|) (* -798938048798985525239890825016393/125000000000000000000000000000000000 |tptp.'X_4'|) (* 173497895491927417394725767915219/62500000000000000000000000000000000 |tptp.'X_1'|) (* 101588590249642517062211388285529/125000000000000000000000000000000000 |tptp.'X_2'|) (* 1489679519423561893782263282863797/125000000000000000000000000000000000 |tptp.'X_6'|) (* -1421695476351049288307700371764801/125000000000000000000000000000000000 |tptp.'X_5'|) @t3374))
% 7.12/7.32  (define @t3562 () (+ (* -2041811879714646237254664297331213/125000000000000000000000000000000000 |tptp.'X_7'|) (* -13796327492639908696839344247143297/1000000000000000000000000000000000000 |tptp.'X_8'|) (* 914448778228542562479381229733593/62500000000000000000000000000000000 |tptp.'X_3'|) (* -7289748017878404371322557100247753/500000000000000000000000000000000000 |tptp.'X_0'|) (* 1638684956746067604920835998305857/250000000000000000000000000000000000 |tptp.'X_4'|) (* -14850669019105821882597587914567/15625000000000000000000000000000000 |tptp.'X_1'|) (* 11259605202073070524704383013908593/1000000000000000000000000000000000000 |tptp.'X_2'|) (* -511629078489142253673671089547407/50000000000000000000000000000000000 |tptp.'X_6'|) (* 4211042120029674379430250036907413/500000000000000000000000000000000000 |tptp.'X_5'|) @t3371))
% 7.12/7.32  (define @t3563 () (+ (* 731336339632690660099338596301219/250000000000000000000000000000000000 |tptp.'X_7'|) (* -555469439580079156722815639671173/50000000000000000000000000000000000 |tptp.'X_8'|) (* -441151660730124500754887946480261/100000000000000000000000000000000000 |tptp.'X_3'|) (* 6478844818741387938083200235828763/1000000000000000000000000000000000000 |tptp.'X_0'|) (* -6314083433516924153550097205293947/500000000000000000000000000000000000 |tptp.'X_4'|) (* -11834450452461418665207213916190811/1000000000000000000000000000000000000 |tptp.'X_1'|) (* -783675560322775987398848994407163/250000000000000000000000000000000000 |tptp.'X_2'|) (* 683903010134860717197492252458451/62500000000000000000000000000000000 |tptp.'X_6'|) (* -1684621159922490833199612600493173/500000000000000000000000000000000000 |tptp.'X_5'|) @t3368))
% 7.12/7.32  (define @t3564 () (+ (* 384950226096423423829572405408783/31250000000000000000000000000000000 |tptp.'X_7'|) (* -63342031232081003186254355361021/62500000000000000000000000000000000 |tptp.'X_8'|) (* -111548458701311063613254081487897/15625000000000000000000000000000000 |tptp.'X_3'|) (* 96210037940270257009833136106247/12500000000000000000000000000000000 |tptp.'X_0'|) (* 882891154900664483790076141580001/62500000000000000000000000000000000 |tptp.'X_4'|) (* 105006028205084647726032012448179/31250000000000000000000000000000000 |tptp.'X_1'|) (* -144067792682083869099476971933173/12500000000000000000000000000000000 |tptp.'X_2'|) (* -1241271460561328225866261792677/250000000000000000000000000000000 |tptp.'X_6'|) (* 89752612640102697706412680577739/15625000000000000000000000000000000 |tptp.'X_5'|) @t3366))
% 7.12/7.32  (define @t3565 () (+ (* 197449985662783475650041161284723/25000000000000000000000000000000000 |tptp.'X_7'|) (* 207492579593470984336684677504459/50000000000000000000000000000000000 |tptp.'X_8'|) (* -90603818775035191210150901573423/50000000000000000000000000000000000 |tptp.'X_3'|) (* 164875336819008137558857164649927/25000000000000000000000000000000000 |tptp.'X_0'|) (* 377645252081408545585674962982459/40000000000000000000000000000000000 |tptp.'X_4'|) (* 223580596814778076320926422533513/100000000000000000000000000000000000 |tptp.'X_1'|) (* -1720692211579215956802285141734659/200000000000000000000000000000000000 |tptp.'X_2'|) (* 21041080167053028385133471360323/25000000000000000000000000000000000 |tptp.'X_6'|) (* 112930342079938706831628966386647/25000000000000000000000000000000000 |tptp.'X_5'|) @t3365))
% 7.12/7.32  (define @t3566 () (+ (* 49490721168051791399633645927013/40000000000000000000000000000000000 |tptp.'X_7'|) (* -2363554337400974673194805610088589/200000000000000000000000000000000000 |tptp.'X_8'|) (* 7562083055100358515931697785566471/200000000000000000000000000000000000 |tptp.'X_3'|) (* 3523125934543492248986774913814989/100000000000000000000000000000000000 |tptp.'X_0'|) (* 242167484557861651654338476689263/200000000000000000000000000000000000 |tptp.'X_4'|) (* -5973156049783582791680463935103519/200000000000000000000000000000000000 |tptp.'X_1'|) (* -130274575160152076687789492045193/20000000000000000000000000000000000 |tptp.'X_2'|) (* -2299155816498287672371207287609999/200000000000000000000000000000000000 |tptp.'X_6'|) (* -27357545093301440841242124025353/8000000000000000000000000000000000 |tptp.'X_5'|) @t3364))
% 7.12/7.32  (define @t3567 () (+ (* -9853102448317275698565413973909621/1000000000000000000000000000000000000 |tptp.'X_7'|) (* 19411516939984930199680570577472237/1000000000000000000000000000000000000 |tptp.'X_8'|) (* -17944859018963331767868513657265683/1000000000000000000000000000000000000 |tptp.'X_3'|) (* -805482441682147573617472963968789/500000000000000000000000000000000000 |tptp.'X_0'|) (* 21018723233154385910855118592276899/1000000000000000000000000000000000000 |tptp.'X_4'|) (* -21239757318754938880238396645337039/1000000000000000000000000000000000000 |tptp.'X_1'|) (* -829844392615306228611152727753429/125000000000000000000000000000000000 |tptp.'X_2'|) (* 5091983074960872829917714855485127/1000000000000000000000000000000000000 |tptp.'X_6'|) (* 1351586329003788746768839364180769/500000000000000000000000000000000000 |tptp.'X_5'|) @t3363))
% 7.12/7.32  (define @t3568 () (+ (* 1574404485864955853279944105646929/125000000000000000000000000000000000 |tptp.'X_7'|) (* 125783347989261906490013430860897/125000000000000000000000000000000000 |tptp.'X_8'|) (* 2703112536755777909607698015091699/125000000000000000000000000000000000 |tptp.'X_3'|) (* 3821668479014299834757963035883127/250000000000000000000000000000000000 |tptp.'X_0'|) (* 5960207521254439193302963546115971/250000000000000000000000000000000000 |tptp.'X_4'|) (* 820702405624981997591903544499769/50000000000000000000000000000000000 |tptp.'X_1'|) (* 254942259894543724210519660724491/125000000000000000000000000000000000 |tptp.'X_2'|) (* -669151471166819281057296278207039/25000000000000000000000000000000000 |tptp.'X_6'|) (* -2952668237498414867036384771848241/250000000000000000000000000000000000 |tptp.'X_5'|) @t3361))
% 7.12/7.32  (define @t3569 () (+ (* -7028810545060106650870117857320613/500000000000000000000000000000000000 |tptp.'X_7'|) (* 1484366318454866199577502582869317/125000000000000000000000000000000000 |tptp.'X_8'|) (* 3448915886341020681201165761811273/500000000000000000000000000000000000 |tptp.'X_3'|) (* -3280537859911992543526398749205147/500000000000000000000000000000000000 |tptp.'X_0'|) (* -11715190721772301542624884180342553/500000000000000000000000000000000000 |tptp.'X_4'|) (* 10545206928896965931530213849415193/500000000000000000000000000000000000 |tptp.'X_1'|) (* -3560732985807320783543663368917303/250000000000000000000000000000000000 |tptp.'X_2'|) (* 5254004821383370270593332751387873/250000000000000000000000000000000000 |tptp.'X_6'|) (* -1766334727452866981894190926288463/125000000000000000000000000000000000 |tptp.'X_5'|) @t3360))
% 7.12/7.32  (define @t3570 () (* 5606106693861864514242846796507447/100000000000000000000000000000000000 |tptp.'X_1'|))
% 7.12/7.32  (define @t3571 () (* 6787577342942935669090580276432247/200000000000000000000000000000000000 |tptp.'X_2'|))
% 7.12/7.32  (define @t3572 () (* -9882511165937948990432338391347033/200000000000000000000000000000000000 |tptp.'X_4'|))
% 7.12/7.32  (define @t3573 () (* -13479861176213521055574923556192269/200000000000000000000000000000000000 |tptp.'X_0'|))
% 7.12/7.32  (define @t3574 () (* -3144056192198847037604086665867697/62500000000000000000000000000000000 |tptp.'X_3'|))
% 7.12/7.32  (define @t3575 () (* 2536601457893891070370730408355643/20000000000000000000000000000000000 |tptp.'X_5'|))
% 7.12/7.32  (define @t3576 () (* -3156602203395243109336185127317849/500000000000000000000000000000000000 |tptp.'X_8'|))
% 7.12/7.32  (define @t3577 () (* 10770673120722483182824219643167197/1000000000000000000000000000000000000 |tptp.'X_6'|))
% 7.12/7.32  (define @t3578 () (* -1/1 @t3401))
% 7.12/7.32  (define @t3579 () (* -1854694044196645593511361260041/3125000000000000000000000000000000 @t2647))
% 7.12/7.32  (define @t3580 () (* 539071979515587384952264977476211/15625000000000000000000000000000000 @t3236))
% 7.12/7.32  (define @t3581 () (* -1203218920937645382530860666723501/100000000000000000000000000000000000 @t2998))
% 7.12/7.32  (define @t3582 () (* -309248337981643654415495648014457/250000000000000000000000000000000000 @t3402))
% 7.12/7.32  (define @t3583 () (* 182344482313325350896602964022287/6250000000000000000000000000000000 @t3403))
% 7.12/7.32  (define @t3584 () (* -3542219413505472427503452702800731/100000000000000000000000000000000000 @t3404))
% 7.12/7.32  (define @t3585 () (* -7254245886855625550650231125049/15625000000000000000000000000000000 @t3405))
% 7.12/7.32  (define @t3586 () (* -24505105201106156716027753217363/1562500000000000000000000000000000 @t3406))
% 7.12/7.32  (define @t3587 () (* -791167704862290103191053735993097/125000000000000000000000000000000000 @t3407))
% 7.12/7.32  (define @t3588 () (* -27969306618281681744100513488771553/1000000000000000000000000000000000000 @t3408))
% 7.12/7.32  (define @t3589 () (* -725445833688582822942522188660197/62500000000000000000000000000000000 @t3409))
% 7.12/7.32  (define @t3590 () (* -2041811879714646237254664297331213/125000000000000000000000000000000000 @t3410))
% 7.12/7.32  (define @t3591 () (* 731336339632690660099338596301219/250000000000000000000000000000000000 @t3411))
% 7.12/7.32  (define @t3592 () (* 384950226096423423829572405408783/31250000000000000000000000000000000 @t3412))
% 7.12/7.32  (define @t3593 () (* 197449985662783475650041161284723/25000000000000000000000000000000000 @t3413))
% 7.12/7.32  (define @t3594 () (* 49490721168051791399633645927013/40000000000000000000000000000000000 @t3414))
% 7.12/7.32  (define @t3595 () (* -9853102448317275698565413973909621/1000000000000000000000000000000000000 @t3415))
% 7.12/7.32  (define @t3596 () (* 1574404485864955853279944105646929/125000000000000000000000000000000000 @t3416))
% 7.12/7.32  (define @t3597 () (* -7028810545060106650870117857320613/500000000000000000000000000000000000 @t3417))
% 7.12/7.32  (define @t3598 () (+ |tptp.'Y_2'| @t3577 @t3576 @t3575 @t3574 @t3573 @t3572 @t3571 @t3570 @t3357 @t3597 @t3596 @t3595 @t3594 @t3593 @t3592 @t3591 @t3590 @t3589 @t3588 @t3587 @t3586 @t3585 @t3584 @t3583 @t3582 @t3581 @t3580 @t3579 @t3578 @t3389 @t3387 @t3381 @t3380 @t3379 @t3377 @t3373 @t3372 @t3370 @t3369 @t3367 @t3362 @t3359))
% 7.12/7.32  (define @t3599 () (not @t3503))
% 7.12/7.32  (define @t3600 () (and @t1175 @t1932 @t1857 @t1930 @t1187 @t1929 @t1927 @t1855 @t1203 @t3312 @t2845 @t3270 @t2611 @t3304 @t1234 @t3080 @t3218 @t2936 @t3185 @t3178 @t3137 @t2794 @t2544 @t2502 @t2457 @t2409 @t2717 @t2356 @t2305 @t2253 @t2890 @t2201 @t2149 @t3035 @t2115 @t2971 @t2063 @t2014 @t1979 @t2804 @t1908 @t1841))
% 7.12/7.32  (define @t3601 () (* 1341597130456177/125000000000000000 @t1263))
% 7.12/7.32  (define @t3602 () (* 167274653008469137/1000000000000000000 @t1281))
% 7.12/7.32  (define @t3603 () (* -142184808252202699/1000000000000000000 @t1299))
% 7.12/7.32  (define @t3604 () (* -1/1 @t913))
% 7.12/7.32  (define @t3605 () (* -1191018936497687/50000000000000000 @t1317))
% 7.12/7.32  (define @t3606 () (* -1/1 @t885))
% 7.12/7.32  (define @t3607 () (* 43165332199750189/1000000000000000000 @t1334))
% 7.12/7.32  (define @t3608 () (* 12537760103520673/1000000000000000000 @t1353))
% 7.12/7.32  (define @t3609 () (* 29226445907193227/1000000000000000000 @t1371))
% 7.12/7.32  (define @t3610 () (* -101556012654238387/1000000000000000000 @t1388))
% 7.12/7.32  (define @t3611 () (* -1/1 @t777))
% 7.12/7.32  (define @t3612 () (* -435029405962027/31250000000000000 @t1404))
% 7.12/7.32  (define @t3613 () (* -1/1 @t750))
% 7.12/7.32  (define @t3614 () (* 19753233476163/250000000000000 @t1421))
% 7.12/7.32  (define @t3615 () (* 12625249455934473/200000000000000000 @t1440))
% 7.12/7.32  (define @t3616 () (* -4779287213920503/125000000000000000 @t1458))
% 7.12/7.32  (define @t3617 () (* -1/1 @t663))
% 7.12/7.32  (define @t3618 () (* 39864266384938729/1000000000000000000 @t1479))
% 7.12/7.32  (define @t3619 () (* 163985334342465067/1000000000000000000 @t1498))
% 7.12/7.32  (define @t3620 () (* 5776241477540639/40000000000000000 @t1517))
% 7.12/7.32  (define @t3621 () (* 133743485380546451/1000000000000000000 @t1533))
% 7.12/7.32  (define @t3622 () (* -13280317311547457/200000000000000000 @t1551))
% 7.12/7.32  (define @t3623 () (* -1/1 @t526))
% 7.12/7.32  (define @t3624 () (* -164130337839928003/1000000000000000000 @t1569))
% 7.12/7.32  (define @t3625 () (* -1/1 @t496))
% 7.12/7.32  (define @t3626 () (* 42149173997435667/250000000000000000 @t1588))
% 7.12/7.32  (define @t3627 () (* 32600747798382873/1000000000000000000 @t1608))
% 7.12/7.32  (define @t3628 () (* 122956455521180091/1000000000000000000 @t1233))
% 7.12/7.32  (define @t3629 () (* 62501369306116467/1000000000000000000 @t1638))
% 7.12/7.32  (define @t3630 () (* -23697995251223597/200000000000000000 @t1656))
% 7.12/7.32  (define @t3631 () (* -1/1 @t347))
% 7.12/7.32  (define @t3632 () (* 157608946257712407/1000000000000000000 @t1676))
% 7.12/7.32  (define @t3633 () (* -666265063292243/4000000000000000 @t1695))
% 7.12/7.32  (define @t3634 () (* -1/1 @t289))
% 7.12/7.32  (define @t3635 () (* -8116312787771951/200000000000000000 @t1714))
% 7.12/7.32  (define @t3636 () (* -1/1 @t262))
% 7.12/7.32  (define @t3637 () (* -21307648287499023/200000000000000000 @t1730))
% 7.12/7.32  (define @t3638 () (* -1/1 @t234))
% 7.12/7.32  (define @t3639 () (* 94850147204340401/1000000000000000000 @t1748))
% 7.12/7.32  (define @t3640 () (* -69745330159109/1953125000000000 @t1766))
% 7.12/7.32  (define @t3641 () (* -1/1 @t174))
% 7.12/7.32  (define @t3642 () (* -44100798219098847/500000000000000000 @t1787))
% 7.12/7.32  (define @t3643 () (* -1/1 @t148))
% 7.12/7.32  (define @t3644 () (* -5609239283343781/500000000000000000 @t1802))
% 7.12/7.32  (define @t3645 () (* -1/1 @t120))
% 7.12/7.32  (define @t3646 () (* 5371026002642443/500000000000000000 @t1820))
% 7.12/7.32  (define @t3647 () (+ @t89 @t119 @t147 @t173 @t205 @t233 @t261 @t288 @t317 @t346 @t377 @t405 @t437 @t465 @t495 @t525 @t554 @t581 @t606 @t634 @t662 @t693 @t720 @t749 @t776 @t802 @t829 @t856 @t884 @t912 @t941 @t969 @t997))
% 7.12/7.32  (define @t3648 () (+ 5884918656990297/50000000000000000 @t3646 @t3644 @t3642 @t3640 @t3639 @t3637 @t3635 @t3633 @t3632 @t3630 @t3629 @t3628 @t3627 @t3626 @t3624 @t3622 @t3621 @t3620 @t3619 @t3618 @t3616 @t3615 @t3614 @t3612 @t3610 @t3609 @t3608 @t3607 @t3605 @t3603 @t3602 @t3601))
% 7.12/7.32  (define @t3649 () (= |tptp.'Y_0'| @t3648))
% 7.12/7.32  (define @t3650 () (>= |tptp.'Y_0'| 50354310818207/50000000000000))
% 7.12/7.32  (define @t3651 () (* 3191253019148512852971508644420987/250000000000000000000000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t3652 () (* 167274653008469137/1000000000000000000 0/1))
% 7.12/7.32  (define @t3653 () (* -1191018936497687/50000000000000000 0/1))
% 7.12/7.32  (define @t3654 () (* 19753233476163/250000000000000 0/1))
% 7.12/7.32  (define @t3655 () (* 12625249455934473/200000000000000000 0/1))
% 7.12/7.32  (define @t3656 () (* -4779287213920503/125000000000000000 0/1))
% 7.12/7.32  (define @t3657 () (* 163985334342465067/1000000000000000000 0/1))
% 7.12/7.32  (define @t3658 () (* -164130337839928003/1000000000000000000 0/1))
% 7.12/7.32  (define @t3659 () (* 42149173997435667/250000000000000000 0/1))
% 7.12/7.32  (define @t3660 () (* 122956455521180091/1000000000000000000 0/1))
% 7.12/7.32  (define @t3661 () (* 62501369306116467/1000000000000000000 0/1))
% 7.12/7.32  (define @t3662 () (* 157608946257712407/1000000000000000000 0/1))
% 7.12/7.32  (define @t3663 () (* -69745330159109/1953125000000000 0/1))
% 7.12/7.32  (define @t3664 () (* 176557099581547447872242723233/781250000000000000000000000000000 10289172780368663/658010872166645))
% 7.12/7.32  (define @t3665 () (* 17018571593225720869211854502061501/500000000000000000000000000000000000 12600974913839602/119693318874395799))
% 7.12/7.32  (define @t3666 () (* -735033167739310996913330795814421/100000000000000000000000000000000000 57596787297800822/85141609050742445))
% 7.12/7.32  (define @t3667 () (* -463437590434065844745164919720461/250000000000000000000000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t3668 () (* -7872923743019756636372244806521033/1000000000000000000000000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t3669 () (* 12470150241150244901713612627553069/500000000000000000000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t3670 () (* 28753412859027747501817797554813/7812500000000000000000000000000000 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t3671 () (* -2051733765147965913983303288700529/500000000000000000000000000000000000 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t3672 () (* -434542821768200963074909229946543/10000000000000000000000000000000000 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t3673 () (* -21172345828642223044356942302007003/1000000000000000000000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t3674 () (* -1461713804930206357795198569538303/100000000000000000000000000000000000 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t3675 () (* 1292854911614320379677239382805607/125000000000000000000000000000000000 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t3676 () (* 383548480415095509846654369083289/50000000000000000000000000000000000 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t3677 () (* -96255356641405583449057665018729/2000000000000000000000000000000000 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t3678 () (* 278649876342565843025398638477271/25000000000000000000000000000000000 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t3679 () (* -44183522048237103238811555833629/40000000000000000000000000000000000 15339382018912906/691199727160241))
% 7.12/7.32  (define @t3680 () (* 14012595176082139870860172394283017/1000000000000000000000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t3681 () (* 1093774011613859103326650399158053/500000000000000000000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t3682 () (* 5371026002642443/500000000000000000 0/1))
% 7.12/7.32  (define @t3683 () (* 1790479556632705227976578289545607/62500000000000000000000000000000000 247021624936389/500000000000000))
% 7.12/7.32  (define @t3684 () (* 1058266633241423550901789989780693/40000000000000000000000000000000000 29208246471129/500000000000000))
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@t3722 @t3721 @t3720 @t3719 @t3718 @t3717 @t3716 @t3715 @t3714 @t3713 @t3712 @t3711 @t3710 @t3709 @t3708 @t3707 @t3706 @t3705 @t3704 @t3703 @t3702 @t3701 @t3700 @t3699 @t3698 @t3697 @t3696 @t3695 @t3602 @t3605 @t3614 @t3615 @t3616 @t3619 @t3624 @t3626 @t3628 @t3629 @t3632 @t3640 @t3646 @t3694 |tptp.'Y_0'| (* -1790479556632705227976578289545607/62500000000000000000000000000000000 |tptp.'X_7'|)))
% 7.12/7.32  (define @t3737 () (+ |tptp.'Y_0'| @t3695 @t3696 @t3697 @t3698 @t3699 @t3700 @t3701 @t3702 @t3703 @t3704 @t3705 @t3706 @t3707 @t3708 @t3709 @t3710 @t3711 @t3712 @t3713 @t3714 @t3715 @t3716 @t3717 @t3718 @t3719 @t3720 @t3721 @t3722 @t3723 @t3724 @t3725 @t3726))
% 7.12/7.32  (define @t3738 () (+ @t3694 @t3727 @t3728 @t3729 @t3730 @t3731 @t3732 @t3733 @t3734 @t3735 @t3646 (* 1093774011613859103326650399158053/500000000000000000000000000000000000 @t3417) (* 14012595176082139870860172394283017/1000000000000000000000000000000000000 @t3415) (* -44183522048237103238811555833629/40000000000000000000000000000000000 @t3414) (* 278649876342565843025398638477271/25000000000000000000000000000000000 @t3413) (* -96255356641405583449057665018729/2000000000000000000000000000000000 @t3412) (* 383548480415095509846654369083289/50000000000000000000000000000000000 @t3411) (* 1292854911614320379677239382805607/125000000000000000000000000000000000 @t3410) (* -1461713804930206357795198569538303/100000000000000000000000000000000000 @t3409) (* -21172345828642223044356942302007003/1000000000000000000000000000000000000 @t3408) (* -434542821768200963074909229946543/10000000000000000000000000000000000 @t3407) (* -2051733765147965913983303288700529/500000000000000000000000000000000000 @t3406) (* 28753412859027747501817797554813/7812500000000000000000000000000000 @t3405) (* 12470150241150244901713612627553069/500000000000000000000000000000000000 @t3404) (* -7872923743019756636372244806521033/1000000000000000000000000000000000000 @t3403) (* -463437590434065844745164919720461/250000000000000000000000000000000000 @t3402) (* -735033167739310996913330795814421/100000000000000000000000000000000000 @t2998) (* 17018571593225720869211854502061501/500000000000000000000000000000000000 @t3236) (* 176557099581547447872242723233/781250000000000000000000000000000 @t2647) @t3640 @t3632 @t3629 @t3628 @t3626 @t3624 @t3619 @t3616 @t3615 @t3614 @t3605 @t3602 @t3737 (* 3191253019148512852971508644420987/250000000000000000000000000000000000 @t3416)))
% 7.12/7.32  (define @t3739 () (= (* -5884918656990297/50000000000000000 (- @t3737 5884918656990297/50000000000000000)) (* -5884918656990297/50000000000000000 (- |tptp.'Y_0'| @t3648))))
% 7.12/7.32  (define @t3740 () (= @t3737 5884918656990297/50000000000000000))
% 7.12/7.32  (define @t3741 () (= @t3740 @t3649))
% 7.12/7.32  (define @t3742 () (not @t3650))
% 7.12/7.32  (define @t3743 () (and @t1175 @t1932 @t1181 @t1930 @t1249 @t1929 @t1195 @t1855 @t1251 @t3649 @t2845 @t3270 @t2611 @t3304 @t1234 @t3080 @t3218 @t2936 @t3185 @t3178 @t3137 @t2794 @t2544 @t2502 @t2457 @t2409 @t2717 @t2356 @t2305 @t2253 @t2890 @t2201 @t2149 @t3035 @t2115 @t2971 @t2063 @t2014 @t1979 @t2804 @t1908 @t1841))
% 7.12/7.32  (define @t3744 () (not @t3649))
% 7.12/7.32  (define @t3745 () (* -23527516613588699/250000000000000000 @t1263))
% 7.12/7.32  (define @t3746 () (* -1/1 @t1076))
% 7.12/7.32  (define @t3747 () (* -973905149572199/50000000000000000 @t1281))
% 7.12/7.32  (define @t3748 () (* -1/1 @t1073))
% 7.12/7.32  (define @t3749 () (* -31302652531023939/200000000000000000 @t1299))
% 7.12/7.32  (define @t3750 () (* -1/1 @t1070))
% 7.12/7.32  (define @t3751 () (* 47701233745661459/1000000000000000000 @t1317))
% 7.12/7.32  (define @t3752 () (* 260761643232579/8000000000000000 @t1334))
% 7.12/7.32  (define @t3753 () (* 62041920553589897/1000000000000000000 @t1353))
% 7.12/7.32  (define @t3754 () (* -38154398646496189/500000000000000000 @t1371))
% 7.12/7.32  (define @t3755 () (* -1/1 @t1061))
% 7.12/7.32  (define @t3756 () (* -41180941315936609/1000000000000000000 @t1388))
% 7.12/7.32  (define @t3757 () (* -1/1 @t1058))
% 7.12/7.32  (define @t3758 () (* 82016785298440781/1000000000000000000 @t1404))
% 7.12/7.32  (define @t3759 () (* -167978421384639531/1000000000000000000 @t1421))
% 7.12/7.32  (define @t3760 () (* -1/1 @t1053))
% 7.12/7.32  (define @t3761 () (* 137274148471937169/1000000000000000000 @t1440))
% 7.12/7.32  (define @t3762 () (* 25808407376374791/250000000000000000 @t1458))
% 7.12/7.32  (define @t3763 () (* 12614942080412439/200000000000000000 @t1479))
% 7.12/7.32  (define @t3764 () (* -2814848531574779/125000000000000000 @t1498))
% 7.12/7.32  (define @t3765 () (* -1/1 @t1044))
% 7.12/7.32  (define @t3766 () (* 17053245295130099/125000000000000000 @t1517))
% 7.12/7.32  (define @t3767 () (* 14212027467929829/250000000000000000 @t1533))
% 7.12/7.32  (define @t3768 () (* -18891916829478779/125000000000000000 @t1551))
% 7.12/7.32  (define @t3769 () (* -1/1 @t1037))
% 7.12/7.32  (define @t3770 () (* 64636879471871189/1000000000000000000 @t1569))
% 7.12/7.32  (define @t3771 () (* 4196527556351387/500000000000000000 @t1588))
% 7.12/7.32  (define @t3772 () (* -10823758054406581/125000000000000000 @t1608))
% 7.12/7.32  (define @t3773 () (* -1/1 @t1030))
% 7.12/7.32  (define @t3774 () (* 27061152757942769/1000000000000000000 @t1233))
% 7.12/7.32  (define @t3775 () (* -58025456623786803/500000000000000000 @t1638))
% 7.12/7.32  (define @t3776 () (* -1/1 @t1025))
% 7.12/7.32  (define @t3777 () (* 120861687905538667/1000000000000000000 @t1656))
% 7.12/7.32  (define @t3778 () (* -141158103785410327/1000000000000000000 @t1676))
% 7.12/7.32  (define @t3779 () (* -1/1 @t1020))
% 7.12/7.32  (define @t3780 () (* 4501265651469327/1000000000000000000 @t1695))
% 7.12/7.32  (define @t3781 () (* -29715055654963729/200000000000000000 @t1714))
% 7.12/7.32  (define @t3782 () (* -1/1 @t1015))
% 7.12/7.32  (define @t3783 () (* 53818386782144609/500000000000000000 @t1730))
% 7.12/7.32  (define @t3784 () (* 34663514171589399/200000000000000000 @t1748))
% 7.12/7.32  (define @t3785 () (* -21100256864215361/200000000000000000 @t1766))
% 7.12/7.32  (define @t3786 () (* -1/1 @t1008))
% 7.12/7.32  (define @t3787 () (* -1411483070956763/20000000000000000 @t1787))
% 7.12/7.32  (define @t3788 () (* -1/1 @t1005))
% 7.12/7.32  (define @t3789 () (* 28528892674031421/250000000000000000 @t1802))
% 7.12/7.32  (define @t3790 () (* 59991453404205669/1000000000000000000 @t1820))
% 7.12/7.32  (define @t3791 () (+ @t1000 @t1002 @t1004 @t1007 @t1010 @t1012 @t1014 @t1017 @t1019 @t1022 @t1024 @t1027 @t1029 @t1032 @t1034 @t1036 @t1039 @t1041 @t1043 @t1046 @t1048 @t1050 @t1052 @t1055 @t1057 @t1060 @t1063 @t1065 @t1067 @t1069 @t1072 @t1075 @t1078))
% 7.12/7.32  (define @t3792 () (+ 2318902408805029/1000000000000000000 @t3790 @t3789 @t3787 @t3785 @t3784 @t3783 @t3781 @t3780 @t3778 @t3777 @t3775 @t3774 @t3772 @t3771 @t3770 @t3768 @t3767 @t3766 @t3764 @t3763 @t3762 @t3761 @t3759 @t3758 @t3756 @t3754 @t3753 @t3752 @t3751 @t3749 @t3747 @t3745))
% 7.12/7.32  (define @t3793 () (= |tptp.'Y_1'| @t3792))
% 7.12/7.32  (define @t3794 () (* -1/1 |tptp.'Y_1'|))
% 7.12/7.32  (define @t3795 () (= (* -9882619152687477/10000000000000000 (- -9882619152687477/10000000000000000 |tptp.'Y_1'|)) (* -9882619152687477/10000000000000000 (- @t3794 9882619152687477/10000000000000000))))
% 7.12/7.32  (define @t3796 () (>= @t3794 9882619152687477/10000000000000000))
% 7.12/7.32  (define @t3797 () (>= -9882619152687477/10000000000000000 |tptp.'Y_1'|))
% 7.12/7.32  (define @t3798 () (= @t3797 @t3796))
% 7.12/7.32  (define @t3799 () (<= |tptp.'Y_1'| -9882619152687477/10000000000000000))
% 7.12/7.32  (define @t3800 () (* 5562993448975339765711437806813373/250000000000000000000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t3801 () (* -1/1 2318902408805029/1000000000000000000))
% 7.12/7.32  (define @t3802 () (* 973905149572199/50000000000000000 0/1))
% 7.12/7.32  (define @t3803 () (* -47701233745661459/1000000000000000000 0/1))
% 7.12/7.32  (define @t3804 () (* 167978421384639531/1000000000000000000 0/1))
% 7.12/7.32  (define @t3805 () (* -137274148471937169/1000000000000000000 0/1))
% 7.12/7.32  (define @t3806 () (* -25808407376374791/250000000000000000 0/1))
% 7.12/7.32  (define @t3807 () (* 2814848531574779/125000000000000000 0/1))
% 7.12/7.32  (define @t3808 () (* -64636879471871189/1000000000000000000 0/1))
% 7.12/7.32  (define @t3809 () (* -4196527556351387/500000000000000000 0/1))
% 7.12/7.32  (define @t3810 () (* -27061152757942769/1000000000000000000 0/1))
% 7.12/7.32  (define @t3811 () (* 58025456623786803/500000000000000000 0/1))
% 7.12/7.32  (define @t3812 () (* 141158103785410327/1000000000000000000 0/1))
% 7.12/7.32  (define @t3813 () (* 21100256864215361/200000000000000000 0/1))
% 7.12/7.32  (define @t3814 () (* 3096272345364545976881403348971/1562500000000000000000000000000000 10289172780368663/658010872166645))
% 7.12/7.32  (define @t3815 () (* -3746718371010261067023651430032261/100000000000000000000000000000000000 12600974913839602/119693318874395799))
% 7.12/7.32  (define @t3816 () (* 4440333176707484123889952423131/800000000000000000000000000000000 57596787297800822/85141609050742445))
% 7.12/7.32  (define @t3817 () (* 2293277102915979991591969174371029/250000000000000000000000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t3818 () (* -10277906248282806086543671642471631/500000000000000000000000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t3819 () (* -5056643244059946630381004912958783/500000000000000000000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t3820 () (* 5420926624123781445368347419633739/250000000000000000000000000000000000 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t3821 () (* 649265744961680644221318262756239/100000000000000000000000000000000000 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t3822 () (* 1282904352192397463835451102762563/31250000000000000000000000000000000 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t3823 () (* 2249843868065818017791913466863837/250000000000000000000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t3824 () (* 2079361131471692568817152418895941/62500000000000000000000000000000000 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t3825 () (* 429240115880370829253192655979979/15625000000000000000000000000000000 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t3826 () (* 1956128197560482280753370459902879/250000000000000000000000000000000000 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t3827 () (* -650298138820230824443000423845981/500000000000000000000000000000000000 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t3828 () (* -1020179581575874068535921661756009/25000000000000000000000000000000000 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t3829 () (* -111597762780068022995038131872307/100000000000000000000000000000000000 15339382018912906/691199727160241))
% 7.12/7.32  (define @t3830 () (* -5120980892316858678230499859283583/200000000000000000000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t3831 () (* -102138732031318483123648345422823/10000000000000000000000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t3832 () (* -59991453404205669/1000000000000000000 0/1))
% 7.12/7.32  (define @t3833 () (* -38572632450167247615284628697073691/1000000000000000000000000000000000000 246021624936389/500000000000000))
% 7.12/7.32  (define @t3834 () (* 39864563458339527932447035012360551/500000000000000000000000000000000000 29208246471129/500000000000000))
% 7.12/7.32  (define @t3835 () (* -32937676373747014539161861114512989/500000000000000000000000000000000000 15396907007655001/5000000000000000000))
% 7.12/7.32  (define @t3836 () (* 4988008977575936671241691152675513/1000000000000000000000000000000000000 347103843238191/1000000000000000))
% 7.12/7.32  (define @t3837 () (* 19760523600421823197601613246497991/500000000000000000000000000000000000 78948406711271/500000000000000))
% 7.12/7.32  (define @t3838 () (* 42200526825357474738809133509128041/250000000000000000000000000000000000 124946062009259/250000000000000))
% 7.12/7.32  (define @t3839 () (* 5942606155689346152560749845042319/200000000000000000000000000000000000 44908722363159/1000000000000000))
% 7.12/7.32  (define @t3840 () (* -2332577228819400609540416818527213/40000000000000000000000000000000000 19431380448199/500000000000000))
% 7.12/7.32  (define @t3841 () (* -16669568736299077803964069760285053/250000000000000000000000000000000000 998829251495207/1000000000000000))
% 7.12/7.32  (define @t3842 () (+ -9882619152687477/10000000000000000 @t3841 @t3840 @t3839 @t3838 @t3837 @t3836 @t3835 @t3834 @t3833 @t3832 @t3831 @t3830 @t3829 @t3828 @t3827 @t3826 @t3825 @t3824 @t3823 @t3822 @t3821 @t3820 @t3819 @t3818 @t3817 @t3816 @t3815 @t3814 @t3813 @t3812 @t3811 @t3810 @t3809 @t3808 @t3807 @t3806 @t3805 @t3804 @t3803 @t3802 @t3801 @t3800))
% 7.12/7.32  (define @t3843 () (* -28528892674031421/250000000000000000 @t1802))
% 7.12/7.32  (define @t3844 () (+ (* 5562993448975339765711437806813373/250000000000000000000000000000000000 |tptp.'X_7'|) (* -1174810453704361400945777392280157/62500000000000000000000000000000000 |tptp.'X_8'|) (* -2729664764583294732793173945127233/250000000000000000000000000000000000 |tptp.'X_3'|) (* 2596400985175498770883644821587587/250000000000000000000000000000000000 |tptp.'X_0'|) (* 9272056604871640274683735977364113/250000000000000000000000000000000000 |tptp.'X_4'|) (* -8346066050218391385219982938929553/250000000000000000000000000000000000 |tptp.'X_1'|) (* 2818163065658093739663224075308863/125000000000000000000000000000000000 |tptp.'X_2'|) (* -4158313019659088943920625161335833/125000000000000000000000000000000000 |tptp.'X_6'|) (* 1397976009528922875869777603363223/62500000000000000000000000000000000 |tptp.'X_5'|) @t3843))
% 7.12/7.32  (define @t3845 () (+ @t3794 @t3790 @t3789 @t3787 @t3785 @t3784 @t3783 @t3781 @t3780 @t3778 @t3777 @t3775 @t3774 @t3772 @t3771 @t3770 @t3768 @t3767 @t3766 @t3764 @t3763 @t3762 @t3761 @t3759 @t3758 @t3756 @t3754 @t3753 @t3752 @t3751 @t3749 @t3747 @t3745))
% 7.12/7.32  (define @t3846 () (* 973905149572199/50000000000000000 @t1281))
% 7.12/7.32  (define @t3847 () (* -47701233745661459/1000000000000000000 @t1317))
% 7.12/7.32  (define @t3848 () (* 167978421384639531/1000000000000000000 @t1421))
% 7.12/7.32  (define @t3849 () (* -137274148471937169/1000000000000000000 @t1440))
% 7.12/7.32  (define @t3850 () (* -25808407376374791/250000000000000000 @t1458))
% 7.12/7.32  (define @t3851 () (* 2814848531574779/125000000000000000 @t1498))
% 7.12/7.32  (define @t3852 () (* -64636879471871189/1000000000000000000 @t1569))
% 7.12/7.32  (define @t3853 () (* -4196527556351387/500000000000000000 @t1588))
% 7.12/7.32  (define @t3854 () (* -27061152757942769/1000000000000000000 @t1233))
% 7.12/7.32  (define @t3855 () (* 58025456623786803/500000000000000000 @t1638))
% 7.12/7.32  (define @t3856 () (* 141158103785410327/1000000000000000000 @t1676))
% 7.12/7.32  (define @t3857 () (* 21100256864215361/200000000000000000 @t1766))
% 7.12/7.32  (define @t3858 () (* 23527516613588699/250000000000000000 @t1263))
% 7.12/7.32  (define @t3859 () (+ (* 3096272345364545976881403348971/1562500000000000000000000000000000 |tptp.'X_7'|) (* -110089155913194269393531614670989/3906250000000000000000000000000000 |tptp.'X_8'|) (* 590268243000944326500721484384773/250000000000000000000000000000000000 |tptp.'X_3'|) (* 80072801236637189276938444479707/10000000000000000000000000000000000 |tptp.'X_0'|) (* 5574141075298838291328964946435913/250000000000000000000000000000000000 |tptp.'X_4'|) (* -1336818643889076560792266367271319/62500000000000000000000000000000000 |tptp.'X_1'|) (* 1724689361808307693455115455163213/125000000000000000000000000000000000 |tptp.'X_2'|) (* -537872987168430433889953333526263/125000000000000000000000000000000000 |tptp.'X_6'|) (* -34639255729660566522284007908173/1562500000000000000000000000000000 |tptp.'X_5'|) @t3858))
% 7.12/7.32  (define @t3860 () (* 31302652531023939/200000000000000000 @t1299))
% 7.12/7.32  (define @t3861 () (+ (* -3746718371010261067023651430032261/100000000000000000000000000000000000 |tptp.'X_7'|) (* -6069444208213517767831135440884943/200000000000000000000000000000000000 |tptp.'X_8'|) (* -62820654295067480968999430527329/6250000000000000000000000000000000 |tptp.'X_3'|) (* -4756948886351286102899181901317411/200000000000000000000000000000000000 |tptp.'X_0'|) (* -718654646414626697112337775830419/200000000000000000000000000000000000 |tptp.'X_4'|) (* 3462280527961947052282891166794077/200000000000000000000000000000000000 |tptp.'X_1'|) (* 1898015715796747077621766688773839/200000000000000000000000000000000000 |tptp.'X_2'|) (* 1579514495320839749919376354762953/200000000000000000000000000000000000 |tptp.'X_6'|) (* 625927800071358198515086093163211/200000000000000000000000000000000000 |tptp.'X_5'|) @t3860))
% 7.12/7.32  (define @t3862 () (* -260761643232579/8000000000000000 @t1334))
% 7.12/7.32  (define @t3863 () (+ (* 4440333176707484123889952423131/800000000000000000000000000000000 |tptp.'X_7'|) (* 20264077541449907784707389112421/4000000000000000000000000000000000 |tptp.'X_8'|) (* -36443537896675745660556609454149/8000000000000000000000000000000000 |tptp.'X_3'|) (* -17447032769271526407172533918381/4000000000000000000000000000000000 |tptp.'X_0'|) (* 3090677062475132605318169138319/4000000000000000000000000000000000 |tptp.'X_4'|) (* -36846840368798587501052676219909/8000000000000000000000000000000000 |tptp.'X_1'|) (* -448014125379868746845602099887/62500000000000000000000000000000 |tptp.'X_2'|) (* 1865868643179639820080209978541/200000000000000000000000000000000 |tptp.'X_6'|) (* 7168301174176200052847022079179/8000000000000000000000000000000000 |tptp.'X_5'|) @t3862))
% 7.12/7.32  (define @t3864 () (* -62041920553589897/1000000000000000000 @t1353))
% 7.12/7.32  (define @t3865 () (+ (* 2293277102915979991591969174371029/250000000000000000000000000000000000 |tptp.'X_7'|) (* 4489476136192911840804742848762999/250000000000000000000000000000000000 |tptp.'X_8'|) (* 706903248570990968257489626604109/1000000000000000000000000000000000000 |tptp.'X_3'|) (* -15713284681712524024526763013432741/1000000000000000000000000000000000000 |tptp.'X_0'|) (* -7669143108036817493662143780932787/500000000000000000000000000000000000 |tptp.'X_4'|) (* -3910483914441113660895092971415111/1000000000000000000000000000000000000 |tptp.'X_1'|) (* 6721758755430153405461451386954077/1000000000000000000000000000000000000 |tptp.'X_2'|) (* 7917606316193905457733873999091711/500000000000000000000000000000000000 |tptp.'X_6'|) (* -7614646227936712199983444487517861/500000000000000000000000000000000000 |tptp.'X_5'|) @t3864))
% 7.12/7.32  (define @t3866 () (* 38154398646496189/500000000000000000 @t1371))
% 7.12/7.32  (define @t3867 () (+ (* -10277906248282806086543671642471631/500000000000000000000000000000000000 |tptp.'X_7'|) (* 1781469314901219825414584419494369/500000000000000000000000000000000000 |tptp.'X_8'|) (* -10182777378820512297527436031112209/500000000000000000000000000000000000 |tptp.'X_3'|) (* 1138421765060158313002733278739383/125000000000000000000000000000000000 |tptp.'X_0'|) (* -5893480380408076426915799140666197/500000000000000000000000000000000000 |tptp.'X_4'|) (* 36903397217347710557197257308551/31250000000000000000000000000000000 |tptp.'X_1'|) (* 9829263133484682187026831644895387/500000000000000000000000000000000000 |tptp.'X_2'|) (* -3247772055311626809755228015638527/250000000000000000000000000000000000 |tptp.'X_6'|) (* -1881126449185904132662580020040389/500000000000000000000000000000000000 |tptp.'X_5'|) @t3866))
% 7.12/7.32  (define @t3868 () (* 41180941315936609/1000000000000000000 @t1388))
% 7.12/7.32  (define @t3869 () (+ (* -5056643244059946630381004912958783/500000000000000000000000000000000000 |tptp.'X_7'|) (* 109967221204463713656170970371391/125000000000000000000000000000000000 |tptp.'X_8'|) (* -2540660139764056982185018490897241/500000000000000000000000000000000000 |tptp.'X_3'|) (* -7491391822915931500817420545942229/1000000000000000000000000000000000000 |tptp.'X_0'|) (* 1294509439208007491844036172921597/1000000000000000000000000000000000000 |tptp.'X_4'|) (* -2844214880332853981843047449525817/1000000000000000000000000000000000000 |tptp.'X_1'|) (* -3234962513030842362816047663706153/1000000000000000000000000000000000000 |tptp.'X_2'|) (* -161216198999734274277543099351419/125000000000000000000000000000000000 |tptp.'X_6'|) (* -4953346182188511577179184449795843/1000000000000000000000000000000000000 |tptp.'X_5'|) @t3868))
% 7.12/7.32  (define @t3870 () (* -82016785298440781/1000000000000000000 @t1404))
% 7.12/7.32  (define @t3871 () (+ (* 5420926624123781445368347419633739/250000000000000000000000000000000000 |tptp.'X_7'|) (* 6402248685111455355508608189790481/1000000000000000000000000000000000000 |tptp.'X_8'|) (* 969737714768003502968846045115907/200000000000000000000000000000000000 |tptp.'X_3'|) (* -4038653424194638987856716947554909/500000000000000000000000000000000000 |tptp.'X_0'|) (* -145816621820417941677367994835603/40000000000000000000000000000000000 |tptp.'X_4'|) (* 2495304781619115941956224001812411/125000000000000000000000000000000000 |tptp.'X_1'|) (* 4717027768777211010482771456758339/500000000000000000000000000000000000 |tptp.'X_2'|) (* 14481380451253267087764364319913077/1000000000000000000000000000000000000 |tptp.'X_6'|) (* -7120998834821416952428414982859367/500000000000000000000000000000000000 |tptp.'X_5'|) @t3870))
% 7.12/7.32  (define @t3872 () (* -12614942080412439/200000000000000000 @t1479))
% 7.12/7.32  (define @t3873 () (+ (* 649265744961680644221318262756239/100000000000000000000000000000000000 |tptp.'X_7'|) (* -2156677746835688723994403658975877/200000000000000000000000000000000000 |tptp.'X_8'|) (* 1981316850765368247423941834681637/100000000000000000000000000000000000 |tptp.'X_3'|) (* -795576977066401472498506428660219/40000000000000000000000000000000000 |tptp.'X_0'|) (* 2287638744884753706458482175823471/200000000000000000000000000000000000 |tptp.'X_4'|) (* -596803678149905198351891463892923/100000000000000000000000000000000000 |tptp.'X_1'|) (* -394393345994429890593502351072521/40000000000000000000000000000000000 |tptp.'X_2'|) (* 249830323455062973751334278455123/200000000000000000000000000000000000 |tptp.'X_6'|) (* 907529709889116918803169065022879/50000000000000000000000000000000000 |tptp.'X_5'|) @t3872))
% 7.12/7.32  (define @t3874 () (* -17053245295130099/125000000000000000 @t1517))
% 7.12/7.32  (define @t3875 () (+ (* 1282904352192397463835451102762563/31250000000000000000000000000000000 |tptp.'X_7'|) (* 1721249776115557483407374710783627/62500000000000000000000000000000000 |tptp.'X_8'|) (* 47995869016385237350642020157827/125000000000000000000000000000000000 |tptp.'X_3'|) (* 4532327582484438043095457817757983/125000000000000000000000000000000000 |tptp.'X_0'|) (* 464644958752198206210557074188993/62500000000000000000000000000000000 |tptp.'X_4'|) (* 2110442431807334853436010152761279/62500000000000000000000000000000000 |tptp.'X_1'|) (* 178896019774726862201065173242343/25000000000000000000000000000000000 |tptp.'X_2'|) (* 1272858785709665339667116438617077/62500000000000000000000000000000000 |tptp.'X_6'|) (* -4726606167516507787897291695686129/125000000000000000000000000000000000 |tptp.'X_5'|) @t3874))
% 7.12/7.32  (define @t3876 () (* -14212027467929829/250000000000000000 @t1533))
% 7.12/7.32  (define @t3877 () (+ (* 2249843868065818017791913466863837/250000000000000000000000000000000000 |tptp.'X_7'|) (* 303015678438997512828200621145339/50000000000000000000000000000000000 |tptp.'X_8'|) (* -266747839166724199768500255329559/62500000000000000000000000000000000 |tptp.'X_3'|) (* 43463387109238128496057208028057/12500000000000000000000000000000000 |tptp.'X_0'|) (* -2097864804379218631681934501326761/250000000000000000000000000000000000 |tptp.'X_4'|) (* 1454707657886276406434594861067801/125000000000000000000000000000000000 |tptp.'X_1'|) (* -1413174561845801223537768799885929/250000000000000000000000000000000000 |tptp.'X_2'|) (* -1107539943622852275859610198415969/250000000000000000000000000000000000 |tptp.'X_6'|) (* 4686724716145992895658847080684811/250000000000000000000000000000000000 |tptp.'X_5'|) @t3876))
% 7.12/7.32  (define @t3878 () (* 18891916829478779/125000000000000000 @t1551))
% 7.12/7.32  (define @t3879 () (+ (* 2079361131471692568817152418895941/62500000000000000000000000000000000 |tptp.'X_7'|) (* 2907169076018668018240420175182779/62500000000000000000000000000000000 |tptp.'X_8'|) (* -2139106453948163553653927853953677/125000000000000000000000000000000000 |tptp.'X_3'|) (* 436244882845003098706684197732321/31250000000000000000000000000000000 |tptp.'X_0'|) (* 2290013462038289686767697657548329/125000000000000000000000000000000000 |tptp.'X_4'|) (* -497300781842962061372558658805107/62500000000000000000000000000000000 |tptp.'X_1'|) (* -291185580172193822397224154196537/125000000000000000000000000000000000 |tptp.'X_2'|) (* -4269900724756943489118273385086741/125000000000000000000000000000000000 |tptp.'X_6'|) (* 4075036587200997259955413306865953/125000000000000000000000000000000000 |tptp.'X_5'|) @t3878))
% 7.12/7.32  (define @t3880 () (* 10823758054406581/125000000000000000 @t1608))
% 7.12/7.32  (define @t3881 () (+ (* 429240115880370829253192655979979/15625000000000000000000000000000000 |tptp.'X_7'|) (* 2900334389518745316161891954215351/125000000000000000000000000000000000 |tptp.'X_8'|) (* -192240090006891118702690453295519/7812500000000000000000000000000000 |tptp.'X_3'|) (* 1532488039187102332000187291146799/62500000000000000000000000000000000 |tptp.'X_0'|) (* -344492716353185687037439053123831/31250000000000000000000000000000000 |tptp.'X_4'|) (* 3121983447149345465285134077761/1953125000000000000000000000000000 |tptp.'X_1'|) (* -2367051680775076155870779757320519/125000000000000000000000000000000000 |tptp.'X_2'|) (* 107557276515179565358403991127481/6250000000000000000000000000000000 |tptp.'X_6'|) (* -885266769939292390200720921624579/62500000000000000000000000000000000 |tptp.'X_5'|) @t3880))
% 7.12/7.32  (define @t3882 () (* -120861687905538667/1000000000000000000 @t1656))
% 7.12/7.32  (define @t3883 () (+ (* 1956128197560482280753370459902879/250000000000000000000000000000000000 |tptp.'X_7'|) (* -1485731495568009804146788585012393/50000000000000000000000000000000000 |tptp.'X_8'|) (* -1179962154469505716449558328805801/100000000000000000000000000000000000 |tptp.'X_3'|) (* 17329169016712373885059757802142583/1000000000000000000000000000000000000 |tptp.'X_0'|) (* -16888476582819961172335178261949527/500000000000000000000000000000000000 |tptp.'X_4'|) (* -31653975029217048834064502239943351/1000000000000000000000000000000000000 |tptp.'X_1'|) (* -2096121549294703198132858223296983/250000000000000000000000000000000000 |tptp.'X_2'|) (* 1829256786546661202815928420040591/62500000000000000000000000000000000 |tptp.'X_6'|) (* -4505908943054153992594214938914393/500000000000000000000000000000000000 |tptp.'X_5'|) @t3882))
% 7.12/7.32  (define @t3884 () (* -4501265651469327/1000000000000000000 @t1695))
% 7.12/7.32  (define @t3885 () (+ (* -650298138820230824443000423845981/500000000000000000000000000000000000 |tptp.'X_7'|) (* 107003976688138167091054846528647/1000000000000000000000000000000000000 |tptp.'X_8'|) (* 188439310238404701170771777050779/250000000000000000000000000000000000 |tptp.'X_3'|) (* -162528047438294090746632471404229/200000000000000000000000000000000000 |tptp.'X_0'|) (* -1491471977130189797753925487131507/1000000000000000000000000000000000000 |tptp.'X_4'|) (* -177387153136953692776687285935753/500000000000000000000000000000000000 |tptp.'X_1'|) (* 243374366590529084930378023401711/200000000000000000000000000000000000 |tptp.'X_2'|) (* 2096885430511508313683110954239/4000000000000000000000000000000000 |tptp.'X_6'|) (* -151619489994772045060111786382673/250000000000000000000000000000000000 |tptp.'X_5'|) @t3884))
% 7.12/7.32  (define @t3886 () (* 29715055654963729/200000000000000000 @t1714))
% 7.12/7.32  (define @t3887 () (+ (* -1020179581575874068535921661756009/25000000000000000000000000000000000 |tptp.'X_7'|) (* -1072067401368591730850621768762097/50000000000000000000000000000000000 |tptp.'X_8'|) (* 468129514503752520896540061318109/50000000000000000000000000000000000 |tptp.'X_3'|) (* -851873711530488119725612865019941/25000000000000000000000000000000000 |tptp.'X_0'|) (* -1951207917079854377840264527436097/40000000000000000000000000000000000 |tptp.'X_4'|) (* -1155190560998742468304654973925579/100000000000000000000000000000000000 |tptp.'X_1'|) (* 8890428908046361897696256857468697/200000000000000000000000000000000000 |tptp.'X_2'|) (* -108714519723434740747105450830809/25000000000000000000000000000000000 |tptp.'X_6'|) (* -583485629252428460038246720527701/25000000000000000000000000000000000 |tptp.'X_5'|) @t3886))
% 7.12/7.32  (define @t3888 () (* -53818386782144609/500000000000000000 @t1730))
% 7.12/7.32  (define @t3889 () (+ (* -111597762780068022995038131872307/100000000000000000000000000000000000 |tptp.'X_7'|) (* 5329632909721005506949280569991371/500000000000000000000000000000000000 |tptp.'X_8'|) (* -17051914601136182250760271379411969/500000000000000000000000000000000000 |tptp.'X_3'|) (* -7944377511744539683904079511960971/250000000000000000000000000000000000 |tptp.'X_0'|) (* -546069017724881277976850239700057/500000000000000000000000000000000000 |tptp.'X_4'|) (* 13469006637195399940415913145241641/500000000000000000000000000000000000 |tptp.'X_1'|) (* 293759128819926583642287269849327/50000000000000000000000000000000000 |tptp.'X_2'|) (* 5184419207243688736282655705442361/500000000000000000000000000000000000 |tptp.'X_6'|) (* 61689156179403708794355740691567/20000000000000000000000000000000000 |tptp.'X_5'|) @t3888))
% 7.12/7.32  (define @t3890 () (* -34663514171589399/200000000000000000 @t1748))
% 7.12/7.32  (define @t3891 () (+ (* -5120980892316858678230499859283583/200000000000000000000000000000000000 |tptp.'X_7'|) (* 10088802776786769280517361995704551/200000000000000000000000000000000000 |tptp.'X_8'|) (* -9326532494049633556540281452163609/200000000000000000000000000000000000 |tptp.'X_3'|) (* -418635674863550676606319883402847/100000000000000000000000000000000000 |tptp.'X_0'|) (* 10924120663767412599059925588082377/200000000000000000000000000000000000 |tptp.'X_4'|) (* -11038999336231076041727575612347597/200000000000000000000000000000000000 |tptp.'X_1'|) (* -431297380745800231129578693681567/25000000000000000000000000000000000 |tptp.'X_2'|) (* 2646470811366500424815787708708021/200000000000000000000000000000000000 |tptp.'X_6'|) (* 702463797717554670186928348752387/100000000000000000000000000000000000 |tptp.'X_5'|) @t3890))
% 7.12/7.32  (define @t3892 () (* 1411483070956763/20000000000000000 @t1787))
% 7.12/7.32  (define @t3893 () (+ (* -102138732031318483123648345422823/10000000000000000000000000000000000 |tptp.'X_7'|) (* -8160134063146516433204009918039/10000000000000000000000000000000000 |tptp.'X_8'|) (* -175363122705099874186031545317813/10000000000000000000000000000000000 |tptp.'X_3'|) (* -247928900225490974326637788652049/20000000000000000000000000000000000 |tptp.'X_0'|) (* -386665589643570827492128971949477/20000000000000000000000000000000000 |tptp.'X_4'|) (* -53242672920571565578365160019903/4000000000000000000000000000000000 |tptp.'X_1'|) (* -16539256208052423140410846090717/10000000000000000000000000000000000 |tptp.'X_2'|) (* 43410879107297383567451820752393/2000000000000000000000000000000000 |tptp.'X_6'|) (* 191552928484925657582155938856967/20000000000000000000000000000000000 |tptp.'X_5'|) @t3892))
% 7.12/7.32  (define @t3894 () (* -59991453404205669/1000000000000000000 @t1820))
% 7.12/7.32  (define @t3895 () (* -38572632450167247615284628697073691/1000000000000000000000000000000000000 |tptp.'X_7'|))
% 7.12/7.32  (define @t3896 () (* 39864563458339527932447035012360551/500000000000000000000000000000000000 |tptp.'X_1'|))
% 7.12/7.32  (define @t3897 () (* -32937676373747014539161861114512989/500000000000000000000000000000000000 |tptp.'X_2'|))
% 7.12/7.32  (define @t3898 () (* 4988008977575936671241691152675513/1000000000000000000000000000000000000 |tptp.'X_4'|))
% 7.12/7.32  (define @t3899 () (* 19760523600421823197601613246497991/500000000000000000000000000000000000 |tptp.'X_0'|))
% 7.12/7.32  (define @t3900 () (* 42200526825357474738809133509128041/250000000000000000000000000000000000 |tptp.'X_3'|))
% 7.12/7.32  (define @t3901 () (* 5942606155689346152560749845042319/200000000000000000000000000000000000 |tptp.'X_5'|))
% 7.12/7.32  (define @t3902 () (* -2332577228819400609540416818527213/40000000000000000000000000000000000 |tptp.'X_8'|))
% 7.12/7.32  (define @t3903 () (* -16669568736299077803964069760285053/250000000000000000000000000000000000 |tptp.'X_6'|))
% 7.12/7.32  (define @t3904 () (* 5562993448975339765711437806813373/250000000000000000000000000000000000 @t3417))
% 7.12/7.32  (define @t3905 () (+ |tptp.'Y_1'| @t3894 @t3843 @t3892 @t3857 @t3890 @t3888 @t3886 @t3884 @t3856 @t3882 @t3855 @t3854 @t3880 @t3853 @t3852 @t3878 @t3876 @t3874 @t3851 @t3872 @t3850 @t3849 @t3848 @t3870 @t3868 @t3866 @t3864 @t3862 @t3847 @t3860 @t3846 @t3858))
% 7.12/7.32  (define @t3906 () (* -1/1 @t3905))
% 7.12/7.32  (define @t3907 () (* 3096272345364545976881403348971/1562500000000000000000000000000000 @t2647))
% 7.12/7.32  (define @t3908 () (* -3746718371010261067023651430032261/100000000000000000000000000000000000 @t3236))
% 7.12/7.32  (define @t3909 () (* 4440333176707484123889952423131/800000000000000000000000000000000 @t2998))
% 7.12/7.32  (define @t3910 () (* 2293277102915979991591969174371029/250000000000000000000000000000000000 @t3402))
% 7.12/7.32  (define @t3911 () (* -10277906248282806086543671642471631/500000000000000000000000000000000000 @t3403))
% 7.12/7.32  (define @t3912 () (* -5056643244059946630381004912958783/500000000000000000000000000000000000 @t3404))
% 7.12/7.32  (define @t3913 () (* 5420926624123781445368347419633739/250000000000000000000000000000000000 @t3405))
% 7.12/7.32  (define @t3914 () (* 649265744961680644221318262756239/100000000000000000000000000000000000 @t3406))
% 7.12/7.32  (define @t3915 () (* 1282904352192397463835451102762563/31250000000000000000000000000000000 @t3407))
% 7.12/7.32  (define @t3916 () (* 2249843868065818017791913466863837/250000000000000000000000000000000000 @t3408))
% 7.12/7.32  (define @t3917 () (* 2079361131471692568817152418895941/62500000000000000000000000000000000 @t3409))
% 7.12/7.32  (define @t3918 () (* 429240115880370829253192655979979/15625000000000000000000000000000000 @t3410))
% 7.12/7.32  (define @t3919 () (* 1956128197560482280753370459902879/250000000000000000000000000000000000 @t3411))
% 7.12/7.32  (define @t3920 () (* -650298138820230824443000423845981/500000000000000000000000000000000000 @t3412))
% 7.12/7.32  (define @t3921 () (* -1020179581575874068535921661756009/25000000000000000000000000000000000 @t3413))
% 7.12/7.32  (define @t3922 () (* -111597762780068022995038131872307/100000000000000000000000000000000000 @t3414))
% 7.12/7.32  (define @t3923 () (* -5120980892316858678230499859283583/200000000000000000000000000000000000 @t3415))
% 7.12/7.32  (define @t3924 () (* -102138732031318483123648345422823/10000000000000000000000000000000000 @t3416))
% 7.12/7.32  (define @t3925 () (+ |tptp.'Y_1'| @t3903 @t3902 @t3901 @t3900 @t3899 @t3898 @t3897 @t3896 @t3895 @t3894 @t3924 @t3923 @t3922 @t3921 @t3920 @t3919 @t3918 @t3917 @t3916 @t3915 @t3914 @t3913 @t3912 @t3911 @t3910 @t3909 @t3908 @t3907 @t3857 @t3856 @t3855 @t3854 @t3853 @t3852 @t3851 @t3850 @t3849 @t3848 @t3847 @t3846 @t3906 @t3904))
% 7.12/7.32  (define @t3926 () (= @t3905 2318902408805029/1000000000000000000))
% 7.12/7.32  (define @t3927 () (= (* -2318902408805029/1000000000000000000 (- @t3905 2318902408805029/1000000000000000000)) (* -2318902408805029/1000000000000000000 (- |tptp.'Y_1'| @t3792))))
% 7.12/7.32  (define @t3928 () (= @t3926 @t3793))
% 7.12/7.32  (define @t3929 () (not @t3796))
% 7.12/7.32  (define @t3930 () (and @t1248 @t1932 @t1181 @t1184 @t1249 @t1929 @t1195 @t1199 @t1203 @t3793 @t2845 @t3270 @t2611 @t3304 @t1234 @t3080 @t3218 @t2936 @t3185 @t3178 @t3137 @t2794 @t2544 @t2502 @t2457 @t2409 @t2717 @t2356 @t2305 @t2253 @t2890 @t2201 @t2149 @t3035 @t2115 @t2971 @t2063 @t2014 @t1979 @t2804 @t1908 @t1841))
% 7.12/7.32  (define @t3931 () (not @t3793))
% 7.12/7.32  (define @t3932 () (>= |tptp.'Y_1'| 10117380847312523/10000000000000000))
% 7.12/7.32  (define @t3933 () (* -5562993448975339765711437806813373/250000000000000000000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t3934 () (* -973905149572199/50000000000000000 0/1))
% 7.12/7.32  (define @t3935 () (* 47701233745661459/1000000000000000000 0/1))
% 7.12/7.32  (define @t3936 () (* -167978421384639531/1000000000000000000 0/1))
% 7.12/7.32  (define @t3937 () (* 137274148471937169/1000000000000000000 0/1))
% 7.12/7.32  (define @t3938 () (* 25808407376374791/250000000000000000 0/1))
% 7.12/7.32  (define @t3939 () (* -2814848531574779/125000000000000000 0/1))
% 7.12/7.32  (define @t3940 () (* 64636879471871189/1000000000000000000 0/1))
% 7.12/7.32  (define @t3941 () (* 4196527556351387/500000000000000000 0/1))
% 7.12/7.32  (define @t3942 () (* 27061152757942769/1000000000000000000 0/1))
% 7.12/7.32  (define @t3943 () (* -58025456623786803/500000000000000000 0/1))
% 7.12/7.32  (define @t3944 () (* -141158103785410327/1000000000000000000 0/1))
% 7.12/7.32  (define @t3945 () (* -21100256864215361/200000000000000000 0/1))
% 7.12/7.32  (define @t3946 () (* -3096272345364545976881403348971/1562500000000000000000000000000000 10289172780368663/658010872166645))
% 7.12/7.32  (define @t3947 () (* 3746718371010261067023651430032261/100000000000000000000000000000000000 12600974913839602/119693318874395799))
% 7.12/7.32  (define @t3948 () (* -4440333176707484123889952423131/800000000000000000000000000000000 57596787297800822/85141609050742445))
% 7.12/7.32  (define @t3949 () (* -2293277102915979991591969174371029/250000000000000000000000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t3950 () (* 10277906248282806086543671642471631/500000000000000000000000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t3951 () (* 5056643244059946630381004912958783/500000000000000000000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t3952 () (* -5420926624123781445368347419633739/250000000000000000000000000000000000 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t3953 () (* -649265744961680644221318262756239/100000000000000000000000000000000000 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t3954 () (* -1282904352192397463835451102762563/31250000000000000000000000000000000 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t3955 () (* -2249843868065818017791913466863837/250000000000000000000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t3956 () (* -2079361131471692568817152418895941/62500000000000000000000000000000000 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t3957 () (* -429240115880370829253192655979979/15625000000000000000000000000000000 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t3958 () (* -1956128197560482280753370459902879/250000000000000000000000000000000000 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t3959 () (* 650298138820230824443000423845981/500000000000000000000000000000000000 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t3960 () (* 1020179581575874068535921661756009/25000000000000000000000000000000000 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t3961 () (* 111597762780068022995038131872307/100000000000000000000000000000000000 15339382018912906/691199727160241))
% 7.12/7.32  (define @t3962 () (* 5120980892316858678230499859283583/200000000000000000000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t3963 () (* 102138732031318483123648345422823/10000000000000000000000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t3964 () (* 59991453404205669/1000000000000000000 0/1))
% 7.12/7.32  (define @t3965 () (* 38572632450167247615284628697073691/1000000000000000000000000000000000000 247021624936389/500000000000000))
% 7.12/7.32  (define @t3966 () (* -39864563458339527932447035012360551/500000000000000000000000000000000000 28208246471129/500000000000000))
% 7.12/7.32  (define @t3967 () (* 32937676373747014539161861114512989/500000000000000000000000000000000000 5079381401531/1000000000000000))
% 7.12/7.32  (define @t3968 () (* -4988008977575936671241691152675513/1000000000000000000000000000000000000 345103843238191/1000000000000000))
% 7.12/7.32  (define @t3969 () (* -19760523600421823197601613246497991/500000000000000000000000000000000000 77948406711271/500000000000000))
% 7.12/7.32  (define @t3970 () (* -42200526825357474738809133509128041/250000000000000000000000000000000000 124446062009259/250000000000000))
% 7.12/7.32  (define @t3971 () (* -5942606155689346152560749845042319/200000000000000000000000000000000000 42908722363159/1000000000000000))
% 7.12/7.32  (define @t3972 () (* 2332577228819400609540416818527213/40000000000000000000000000000000000 20431380448199/500000000000000))
% 7.12/7.32  (define @t3973 () (* 16669568736299077803964069760285053/250000000000000000000000000000000000 1/1))
% 7.12/7.32  (define @t3974 () (* -1/1 10117380847312523/10000000000000000))
% 7.12/7.32  (define @t3975 () (+ @t3974 @t3973 @t3972 @t3971 @t3970 @t3969 @t3968 @t3967 @t3966 @t3965 @t3964 @t3963 @t3962 @t3961 @t3960 @t3959 @t3958 @t3957 @t3956 @t3955 @t3954 @t3953 @t3952 @t3951 @t3950 @t3949 @t3948 @t3947 @t3946 @t3945 @t3944 @t3943 @t3942 @t3941 @t3940 @t3939 @t3938 @t3937 @t3936 @t3935 @t3934 2318902408805029/1000000000000000000 @t3933))
% 7.12/7.32  (define @t3976 () (* 16669568736299077803964069760285053/250000000000000000000000000000000000 |tptp.'X_6'|))
% 7.12/7.32  (define @t3977 () (* 2332577228819400609540416818527213/40000000000000000000000000000000000 |tptp.'X_8'|))
% 7.12/7.32  (define @t3978 () (* -5942606155689346152560749845042319/200000000000000000000000000000000000 |tptp.'X_5'|))
% 7.12/7.32  (define @t3979 () (* -42200526825357474738809133509128041/250000000000000000000000000000000000 |tptp.'X_3'|))
% 7.12/7.32  (define @t3980 () (* -19760523600421823197601613246497991/500000000000000000000000000000000000 |tptp.'X_0'|))
% 7.12/7.32  (define @t3981 () (* -4988008977575936671241691152675513/1000000000000000000000000000000000000 |tptp.'X_4'|))
% 7.12/7.32  (define @t3982 () (* 32937676373747014539161861114512989/500000000000000000000000000000000000 |tptp.'X_2'|))
% 7.12/7.32  (define @t3983 () (* -39864563458339527932447035012360551/500000000000000000000000000000000000 |tptp.'X_1'|))
% 7.12/7.32  (define @t3984 () (* 38572632450167247615284628697073691/1000000000000000000000000000000000000 |tptp.'X_7'|))
% 7.12/7.32  (define @t3985 () (+ @t3984 @t3983 @t3982 @t3981 @t3980 @t3979 @t3978 @t3977 @t3976 @t3745 @t3749 @t3752 @t3753 @t3754 @t3756 @t3758 @t3763 @t3766 @t3767 @t3768 @t3772 @t3777 @t3780 @t3781 @t3783 @t3784 @t3787 @t3789 (* 34639255729660566522284007908173/1562500000000000000000000000000000 |tptp.'X_5'|) (* 537872987168430433889953333526263/125000000000000000000000000000000000 |tptp.'X_6'|) (* -1724689361808307693455115455163213/125000000000000000000000000000000000 |tptp.'X_2'|) (* 1336818643889076560792266367271319/62500000000000000000000000000000000 |tptp.'X_1'|) (* -5574141075298838291328964946435913/250000000000000000000000000000000000 |tptp.'X_4'|) (* -80072801236637189276938444479707/10000000000000000000000000000000000 |tptp.'X_0'|) (* -590268243000944326500721484384773/250000000000000000000000000000000000 |tptp.'X_3'|) (* 110089155913194269393531614670989/3906250000000000000000000000000000 |tptp.'X_8'|) (* 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% 7.12/7.32  (define @t3986 () (+ @t3794 @t3976 @t3977 @t3978 @t3979 @t3980 @t3981 @t3982 @t3983 @t3984 @t3790 (* 102138732031318483123648345422823/10000000000000000000000000000000000 @t3416) (* 5120980892316858678230499859283583/200000000000000000000000000000000000 @t3415) (* 111597762780068022995038131872307/100000000000000000000000000000000000 @t3414) (* 1020179581575874068535921661756009/25000000000000000000000000000000000 @t3413) (* 650298138820230824443000423845981/500000000000000000000000000000000000 @t3412) (* -1956128197560482280753370459902879/250000000000000000000000000000000000 @t3411) (* -429240115880370829253192655979979/15625000000000000000000000000000000 @t3410) (* -2079361131471692568817152418895941/62500000000000000000000000000000000 @t3409) (* -2249843868065818017791913466863837/250000000000000000000000000000000000 @t3408) (* -1282904352192397463835451102762563/31250000000000000000000000000000000 @t3407) (* -649265744961680644221318262756239/100000000000000000000000000000000000 @t3406) (* -5420926624123781445368347419633739/250000000000000000000000000000000000 @t3405) (* 5056643244059946630381004912958783/500000000000000000000000000000000000 @t3404) (* 10277906248282806086543671642471631/500000000000000000000000000000000000 @t3403) (* -2293277102915979991591969174371029/250000000000000000000000000000000000 @t3402) (* -4440333176707484123889952423131/800000000000000000000000000000000 @t2998) (* 3746718371010261067023651430032261/100000000000000000000000000000000000 @t3236) (* -3096272345364545976881403348971/1562500000000000000000000000000000 @t2647) @t3785 @t3778 @t3775 @t3774 @t3771 @t3770 @t3764 @t3762 @t3761 @t3759 @t3751 @t3747 @t3905 (* -5562993448975339765711437806813373/250000000000000000000000000000000000 @t3417)))
% 7.12/7.32  (define @t3987 () (not @t3932))
% 7.12/7.32  (define @t3988 () (and @t1175 @t1178 @t1857 @t1930 @t1187 @t1191 @t1927 @t1855 @t1251 @t3793 @t2845 @t3270 @t2611 @t3304 @t1234 @t3080 @t3218 @t2936 @t3185 @t3178 @t3137 @t2794 @t2544 @t2502 @t2457 @t2409 @t2717 @t2356 @t2305 @t2253 @t2890 @t2201 @t2149 @t3035 @t2115 @t2971 @t2063 @t2014 @t1979 @t2804 @t1908 @t1841))
% 7.12/7.32  (define @t3989 () (* -1/1 @t64))
% 7.12/7.32  (define @t3990 () (* -1/1 @t68))
% 7.12/7.32  (define @t3991 () (* -1/1 @t72))
% 7.12/7.32  (define @t3992 () (* -1/1 @t76))
% 7.12/7.32  (define @t3993 () (* -1/1 @t80))
% 7.12/7.32  (define @t3994 () (>= @t3694 4964568918179299/5000000000000000))
% 7.12/7.32  (define @t3995 () (* -1/1 @t84))
% 7.12/7.32  (define @t3996 () (not @t3994))
% 7.12/7.32  (define @t3997 () (* -518285201611997723727002737570406191981680372419632770727657810869442716835820994338273/1888994320879440091212722856607543931827407806115851692436864982568390800000000000000000 345103843238191/1000000000000000))
% 7.12/7.32  (define @t3998 () (* -217040254825010596729569055147210375139977765770498936443857749945984845558266953776319/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 12600974913839602/119693318874395799))
% 7.12/7.32  (define @t3999 () (* -35284694729630695020739479631344204210166544384185604961274726692821563326861422391617/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 998829251495207/1000000000000000))
% 7.12/7.32  (define @t4000 () (* 37416520616176079324213771646198744545594600347519765404920500874778798259413639294301/154835600072085253378092037426847863264541623452118991183349588735114000000000000000000 247021624936389/500000000000000))
% 7.12/7.32  (define @t4001 () (* -854282504036909813556883863916005168194556348035068942188848307326311/3148323868132400152021204761012573219712346343526419487394774970947318 0/1))
% 7.12/7.32  (define @t4002 () (* -4775507640606407906738407492760170542077234819863770850046776764906781/9444971604397200456063614283037719659137039030579258462184324912841954 0/1))
% 7.12/7.32  (define @t4003 () (* -2091776420247480039941880904522550341185609705461666254756004722989023/4722485802198600228031807141518859829568519515289629231092162456420977 0/1))
% 7.12/7.32  (define @t4004 () (* 225859866091713767453391623043704130667712473719810511072900796067605/4722485802198600228031807141518859829568519515289629231092162456420977 0/1))
% 7.12/7.32  (define @t4005 () (* -12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 5884918656990297/50000000000000000))
% 7.12/7.32  (define @t4006 () (* 12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 -4964568918179299/5000000000000000))
% 7.12/7.32  (define @t4007 () (* -911063131448549276125185619570631571178958455751281393850197110871657/3148323868132400152021204761012573219712346343526419487394774970947318 0/1))
% 7.12/7.32  (define @t4008 () (* -2811910249461800746616376752907380171775629840072103298201650489182167/4722485802198600228031807141518859829568519515289629231092162456420977 0/1))
% 7.12/7.32  (define @t4009 () (* 306700531106419215879450400215909051537323858283780969996639824722441308148962557531/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 57596787297800822/85141609050742445))
% 7.12/7.32  (define @t4010 () (* 1046489987480549532140882871234841286354973670613145466057530379524047/4722485802198600228031807141518859829568519515289629231092162456420977 0/1))
% 7.12/7.32  (define @t4011 () (* -280145265917808768130301811315918504879818964632210155377012307371989/4722485802198600228031807141518859829568519515289629231092162456420977 0/1))
% 7.12/7.32  (define @t4012 () (* 664296847848341182197964766969585314349593514178261114103393920367519/9444971604397200456063614283037719659137039030579258462184324912841954 0/1))
% 7.12/7.32  (define @t4013 () (* -16711192265760512591926025997443739004933730806891123968730782930912807530247912888403/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 -79719747766130833/144725408519543242))
% 7.12/7.32  (define @t4014 () (* -355562412893016711245737631849984148653070883080484516708314835935626/1574161934066200076010602380506286609856173171763209743697387485473659 0/1))
% 7.12/7.32  (define @t4015 () (* -43579736610038426094765639473703254241174866213563460262904277800062638409462115151/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 10289172780368663/658010872166645))
% 7.12/7.32  (define @t4016 () (* 6952792680514237924919634951532797678393813519890400799917091056920628824132070950173/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 -203088066262591405/147853392187311028))
% 7.12/7.32  (define @t4017 () (* 151587153959761855352683440136121698563934337383028352985741120268768747808875713264271/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 -141036994079377198/269376706562944379))
% 7.12/7.32  (define @t4018 () (* -556250638125451411346082351171581939315282823542756247356663744129392700455633900966237/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 -197320938824874503/245581722149856574))
% 7.12/7.32  (define @t4019 () (* -1509808496484270726605262555806906458834066344812141669247538351236677323061608570183/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 -19422843769854953/132190663274553838))
% 7.12/7.32  (define @t4020 () (* -83341076923841214231066199177717857132219638927661824482206659216160778328088502519/6451483336336885557420501559451994302689234310504957965972899530629750000000000000000 98795597942528790/51467992545904201))
% 7.12/7.32  (define @t4021 () (* 40453119691277924034055379886808362252131912805722210565599953450129687926535179899183/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 -227482560218186969/158305623398400153))
% 7.12/7.32  (define @t4022 () (* 1608459348547626288960683496331903145656959726901634864367075573079959523069830427393/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 320006108957572477/220132361394591358))
% 7.12/7.32  (define @t4023 () (* -60585397604361122715516604868376626708119879107297297235983111276049224533622061321631/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 72700159991135757/79314432884171518))
% 7.12/7.32  (define @t4024 () (* -487300116569760251161537415147319786881409628710586984204887304636339149308795979141/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 10062004514671904/5394949746438879))
% 7.12/7.32  (define @t4025 () (* 5633989908698209756363930259162920727795425984319099825177964304745805694376583360691/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 39752094871234563/96313376306796002))
% 7.12/7.32  (define @t4026 () (* -1339092184196476264658735988977141458382947451228642930193771064867765825085231196021/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 76488406458863623/274656616745850568))
% 7.12/7.32  (define @t4027 () (* 594267797765641575225038567307480337307845869171679411396285764853258523485813529829/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 15339382018912906/691199727160241))
% 7.12/7.32  (define @t4028 () (* -482552926021048602369981748315145312743837743229328297317876903213667776299330467384431/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 86193136281066340/147734037206016217))
% 7.12/7.32  (define @t4029 () (* -126435558997984424740252720539447612825390233842933415726776632445541369384733760719439/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 -163495981361108544/194995070875606913))
% 7.12/7.32  (define @t4030 () (* 893376914372000676632278088610550575452277281813021374032670657161605/9444971604397200456063614283037719659137039030579258462184324912841954 0/1))
% 7.12/7.32  (define @t4031 () (* -465577777449711226930330316317408179695261010732543571337857713087870/1574161934066200076010602380506286609856173171763209743697387485473659 0/1))
% 7.12/7.32  (define @t4032 () (* 8111467386747122754511405589237638458691031177820940826920320941540011111432122810173/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 1874788278166085/25076445958720379))
% 7.12/7.32  (define @t4033 () (* 3299449984198852737880345191782322859466782773935914974972334557529817/9444971604397200456063614283037719659137039030579258462184324912841954 0/1))
% 7.12/7.32  (define @t4034 () (* 7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 14853792042431133/10000000000000000))
% 7.12/7.32  (define @t4035 () (* -7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 118035789508800421/1000000000000000000))
% 7.12/7.32  (define @t4036 () (* -28029667484136741708864609817683951213847213159782101100199108682259865887162135972821/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 28208246471129/500000000000000))
% 7.12/7.32  (define @t4037 () (* 595720332665348555487331628941960915348832609230575428069819319592655213103935392167643/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 78948406711271/500000000000000))
% 7.12/7.32  (define @t4038 () (* 1578426353990450534695891812617853975056973993072476144243421323877004278738871597200107/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 5079381401531/1000000000000000))
% 7.12/7.32  (define @t4039 () (* 233763048667880130017008812385453204917488415733115424319861423504622363427358320207833/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 124946062009259/250000000000000))
% 7.12/7.32  (define @t4040 () (+ @t1240 @t4039 @t4038 @t4037 @t4036 @t4035 @t4034 @t4033 @t4032 @t4031 @t4030 @t4029 @t4028 @t4027 @t4026 @t4025 @t4024 @t4023 @t4022 @t4021 @t4020 @t4019 @t4018 @t4017 @t4016 @t4015 @t4014 @t4013 @t4012 @t4011 @t4010 @t4009 @t4008 @t4007 @t4006 @t4005 @t4004 @t4003 @t4002 @t4001 @t4000 @t3999 @t3998 @t3997))
% 7.12/7.32  (define @t4041 () (* -518285201611997723727002737570406191981680372419632770727657810869442716835820994338273/1888994320879440091212722856607543931827407806115851692436864982568390800000000000000000 |tptp.'X_4'|))
% 7.12/7.32  (define @t4042 () (+ (* -217040254825010596729569055147210375139977765770498936443857749945984845558266953776319/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_7'|) (* -351591335978008812110751046763844789886693268614871495820186468391131654371340456505597/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_8'|) (* -3639080781190106068894900875151350534314319612199776742116289539444499257611914694291/49192560439568752375331324390821456558005411617600304490543358921051843750000000000000 |tptp.'X_3'|) (* -275560983305197015733170027053919077731162253260664600138853828436964805871831351658169/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_0'|) (* -41630294071702806162093420386008949776429731631456935119499606338519405892936005851401/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_4'|) (* 200563312652162833561282878545226839333183680947390976102849702940338316062270639350983/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_1'|) (* 109948433222464023877902309762095359400450088455535942199785322461041270419126560675581/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_2'|) (* 91498264512418085164570359883687889382402388660614611981106770058106251497592606925387/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_6'|) (* 36258804579676750770442358799135322378995577969761687023365231193205969197692680536369/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_5'|) (* 1813303005264387997100333589020019508543327210648208565583219218003481/1574161934066200076010602380506286609856173171763209743697387485473659 @t1299)))
% 7.12/7.32  (define @t4043 () (* -35284694729630695020739479631344204210166544384185604961274726692821563326861422391617/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_6'|))
% 7.12/7.32  (define @t4044 () (* 37416520616176079324213771646198744545594600347519765404920500874778798259413639294301/154835600072085253378092037426847863264541623452118991183349588735114000000000000000000 |tptp.'X_7'|))
% 7.12/7.32  (define @t4045 () (* -854282504036909813556883863916005168194556348035068942188848307326311/3148323868132400152021204761012573219712346343526419487394774970947318 @t1233))
% 7.12/7.32  (define @t4046 () (* -4775507640606407906738407492760170542077234819863770850046776764906781/9444971604397200456063614283037719659137039030579258462184324912841954 @t1281))
% 7.12/7.32  (define @t4047 () (* -2091776420247480039941880904522550341185609705461666254756004722989023/4722485802198600228031807141518859829568519515289629231092162456420977 @t1676))
% 7.12/7.32  (define @t4048 () (* 225859866091713767453391623043704130667712473719810511072900796067605/4722485802198600228031807141518859829568519515289629231092162456420977 @t1317))
% 7.12/7.32  (define @t4049 () (+ (* -12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 |tptp.'Y_0'|) (* 131405076149552835209367853671392384404188098617123292492357800114964/4722485802198600228031807141518859829568519515289629231092162456420977 @t1820) (* -137233093789942943223622994364842324336466874623298341853663205497388/4722485802198600228031807141518859829568519515289629231092162456420977 @t1802) (* -359650015061410616640910446793825629736453026734133702168333222332652/1574161934066200076010602380506286609856173171763209743697387485473659 @t1787) (* -436827516107325536458771379218612475476829554781109173386172521556992/4722485802198600228031807141518859829568519515289629231092162456420977 @t1766) (* 1160280252790686313346883815808808606525535283731290175971697917576574/4722485802198600228031807141518859829568519515289629231092162456420977 @t1748) (* -434419349364718543801536953782591587960482178018593477323639982410670/1574161934066200076010602380506286609856173171763209743697387485473659 @t1730) (* -496425030993171854600752066568782013170077487989120037721413901031370/4722485802198600228031807141518859829568519515289629231092162456420977 @t1714) (* -2037567201653617701009507687334016484432621472485710579375236940670500/4722485802198600228031807141518859829568519515289629231092162456420977 @t1695) (* 642664783682430161426972520725136478733432922046879662350933323888806/1574161934066200076010602380506286609856173171763209743697387485473659 @t1676) (* -1449460898647079307201046354089389462893014725825553671956722332527390/4722485802198600228031807141518859829568519515289629231092162456420977 @t1656) (* 254855006258919606525858691065001209810204208980622471111132666260286/1574161934066200076010602380506286609856173171763209743697387485473659 @t1638) (* 501366107483957684282281162275511272320114436293715435774532825124878/1574161934066200076010602380506286609856173171763209743697387485473659 @t1233) (* 132932508142493597845663392375814785991204809258982997349735676805434/1574161934066200076010602380506286609856173171763209743697387485473659 @t1608) (* 687468330513746943167972662108717125113832458417961854444338617175544/1574161934066200076010602380506286609856173171763209743697387485473659 @t1588) (* -2007769049311690345255747380339201652366832560079339982161715616752922/4722485802198600228031807141518859829568519515289629231092162456420977 @t1569) (* -812275488312457293936284299927039697537790016172692629271410491525590/4722485802198600228031807141518859829568519515289629231092162456420977 @t1551) (* 1636053602448671442457929699842183104413505103128136872483590479569274/4722485802198600228031807141518859829568519515289629231092162456420977 @t1533) (* 1766486167728954696045826467539086340089808402046031492165568139909650/4722485802198600228031807141518859829568519515289629231092162456420977 @t1517) (* 2005995254545411584615153519589375215579681650513318318771869025917258/4722485802198600228031807141518859829568519515289629231092162456420977 @t1498) (* 487650493349106458971126026658583922835506385234066642674893645676046/4722485802198600228031807141518859829568519515289629231092162456420977 @t1479) (* -155903819239708934798799868463681643812439130983739759976087174527792/1574161934066200076010602380506286609856173171763209743697387485473659 @t1458) (* 257403002912907547998285430041608133572534807107072505844361978791170/1574161934066200076010602380506286609856173171763209743697387485473659 @t1440) (* 322182409575386191879956808442728502665345798451375369325227761016000/1574161934066200076010602380506286609856173171763209743697387485473659 @t1421) (* -170291701256663467988827800678172971543535229508612965310240285321536/4722485802198600228031807141518859829568519515289629231092162456420977 @t1404) (* -1242311577872614238444881216955734938513776959358920765051085471450938/4722485802198600228031807141518859829568519515289629231092162456420977 @t1388) (* 357520457741785082338185725038634740807956042657232332077196739305098/4722485802198600228031807141518859829568519515289629231092162456420977 @t1371) (* 153371564421528423078116582311394272331783408383021254143830697433502/4722485802198600228031807141518859829568519515289629231092162456420977 @t1353) (* 528031679788771395606171251691077138222634209221965084533989785998086/4722485802198600228031807141518859829568519515289629231092162456420977 @t1334) (* -291389268957253305788067327357000898955640527772333358893988276182760/4722485802198600228031807141518859829568519515289629231092162456420977 @t1317) (* -1739314382996673800780297967486401875985757392327985452701189636002826/4722485802198600228031807141518859829568519515289629231092162456420977 @t1299) (* 2046232740788613520273762682368133443854335814388837961878458191701438/4722485802198600228031807141518859829568519515289629231092162456420977 @t1281) (* 131291617655831756476020162097642237521341557508444237667022832947184/4722485802198600228031807141518859829568519515289629231092162456420977 @t1263)))
% 7.12/7.32  (define @t4050 () (* 12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 |tptp.'Y_0'|))
% 7.12/7.32  (define @t4051 () (* -911063131448549276125185619570631571178958455751281393850197110871657/3148323868132400152021204761012573219712346343526419487394774970947318 @t1498))
% 7.12/7.32  (define @t4052 () (* -2811910249461800746616376752907380171775629840072103298201650489182167/4722485802198600228031807141518859829568519515289629231092162456420977 @t1588))
% 7.12/7.32  (define @t4053 () (+ (* 306700531106419215879450400215909051537323858283780969996639824722441308148962557531/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 |tptp.'X_7'|) (* 1399670497012745742356562633027482452804979852005853053526389574944030440764119342821/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_8'|) (* -2517210304609466703844373188047857330997486454133222316983923262842758307231810391749/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_3'|) (* -1205092952176724913291187615111998330638189509936146298633684984997689417490037652781/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_0'|) (* 213477741155097200571100267393468340253076010782942132594372994752001267841535483919/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_4'|) (* -2545067016588977684820688701483050869821516247636075400555207423852261299686150181509/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_1'|) (* -30945013522402069297566329995965474772233358604075070690302296794549475330603568687/24596280219784376187665662195410728279002705808800152245271679460525921875000000000000 |tptp.'X_2'|) (* 128878370397949151142530915211857203331818193198774216629343871429689267920981296941/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_6'|) (* 495125408332718244695982343736412218449388136298694819346080967225826490876183688779/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_5'|) (* -18011201252000813027666291884005914938822717961097196543369441002179/3148323868132400152021204761012573219712346343526419487394774970947318 @t1334)))
% 7.12/7.32  (define @t4054 () (* 1046489987480549532140882871234841286354973670613145466057530379524047/4722485802198600228031807141518859829568519515289629231092162456420977 @t1569))
% 7.12/7.32  (define @t4055 () (* -280145265917808768130301811315918504879818964632210155377012307371989/4722485802198600228031807141518859829568519515289629231092162456420977 @t1820))
% 7.12/7.32  (define @t4056 () (* 664296847848341182197964766969585314349593514178261114103393920367519/9444971604397200456063614283037719659137039030579258462184324912841954 @t1766))
% 7.12/7.32  (define @t4057 () (+ (* -16711192265760512591926025997443739004933730806891123968730782930912807530247912888403/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_7'|) (* -1335101450072922576076374152435765773215895246230541616345142680080107648387777646979/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_8'|) (* -9563877161866791075413872645473031388737122577373458307725353376707603492984354062931/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_3'|) (* -13521437746183370205844352399226204055777377235028901138821482001831873558745105771863/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_0'|) (* -63263395604970457059870256289685954696175539994120635443863142602443406873253302441897/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_4'|) (* -8711176712531064008093296370736105632820259036758502837839559264865690896593313462283/472248580219860022803180714151885982956851951528962923109216245642097700000000000000000 |tptp.'X_1'|) (* -2706032128347631879375101134905658326097128687340145286718409070012864315354045513537/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_2'|) (* 7102570521095669432388881799050692030955888530716903737205607243325193261231946350173/236124290109930011401590357075942991478425975764481461554608122821048850000000000000000 |tptp.'X_6'|) (* 31340489090852720332785200792702280533124810481587600829475264640911514922449657004787/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_5'|) (* 461873072232617350973160893211833892863117371650317505971019852589486/4722485802198600228031807141518859829568519515289629231092162456420977 @t1787)))
% 7.12/7.32  (define @t4058 () (* -355562412893016711245737631849984148653070883080484516708314835935626/1574161934066200076010602380506286609856173171763209743697387485473659 @t1638))
% 7.12/7.32  (define @t4059 () (+ (* -43579736610038426094765639473703254241174866213563460262904277800062638409462115151/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 |tptp.'X_7'|) (* 1549494321938788837067211667991865290269772580623059440128000924207384202976749361609/73788840659353128562996986586232184837008117426400456735815038381577765625000000000000 |tptp.'X_8'|) (* -8307968967188083311377450417078341678388711141581961871151073220878250552818777222113/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_3'|) (* -1127017005705213040799678741587722014984204293279925012078233569898153456539102480767/188899432087944009121272285660754393182740780611585169243686498256839080000000000000000 |tptp.'X_0'|) (* -26151833860523349707955710304039725402249988332622817658498520970788772312109315118151/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_4'|) (* 18815594333390450534956464715448730160390558160857352964666921802842269958890934643339/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_1'|) (* -24274837526571656056214032847696158127497183121302331731154167074951763370606732815753/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_2'|) (* 7570510761286077091982936070063071341433626520768352800436381425776600542147898397803/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_6'|) (* 487544205640166200027807221035314995403099385500600252638194461914679550876544517513/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 |tptp.'X_5'|) (* -331147542186822785970784255066859942430035496376363878712451168181119/4722485802198600228031807141518859829568519515289629231092162456420977 @t1263)))
% 7.12/7.32  (define @t4060 () (+ (* 6952792680514237924919634951532797678393813519890400799917091056920628824132070950173/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_7'|) (* 4537087527040852013337415584864891767977509803907692145120460389663824383681780502021/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_8'|) (* 2143200107063640191556240878093037509995241051952152284118027624539818623752519266133/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_3'|) (* -47639777409773418170728159422927179879647292034242964127151064419755316418034669662317/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_0'|) (* -7750475218712689377853188377987468389822519421939846608268959842593775985789014236473/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_4'|) (* -194358444037147775474781360211584861978264086211813491348284763130497569334465475787/154835600072085253378092037426847863264541623452118991183349588735114000000000000000000 |tptp.'X_1'|) (* 20379131250868953058229097279605379341753300279001418206893376996798768491741601618149/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_2'|) (* 24004720219998272735656821320213427619108141527460991749492818574307913027072805397207/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_6'|) (* -7695400393173132492539084201259720004559461062525594337569607231811449963822766099919/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_5'|) (* -188099645944029567150318276910481997858285233559148901937157347061489/9444971604397200456063614283037719659137039030579258462184324912841954 @t1353)))
% 7.12/7.32  (define @t4061 () (+ (* 151587153959761855352683440136121698563934337383028352985741120268768747808875713264271/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_7'|) (* -8758199604374391773474436663883137504801412379734915038734992351603642994433921247243/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_8'|) (* 150184113862601199845199355355115124896103046011646337570764701730025242080437133209169/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_3'|) (* -16790395942768053904249669993723917229334768178899001710083846099518817769361261142903/590310725274825028503975892689857478696064939411203653886520307052622125000000000000000 |tptp.'X_0'|) (* 28973991920225867529180425965315125718580475227021825968136697189939515463002495405959/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_4'|) (* -544282154408537501431822063638553517914699276095675361824720596768282329074879345991/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 |tptp.'X_1'|) (* -48323396741610860411408827818481196930439049412941070229176925020128392870607635346889/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_2'|) (* 15966952499266434750181163560785223488496421531019157482461458159623169113827644088469/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_6'|) (* 27744425545637404982579440846714429401639011085342496706663958991842987195221605036549/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_5'|) (* -1125465938713902703786187303154962615719317260831491540581527534088698/4722485802198600228031807141518859829568519515289629231092162456420977 @t1371)))
% 7.12/7.32  (define @t4062 () (+ (* -556250638125451411346082351171581939315282823542756247356663744129392700455633900966237/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_7'|) (* 4032275564079089319838294421266800087012708805776138212125316318243989550775944516383/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_8'|) (* -93160868175002382779759983737343952318039273819904206012004878090384314557212322957433/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_3'|) (* -824082554536523799606428517366576262399300885365280852922179828567876550253124170600031/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_0'|) (* 142401127954744428162224093819580301535234613083256112515844550312736728841611897050583/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_4'|) (* -312874819478227493383263854870638345511980135830189130746615392127348662005282309873163/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_1'|) (* -118619531794413157352909737589938195390090257166010566302836201596675091029852313218889/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_2'|) (* -17734415746079244883340357448650944521095414743723668491636781838729236010900066999441/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_6'|) (* -181629185061670389657392240789341058772948298045339956787624349621435602944840028181859/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_5'|) (* 4530065456467654923399290252180550340009393466575536358501200253662851/9444971604397200456063614283037719659137039030579258462184324912841954 @t1388)))
% 7.12/7.32  (define @t4063 () (+ (* -1509808496484270726605262555806906458834066344812141669247538351236677323061608570183/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 |tptp.'X_7'|) (* -1783121250594113981435169795687752908672015026397467018477671957028891356709421129157/590310725274825028503975892689857478696064939411203653886520307052622125000000000000000 |tptp.'X_8'|) (* -270086341807776564312362990109559970098056338956372365085670573494786462184647760479/118062145054965005700795178537971495739212987882240730777304061410524425000000000000000 |tptp.'X_3'|) (* 1124824901165296989953858590437651224078978455238814182639903986538471628772462348673/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 |tptp.'X_0'|) (* 13537364231752278155792593747052322836565393338046765682349369055586992094877936997/7870809670331000380053011902531433049280865858816048718486937427368295000000000000000 |tptp.'X_4'|) (* -231659801717344636613173489046505036065749954801696939564256556277098754709558193789/24596280219784376187665662195410728279002705808800152245271679460525921875000000000000 |tptp.'X_1'|) (* -1313762221344071045147257451254629068021338866289356636075266591253541839056171156383/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 |tptp.'X_2'|) (* -4033279319595557024548590644810696831065094008352683150464700707717254440250138510969/590310725274825028503975892689857478696064939411203653886520307052622125000000000000000 |tptp.'X_6'|) (* 1983303831566946334404600551051574118726754891719911984462255697603136713065732526099/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 |tptp.'X_5'|) (* 182743132875999745355952203056967418701117521981484245667901287666056/4722485802198600228031807141518859829568519515289629231092162456420977 @t1404)))
% 7.12/7.32  (define @t4064 () (+ (* -83341076923841214231066199177717857132219638927661824482206659216160778328088502519/6451483336336885557420501559451994302689234310504957965972899530629750000000000000000 |tptp.'X_7'|) (* 16886969150951046044718216508007374074378553801161616755235095859848738464456769892937/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_8'|) (* -15513878504206292165035983577093051044036155574379570686425996423966613706100247131497/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_3'|) (* 6229435013478059464932777014148412009682026769710943341640337399966134829680567082039/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_0'|) (* -17912404841228426706704642668173174646703739883923249747769526321214668689269282689851/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_4'|) (* 4673023272428375621509728813131877696300126682302996958180765533170423375067305839863/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_1'|) (* 3088133253528541638642930470279076560077417983346992501504074233806733683710519647901/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_2'|) (* -1956192561150024462070859450727029177244565570545929135822529090408452580305762718063/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_6'|) (* -7106034379477775288538791293850266892055267409416246909584075152010850203522077459499/196770241758275009501325297563285826232021646470401217962173435684207375000000000000000 |tptp.'X_5'|) (* 197552126705547250631956696031516313215522613837142301619859195891718/1574161934066200076010602380506286609856173171763209743697387485473659 @t1479)))
% 7.12/7.32  (define @t4065 () (+ (* 40453119691277924034055379886808362252131912805722210565599953450129687926535179899183/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_7'|) (* 5448346741840643310557637505935012590313190106421810436124374694497767111686337416601/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_8'|) (* -14388708147749880184398230892013363535697108915089324361650734171272011550853923560743/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_3'|) (* 781489607289904584114077602591364790926886191996075192187050485266516149810174156163/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_0'|) (* -113161420530879068777944035146726005045151379995973595893363451711413684894800892031897/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_4'|) (* 78468729100143804761724472108971604495097160196042798920265036842672183121222575923977/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_1'|) (* -76228382564382952475166764203194184041452151479586861651417932534271664185287575622233/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_2'|) (* -19914024496625979038178378640993360698688906515479061004697683430460764868547896655771/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_6'|) (* 252807724029289800280101547341510595571714715175709977625827317292015156250796162166747/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_5'|) (* -766614327833538209829049207766838317155408715558949378826429603872533/9444971604397200456063614283037719659137039030579258462184324912841954 @t1533)))
% 7.12/7.32  (define @t4066 () (+ (* 1608459348547626288960683496331903145656959726901634864367075573079959523069830427393/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_7'|) (* 2248798059825833146891945551202715438585773489074593842377692498202442740271293223167/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_8'|) (* -1654674467708412913555372323609256690160221728457539921933665563347712290435282097321/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_3'|) (* 337450839802649067598740822873664271886114355850029042532336883161575966000921649133/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 |tptp.'X_0'|) (* 1771406373604971714610128156445690309490906254981269102238336550030329435682757543317/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_4'|) (* -384679736236690001071564952930608632665505943058436094059320050850128996188446202711/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_1'|) (* -225242340785095854347735579468341538895474308899461564312942455738247870280497728101/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_2'|) (* -3302919167891105609115684575956729963827849644723289566877407478626989770237857915793/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_6'|) (* 3152184868300395379185526696521751493392104047668462506024141795238330939484518426669/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_5'|) (* 146135655689844978986698429399915743054967353938451877373455040311670/1574161934066200076010602380506286609856173171763209743697387485473659 @t1551)))
% 7.12/7.32  (define @t4067 () (+ (* -60585397604361122715516604868376626708119879107297297235983111276049224533622061321631/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_7'|) (* -409369734266793772045079627360423995249629277998543097296808504462752875524998570507739/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_8'|) (* 27133862511144390011392583249384312166886260619096165813253136587645699019969735814691/590310725274825028503975892689857478696064939411203653886520307052622125000000000000000 |tptp.'X_3'|) (* -216304100532753150572119944266385850038098079560237430695428517262876787473739774698611/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_0'|) (* 16207888793787205709575393515302729939639162821145898507213916108870107923157849094153/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_4'|) (* -440654546166631295166762848918249371485414948662841187961662449454737842491223527229/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 |tptp.'X_1'|) (* 334099171825303660108499473701081409636837074911118185521835269321058203691622956539691/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_2'|) (* -15181247329479537540222273088545681145715882429121984644999339120479992566778447332309/472248580219860022803180714151885982956851951528962923109216245642097700000000000000000 |tptp.'X_6'|) (* 41650533317229503488708241082270098793653194070316622626850728289579795732893589863677/1574161934066200076010602380506286609856173171763209743697387485473659000000000000000000 |tptp.'X_5'|) (* -1527726931940325878244612437677560359673140198063427368721558589322209/9444971604397200456063614283037719659137039030579258462184324912841954 @t1608)))
% 7.12/7.32  (define @t4068 () (+ (* -487300116569760251161537415147319786881409628710586984204887304636339149308795979141/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 |tptp.'X_7'|) (* 1110352274280228815413182811726178740144480839961045431391523090497127035180671478841/18889943208794400912127228566075439318274078061158516924368649825683908000000000000000 |tptp.'X_8'|) (* 881837442154325482537986779719136198977504216450029252442318625852128951377428711737/37779886417588801824254457132150878636548156122317033848737299651367816000000000000000 |tptp.'X_3'|) (* -12950847637336282235064400957944020548120414538080770031336407080922005276088134544871/377798864175888018242544571321508786365481561223170338487372996513678160000000000000000 |tptp.'X_0'|) (* 12621498863557035862461164121251398046332398829254454634701226312596621594937218944199/188899432087944009121272285660754393182740780611585169243686498256839080000000000000000 |tptp.'X_4'|) (* 23656403104158233950622505389392023380618248124059010427547125648764092541102527906087/377798864175888018242544571321508786365481561223170338487372996513678160000000000000000 |tptp.'X_1'|) (* 522174506041858241732286878916299700272112193501849381738623190781943703948245832557/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 |tptp.'X_2'|) (* -455694594266310401825525416492285953724805943596369326754306434380715553221147435989/7870809670331000380053011902531433049280865858816048718486937427368295000000000000000 |tptp.'X_6'|) (* 1122487757163023987494879567737312424441950624290006769505205555480556175494963350947/62966477362648003040424095220251464394246926870528389747895499418946360000000000000000 |tptp.'X_5'|) (* 2258130934822049783092579893686577131811149484752314341651250600909475/9444971604397200456063614283037719659137039030579258462184324912841954 @t1656)))
% 7.12/7.32  (define @t4069 () (+ (* 5633989908698209756363930259162920727795425984319099825177964304745805694376583360691/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 |tptp.'X_7'|) (* -2781152007963246155241263448664518764547730196375749079013432303714055764083865984251/236124290109930011401590357075942991478425975764481461554608122821048850000000000000000 |tptp.'X_8'|) (* -4897746628390910787141882288222695847457200935697344973899663696662661021197836123007/59031072527482502850397589268985747869606493941120365388652030705262212500000000000000 |tptp.'X_3'|) (* 1408094725303996074146568192916261370332569760673829225639791322076239460408431100619/15741619340662000760106023805062866098561731717632097436973874854736590000000000000000 |tptp.'X_0'|) (* 12921670179622910474692522046974359371185022280096726854706708865537261995020186186877/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_4'|) (* 4610488809883749392200968088735812526348477175531086346171447698595775358896757620949/118062145054965005700795178537971495739212987882240730777304061410524425000000000000000 |tptp.'X_1'|) (* -6325569658992552049679683172734512145902060915199428892279485530704415400039563172163/47224858021986002280318071415188598295685195152896292310921624564209770000000000000000 |tptp.'X_2'|) (* -54500377518982727524398683420571287425680634047238854842289706045546966324760839187/944497160439720045606361428303771965913703903057925846218432491284195400000000000000 |tptp.'X_6'|) (* 3940758671748208067507117237565378940657891071974226484378357006191902245062252173309/59031072527482502850397589268985747869606493941120365388652030705262212500000000000000 |tptp.'X_5'|) (* 2339857712287744942881150675217338875085605881132468048134769386853820/4722485802198600228031807141518859829568519515289629231092162456420977 @t1695)))
% 7.12/7.32  (define @t4070 () (+ (* -1339092184196476264658735988977141458382947451228642930193771064867765825085231196021/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_7'|) (* -1407200363574163409702390811218073505767895783341061221066115978850531675163597100893/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_8'|) (* 11593751882709883616800887749978253434145659988052783497667418440666017313042974357/2970116856728679388699249774540163414822968248609829705089410349950300000000000000000 |tptp.'X_3'|) (* -1118173162484609026128134498735018975968528383738279056931415974057406513474510214529/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_0'|) (* -2561164052575770168448142605726607297012815489730468626875874838642624998898386006893/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 |tptp.'X_4'|) (* -1516308186742424356438876663254535734647305446582155196967267051040368783522125618351/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 |tptp.'X_1'|) (* 11669615898927766330132468891496472539789483232573340803674156970696897991706854216293/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_2'|) (* -142699154442445543391577852689812830712917491016127341690265169602562175806729437221/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_6'|) (* -765885790927074068069311165336955510974111232909439841938815865089217042249025545969/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_5'|) (* 195020560591203288901375129185043633726193315982894349809165396203505/3148323868132400152021204761012573219712346343526419487394774970947318 @t1714)))
% 7.12/7.32  (define @t4071 () (+ (* 594267797765641575225038567307480337307845869171679411396285764853258523485813529829/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 |tptp.'X_7'|) (* -28380759015761156456580231443962328772203537505989195399137431337766909405985555578637/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_8'|) (* 90802929066557142246800940668132420902293105151038443984779099549420603485523140446343/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_3'|) (* 42304501550155871844335000660325513941069372715995110135040040095822278244334318069837/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 |tptp.'X_0'|) (* 2907865036962656666380656889684775776480168195442065861376620888796206906258224484079/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_4'|) (* -71723632382767746943663163221904414564494264779350109155155834034849423401362125095327/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_1'|) (* -1564292923160200065074383341241580869914893544304108860035891640062944348010144053769/62966477362648003040424095220251464394246926870528389747895499418946360000000000000000 |tptp.'X_2'|) (* -27607483413931591471802891301206257841571336297822320017645999035526633761517781873167/629664773626480030404240952202514643942469268705283897478954994189463600000000000000000 |tptp.'X_6'|) (* -328500124693383355547598960790904905765128567472968338218315727104727860852624487049/25186590945059201216169638088100585757698770748211355899158199767578544000000000000000 |tptp.'X_5'|) (* 1432937963790294166478083333090185104778027153230337579786631509042115/3148323868132400152021204761012573219712346343526419487394774970947318 @t1730)))
% 7.12/7.32  (define @t4072 () (+ (* -482552926021048602369981748315145312743837743229328297317876903213667776299330467384431/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_7'|) (* 950673592102617518342429992343004745549471691717392971851467907229851790106005824318807/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_8'|) (* -292948144067889071041403657750096002850094149656135889276326451653764362801268428556771/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_3'|) (* -39448276431823717274493632082212803555948959310142127211123677714780993603401771584079/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_0'|) (* 343128689688915083209908499602363058234875934262464760080577340533516949888817219099763/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_4'|) (* -346737050450289601351194767219978075518139669075982250599362566213640815561225885694943/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 |tptp.'X_1'|) (* -40641396138843978282040270400236939587247202518513707063597365091086163986806731039119/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_2'|) (* 249378441456443072943269863058476960242426856642316871798473942685029546740953506734597/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_6'|) (* 66193560987708134681943695488825806172930354260130631902677322869664157476002587383859/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_5'|) (* -3266362546825447862922189151746941961265796987939808822610884625566343/9444971604397200456063614283037719659137039030579258462184324912841954 @t1748)))
% 7.12/7.32  (define @t4073 () (+ (* -126435558997984424740252720539447612825390233842933415726776632445541369384733760719439/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_7'|) (* 8900353007974279805322498939039494857331601670381169696114096723872078154050315062117/393540483516550019002650595126571652464043292940802435924346871368414750000000000000000 |tptp.'X_8'|) (* 62039744168808986397562068774505742184268029603111602823678975519154210472509833023419/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_3'|) (* -59010928730115224325595578469087224414870052896586914183485817319878690315565439209841/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_0'|) (* -210735042320395191425872032592866259427688472606617955528574351777074586395504850473259/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_4'|) (* 189689154979650245068594103742876024860065182358019790642468845992339959234096965019179/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 |tptp.'X_1'|) (* -21350377024057387188816813416102296085525836181875311819177029746986784334338844132503/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 |tptp.'X_2'|) (* 94510021619032136035570665319263801248343081612716502868804337987996278257242974073219/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_6'|) (* -31773159514167261457377898506972688118215735454623081622358871926686709271926186942989/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 |tptp.'X_5'|) (* 648403872109369287671329742770140897169057116662923194339598394429903/4722485802198600228031807141518859829568519515289629231092162456420977 @t1802)))
% 7.12/7.32  (define @t4074 () (* 893376914372000676632278088610550575452277281813021374032670657161605/9444971604397200456063614283037719659137039030579258462184324912841954 @t1440))
% 7.12/7.32  (define @t4075 () (* -465577777449711226930330316317408179695261010732543571337857713087870/1574161934066200076010602380506286609856173171763209743697387485473659 @t1421))
% 7.12/7.32  (define @t4076 () (+ (* 8111467386747122754511405589237638458691031177820940826920320941540011111432122810173/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 |tptp.'X_7'|) (* 32649031238097945665483089706864678605616074598926924844337181014733336491018092105951/472248580219860022803180714151885982956851951528962923109216245642097700000000000000000 |tptp.'X_8'|) (* 303465278264649310618329079202473417805375454362270660758867633517973830257925483517/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 |tptp.'X_3'|) (* 85970151964680846384008421011599364233452863861560466551384672377857431514391424818979/944497160439720045606361428303771965913703903057925846218432491284195400000000000000000 |tptp.'X_0'|) (* 2937828079617962941663126671210173056361288501883061603996598892074164125742209888703/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_4'|) (* 13343773390399393628223586831940480177108571509878722955760333663456967224992933481409/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_1'|) (* 1131112563100839888969570584563870096595027829042423025660354651450458732781503366553/62966477362648003040424095220251464394246926870528389747895499418946360000000000000000 |tptp.'X_2'|) (* 8047951907384354631698563374882100760047600995337692160877520603998533475893709040267/157416193406620007601060238050628660985617317176320974369738748547365900000000000000000 |tptp.'X_6'|) (* -89655269418069941364582352665058475236180393397613799267813015308367003627996305807277/944497160439720045606361428303771965913703903057925846218432491284195400000000000000000 |tptp.'X_5'|) (* -1617347888951214285055116706851097402839164693130348161123138438234435/4722485802198600228031807141518859829568519515289629231092162456420977 @t1517)))
% 7.12/7.32  (define @t4077 () (* 3299449984198852737880345191782322859466782773935914974972334557529817/9444971604397200456063614283037719659137039030579258462184324912841954 @t1458))
% 7.12/7.32  (define @t4078 () (* 7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 |tptp.'Y_2'|))
% 7.12/7.32  (define @t4079 () (+ (* -7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 |tptp.'Y_2'|) (* 49580063256085310973644652548175373491876955338362287628218169085675/1574161934066200076010602380506286609856173171763209743697387485473659 @t1820) (* -170390259439808781482568916135099524277530080679874950828645062977505/1574161934066200076010602380506286609856173171763209743697387485473659 @t1802) (* 617076972951614498949570447169642996346241708552083600533979814408470/4722485802198600228031807141518859829568519515289629231092162456420977 @t1787) (* 209358184366309890719577991467639636604065595383957232668951122746465/9444971604397200456063614283037719659137039030579258462184324912841954 @t1766) (* 315267347081358412076140506709774916071575473492409490222496263471065/3148323868132400152021204761012573219712346343526419487394774970947318 @t1748) (* -564099265060857078875009425525001928857062797193150625139351544220775/3148323868132400152021204761012573219712346343526419487394774970947318 @t1730) (* 407788380212733842497378745582433125161575028029557026015331613452225/9444971604397200456063614283037719659137039030579258462184324912841954 @t1714) (* -100763503544709080623880995961107463550994802882252489586510815394440/1574161934066200076010602380506286609856173171763209743697387485473659 @t1695) (* 163782069200189555660963342347140904985310939321027267703204751322605/4722485802198600228031807141518859829568519515289629231092162456420977 @t1676) (* 213596954157369610436504271497400597991626655632931000754064688048435/3148323868132400152021204761012573219712346343526419487394774970947318 @t1656) (* 100707406634097104719878940784982938842866674099862045597182169675340/1574161934066200076010602380506286609856173171763209743697387485473659 @t1638) (* -148449710931005555007678460635017376445672524552361929360217342923445/3148323868132400152021204761012573219712346343526419487394774970947318 @t1233) (* 730131883085364291170632083422671643725911342509529384623144528489605/9444971604397200456063614283037719659137039030579258462184324912841954 @t1608) (* 749505257920559917112458766581228796434132464818217734868634637655535/4722485802198600228031807141518859829568519515289629231092162456420977 @t1588) (* 961279061831140813114864509104360366011858889466194516104185237228875/4722485802198600228031807141518859829568519515289629231092162456420977 @t1569) (* 373868521242922356976189011727292468372887954357336997151045370590580/4722485802198600228031807141518859829568519515289629231092162456420977 @t1551) (* -2505492877063804675086810191917527891671601490697324366140751355266015/9444971604397200456063614283037719659137039030579258462184324912841954 @t1533) (* -49712759592580136996903253562662979083547902971894443680809900558405/1574161934066200076010602380506286609856173171763209743697387485473659 @t1517) (* -1278801114745175340854750180466855717622487933772792455993146719219545/9444971604397200456063614283037719659137039030579258462184324912841954 @t1498) (* -1080306873465748210866996114753132862482074226745493547534471233351200/4722485802198600228031807141518859829568519515289629231092162456420977 @t1479) (* -2364027068760599129087545981000232996592147988033476415115811510363065/9444971604397200456063614283037719659137039030579258462184324912841954 @t1458) (* -2437794931849445964621990668860199376887486124455456409098842529908625/9444971604397200456063614283037719659137039030579258462184324912841954 @t1440) (* 143395367874325035050373507874679677029915212281168202012629952071870/1574161934066200076010602380506286609856173171763209743697387485473659 @t1421) (* -12451431619336277367124402378794447157582292472871280357661002344520/4722485802198600228031807141518859829568519515289629231092162456420977 @t1404) (* -681814100240808815503175939423026820993946515952564942799676436920325/3148323868132400152021204761012573219712346343526419487394774970947318 @t1388) (* 255981826990705873816000526038775958303787072724753069501443598261200/1574161934066200076010602380506286609856173171763209743697387485473659 @t1371) (* -118643482899027279005914887712306546805281583206893606350504047805515/9444971604397200456063614283037719659137039030579258462184324912841954 @t1353) (* -1002029755821540352129343627730136531628800264560638579437871248989635/9444971604397200456063614283037719659137039030579258462184324912841954 @t1334) (* 65529402865539538334675704313296768287928054052522847821087480115155/4722485802198600228031807141518859829568519515289629231092162456420977 @t1317) (* 1021891169402110037511104341945203179924295275672988987043694438413360/4722485802198600228031807141518859829568519515289629231092162456420977 @t1299) (* 683042159029180866190882128023903654368563191086094926289860381503905/9444971604397200456063614283037719659137039030579258462184324912841954 @t1281) (* 66618641510330343164921364323072568302897979622639880348476111744645/1574161934066200076010602380506286609856173171763209743697387485473659 @t1263)))
% 7.12/7.32  (define @t4080 () (* -28029667484136741708864609817683951213847213159782101100199108682259865887162135972821/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 |tptp.'X_1'|))
% 7.12/7.32  (define @t4081 () (* 595720332665348555487331628941960915348832609230575428069819319592655213103935392167643/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_0'|))
% 7.12/7.32  (define @t4082 () (* 1578426353990450534695891812617853975056973993072476144243421323877004278738871597200107/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 |tptp.'X_2'|))
% 7.12/7.32  (define @t4083 () (* 233763048667880130017008812385453204917488415733115424319861423504622363427358320207833/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 |tptp.'X_3'|))
% 7.12/7.32  (define @t4084 () (* -1/1 @t1299))
% 7.12/7.32  (define @t4085 () (* -217040254825010596729569055147210375139977765770498936443857749945984845558266953776319/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 @t3236))
% 7.12/7.32  (define @t4086 () (* -12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 @t3737))
% 7.12/7.32  (define @t4087 () (* 306700531106419215879450400215909051537323858283780969996639824722441308148962557531/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 @t2998))
% 7.12/7.32  (define @t4088 () (* -16711192265760512591926025997443739004933730806891123968730782930912807530247912888403/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 @t3416))
% 7.12/7.32  (define @t4089 () (* -43579736610038426094765639473703254241174866213563460262904277800062638409462115151/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 @t2647))
% 7.12/7.32  (define @t4090 () (* 6952792680514237924919634951532797678393813519890400799917091056920628824132070950173/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 @t3402))
% 7.12/7.32  (define @t4091 () (* 151587153959761855352683440136121698563934337383028352985741120268768747808875713264271/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 @t3403))
% 7.12/7.32  (define @t4092 () (* -556250638125451411346082351171581939315282823542756247356663744129392700455633900966237/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 @t3404))
% 7.12/7.32  (define @t4093 () (* -1509808496484270726605262555806906458834066344812141669247538351236677323061608570183/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 @t3405))
% 7.12/7.32  (define @t4094 () (* -83341076923841214231066199177717857132219638927661824482206659216160778328088502519/6451483336336885557420501559451994302689234310504957965972899530629750000000000000000 @t3406))
% 7.12/7.32  (define @t4095 () (* 40453119691277924034055379886808362252131912805722210565599953450129687926535179899183/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 @t3408))
% 7.12/7.32  (define @t4096 () (* 1608459348547626288960683496331903145656959726901634864367075573079959523069830427393/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3409))
% 7.12/7.32  (define @t4097 () (* -60585397604361122715516604868376626708119879107297297235983111276049224533622061321631/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 @t3410))
% 7.12/7.32  (define @t4098 () (* -487300116569760251161537415147319786881409628710586984204887304636339149308795979141/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 @t3411))
% 7.12/7.32  (define @t4099 () (* 5633989908698209756363930259162920727795425984319099825177964304745805694376583360691/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 @t3412))
% 7.12/7.32  (define @t4100 () (* -1339092184196476264658735988977141458382947451228642930193771064867765825085231196021/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3413))
% 7.12/7.32  (define @t4101 () (* 594267797765641575225038567307480337307845869171679411396285764853258523485813529829/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 @t3414))
% 7.12/7.32  (define @t4102 () (* -482552926021048602369981748315145312743837743229328297317876903213667776299330467384431/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 @t3415))
% 7.12/7.32  (define @t4103 () (* -126435558997984424740252720539447612825390233842933415726776632445541369384733760719439/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 @t3417))
% 7.12/7.32  (define @t4104 () (* 8111467386747122754511405589237638458691031177820940826920320941540011111432122810173/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3407))
% 7.12/7.32  (define @t4105 () (* -7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 @t3401))
% 7.12/7.32  (define @t4106 () (+ @t4084 @t4083 @t4082 @t4081 @t4080 @t4105 @t4078 @t4077 @t4104 @t4075 @t4074 @t4103 @t4102 @t4101 @t4100 @t4099 @t4098 @t4097 @t4096 @t4095 @t4094 @t4093 @t4092 @t4091 @t4090 @t4089 @t4058 @t4088 @t4056 @t4055 @t4054 @t4087 @t4052 @t4051 @t4050 @t4086 @t4048 @t4047 @t4046 @t4045 @t4044 @t4043 @t4085 @t4041))
% 7.12/7.32  (define @t4107 () (>= @t4106 @t4040))
% 7.12/7.32  (define @t4108 () (and @t1187 @t1908 @t1195 @t1855 @t1234 @t2544 @t2611 @t2794 @t3649 @t3994 @t2936 @t3080 @t2804 @t3218 @t2845 @t3270 @t2457 @t3304 @t1841 @t1979 @t2014 @t2063 @t2971 @t2115 @t2149 @t2201 @t2890 @t2253 @t2305 @t2356 @t2717 @t2409 @t2502 @t3178 @t3137 @t3035 @t3185 @t3470 @t3312 @t1178 @t1248 @t1857 @t1184 @t3228))
% 7.12/7.32  (define @t4109 () (* 222922230078116679/251709505974506254 -9887419041468645/6755219093276263))
% 7.12/7.32  (define @t4110 () (* -222922230078116679/251709505974506254 246021624936389/500000000000000))
% 7.12/7.32  (define @t4111 () (* -36289755589868050/125854752987253127 77948406711271/500000000000000))
% 7.12/7.32  (define @t4112 () (* -120319623004474657/251709505974506254 28208246471129/500000000000000))
% 7.12/7.32  (define @t4113 () (* -114421945285064997/251709505974506254 15396907007655001/5000000000000000000))
% 7.12/7.32  (define @t4114 () (* 215714109924082409/251709505974506254 124946062009259/250000000000000))
% 7.12/7.32  (define @t4115 () (* -8755817146637979/251709505974506254 345103843238191/1000000000000000))
% 7.12/7.32  (define @t4116 () (* -219790524805509563/251709505974506254 42908722363159/1000000000000000))
% 7.12/7.32  (define @t4117 () (* -302111967118618541/251709505974506254 998829251495207/1000000000000000))
% 7.12/7.32  (define @t4118 () (+ @t1204 @t4117 @t4116 @t4115 @t4114 @t4113 @t4112 @t4111 @t4110 @t4109))
% 7.12/7.32  (define @t4119 () (+ (* 222922230078116679/251709505974506254 |tptp.'X_7'|) |tptp.'X_8'| (* -215714109924082409/251709505974506254 |tptp.'X_3'|) (* 36289755589868050/125854752987253127 |tptp.'X_0'|) (* 8755817146637979/251709505974506254 |tptp.'X_4'|) (* 120319623004474657/251709505974506254 |tptp.'X_1'|) (* 114421945285064997/251709505974506254 |tptp.'X_2'|) (* 302111967118618541/251709505974506254 |tptp.'X_6'|) (* 219790524805509563/251709505974506254 |tptp.'X_5'|)))
% 7.12/7.32  (define @t4120 () (* -222922230078116679/251709505974506254 |tptp.'X_7'|))
% 7.12/7.32  (define @t4121 () (* -36289755589868050/125854752987253127 |tptp.'X_0'|))
% 7.12/7.32  (define @t4122 () (* -120319623004474657/251709505974506254 |tptp.'X_1'|))
% 7.12/7.32  (define @t4123 () (* -114421945285064997/251709505974506254 |tptp.'X_2'|))
% 7.12/7.32  (define @t4124 () (* 215714109924082409/251709505974506254 |tptp.'X_3'|))
% 7.12/7.32  (define @t4125 () (* -8755817146637979/251709505974506254 |tptp.'X_4'|))
% 7.12/7.32  (define @t4126 () (* -219790524805509563/251709505974506254 |tptp.'X_5'|))
% 7.12/7.32  (define @t4127 () (* -302111967118618541/251709505974506254 |tptp.'X_6'|))
% 7.12/7.32  (define @t4128 () (+ |tptp.'X_7'| (* 251709505974506254/222922230078116679 |tptp.'X_8'|) (* -215714109924082409/222922230078116679 |tptp.'X_3'|) (* 72579511179736100/222922230078116679 |tptp.'X_0'|) (* 265327792322363/6755219093276263 |tptp.'X_4'|) (* 120319623004474657/222922230078116679 |tptp.'X_1'|) (* 38140648428354999/74307410026038893 |tptp.'X_2'|) (* 302111967118618541/222922230078116679 |tptp.'X_6'|) (* 219790524805509563/222922230078116679 |tptp.'X_5'|)))
% 7.12/7.32  (define @t4129 () (* 222922230078116679/251709505974506254 @t4128))
% 7.12/7.32  (define @t4130 () (+ @t1202 @t4127 @t4126 @t4125 @t4124 @t4123 @t4122 @t4121 @t4120 @t4129))
% 7.12/7.32  (define @t4131 () (and @t1238 @t1199 @t1175 @t1178 @t1181 @t1184 @t1187 @t1191 @t1195 @t1203))
% 7.12/7.32  (assume @p1 @t5)
% 7.12/7.32  (assume @p2 @t8)
% 7.12/7.32  (assume @p3 @t12)
% 7.12/7.32  (assume @p4 @t15)
% 7.12/7.32  (assume @p5 @t19)
% 7.12/7.32  (assume @p6 @t22)
% 7.12/7.32  (assume @p7 @t26)
% 7.12/7.32  (assume @p8 @t29)
% 7.12/7.32  (assume @p9 @t33)
% 7.12/7.32  (assume @p10 @t36)
% 7.12/7.32  (assume @p11 @t40)
% 7.12/7.32  (assume @p12 @t43)
% 7.12/7.32  (assume @p13 @t47)
% 7.12/7.32  (assume @p14 @t49)
% 7.12/7.32  (assume @p15 @t53)
% 7.12/7.32  (assume @p16 @t56)
% 7.12/7.32  (assume @p17 @t60)
% 7.12/7.32  (assume @p18 @t63)
% 7.12/7.32  (assume @p19 @t88)
% 7.12/7.32  (assume @p20 @t999)
% 7.12/7.32  (assume @p21 @t1080)
% 7.12/7.32  (assume @p22 @t1161)
% 7.12/7.32  (assume @p23 @t1173)
% 7.12/7.32  (step @p24 :rule arith_poly_norm :args ((= (* -77948406711271/500000000000000 (- -77948406711271/500000000000000 @t1174)) (* -77948406711271/500000000000000 (- |tptp.'X_0'| 77948406711271/500000000000000)))))
% 7.12/7.32  (step @p25 :rule arith_poly_norm_rel :premises (@p24) :args ((= (>= -77948406711271/500000000000000 @t1174) @t1175)))
% 7.12/7.32  (step @p26 :rule arith-elim-leq :args (@t1174 -77948406711271/500000000000000))
% 7.12/7.32  (step @p27 :rule trans :premises (@p26 @p25))
% 7.12/7.32  (step @p28 :rule evaluate :args ((* -1/1 77948406711271/500000000000000)))
% 7.12/7.32  (step @p29 :rule evaluate :args (@t1))
% 7.12/7.32  (step @p30 :rule refl :args (-1/1))
% 7.12/7.32  (step @p31 :rule nary_cong :premises (@p30 @p29) :args (@t1176))
% 7.12/7.32  (step @p32 :rule trans :premises (@p31 @p28))
% 7.12/7.32  (step @p33 :rule evaluate :args (@t1176))
% 7.12/7.32  (step @p34 :rule symm :premises (@p33))
% 7.12/7.32  (step @p35 :rule evaluate :args (@t2))
% 7.12/7.32  (step @p36 :rule trans :premises (@p35 @p34))
% 7.12/7.32  (step @p37 :rule trans :premises (@p36 @p32))
% 7.12/7.32  (step @p38 :rule refl :args (|tptp.'X_0'|))
% 7.12/7.32  (step @p39 :rule evaluate :args (@t3))
% 7.12/7.32  (step @p40 :rule nary_cong :premises (@p39 @p38) :args (@t4))
% 7.12/7.32  (step @p41 :rule cong :premises (@p40 @p37) :args (@t5))
% 7.12/7.32  (step @p42 :rule trans :premises (@p41 @p27))
% 7.12/7.32  (step @p43 :rule eq_resolve :premises (@p1 @p42))
% 7.12/7.32  (step @p44 :rule arith_poly_norm :args ((= (* -28208246471129/500000000000000 (- -28208246471129/500000000000000 @t1177)) (* -28208246471129/500000000000000 (- |tptp.'X_1'| 28208246471129/500000000000000)))))
% 7.12/7.32  (step @p45 :rule arith_poly_norm_rel :premises (@p44) :args ((= (>= -28208246471129/500000000000000 @t1177) @t1178)))
% 7.12/7.32  (step @p46 :rule arith-elim-leq :args (@t1177 -28208246471129/500000000000000))
% 7.12/7.32  (step @p47 :rule trans :premises (@p46 @p45))
% 7.12/7.32  (step @p48 :rule evaluate :args ((* -1/1 28208246471129/500000000000000)))
% 7.12/7.32  (step @p49 :rule evaluate :args (@t9))
% 7.12/7.32  (step @p50 :rule refl :args (-1/1))
% 7.12/7.32  (step @p51 :rule nary_cong :premises (@p50 @p49) :args (@t1179))
% 7.12/7.32  (step @p52 :rule trans :premises (@p51 @p48))
% 7.12/7.32  (step @p53 :rule evaluate :args (@t1179))
% 7.12/7.32  (step @p54 :rule symm :premises (@p53))
% 7.12/7.32  (step @p55 :rule evaluate :args (@t10))
% 7.12/7.32  (step @p56 :rule trans :premises (@p55 @p54))
% 7.12/7.32  (step @p57 :rule trans :premises (@p56 @p52))
% 7.12/7.32  (step @p58 :rule refl :args (|tptp.'X_1'|))
% 7.12/7.32  (step @p59 :rule nary_cong :premises (@p39 @p58) :args (@t11))
% 7.12/7.32  (step @p60 :rule cong :premises (@p59 @p57) :args (@t12))
% 7.12/7.32  (step @p61 :rule trans :premises (@p60 @p47))
% 7.12/7.32  (step @p62 :rule eq_resolve :premises (@p3 @p61))
% 7.12/7.32  (step @p63 :rule arith_poly_norm :args ((= (* -15396907007655001/5000000000000000000 (- -15396907007655001/5000000000000000000 @t1180)) (* -15396907007655001/5000000000000000000 (- |tptp.'X_2'| 15396907007655001/5000000000000000000)))))
% 7.12/7.32  (step @p64 :rule arith_poly_norm_rel :premises (@p63) :args ((= (>= -15396907007655001/5000000000000000000 @t1180) @t1181)))
% 7.12/7.32  (step @p65 :rule arith-elim-leq :args (@t1180 -15396907007655001/5000000000000000000))
% 7.12/7.32  (step @p66 :rule trans :premises (@p65 @p64))
% 7.12/7.32  (step @p67 :rule evaluate :args ((* -1/1 15396907007655001/5000000000000000000)))
% 7.12/7.32  (step @p68 :rule evaluate :args (@t16))
% 7.12/7.32  (step @p69 :rule refl :args (-1/1))
% 7.12/7.32  (step @p70 :rule nary_cong :premises (@p69 @p68) :args (@t1182))
% 7.12/7.32  (step @p71 :rule trans :premises (@p70 @p67))
% 7.12/7.32  (step @p72 :rule evaluate :args (@t1182))
% 7.12/7.32  (step @p73 :rule symm :premises (@p72))
% 7.12/7.32  (step @p74 :rule evaluate :args (@t17))
% 7.12/7.32  (step @p75 :rule trans :premises (@p74 @p73))
% 7.12/7.32  (step @p76 :rule trans :premises (@p75 @p71))
% 7.12/7.32  (step @p77 :rule refl :args (|tptp.'X_2'|))
% 7.12/7.32  (step @p78 :rule nary_cong :premises (@p39 @p77) :args (@t18))
% 7.12/7.32  (step @p79 :rule cong :premises (@p78 @p76) :args (@t19))
% 7.12/7.32  (step @p80 :rule trans :premises (@p79 @p66))
% 7.12/7.32  (step @p81 :rule eq_resolve :premises (@p5 @p80))
% 7.12/7.32  (step @p82 :rule arith_poly_norm :args ((= (* 124946062009259/250000000000000 (- 124946062009259/250000000000000 |tptp.'X_3'|)) (* 124946062009259/250000000000000 (- @t1183 -124946062009259/250000000000000)))))
% 7.12/7.32  (step @p83 :rule arith_poly_norm_rel :premises (@p82) :args ((= @t1185 @t1184)))
% 7.12/7.32  (step @p84 :rule arith-elim-leq :args (|tptp.'X_3'| 124946062009259/250000000000000))
% 7.12/7.32  (step @p85 :rule trans :premises (@p84 @p83))
% 7.12/7.32  (step @p86 :rule evaluate :args (@t27))
% 7.12/7.32  (step @p87 :rule arith_poly_norm :args ((= @t28 |tptp.'X_3'|)))
% 7.12/7.32  (step @p88 :rule cong :premises (@p87 @p86) :args (@t29))
% 7.12/7.32  (step @p89 :rule trans :premises (@p88 @p85))
% 7.12/7.32  (step @p90 :rule eq_resolve :premises (@p8 @p89))
% 7.12/7.32  (step @p91 :rule arith_poly_norm :args ((= (* -345103843238191/1000000000000000 (- -345103843238191/1000000000000000 @t1186)) (* -345103843238191/1000000000000000 (- |tptp.'X_4'| 345103843238191/1000000000000000)))))
% 7.12/7.32  (step @p92 :rule arith_poly_norm_rel :premises (@p91) :args ((= (>= -345103843238191/1000000000000000 @t1186) @t1187)))
% 7.12/7.32  (step @p93 :rule arith-elim-leq :args (@t1186 -345103843238191/1000000000000000))
% 7.12/7.32  (step @p94 :rule trans :premises (@p93 @p92))
% 7.12/7.32  (step @p95 :rule evaluate :args (@t1188))
% 7.12/7.32  (step @p96 :rule evaluate :args (@t30))
% 7.12/7.32  (step @p97 :rule refl :args (-1/1))
% 7.12/7.32  (step @p98 :rule nary_cong :premises (@p97 @p96) :args (@t1189))
% 7.12/7.32  (step @p99 :rule trans :premises (@p98 @p95))
% 7.12/7.32  (step @p100 :rule evaluate :args (@t1189))
% 7.12/7.32  (step @p101 :rule symm :premises (@p100))
% 7.12/7.32  (step @p102 :rule evaluate :args (@t31))
% 7.12/7.32  (step @p103 :rule trans :premises (@p102 @p101))
% 7.12/7.32  (step @p104 :rule trans :premises (@p103 @p99))
% 7.12/7.32  (step @p105 :rule refl :args (|tptp.'X_4'|))
% 7.12/7.32  (step @p106 :rule nary_cong :premises (@p39 @p105) :args (@t32))
% 7.12/7.32  (step @p107 :rule cong :premises (@p106 @p104) :args (@t33))
% 7.12/7.32  (step @p108 :rule trans :premises (@p107 @p94))
% 7.12/7.32  (step @p109 :rule eq_resolve :premises (@p9 @p108))
% 7.12/7.32  (step @p110 :rule arith_poly_norm :args ((= (* -42908722363159/1000000000000000 (- -42908722363159/1000000000000000 @t1190)) (* -42908722363159/1000000000000000 (- |tptp.'X_5'| 42908722363159/1000000000000000)))))
% 7.12/7.32  (step @p111 :rule arith_poly_norm_rel :premises (@p110) :args ((= (>= -42908722363159/1000000000000000 @t1190) @t1191)))
% 7.12/7.32  (step @p112 :rule arith-elim-leq :args (@t1190 -42908722363159/1000000000000000))
% 7.12/7.32  (step @p113 :rule trans :premises (@p112 @p111))
% 7.12/7.32  (step @p114 :rule evaluate :args (@t1192))
% 7.12/7.32  (step @p115 :rule evaluate :args (@t37))
% 7.12/7.32  (step @p116 :rule refl :args (-1/1))
% 7.12/7.32  (step @p117 :rule nary_cong :premises (@p116 @p115) :args (@t1193))
% 7.12/7.32  (step @p118 :rule trans :premises (@p117 @p114))
% 7.12/7.32  (step @p119 :rule evaluate :args (@t1193))
% 7.12/7.32  (step @p120 :rule symm :premises (@p119))
% 7.12/7.32  (step @p121 :rule evaluate :args (@t38))
% 7.12/7.32  (step @p122 :rule trans :premises (@p121 @p120))
% 7.12/7.32  (step @p123 :rule trans :premises (@p122 @p118))
% 7.12/7.32  (step @p124 :rule refl :args (|tptp.'X_5'|))
% 7.12/7.32  (step @p125 :rule nary_cong :premises (@p39 @p124) :args (@t39))
% 7.12/7.32  (step @p126 :rule cong :premises (@p125 @p123) :args (@t40))
% 7.12/7.32  (step @p127 :rule trans :premises (@p126 @p113))
% 7.12/7.32  (step @p128 :rule eq_resolve :premises (@p11 @p127))
% 7.12/7.32  (step @p129 :rule arith_poly_norm :args ((= (* -998829251495207/1000000000000000 (- -998829251495207/1000000000000000 @t1194)) (* -998829251495207/1000000000000000 (- |tptp.'X_6'| 998829251495207/1000000000000000)))))
% 7.12/7.32  (step @p130 :rule arith_poly_norm_rel :premises (@p129) :args ((= (>= -998829251495207/1000000000000000 @t1194) @t1195)))
% 7.12/7.32  (step @p131 :rule arith-elim-leq :args (@t1194 -998829251495207/1000000000000000))
% 7.12/7.32  (step @p132 :rule trans :premises (@p131 @p130))
% 7.12/7.32  (step @p133 :rule evaluate :args (@t1196))
% 7.12/7.32  (step @p134 :rule evaluate :args (@t44))
% 7.12/7.32  (step @p135 :rule refl :args (-1/1))
% 7.12/7.32  (step @p136 :rule nary_cong :premises (@p135 @p134) :args (@t1197))
% 7.12/7.32  (step @p137 :rule trans :premises (@p136 @p133))
% 7.12/7.32  (step @p138 :rule evaluate :args (@t1197))
% 7.12/7.32  (step @p139 :rule symm :premises (@p138))
% 7.12/7.32  (step @p140 :rule evaluate :args (@t45))
% 7.12/7.32  (step @p141 :rule trans :premises (@p140 @p139))
% 7.12/7.32  (step @p142 :rule trans :premises (@p141 @p137))
% 7.12/7.32  (step @p143 :rule refl :args (|tptp.'X_6'|))
% 7.12/7.32  (step @p144 :rule nary_cong :premises (@p39 @p143) :args (@t46))
% 7.12/7.32  (step @p145 :rule cong :premises (@p144 @p142) :args (@t47))
% 7.12/7.32  (step @p146 :rule trans :premises (@p145 @p132))
% 7.12/7.32  (step @p147 :rule eq_resolve :premises (@p13 @p146))
% 7.12/7.32  (step @p148 :rule arith_poly_norm :args ((= (* -246021624936389/500000000000000 (- -246021624936389/500000000000000 @t1198)) (* -246021624936389/500000000000000 (- |tptp.'X_7'| 246021624936389/500000000000000)))))
% 7.12/7.32  (step @p149 :rule arith_poly_norm_rel :premises (@p148) :args ((= (>= -246021624936389/500000000000000 @t1198) @t1199)))
% 7.12/7.32  (step @p150 :rule arith-elim-leq :args (@t1198 -246021624936389/500000000000000))
% 7.12/7.32  (step @p151 :rule trans :premises (@p150 @p149))
% 7.12/7.32  (step @p152 :rule evaluate :args (@t1200))
% 7.12/7.32  (step @p153 :rule evaluate :args (@t50))
% 7.12/7.32  (step @p154 :rule refl :args (-1/1))
% 7.12/7.32  (step @p155 :rule nary_cong :premises (@p154 @p153) :args (@t1201))
% 7.12/7.32  (step @p156 :rule trans :premises (@p155 @p152))
% 7.12/7.32  (step @p157 :rule evaluate :args (@t1201))
% 7.12/7.32  (step @p158 :rule symm :premises (@p157))
% 7.12/7.32  (step @p159 :rule evaluate :args (@t51))
% 7.12/7.32  (step @p160 :rule trans :premises (@p159 @p158))
% 7.12/7.32  (step @p161 :rule trans :premises (@p160 @p156))
% 7.12/7.32  (step @p162 :rule refl :args (|tptp.'X_7'|))
% 7.12/7.32  (step @p163 :rule nary_cong :premises (@p39 @p162) :args (@t52))
% 7.12/7.32  (step @p164 :rule cong :premises (@p163 @p161) :args (@t53))
% 7.12/7.32  (step @p165 :rule trans :premises (@p164 @p151))
% 7.12/7.32  (step @p166 :rule eq_resolve :premises (@p15 @p165))
% 7.12/7.32  (step @p167 :rule arith_poly_norm :args ((= (* -19431380448199/500000000000000 (- -19431380448199/500000000000000 @t1202)) (* -19431380448199/500000000000000 (- |tptp.'X_8'| 19431380448199/500000000000000)))))
% 7.12/7.32  (step @p168 :rule arith_poly_norm_rel :premises (@p167) :args ((= (>= -19431380448199/500000000000000 @t1202) @t1203)))
% 7.12/7.32  (step @p169 :rule arith-elim-leq :args (@t1202 -19431380448199/500000000000000))
% 7.12/7.32  (step @p170 :rule trans :premises (@p169 @p168))
% 7.12/7.32  (step @p171 :rule evaluate :args (@t1204))
% 7.12/7.32  (step @p172 :rule evaluate :args (@t57))
% 7.12/7.32  (step @p173 :rule refl :args (-1/1))
% 7.12/7.32  (step @p174 :rule nary_cong :premises (@p173 @p172) :args (@t1205))
% 7.12/7.32  (step @p175 :rule trans :premises (@p174 @p171))
% 7.12/7.32  (step @p176 :rule evaluate :args (@t1205))
% 7.12/7.32  (step @p177 :rule symm :premises (@p176))
% 7.12/7.32  (step @p178 :rule evaluate :args (@t58))
% 7.12/7.32  (step @p179 :rule trans :premises (@p178 @p177))
% 7.12/7.32  (step @p180 :rule trans :premises (@p179 @p175))
% 7.12/7.32  (step @p181 :rule refl :args (|tptp.'X_8'|))
% 7.12/7.32  (step @p182 :rule nary_cong :premises (@p39 @p181) :args (@t59))
% 7.12/7.32  (step @p183 :rule cong :premises (@p182 @p180) :args (@t60))
% 7.12/7.32  (step @p184 :rule trans :premises (@p183 @p170))
% 7.12/7.32  (step @p185 :rule eq_resolve :premises (@p17 @p184))
% 7.12/7.32  (step @p186 :rule alpha_equiv :args (@t1211 @t1212 (@list @t1214 @t1213)))
% 7.12/7.32  (step @p187 :rule alpha_equiv :args (@t1217 @t1212 (@list @t1219 @t1218)))
% 7.12/7.32  (step @p188 :rule nary_cong :premises (@p187 @p186) :args (@t1220))
% 7.12/7.32  (step @p189 :rule quant-miniscope-and :args ((= (forall @t1172 (and @t1216 @t1210)) @t1220)))
% 7.12/7.32  (step @p190 :rule trans :premises (@p189 @p188))
% 7.12/7.32  (step @p191 :rule bool-impl-elim :args (@t1208 @t1206))
% 7.12/7.32  (step @p192 :rule refl :args (@t1215))
% 7.12/7.32  (step @p193 :rule bool-double-not-elim :args (@t1208))
% 7.12/7.32  (step @p194 :rule nary_cong :premises (@p193 @p192) :args ((or (not @t1209) @t1215)))
% 7.12/7.32  (step @p195 :rule bool-impl-elim :args (@t1209 @t1215))
% 7.12/7.32  (step @p196 :rule trans :premises (@p195 @p194))
% 7.12/7.32  (step @p197 :rule nary_cong :premises (@p196 @p191) :args (@t1221))
% 7.12/7.32  (step @p198 :rule cong :premises (@p197) :args ((forall @t1172 @t1221)))
% 7.12/7.32  (step @p199 :rule trans :premises (@p198 @p190))
% 7.12/7.32  (step @p200 :rule arith_poly_norm :args ((= (* 1/1 (- @t1164 @t1162)) (* -1/1 (- @t1162 @t1164)))))
% 7.12/7.32  (step @p201 :rule arith_poly_norm_rel :premises (@p200) :args ((= @t1165 @t1206)))
% 7.12/7.32  (step @p202 :rule arith_poly_norm :args ((= (* 1/1 (- @t1162 @t1163)) (* 1/1 (- @t1207 0/1)))))
% 7.12/7.32  (step @p203 :rule arith_poly_norm_rel :premises (@p202) :args ((= @t1222 @t1208)))
% 7.12/7.32  (step @p204 :rule cong :premises (@p203) :args ((not @t1222)))
% 7.12/7.32  (step @p205 :rule arith-elim-lt :args (@t1162 @t1163))
% 7.12/7.32  (step @p206 :rule trans :premises (@p205 @p204))
% 7.12/7.32  (step @p207 :rule cong :premises (@p206) :args (@t1167))
% 7.12/7.32  (step @p208 :rule trans :premises (@p207 @p193))
% 7.12/7.32  (step @p209 :rule cong :premises (@p208 @p201) :args (@t1168))
% 7.12/7.32  (step @p210 :rule arith_poly_norm :args ((= (* 1/1 (- @t1164 @t1163)) (* -1/1 (- @t1163 @t1164)))))
% 7.12/7.32  (step @p211 :rule arith_poly_norm_rel :premises (@p210) :args ((= @t1169 @t1215)))
% 7.12/7.32  (step @p212 :rule cong :premises (@p206 @p211) :args (@t1170))
% 7.12/7.32  (step @p213 :rule nary_cong :premises (@p212 @p209) :args (@t1171))
% 7.12/7.32  (step @p214 :rule cong :premises (@p213) :args (@t1173))
% 7.12/7.32  (step @p215 :rule trans :premises (@p214 @p199))
% 7.12/7.32  (step @p216 :rule eq_resolve :premises (@p23 @p215))
% 7.12/7.32  (step @p217 :rule and_elim :premises (@p216) :args (0))
% 7.12/7.32  (step @p218 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1233)) (* -1/1 (- @t1233 0/1)))))
% 7.12/7.32  (step @p219 :rule arith_poly_norm_rel :premises (@p218) :args ((= @t1235 @t1234)))
% 7.12/7.32  (step @p220 :rule arith_poly_norm :args ((= (* -9887419041468645/6755219093276263 (- @t1232 0/1)) (* -65256965673693057/200000000000000000 @t1237))))
% 7.12/7.32  (step @p221 :rule arith_poly_norm_rel :premises (@p220) :args ((= (>= @t1232 0/1) @t1238)))
% 7.12/7.32  (step @p222 :rule refl :args (0/1))
% 7.12/7.32  (step @p223 :rule arith_poly_norm :args ((= @t1239 @t1232)))
% 7.12/7.32  (step @p224 :rule arith_poly_norm :args ((= @t1241 @t1239)))
% 7.12/7.32  (step @p225 :rule trans :premises (@p224 @p223))
% 7.12/7.32  (step @p226 :rule cong :premises (@p225 @p222) :args (@t1242))
% 7.12/7.32  (step @p227 :rule trans :premises (@p226 @p221))
% 7.12/7.32  (step @p228 :rule nary_cong :premises (@p227 @p219) :args (@t1243))
% 7.12/7.32  (step @p229 :rule refl :args (@t1244))
% 7.12/7.32  (step @p230 :rule cong :premises (@p229 @p228) :args ((=> @t1244 @t1243)))
% 7.12/7.32  (assume-push @p12572 @t1244)
% 7.12/7.32  (step @p232 :rule instantiate :premises (@p217) :args ((@list @t1232 0/1)))
% 7.12/7.32  (step-pop @p12573 :rule scope :premises (@p232))
% 7.12/7.32  (step @p233 :rule process_scope :premises (@p12573) :args (@t1243))
% 7.12/7.32  (step @p235 :rule eq_resolve :premises (@p233 @p230))
% 7.12/7.32  (step @p236 :rule implies_elim :premises (@p235))
% 7.12/7.32  (step @p237 :rule chain_m_resolution :premises (@p236 @p217) :args (@t1245 @t1246 @t1247))
% 7.12/7.32  (step @p238 :rule arith_poly_norm :args ((= (* 78948406711271/500000000000000 (- 78948406711271/500000000000000 |tptp.'X_0'|)) (* 78948406711271/500000000000000 (- @t1174 -78948406711271/500000000000000)))))
% 7.12/7.32  (step @p239 :rule arith_poly_norm_rel :premises (@p238) :args ((= (>= 78948406711271/500000000000000 |tptp.'X_0'|) @t1248)))
% 7.12/7.32  (step @p240 :rule arith-elim-leq :args (|tptp.'X_0'| 78948406711271/500000000000000))
% 7.12/7.32  (step @p241 :rule trans :premises (@p240 @p239))
% 7.12/7.32  (step @p242 :rule evaluate :args (@t6))
% 7.12/7.32  (step @p243 :rule arith_poly_norm :args ((= @t7 |tptp.'X_0'|)))
% 7.12/7.32  (step @p244 :rule cong :premises (@p243 @p242) :args (@t8))
% 7.12/7.32  (step @p245 :rule trans :premises (@p244 @p241))
% 7.12/7.32  (step @p246 :rule eq_resolve :premises (@p2 @p245))
% 7.12/7.32  (step @p247 :rule arith_poly_norm :args ((= (* 347103843238191/1000000000000000 (- 347103843238191/1000000000000000 |tptp.'X_4'|)) (* 347103843238191/1000000000000000 (- @t1186 -347103843238191/1000000000000000)))))
% 7.12/7.32  (step @p248 :rule arith_poly_norm_rel :premises (@p247) :args ((= @t1250 @t1249)))
% 7.12/7.32  (step @p249 :rule arith-elim-leq :args (|tptp.'X_4'| 347103843238191/1000000000000000))
% 7.12/7.32  (step @p250 :rule trans :premises (@p249 @p248))
% 7.12/7.32  (step @p251 :rule evaluate :args (@t34))
% 7.12/7.32  (step @p252 :rule arith_poly_norm :args ((= @t35 |tptp.'X_4'|)))
% 7.12/7.32  (step @p253 :rule cong :premises (@p252 @p251) :args (@t36))
% 7.12/7.32  (step @p254 :rule trans :premises (@p253 @p250))
% 7.12/7.32  (step @p255 :rule eq_resolve :premises (@p10 @p254))
% 7.12/7.32  (step @p256 :rule arith_poly_norm :args ((= (* 20431380448199/500000000000000 (- 20431380448199/500000000000000 |tptp.'X_8'|)) (* 20431380448199/500000000000000 (- @t1202 -20431380448199/500000000000000)))))
% 7.12/7.32  (step @p257 :rule arith_poly_norm_rel :premises (@p256) :args ((= @t1252 @t1251)))
% 7.12/7.32  (step @p258 :rule arith-elim-leq :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.32  (step @p259 :rule trans :premises (@p258 @p257))
% 7.12/7.32  (step @p260 :rule evaluate :args (@t61))
% 7.12/7.32  (step @p261 :rule arith_poly_norm :args ((= @t62 |tptp.'X_8'|)))
% 7.12/7.32  (step @p262 :rule cong :premises (@p261 @p260) :args (@t63))
% 7.12/7.32  (step @p263 :rule trans :premises (@p262 @p259))
% 7.12/7.32  (step @p264 :rule eq_resolve :premises (@p18 @p263))
% 7.12/7.32  (step @p265 :rule arith_poly_norm :args ((= (* @t1263 14093186926301529/500000000000000000) @t1264)))
% 7.12/7.32  (step @p266 :rule evaluate :args (@t1158))
% 7.12/7.32  (step @p267 :rule refl :args (0/1))
% 7.12/7.32  (step @p268 :rule arith_poly_norm :args ((= (+ 10289172780368663/31250000000000000 @t1260 @t1261 @t1254 @t1253 @t1257 @t1259 @t1255 @t1256 @t1258) @t1262)))
% 7.12/7.32  (step @p269 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -3403368173179393/40000000000000000) @t1258)))
% 7.12/7.32  (step @p270 :rule evaluate :args ((* -1/1 3403368173179393/40000000000000000)))
% 7.12/7.32  (step @p271 :rule evaluate :args (@t992))
% 7.12/7.32  (step @p272 :rule refl :args (-1/1))
% 7.12/7.32  (step @p273 :rule nary_cong :premises (@p272 @p271) :args (@t1265))
% 7.12/7.32  (step @p274 :rule trans :premises (@p273 @p270))
% 7.12/7.32  (step @p275 :rule evaluate :args (@t1265))
% 7.12/7.32  (step @p276 :rule symm :premises (@p275))
% 7.12/7.32  (step @p277 :rule evaluate :args (@t993))
% 7.12/7.32  (step @p278 :rule trans :premises (@p277 @p276))
% 7.12/7.32  (step @p279 :rule trans :premises (@p278 @p274))
% 7.12/7.32  (step @p280 :rule nary_cong :premises (@p38 @p279) :args (@t994))
% 7.12/7.32  (step @p281 :rule trans :premises (@p280 @p269))
% 7.12/7.32  (step @p282 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 56819368820123381/250000000000000000) @t1256)))
% 7.12/7.32  (step @p283 :rule evaluate :args (@t990))
% 7.12/7.32  (step @p284 :rule nary_cong :premises (@p58 @p283) :args (@t991))
% 7.12/7.32  (step @p285 :rule trans :premises (@p284 @p282))
% 7.12/7.32  (step @p286 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -73305202165373687/500000000000000000) @t1255)))
% 7.12/7.32  (step @p287 :rule evaluate :args ((* -1/1 73305202165373687/500000000000000000)))
% 7.12/7.32  (step @p288 :rule evaluate :args (@t987))
% 7.12/7.32  (step @p289 :rule refl :args (-1/1))
% 7.12/7.32  (step @p290 :rule nary_cong :premises (@p289 @p288) :args (@t1266))
% 7.12/7.32  (step @p291 :rule trans :premises (@p290 @p287))
% 7.12/7.32  (step @p292 :rule evaluate :args (@t1266))
% 7.12/7.32  (step @p293 :rule symm :premises (@p292))
% 7.12/7.32  (step @p294 :rule evaluate :args (@t988))
% 7.12/7.32  (step @p295 :rule trans :premises (@p294 @p293))
% 7.12/7.32  (step @p296 :rule trans :premises (@p295 @p291))
% 7.12/7.32  (step @p297 :rule nary_cong :premises (@p77 @p296) :args (@t989))
% 7.12/7.32  (step @p298 :rule trans :premises (@p297 @p286))
% 7.12/7.32  (step @p299 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -25088421047380127/1000000000000000000) @t1259)))
% 7.12/7.32  (step @p300 :rule evaluate :args ((* -1/1 25088421047380127/1000000000000000000)))
% 7.12/7.32  (step @p301 :rule evaluate :args (@t984))
% 7.12/7.32  (step @p302 :rule refl :args (-1/1))
% 7.12/7.32  (step @p303 :rule nary_cong :premises (@p302 @p301) :args (@t1267))
% 7.12/7.32  (step @p304 :rule trans :premises (@p303 @p300))
% 7.12/7.32  (step @p305 :rule evaluate :args (@t1267))
% 7.12/7.32  (step @p306 :rule symm :premises (@p305))
% 7.12/7.32  (step @p307 :rule evaluate :args (@t985))
% 7.12/7.32  (step @p308 :rule trans :premises (@p307 @p306))
% 7.12/7.32  (step @p309 :rule trans :premises (@p308 @p304))
% 7.12/7.32  (step @p310 :rule refl :args (|tptp.'X_3'|))
% 7.12/7.32  (step @p311 :rule nary_cong :premises (@p310 @p309) :args (@t986))
% 7.12/7.32  (step @p312 :rule trans :premises (@p311 @p299))
% 7.12/7.32  (step @p313 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -236920078172610987/1000000000000000000) @t1257)))
% 7.12/7.32  (step @p314 :rule evaluate :args ((* -1/1 236920078172610987/1000000000000000000)))
% 7.12/7.32  (step @p315 :rule evaluate :args (@t981))
% 7.12/7.32  (step @p316 :rule refl :args (-1/1))
% 7.12/7.32  (step @p317 :rule nary_cong :premises (@p316 @p315) :args (@t1268))
% 7.12/7.32  (step @p318 :rule trans :premises (@p317 @p314))
% 7.12/7.32  (step @p319 :rule evaluate :args (@t1268))
% 7.12/7.32  (step @p320 :rule symm :premises (@p319))
% 7.12/7.32  (step @p321 :rule evaluate :args (@t982))
% 7.12/7.32  (step @p322 :rule trans :premises (@p321 @p320))
% 7.12/7.32  (step @p323 :rule trans :premises (@p322 @p318))
% 7.12/7.32  (step @p324 :rule nary_cong :premises (@p105 @p323) :args (@t983))
% 7.12/7.32  (step @p325 :rule trans :premises (@p324 @p313))
% 7.12/7.32  (step @p326 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 1472286952276727/6250000000000000) @t1253)))
% 7.12/7.32  (step @p327 :rule evaluate :args (@t979))
% 7.12/7.32  (step @p328 :rule nary_cong :premises (@p124 @p327) :args (@t980))
% 7.12/7.32  (step @p329 :rule trans :premises (@p328 @p326))
% 7.12/7.32  (step @p330 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 22861443304975637/500000000000000000) @t1254)))
% 7.12/7.32  (step @p331 :rule evaluate :args (@t977))
% 7.12/7.32  (step @p332 :rule nary_cong :premises (@p143 @p331) :args (@t978))
% 7.12/7.32  (step @p333 :rule trans :premises (@p332 @p330))
% 7.12/7.32  (step @p334 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -131602174433329/6250000000000000) @t1261)))
% 7.12/7.32  (step @p335 :rule evaluate :args ((* -1/1 131602174433329/6250000000000000)))
% 7.12/7.32  (step @p336 :rule evaluate :args (@t974))
% 7.12/7.32  (step @p337 :rule refl :args (-1/1))
% 7.12/7.32  (step @p338 :rule nary_cong :premises (@p337 @p336) :args (@t1269))
% 7.12/7.32  (step @p339 :rule trans :premises (@p338 @p335))
% 7.12/7.32  (step @p340 :rule evaluate :args (@t1269))
% 7.12/7.32  (step @p341 :rule symm :premises (@p340))
% 7.12/7.32  (step @p342 :rule evaluate :args (@t975))
% 7.12/7.32  (step @p343 :rule trans :premises (@p342 @p341))
% 7.12/7.32  (step @p344 :rule trans :premises (@p343 @p339))
% 7.12/7.32  (step @p345 :rule nary_cong :premises (@p162 @p344) :args (@t976))
% 7.12/7.32  (step @p346 :rule trans :premises (@p345 @p334))
% 7.12/7.32  (step @p347 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 4679166004694711/15625000000000000) @t1260)))
% 7.12/7.32  (step @p348 :rule evaluate :args (@t972))
% 7.12/7.32  (step @p349 :rule nary_cong :premises (@p181 @p348) :args (@t973))
% 7.12/7.32  (step @p350 :rule trans :premises (@p349 @p347))
% 7.12/7.32  (step @p351 :rule evaluate :args (@t971))
% 7.12/7.32  (step @p352 :rule nary_cong :premises (@p351 @p350 @p346 @p333 @p329 @p325 @p312 @p298 @p285 @p281) :args (@t1270))
% 7.12/7.32  (step @p353 :rule trans :premises (@p352 @p268))
% 7.12/7.32  (step @p354 :rule arith_poly_norm :args ((= @t995 @t1270)))
% 7.12/7.32  (step @p355 :rule trans :premises (@p354 @p353))
% 7.12/7.32  (step @p356 :rule cong :premises (@p355 @p267) :args (@t996))
% 7.12/7.32  (step @p357 :rule nary_cong :premises (@p356 @p266) :args (@t1159))
% 7.12/7.32  (step @p358 :rule trans :premises (@p357 @p265))
% 7.12/7.32  (step @p359 :rule arith_poly_norm :args ((= (* @t1281 48165901753140727/1000000000000000000) @t1282)))
% 7.12/7.32  (step @p360 :rule evaluate :args (@t1156))
% 7.12/7.32  (step @p361 :rule arith_poly_norm :args ((= (+ -139974431335130989/1000000000000000000 @t1278 @t1279 @t1272 @t1271 @t1275 @t1277 @t1273 @t1274 @t1276) @t1280)))
% 7.12/7.32  (step @p362 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 131301485190524703/1000000000000000000) @t1276)))
% 7.12/7.32  (step @p363 :rule evaluate :args (@t965))
% 7.12/7.32  (step @p364 :rule nary_cong :premises (@p38 @p363) :args (@t966))
% 7.12/7.32  (step @p365 :rule trans :premises (@p364 @p362))
% 7.12/7.32  (step @p366 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 104635663199850487/500000000000000000) @t1274)))
% 7.12/7.32  (step @p367 :rule evaluate :args (@t963))
% 7.12/7.32  (step @p368 :rule nary_cong :premises (@p58 @p367) :args (@t964))
% 7.12/7.32  (step @p369 :rule trans :premises (@p368 @p366))
% 7.12/7.32  (step @p370 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -1919325087984397/500000000000000000) @t1273)))
% 7.12/7.32  (step @p371 :rule evaluate :args ((* -1/1 1919325087984397/500000000000000000)))
% 7.12/7.32  (step @p372 :rule evaluate :args (@t960))
% 7.12/7.32  (step @p373 :rule refl :args (-1/1))
% 7.12/7.32  (step @p374 :rule nary_cong :premises (@p373 @p372) :args (@t1283))
% 7.12/7.32  (step @p375 :rule trans :premises (@p374 @p371))
% 7.12/7.32  (step @p376 :rule evaluate :args (@t1283))
% 7.12/7.32  (step @p377 :rule symm :premises (@p376))
% 7.12/7.32  (step @p378 :rule evaluate :args (@t961))
% 7.12/7.32  (step @p379 :rule trans :premises (@p378 @p377))
% 7.12/7.32  (step @p380 :rule trans :premises (@p379 @p375))
% 7.12/7.32  (step @p381 :rule nary_cong :premises (@p77 @p380) :args (@t962))
% 7.12/7.32  (step @p382 :rule trans :premises (@p381 @p370))
% 7.12/7.32  (step @p383 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 216285547045041937/1000000000000000000) @t1277)))
% 7.12/7.32  (step @p384 :rule evaluate :args (@t958))
% 7.12/7.32  (step @p385 :rule nary_cong :premises (@p310 @p384) :args (@t959))
% 7.12/7.32  (step @p386 :rule trans :premises (@p385 @p383))
% 7.12/7.32  (step @p387 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -15703643356854291/200000000000000000) @t1275)))
% 7.12/7.32  (step @p388 :rule evaluate :args ((* -1/1 15703643356854291/200000000000000000)))
% 7.12/7.32  (step @p389 :rule evaluate :args (@t955))
% 7.12/7.32  (step @p390 :rule refl :args (-1/1))
% 7.12/7.32  (step @p391 :rule nary_cong :premises (@p390 @p389) :args (@t1284))
% 7.12/7.32  (step @p392 :rule trans :premises (@p391 @p388))
% 7.12/7.32  (step @p393 :rule evaluate :args (@t1284))
% 7.12/7.32  (step @p394 :rule symm :premises (@p393))
% 7.12/7.32  (step @p395 :rule evaluate :args (@t956))
% 7.12/7.32  (step @p396 :rule trans :premises (@p395 @p394))
% 7.12/7.32  (step @p397 :rule trans :premises (@p396 @p392))
% 7.12/7.32  (step @p398 :rule nary_cong :premises (@p105 @p397) :args (@t957))
% 7.12/7.32  (step @p399 :rule trans :premises (@p398 @p387))
% 7.12/7.32  (step @p400 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -50898095615417499/500000000000000000) @t1271)))
% 7.12/7.32  (step @p401 :rule evaluate :args ((* -1/1 50898095615417499/500000000000000000)))
% 7.12/7.32  (step @p402 :rule evaluate :args (@t952))
% 7.12/7.32  (step @p403 :rule refl :args (-1/1))
% 7.12/7.32  (step @p404 :rule nary_cong :premises (@p403 @p402) :args (@t1285))
% 7.12/7.32  (step @p405 :rule trans :premises (@p404 @p401))
% 7.12/7.32  (step @p406 :rule evaluate :args (@t1285))
% 7.12/7.32  (step @p407 :rule symm :premises (@p406))
% 7.12/7.32  (step @p408 :rule evaluate :args (@t953))
% 7.12/7.32  (step @p409 :rule trans :premises (@p408 @p407))
% 7.12/7.32  (step @p410 :rule trans :premises (@p409 @p405))
% 7.12/7.32  (step @p411 :rule nary_cong :premises (@p124 @p410) :args (@t954))
% 7.12/7.32  (step @p412 :rule trans :premises (@p411 @p400))
% 7.12/7.32  (step @p413 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -11810206645944557/100000000000000000) @t1272)))
% 7.12/7.32  (step @p414 :rule evaluate :args ((* -1/1 11810206645944557/100000000000000000)))
% 7.12/7.32  (step @p415 :rule evaluate :args (@t949))
% 7.12/7.32  (step @p416 :rule refl :args (-1/1))
% 7.12/7.32  (step @p417 :rule nary_cong :premises (@p416 @p415) :args (@t1286))
% 7.12/7.32  (step @p418 :rule trans :premises (@p417 @p414))
% 7.12/7.32  (step @p419 :rule evaluate :args (@t1286))
% 7.12/7.32  (step @p420 :rule symm :premises (@p419))
% 7.12/7.32  (step @p421 :rule evaluate :args (@t950))
% 7.12/7.32  (step @p422 :rule trans :premises (@p421 @p420))
% 7.12/7.32  (step @p423 :rule trans :premises (@p422 @p418))
% 7.12/7.32  (step @p424 :rule nary_cong :premises (@p143 @p423) :args (@t951))
% 7.12/7.32  (step @p425 :rule trans :premises (@p424 @p413))
% 7.12/7.32  (step @p426 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 2930013720214919/40000000000000000) @t1279)))
% 7.12/7.32  (step @p427 :rule evaluate :args (@t947))
% 7.12/7.32  (step @p428 :rule nary_cong :premises (@p162 @p427) :args (@t948))
% 7.12/7.32  (step @p429 :rule trans :premises (@p428 @p426))
% 7.12/7.32  (step @p430 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 40879232100623969/500000000000000000) @t1278)))
% 7.12/7.32  (step @p431 :rule evaluate :args (@t945))
% 7.12/7.32  (step @p432 :rule nary_cong :premises (@p181 @p431) :args (@t946))
% 7.12/7.32  (step @p433 :rule trans :premises (@p432 @p430))
% 7.12/7.32  (step @p434 :rule evaluate :args ((* -1/1 139974431335130989/1000000000000000000)))
% 7.12/7.32  (step @p435 :rule evaluate :args (@t943))
% 7.12/7.32  (step @p436 :rule refl :args (-1/1))
% 7.12/7.32  (step @p437 :rule nary_cong :premises (@p436 @p435) :args (@t1287))
% 7.12/7.32  (step @p438 :rule trans :premises (@p437 @p434))
% 7.12/7.32  (step @p439 :rule evaluate :args (@t1287))
% 7.12/7.32  (step @p440 :rule symm :premises (@p439))
% 7.12/7.32  (step @p441 :rule evaluate :args (@t944))
% 7.12/7.32  (step @p442 :rule trans :premises (@p441 @p440))
% 7.12/7.32  (step @p443 :rule trans :premises (@p442 @p438))
% 7.12/7.32  (step @p444 :rule nary_cong :premises (@p443 @p433 @p429 @p425 @p412 @p399 @p386 @p382 @p369 @p365) :args (@t1288))
% 7.12/7.32  (step @p445 :rule trans :premises (@p444 @p361))
% 7.12/7.32  (step @p446 :rule arith_poly_norm :args ((= @t967 @t1288)))
% 7.12/7.32  (step @p447 :rule trans :premises (@p446 @p445))
% 7.12/7.32  (step @p448 :rule cong :premises (@p447 @p267) :args (@t968))
% 7.12/7.32  (step @p449 :rule nary_cong :premises (@p448 @p360) :args (@t1157))
% 7.12/7.32  (step @p450 :rule trans :premises (@p449 @p359))
% 7.12/7.32  (step @p451 :rule arith_poly_norm :args ((= (* @t1299 4503776690169989/31250000000000000) @t1300)))
% 7.12/7.32  (step @p452 :rule evaluate :args (@t1154))
% 7.12/7.32  (step @p453 :rule arith_poly_norm :args ((= (+ -6300487456919801/250000000000000000 @t1296 @t1297 @t1290 @t1289 @t1293 @t1295 @t1291 @t1292 @t1294) @t1298)))
% 7.12/7.32  (step @p454 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 151966319200479649/1000000000000000000) @t1294)))
% 7.12/7.32  (step @p455 :rule evaluate :args (@t937))
% 7.12/7.32  (step @p456 :rule nary_cong :premises (@p38 @p455) :args (@t938))
% 7.12/7.32  (step @p457 :rule trans :premises (@p456 @p454))
% 7.12/7.32  (step @p458 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -110606617906597343/1000000000000000000) @t1292)))
% 7.12/7.32  (step @p459 :rule evaluate :args ((* -1/1 110606617906597343/1000000000000000000)))
% 7.12/7.32  (step @p460 :rule evaluate :args (@t934))
% 7.12/7.32  (step @p461 :rule refl :args (-1/1))
% 7.12/7.32  (step @p462 :rule nary_cong :premises (@p461 @p460) :args (@t1301))
% 7.12/7.32  (step @p463 :rule trans :premises (@p462 @p459))
% 7.12/7.32  (step @p464 :rule evaluate :args (@t1301))
% 7.12/7.32  (step @p465 :rule symm :premises (@p464))
% 7.12/7.32  (step @p466 :rule evaluate :args (@t935))
% 7.12/7.32  (step @p467 :rule trans :premises (@p466 @p465))
% 7.12/7.32  (step @p468 :rule trans :premises (@p467 @p463))
% 7.12/7.32  (step @p469 :rule nary_cong :premises (@p58 @p468) :args (@t936))
% 7.12/7.32  (step @p470 :rule trans :premises (@p469 @p458))
% 7.12/7.32  (step @p471 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -60634341256404101/1000000000000000000) @t1291)))
% 7.12/7.32  (step @p472 :rule evaluate :args ((* -1/1 60634341256404101/1000000000000000000)))
% 7.12/7.32  (step @p473 :rule evaluate :args (@t931))
% 7.12/7.32  (step @p474 :rule refl :args (-1/1))
% 7.12/7.32  (step @p475 :rule nary_cong :premises (@p474 @p473) :args (@t1302))
% 7.12/7.32  (step @p476 :rule trans :premises (@p475 @p472))
% 7.12/7.32  (step @p477 :rule evaluate :args (@t1302))
% 7.12/7.32  (step @p478 :rule symm :premises (@p477))
% 7.12/7.32  (step @p479 :rule evaluate :args (@t932))
% 7.12/7.32  (step @p480 :rule trans :premises (@p479 @p478))
% 7.12/7.32  (step @p481 :rule trans :premises (@p480 @p476))
% 7.12/7.32  (step @p482 :rule nary_cong :premises (@p77 @p481) :args (@t933))
% 7.12/7.32  (step @p483 :rule trans :premises (@p482 @p471))
% 7.12/7.32  (step @p484 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 2006879584176011/31250000000000000) @t1295)))
% 7.12/7.32  (step @p485 :rule evaluate :args (@t929))
% 7.12/7.32  (step @p486 :rule nary_cong :premises (@p310 @p485) :args (@t930))
% 7.12/7.32  (step @p487 :rule trans :premises (@p486 @p484))
% 7.12/7.32  (step @p488 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 22958266738014321/1000000000000000000) @t1293)))
% 7.12/7.32  (step @p489 :rule evaluate :args (@t927))
% 7.12/7.32  (step @p490 :rule nary_cong :premises (@p105 @p489) :args (@t928))
% 7.12/7.32  (step @p491 :rule trans :premises (@p490 @p488))
% 7.12/7.32  (step @p492 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -19995998724101849/1000000000000000000) @t1289)))
% 7.12/7.32  (step @p493 :rule evaluate :args ((* -1/1 19995998724101849/1000000000000000000)))
% 7.12/7.32  (step @p494 :rule evaluate :args (@t924))
% 7.12/7.32  (step @p495 :rule refl :args (-1/1))
% 7.12/7.32  (step @p496 :rule nary_cong :premises (@p495 @p494) :args (@t1303))
% 7.12/7.32  (step @p497 :rule trans :premises (@p496 @p493))
% 7.12/7.32  (step @p498 :rule evaluate :args (@t1303))
% 7.12/7.32  (step @p499 :rule symm :premises (@p498))
% 7.12/7.32  (step @p500 :rule evaluate :args (@t925))
% 7.12/7.32  (step @p501 :rule trans :premises (@p500 @p499))
% 7.12/7.32  (step @p502 :rule trans :premises (@p501 @p497))
% 7.12/7.32  (step @p503 :rule nary_cong :premises (@p124 @p502) :args (@t926))
% 7.12/7.32  (step @p504 :rule trans :premises (@p503 @p492))
% 7.12/7.32  (step @p505 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -50459445689319427/1000000000000000000) @t1290)))
% 7.12/7.32  (step @p506 :rule evaluate :args ((* -1/1 50459445689319427/1000000000000000000)))
% 7.12/7.32  (step @p507 :rule evaluate :args (@t921))
% 7.12/7.32  (step @p508 :rule refl :args (-1/1))
% 7.12/7.32  (step @p509 :rule nary_cong :premises (@p508 @p507) :args (@t1304))
% 7.12/7.32  (step @p510 :rule trans :premises (@p509 @p506))
% 7.12/7.32  (step @p511 :rule evaluate :args (@t1304))
% 7.12/7.32  (step @p512 :rule symm :premises (@p511))
% 7.12/7.32  (step @p513 :rule evaluate :args (@t922))
% 7.12/7.32  (step @p514 :rule trans :premises (@p513 @p512))
% 7.12/7.32  (step @p515 :rule trans :premises (@p514 @p510))
% 7.12/7.32  (step @p516 :rule nary_cong :premises (@p143 @p515) :args (@t923))
% 7.12/7.32  (step @p517 :rule trans :premises (@p516 @p505))
% 7.12/7.32  (step @p518 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 119693318874395799/500000000000000000) @t1297)))
% 7.12/7.32  (step @p519 :rule evaluate :args (@t919))
% 7.12/7.32  (step @p520 :rule nary_cong :premises (@p162 @p519) :args (@t920))
% 7.12/7.32  (step @p521 :rule trans :premises (@p520 @p518))
% 7.12/7.32  (step @p522 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 193895523780232837/1000000000000000000) @t1296)))
% 7.12/7.32  (step @p523 :rule evaluate :args (@t917))
% 7.12/7.32  (step @p524 :rule nary_cong :premises (@p181 @p523) :args (@t918))
% 7.12/7.32  (step @p525 :rule trans :premises (@p524 @p522))
% 7.12/7.32  (step @p526 :rule evaluate :args ((* -1/1 6300487456919801/250000000000000000)))
% 7.12/7.32  (step @p527 :rule evaluate :args (@t915))
% 7.12/7.32  (step @p528 :rule refl :args (-1/1))
% 7.12/7.32  (step @p529 :rule nary_cong :premises (@p528 @p527) :args (@t1305))
% 7.12/7.32  (step @p530 :rule trans :premises (@p529 @p526))
% 7.12/7.32  (step @p531 :rule evaluate :args (@t1305))
% 7.12/7.32  (step @p532 :rule symm :premises (@p531))
% 7.12/7.32  (step @p533 :rule evaluate :args (@t916))
% 7.12/7.32  (step @p534 :rule trans :premises (@p533 @p532))
% 7.12/7.32  (step @p535 :rule trans :premises (@p534 @p530))
% 7.12/7.32  (step @p536 :rule nary_cong :premises (@p535 @p525 @p521 @p517 @p504 @p491 @p487 @p483 @p470 @p457) :args (@t1306))
% 7.12/7.32  (step @p537 :rule trans :premises (@p536 @p453))
% 7.12/7.32  (step @p538 :rule arith_poly_norm :args ((= @t939 @t1306)))
% 7.12/7.32  (step @p539 :rule trans :premises (@p538 @p537))
% 7.12/7.32  (step @p540 :rule cong :premises (@p539 @p267) :args (@t940))
% 7.12/7.32  (step @p541 :rule nary_cong :premises (@p540 @p452) :args (@t1155))
% 7.12/7.32  (step @p542 :rule trans :premises (@p541 @p451))
% 7.12/7.32  (step @p543 :rule arith_poly_norm :args ((= (* @t1317 4620919424431477/500000000000000000) @t1318)))
% 7.12/7.32  (step @p544 :rule evaluate :args (@t1152))
% 7.12/7.32  (step @p545 :rule arith_poly_norm :args ((= (+ 659040228661709/31250000000000000 @t1314 @t1315 @t1308 @t1307 @t1311 @t1313 @t1309 @t1310 @t1312) @t1316)))
% 7.12/7.32  (step @p546 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 201918035720349331/1000000000000000000) @t1312)))
% 7.12/7.32  (step @p547 :rule evaluate :args (@t908))
% 7.12/7.32  (step @p548 :rule nary_cong :premises (@p38 @p547) :args (@t909))
% 7.12/7.32  (step @p549 :rule trans :premises (@p548 @p546))
% 7.12/7.32  (step @p550 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 71474693145737511/1000000000000000000) @t1310)))
% 7.12/7.32  (step @p551 :rule evaluate :args (@t906))
% 7.12/7.32  (step @p552 :rule nary_cong :premises (@p58 @p551) :args (@t907))
% 7.12/7.32  (step @p553 :rule trans :premises (@p552 @p550))
% 7.12/7.32  (step @p554 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -23470773195197539/100000000000000000) @t1309)))
% 7.12/7.32  (step @p555 :rule evaluate :args ((* -1/1 23470773195197539/100000000000000000)))
% 7.12/7.32  (step @p556 :rule evaluate :args (@t903))
% 7.12/7.32  (step @p557 :rule refl :args (-1/1))
% 7.12/7.32  (step @p558 :rule nary_cong :premises (@p557 @p556) :args (@t1319))
% 7.12/7.32  (step @p559 :rule trans :premises (@p558 @p555))
% 7.12/7.32  (step @p560 :rule evaluate :args (@t1319))
% 7.12/7.32  (step @p561 :rule symm :premises (@p560))
% 7.12/7.32  (step @p562 :rule evaluate :args (@t904))
% 7.12/7.32  (step @p563 :rule trans :premises (@p562 @p561))
% 7.12/7.32  (step @p564 :rule trans :premises (@p563 @p559))
% 7.12/7.32  (step @p565 :rule nary_cong :premises (@p77 @p564) :args (@t905))
% 7.12/7.32  (step @p566 :rule trans :premises (@p565 @p554))
% 7.12/7.32  (step @p567 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -233331659063250207/1000000000000000000) @t1313)))
% 7.12/7.32  (step @p568 :rule evaluate :args ((* -1/1 233331659063250207/1000000000000000000)))
% 7.12/7.32  (step @p569 :rule evaluate :args (@t900))
% 7.12/7.32  (step @p570 :rule refl :args (-1/1))
% 7.12/7.32  (step @p571 :rule nary_cong :premises (@p570 @p569) :args (@t1320))
% 7.12/7.32  (step @p572 :rule trans :premises (@p571 @p568))
% 7.12/7.32  (step @p573 :rule evaluate :args (@t1320))
% 7.12/7.32  (step @p574 :rule symm :premises (@p573))
% 7.12/7.32  (step @p575 :rule evaluate :args (@t901))
% 7.12/7.32  (step @p576 :rule trans :premises (@p575 @p574))
% 7.12/7.32  (step @p577 :rule trans :premises (@p576 @p572))
% 7.12/7.32  (step @p578 :rule nary_cong :premises (@p310 @p577) :args (@t902))
% 7.12/7.32  (step @p579 :rule trans :premises (@p578 @p567))
% 7.12/7.32  (step @p580 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 104291555117951157/500000000000000000) @t1311)))
% 7.12/7.32  (step @p581 :rule evaluate :args (@t898))
% 7.12/7.32  (step @p582 :rule nary_cong :premises (@p105 @p581) :args (@t899))
% 7.12/7.32  (step @p583 :rule trans :premises (@p582 @p580))
% 7.12/7.32  (step @p584 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 58211437012298639/200000000000000000) @t1307)))
% 7.12/7.32  (step @p585 :rule evaluate :args (@t896))
% 7.12/7.32  (step @p586 :rule nary_cong :premises (@p124 @p585) :args (@t897))
% 7.12/7.32  (step @p587 :rule trans :premises (@p586 @p584))
% 7.12/7.32  (step @p588 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -225458440742216049/1000000000000000000) @t1308)))
% 7.12/7.32  (step @p589 :rule evaluate :args ((* -1/1 225458440742216049/1000000000000000000)))
% 7.12/7.32  (step @p590 :rule evaluate :args (@t893))
% 7.12/7.32  (step @p591 :rule refl :args (-1/1))
% 7.12/7.32  (step @p592 :rule nary_cong :premises (@p591 @p590) :args (@t1321))
% 7.12/7.32  (step @p593 :rule trans :premises (@p592 @p589))
% 7.12/7.32  (step @p594 :rule evaluate :args (@t1321))
% 7.12/7.32  (step @p595 :rule symm :premises (@p594))
% 7.12/7.32  (step @p596 :rule evaluate :args (@t894))
% 7.12/7.32  (step @p597 :rule trans :premises (@p596 @p595))
% 7.12/7.32  (step @p598 :rule trans :premises (@p597 @p593))
% 7.12/7.32  (step @p599 :rule nary_cong :premises (@p143 @p598) :args (@t895))
% 7.12/7.32  (step @p600 :rule trans :premises (@p599 @p588))
% 7.12/7.32  (step @p601 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 30067966240644789/100000000000000000) @t1315)))
% 7.12/7.32  (step @p602 :rule evaluate :args (@t891))
% 7.12/7.32  (step @p603 :rule nary_cong :premises (@p162 @p602) :args (@t892))
% 7.12/7.32  (step @p604 :rule trans :premises (@p603 @p601))
% 7.12/7.32  (step @p605 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -44958615269729621/500000000000000000) @t1314)))
% 7.12/7.32  (step @p606 :rule evaluate :args ((* -1/1 44958615269729621/500000000000000000)))
% 7.12/7.32  (step @p607 :rule evaluate :args (@t888))
% 7.12/7.32  (step @p608 :rule refl :args (-1/1))
% 7.12/7.32  (step @p609 :rule nary_cong :premises (@p608 @p607) :args (@t1322))
% 7.12/7.32  (step @p610 :rule trans :premises (@p609 @p606))
% 7.12/7.32  (step @p611 :rule evaluate :args (@t1322))
% 7.12/7.32  (step @p612 :rule symm :premises (@p611))
% 7.12/7.32  (step @p613 :rule evaluate :args (@t889))
% 7.12/7.32  (step @p614 :rule trans :premises (@p613 @p612))
% 7.12/7.32  (step @p615 :rule trans :premises (@p614 @p610))
% 7.12/7.32  (step @p616 :rule nary_cong :premises (@p181 @p615) :args (@t890))
% 7.12/7.32  (step @p617 :rule trans :premises (@p616 @p605))
% 7.12/7.32  (step @p618 :rule evaluate :args (@t887))
% 7.12/7.32  (step @p619 :rule nary_cong :premises (@p618 @p617 @p604 @p600 @p587 @p583 @p579 @p566 @p553 @p549) :args (@t1323))
% 7.12/7.32  (step @p620 :rule trans :premises (@p619 @p545))
% 7.12/7.32  (step @p621 :rule arith_poly_norm :args ((= @t910 @t1323)))
% 7.12/7.32  (step @p622 :rule trans :premises (@p621 @p620))
% 7.12/7.32  (step @p623 :rule cong :premises (@p622 @p267) :args (@t911))
% 7.12/7.32  (step @p624 :rule nary_cong :premises (@p623 @p544) :args (@t1153))
% 7.12/7.32  (step @p625 :rule trans :premises (@p624 @p543))
% 7.12/7.32  (step @p626 :rule arith_poly_norm :args ((= (* @t1334 -70659865038523909/1000000000000000000) @t1335)))
% 7.12/7.32  (step @p627 :rule evaluate :args ((* -1/1 70659865038523909/1000000000000000000)))
% 7.12/7.32  (step @p628 :rule evaluate :args (@t1149))
% 7.12/7.32  (step @p629 :rule refl :args (-1/1))
% 7.12/7.32  (step @p630 :rule nary_cong :premises (@p629 @p628) :args (@t1336))
% 7.12/7.32  (step @p631 :rule trans :premises (@p630 @p627))
% 7.12/7.32  (step @p632 :rule evaluate :args (@t1336))
% 7.12/7.32  (step @p633 :rule symm :premises (@p632))
% 7.12/7.32  (step @p634 :rule evaluate :args (@t1150))
% 7.12/7.32  (step @p635 :rule trans :premises (@p634 @p633))
% 7.12/7.32  (step @p636 :rule trans :premises (@p635 @p631))
% 7.12/7.32  (step @p637 :rule arith_poly_norm :args ((= (+ -28798393648900411/250000000000000000 @t1331 @t1332 @t1325 @t1324 @t1328 @t1330 @t1326 @t1327 @t1329) @t1333)))
% 7.12/7.32  (step @p638 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -66907972173308239/500000000000000000) @t1329)))
% 7.12/7.32  (step @p639 :rule evaluate :args ((* -1/1 66907972173308239/500000000000000000)))
% 7.12/7.32  (step @p640 :rule evaluate :args (@t879))
% 7.12/7.32  (step @p641 :rule refl :args (-1/1))
% 7.12/7.32  (step @p642 :rule nary_cong :premises (@p641 @p640) :args (@t1337))
% 7.12/7.32  (step @p643 :rule trans :premises (@p642 @p639))
% 7.12/7.32  (step @p644 :rule evaluate :args (@t1337))
% 7.12/7.32  (step @p645 :rule symm :premises (@p644))
% 7.12/7.32  (step @p646 :rule evaluate :args (@t880))
% 7.12/7.32  (step @p647 :rule trans :premises (@p646 @p645))
% 7.12/7.32  (step @p648 :rule trans :premises (@p647 @p643))
% 7.12/7.32  (step @p649 :rule nary_cong :premises (@p38 @p648) :args (@t881))
% 7.12/7.32  (step @p650 :rule trans :premises (@p649 @p638))
% 7.12/7.32  (step @p651 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -141304679292629271/1000000000000000000) @t1327)))
% 7.12/7.32  (step @p652 :rule evaluate :args ((* -1/1 141304679292629271/1000000000000000000)))
% 7.12/7.32  (step @p653 :rule evaluate :args (@t876))
% 7.12/7.32  (step @p654 :rule refl :args (-1/1))
% 7.12/7.32  (step @p655 :rule nary_cong :premises (@p654 @p653) :args (@t1338))
% 7.12/7.32  (step @p656 :rule trans :premises (@p655 @p652))
% 7.12/7.32  (step @p657 :rule evaluate :args (@t1338))
% 7.12/7.32  (step @p658 :rule symm :premises (@p657))
% 7.12/7.32  (step @p659 :rule evaluate :args (@t877))
% 7.12/7.32  (step @p660 :rule trans :premises (@p659 @p658))
% 7.12/7.32  (step @p661 :rule trans :premises (@p660 @p656))
% 7.12/7.32  (step @p662 :rule nary_cong :premises (@p58 @p661) :args (@t878))
% 7.12/7.32  (step @p663 :rule trans :premises (@p662 @p651))
% 7.12/7.32  (step @p664 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -1718098259490853/7812500000000000) @t1326)))
% 7.12/7.32  (step @p665 :rule evaluate :args ((* -1/1 1718098259490853/7812500000000000)))
% 7.12/7.32  (step @p666 :rule evaluate :args (@t873))
% 7.12/7.32  (step @p667 :rule refl :args (-1/1))
% 7.12/7.32  (step @p668 :rule nary_cong :premises (@p667 @p666) :args (@t1339))
% 7.12/7.32  (step @p669 :rule trans :premises (@p668 @p665))
% 7.12/7.32  (step @p670 :rule evaluate :args (@t1339))
% 7.12/7.32  (step @p671 :rule symm :premises (@p670))
% 7.12/7.32  (step @p672 :rule evaluate :args (@t874))
% 7.12/7.32  (step @p673 :rule trans :premises (@p672 @p671))
% 7.12/7.32  (step @p674 :rule trans :premises (@p673 @p669))
% 7.12/7.32  (step @p675 :rule nary_cong :premises (@p77 @p674) :args (@t875))
% 7.12/7.32  (step @p676 :rule trans :premises (@p675 @p664))
% 7.12/7.32  (step @p677 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -139758046639439831/1000000000000000000) @t1330)))
% 7.12/7.32  (step @p678 :rule evaluate :args ((* -1/1 139758046639439831/1000000000000000000)))
% 7.12/7.32  (step @p679 :rule evaluate :args (@t870))
% 7.12/7.32  (step @p680 :rule refl :args (-1/1))
% 7.12/7.32  (step @p681 :rule nary_cong :premises (@p680 @p679) :args (@t1340))
% 7.12/7.32  (step @p682 :rule trans :premises (@p681 @p678))
% 7.12/7.32  (step @p683 :rule evaluate :args (@t1340))
% 7.12/7.32  (step @p684 :rule symm :premises (@p683))
% 7.12/7.32  (step @p685 :rule evaluate :args (@t871))
% 7.12/7.32  (step @p686 :rule trans :premises (@p685 @p684))
% 7.12/7.32  (step @p687 :rule trans :premises (@p686 @p682))
% 7.12/7.32  (step @p688 :rule nary_cong :premises (@p310 @p687) :args (@t872))
% 7.12/7.32  (step @p689 :rule trans :premises (@p688 @p677))
% 7.12/7.32  (step @p690 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 11852498796069061/500000000000000000) @t1328)))
% 7.12/7.32  (step @p691 :rule evaluate :args (@t868))
% 7.12/7.32  (step @p692 :rule nary_cong :premises (@p105 @p691) :args (@t869))
% 7.12/7.32  (step @p693 :rule trans :premises (@p692 @p690))
% 7.12/7.32  (step @p694 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 27489860415485401/1000000000000000000) @t1324)))
% 7.12/7.32  (step @p695 :rule evaluate :args (@t866))
% 7.12/7.32  (step @p696 :rule nary_cong :premises (@p124 @p695) :args (@t867))
% 7.12/7.32  (step @p697 :rule trans :premises (@p696 @p694))
% 7.12/7.32  (step @p698 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 7155456684691279/25000000000000000) @t1325)))
% 7.12/7.32  (step @p699 :rule evaluate :args (@t864))
% 7.12/7.32  (step @p700 :rule nary_cong :premises (@p143 @p699) :args (@t865))
% 7.12/7.32  (step @p701 :rule trans :premises (@p700 @p698))
% 7.12/7.32  (step @p702 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 17028321810148489/100000000000000000) @t1332)))
% 7.12/7.32  (step @p703 :rule evaluate :args (@t862))
% 7.12/7.32  (step @p704 :rule nary_cong :premises (@p162 @p703) :args (@t863))
% 7.12/7.32  (step @p705 :rule trans :premises (@p704 @p702))
% 7.12/7.32  (step @p706 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 77711113069554999/500000000000000000) @t1331)))
% 7.12/7.32  (step @p707 :rule evaluate :args (@t860))
% 7.12/7.32  (step @p708 :rule nary_cong :premises (@p181 @p707) :args (@t861))
% 7.12/7.32  (step @p709 :rule trans :premises (@p708 @p706))
% 7.12/7.32  (step @p710 :rule evaluate :args ((* -1/1 28798393648900411/250000000000000000)))
% 7.12/7.32  (step @p711 :rule evaluate :args (@t858))
% 7.12/7.32  (step @p712 :rule refl :args (-1/1))
% 7.12/7.32  (step @p713 :rule nary_cong :premises (@p712 @p711) :args (@t1341))
% 7.12/7.32  (step @p714 :rule trans :premises (@p713 @p710))
% 7.12/7.32  (step @p715 :rule evaluate :args (@t1341))
% 7.12/7.32  (step @p716 :rule symm :premises (@p715))
% 7.12/7.32  (step @p717 :rule evaluate :args (@t859))
% 7.12/7.32  (step @p718 :rule trans :premises (@p717 @p716))
% 7.12/7.32  (step @p719 :rule trans :premises (@p718 @p714))
% 7.12/7.32  (step @p720 :rule nary_cong :premises (@p719 @p709 @p705 @p701 @p697 @p693 @p689 @p676 @p663 @p650) :args (@t1342))
% 7.12/7.32  (step @p721 :rule trans :premises (@p720 @p637))
% 7.12/7.32  (step @p722 :rule arith_poly_norm :args ((= @t882 @t1342)))
% 7.12/7.32  (step @p723 :rule trans :premises (@p722 @p721))
% 7.12/7.32  (step @p724 :rule cong :premises (@p723 @p267) :args (@t883))
% 7.12/7.32  (step @p725 :rule nary_cong :premises (@p724 @p636) :args (@t1151))
% 7.12/7.32  (step @p726 :rule trans :premises (@p725 @p626))
% 7.12/7.32  (step @p727 :rule arith_poly_norm :args ((= (* @t1353 -8366350840023101/1000000000000000000) @t1354)))
% 7.12/7.32  (step @p728 :rule evaluate :args ((* -1/1 8366350840023101/1000000000000000000)))
% 7.12/7.32  (step @p729 :rule evaluate :args (@t1146))
% 7.12/7.32  (step @p730 :rule refl :args (-1/1))
% 7.12/7.32  (step @p731 :rule nary_cong :premises (@p730 @p729) :args (@t1355))
% 7.12/7.32  (step @p732 :rule trans :premises (@p731 @p728))
% 7.12/7.32  (step @p733 :rule evaluate :args (@t1355))
% 7.12/7.32  (step @p734 :rule symm :premises (@p733))
% 7.12/7.32  (step @p735 :rule evaluate :args (@t1147))
% 7.12/7.32  (step @p736 :rule trans :premises (@p735 @p734))
% 7.12/7.32  (step @p737 :rule trans :premises (@p736 @p732))
% 7.12/7.32  (step @p738 :rule arith_poly_norm :args ((= (+ 40617613252518281/200000000000000000 @t1350 @t1351 @t1344 @t1343 @t1347 @t1349 @t1345 @t1346 @t1348) @t1352)))
% 7.12/7.32  (step @p739 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -253268830840590653/1000000000000000000) @t1348)))
% 7.12/7.32  (step @p740 :rule evaluate :args ((* -1/1 253268830840590653/1000000000000000000)))
% 7.12/7.32  (step @p741 :rule evaluate :args (@t851))
% 7.12/7.32  (step @p742 :rule refl :args (-1/1))
% 7.12/7.32  (step @p743 :rule nary_cong :premises (@p742 @p741) :args (@t1356))
% 7.12/7.32  (step @p744 :rule trans :premises (@p743 @p740))
% 7.12/7.32  (step @p745 :rule evaluate :args (@t1356))
% 7.12/7.32  (step @p746 :rule symm :premises (@p745))
% 7.12/7.32  (step @p747 :rule evaluate :args (@t852))
% 7.12/7.32  (step @p748 :rule trans :premises (@p747 @p746))
% 7.12/7.32  (step @p749 :rule trans :premises (@p748 @p744))
% 7.12/7.32  (step @p750 :rule nary_cong :premises (@p38 @p749) :args (@t853))
% 7.12/7.32  (step @p751 :rule trans :premises (@p750 @p739))
% 7.12/7.32  (step @p752 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -63029704424822863/1000000000000000000) @t1346)))
% 7.12/7.32  (step @p753 :rule evaluate :args ((* -1/1 63029704424822863/1000000000000000000)))
% 7.12/7.32  (step @p754 :rule evaluate :args (@t848))
% 7.12/7.32  (step @p755 :rule refl :args (-1/1))
% 7.12/7.32  (step @p756 :rule nary_cong :premises (@p755 @p754) :args (@t1357))
% 7.12/7.32  (step @p757 :rule trans :premises (@p756 @p753))
% 7.12/7.32  (step @p758 :rule evaluate :args (@t1357))
% 7.12/7.32  (step @p759 :rule symm :premises (@p758))
% 7.12/7.32  (step @p760 :rule evaluate :args (@t849))
% 7.12/7.32  (step @p761 :rule trans :premises (@p760 @p759))
% 7.12/7.32  (step @p762 :rule trans :premises (@p761 @p757))
% 7.12/7.32  (step @p763 :rule nary_cong :premises (@p58 @p762) :args (@t850))
% 7.12/7.32  (step @p764 :rule trans :premises (@p763 @p752))
% 7.12/7.32  (step @p765 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 108342209516613941/1000000000000000000) @t1345)))
% 7.12/7.32  (step @p766 :rule evaluate :args (@t846))
% 7.12/7.32  (step @p767 :rule nary_cong :premises (@p77 @p766) :args (@t847))
% 7.12/7.32  (step @p768 :rule trans :premises (@p767 @p765))
% 7.12/7.32  (step @p769 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 11393961409695397/1000000000000000000) @t1349)))
% 7.12/7.32  (step @p770 :rule evaluate :args (@t844))
% 7.12/7.32  (step @p771 :rule nary_cong :premises (@p310 @p770) :args (@t845))
% 7.12/7.32  (step @p772 :rule trans :premises (@p771 @p769))
% 7.12/7.32  (step @p773 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -123612277627873371/500000000000000000) @t1347)))
% 7.12/7.32  (step @p774 :rule evaluate :args ((* -1/1 123612277627873371/500000000000000000)))
% 7.12/7.32  (step @p775 :rule evaluate :args (@t841))
% 7.12/7.32  (step @p776 :rule refl :args (-1/1))
% 7.12/7.32  (step @p777 :rule nary_cong :premises (@p776 @p775) :args (@t1358))
% 7.12/7.32  (step @p778 :rule trans :premises (@p777 @p774))
% 7.12/7.32  (step @p779 :rule evaluate :args (@t1358))
% 7.12/7.32  (step @p780 :rule symm :premises (@p779))
% 7.12/7.32  (step @p781 :rule evaluate :args (@t842))
% 7.12/7.32  (step @p782 :rule trans :premises (@p781 @p780))
% 7.12/7.32  (step @p783 :rule trans :premises (@p782 @p778))
% 7.12/7.32  (step @p784 :rule nary_cong :premises (@p105 @p783) :args (@t843))
% 7.12/7.32  (step @p785 :rule trans :premises (@p784 @p773))
% 7.12/7.32  (step @p786 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -122733889602263613/500000000000000000) @t1343)))
% 7.12/7.32  (step @p787 :rule evaluate :args ((* -1/1 122733889602263613/500000000000000000)))
% 7.12/7.32  (step @p788 :rule evaluate :args (@t838))
% 7.12/7.32  (step @p789 :rule refl :args (-1/1))
% 7.12/7.32  (step @p790 :rule nary_cong :premises (@p789 @p788) :args (@t1359))
% 7.12/7.32  (step @p791 :rule trans :premises (@p790 @p787))
% 7.12/7.32  (step @p792 :rule evaluate :args (@t1359))
% 7.12/7.32  (step @p793 :rule symm :premises (@p792))
% 7.12/7.32  (step @p794 :rule evaluate :args (@t839))
% 7.12/7.32  (step @p795 :rule trans :premises (@p794 @p793))
% 7.12/7.32  (step @p796 :rule trans :premises (@p795 @p791))
% 7.12/7.32  (step @p797 :rule nary_cong :premises (@p124 @p796) :args (@t840))
% 7.12/7.32  (step @p798 :rule trans :premises (@p797 @p786))
% 7.12/7.32  (step @p799 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 127617040954670663/500000000000000000) @t1344)))
% 7.12/7.32  (step @p800 :rule evaluate :args (@t836))
% 7.12/7.32  (step @p801 :rule nary_cong :premises (@p143 @p800) :args (@t837))
% 7.12/7.32  (step @p802 :rule trans :premises (@p801 @p799))
% 7.12/7.32  (step @p803 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 36963348046827757/250000000000000000) @t1351)))
% 7.12/7.32  (step @p804 :rule evaluate :args (@t834))
% 7.12/7.32  (step @p805 :rule nary_cong :premises (@p162 @p804) :args (@t835))
% 7.12/7.32  (step @p806 :rule trans :premises (@p805 @p803))
% 7.12/7.32  (step @p807 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 72361978741696767/250000000000000000) @t1350)))
% 7.12/7.32  (step @p808 :rule evaluate :args (@t832))
% 7.12/7.32  (step @p809 :rule nary_cong :premises (@p181 @p808) :args (@t833))
% 7.12/7.32  (step @p810 :rule trans :premises (@p809 @p807))
% 7.12/7.32  (step @p811 :rule evaluate :args (@t831))
% 7.12/7.32  (step @p812 :rule nary_cong :premises (@p811 @p810 @p806 @p802 @p798 @p785 @p772 @p768 @p764 @p751) :args (@t1360))
% 7.12/7.32  (step @p813 :rule trans :premises (@p812 @p738))
% 7.12/7.32  (step @p814 :rule arith_poly_norm :args ((= @t854 @t1360)))
% 7.12/7.32  (step @p815 :rule trans :premises (@p814 @p813))
% 7.12/7.32  (step @p816 :rule cong :premises (@p815 @p267) :args (@t855))
% 7.12/7.32  (step @p817 :rule nary_cong :premises (@p816 @p737) :args (@t1148))
% 7.12/7.32  (step @p818 :rule trans :premises (@p817 @p727))
% 7.12/7.32  (step @p819 :rule arith_poly_norm :args ((= (* @t1371 676912583273853/6250000000000000) @t1372)))
% 7.12/7.32  (step @p820 :rule evaluate :args (@t1144))
% 7.12/7.32  (step @p821 :rule arith_poly_norm :args ((= (+ 70518497039688599/500000000000000000 @t1368 @t1369 @t1362 @t1361 @t1365 @t1367 @t1363 @t1364 @t1366) @t1370)))
% 7.12/7.32  (step @p822 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -29837235166716547/250000000000000000) @t1366)))
% 7.12/7.32  (step @p823 :rule evaluate :args ((* -1/1 29837235166716547/250000000000000000)))
% 7.12/7.32  (step @p824 :rule evaluate :args (@t824))
% 7.12/7.32  (step @p825 :rule refl :args (-1/1))
% 7.12/7.32  (step @p826 :rule nary_cong :premises (@p825 @p824) :args (@t1373))
% 7.12/7.32  (step @p827 :rule trans :premises (@p826 @p823))
% 7.12/7.32  (step @p828 :rule evaluate :args (@t1373))
% 7.12/7.32  (step @p829 :rule symm :premises (@p828))
% 7.12/7.32  (step @p830 :rule evaluate :args (@t825))
% 7.12/7.32  (step @p831 :rule trans :premises (@p830 @p829))
% 7.12/7.32  (step @p832 :rule trans :premises (@p831 @p827))
% 7.12/7.32  (step @p833 :rule nary_cong :premises (@p38 @p832) :args (@t826))
% 7.12/7.32  (step @p834 :rule trans :premises (@p833 @p822))
% 7.12/7.32  (step @p835 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -967212130880659/62500000000000000) @t1364)))
% 7.12/7.32  (step @p836 :rule evaluate :args ((* -1/1 967212130880659/62500000000000000)))
% 7.12/7.32  (step @p837 :rule evaluate :args (@t821))
% 7.12/7.32  (step @p838 :rule refl :args (-1/1))
% 7.12/7.32  (step @p839 :rule nary_cong :premises (@p838 @p837) :args (@t1374))
% 7.12/7.32  (step @p840 :rule trans :premises (@p839 @p836))
% 7.12/7.32  (step @p841 :rule evaluate :args (@t1374))
% 7.12/7.32  (step @p842 :rule symm :premises (@p841))
% 7.12/7.32  (step @p843 :rule evaluate :args (@t822))
% 7.12/7.32  (step @p844 :rule trans :premises (@p843 @p842))
% 7.12/7.32  (step @p845 :rule trans :premises (@p844 @p840))
% 7.12/7.32  (step @p846 :rule nary_cong :premises (@p58 @p845) :args (@t823))
% 7.12/7.32  (step @p847 :rule trans :premises (@p846 @p835))
% 7.12/7.32  (step @p848 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -257618085520195383/1000000000000000000) @t1363)))
% 7.12/7.32  (step @p849 :rule evaluate :args ((* -1/1 257618085520195383/1000000000000000000)))
% 7.12/7.32  (step @p850 :rule evaluate :args (@t818))
% 7.12/7.32  (step @p851 :rule refl :args (-1/1))
% 7.12/7.32  (step @p852 :rule nary_cong :premises (@p851 @p850) :args (@t1375))
% 7.12/7.32  (step @p853 :rule trans :premises (@p852 @p849))
% 7.12/7.32  (step @p854 :rule evaluate :args (@t1375))
% 7.12/7.32  (step @p855 :rule symm :premises (@p854))
% 7.12/7.32  (step @p856 :rule evaluate :args (@t819))
% 7.12/7.32  (step @p857 :rule trans :premises (@p856 @p855))
% 7.12/7.32  (step @p858 :rule trans :premises (@p857 @p853))
% 7.12/7.32  (step @p859 :rule nary_cong :premises (@p77 @p858) :args (@t820))
% 7.12/7.32  (step @p860 :rule trans :premises (@p859 @p848))
% 7.12/7.32  (step @p861 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 266883445685118181/1000000000000000000) @t1367)))
% 7.12/7.32  (step @p862 :rule evaluate :args (@t816))
% 7.12/7.32  (step @p863 :rule nary_cong :premises (@p310 @p862) :args (@t817))
% 7.12/7.32  (step @p864 :rule trans :premises (@p863 @p861))
% 7.12/7.32  (step @p865 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 154463982908279673/1000000000000000000) @t1365)))
% 7.12/7.32  (step @p866 :rule evaluate :args (@t814))
% 7.12/7.32  (step @p867 :rule nary_cong :premises (@p105 @p866) :args (@t815))
% 7.12/7.32  (step @p868 :rule trans :premises (@p867 @p865))
% 7.12/7.32  (step @p869 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 49303003478437801/1000000000000000000) @t1361)))
% 7.12/7.32  (step @p870 :rule evaluate :args (@t812))
% 7.12/7.32  (step @p871 :rule nary_cong :premises (@p124 @p870) :args (@t813))
% 7.12/7.32  (step @p872 :rule trans :premises (@p871 @p869))
% 7.12/7.32  (step @p873 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 85121825281601643/500000000000000000) @t1362)))
% 7.12/7.32  (step @p874 :rule evaluate :args (@t810))
% 7.12/7.32  (step @p875 :rule nary_cong :premises (@p143 @p874) :args (@t811))
% 7.12/7.32  (step @p876 :rule trans :premises (@p875 @p873))
% 7.12/7.32  (step @p877 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 269376706562944379/1000000000000000000) @t1369)))
% 7.12/7.32  (step @p878 :rule evaluate :args (@t808))
% 7.12/7.32  (step @p879 :rule nary_cong :premises (@p162 @p878) :args (@t809))
% 7.12/7.32  (step @p880 :rule trans :premises (@p879 @p877))
% 7.12/7.32  (step @p881 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -46691059958949621/1000000000000000000) @t1368)))
% 7.12/7.32  (step @p882 :rule evaluate :args ((* -1/1 46691059958949621/1000000000000000000)))
% 7.12/7.32  (step @p883 :rule evaluate :args (@t805))
% 7.12/7.32  (step @p884 :rule refl :args (-1/1))
% 7.12/7.32  (step @p885 :rule nary_cong :premises (@p884 @p883) :args (@t1376))
% 7.12/7.32  (step @p886 :rule trans :premises (@p885 @p882))
% 7.12/7.32  (step @p887 :rule evaluate :args (@t1376))
% 7.12/7.32  (step @p888 :rule symm :premises (@p887))
% 7.12/7.32  (step @p889 :rule evaluate :args (@t806))
% 7.12/7.32  (step @p890 :rule trans :premises (@p889 @p888))
% 7.12/7.32  (step @p891 :rule trans :premises (@p890 @p886))
% 7.12/7.32  (step @p892 :rule nary_cong :premises (@p181 @p891) :args (@t807))
% 7.12/7.32  (step @p893 :rule trans :premises (@p892 @p881))
% 7.12/7.32  (step @p894 :rule evaluate :args (@t804))
% 7.12/7.32  (step @p895 :rule nary_cong :premises (@p894 @p893 @p880 @p876 @p872 @p868 @p864 @p860 @p847 @p834) :args (@t1377))
% 7.12/7.32  (step @p896 :rule trans :premises (@p895 @p821))
% 7.12/7.32  (step @p897 :rule arith_poly_norm :args ((= @t827 @t1377)))
% 7.12/7.32  (step @p898 :rule trans :premises (@p897 @p896))
% 7.12/7.32  (step @p899 :rule cong :premises (@p898 @p267) :args (@t828))
% 7.12/7.32  (step @p900 :rule nary_cong :premises (@p899 @p820) :args (@t1145))
% 7.12/7.32  (step @p901 :rule trans :premises (@p900 @p819))
% 7.12/7.32  (step @p902 :rule arith_poly_norm :args ((= (* @t1388 -28847581835459013/200000000000000000) @t1389)))
% 7.12/7.32  (step @p903 :rule evaluate :args ((* -1/1 28847581835459013/200000000000000000)))
% 7.12/7.32  (step @p904 :rule evaluate :args (@t1141))
% 7.12/7.32  (step @p905 :rule refl :args (-1/1))
% 7.12/7.32  (step @p906 :rule nary_cong :premises (@p905 @p904) :args (@t1390))
% 7.12/7.32  (step @p907 :rule trans :premises (@p906 @p903))
% 7.12/7.32  (step @p908 :rule evaluate :args (@t1390))
% 7.12/7.32  (step @p909 :rule symm :premises (@p908))
% 7.12/7.32  (step @p910 :rule evaluate :args (@t1142))
% 7.12/7.32  (step @p911 :rule trans :premises (@p910 @p909))
% 7.12/7.32  (step @p912 :rule trans :premises (@p911 @p907))
% 7.12/7.32  (step @p913 :rule arith_poly_norm :args ((= (+ 197320938824874503/1000000000000000000 @t1385 @t1386 @t1379 @t1378 @t1382 @t1384 @t1380 @t1381 @t1383) @t1387)))
% 7.12/7.32  (step @p914 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 181914050129224181/1000000000000000000) @t1383)))
% 7.12/7.32  (step @p915 :rule evaluate :args (@t798))
% 7.12/7.32  (step @p916 :rule nary_cong :premises (@p38 @p915) :args (@t799))
% 7.12/7.32  (step @p917 :rule trans :premises (@p916 @p914))
% 7.12/7.32  (step @p918 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 69066291091121113/1000000000000000000) @t1381)))
% 7.12/7.32  (step @p919 :rule evaluate :args (@t796))
% 7.12/7.32  (step @p920 :rule nary_cong :premises (@p58 @p919) :args (@t797))
% 7.12/7.32  (step @p921 :rule trans :premises (@p920 @p918))
% 7.12/7.32  (step @p922 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 78554846238518217/1000000000000000000) @t1380)))
% 7.12/7.32  (step @p923 :rule evaluate :args (@t794))
% 7.12/7.32  (step @p924 :rule nary_cong :premises (@p77 @p923) :args (@t795))
% 7.12/7.32  (step @p925 :rule trans :premises (@p924 @p922))
% 7.12/7.32  (step @p926 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 61695047722982649/500000000000000000) @t1384)))
% 7.12/7.32  (step @p927 :rule evaluate :args (@t792))
% 7.12/7.32  (step @p928 :rule nary_cong :premises (@p310 @p927) :args (@t793))
% 7.12/7.32  (step @p929 :rule trans :premises (@p928 @p926))
% 7.12/7.32  (step @p930 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -31434673366901533/1000000000000000000) @t1382)))
% 7.12/7.32  (step @p931 :rule evaluate :args ((* -1/1 31434673366901533/1000000000000000000)))
% 7.12/7.32  (step @p932 :rule evaluate :args (@t789))
% 7.12/7.32  (step @p933 :rule refl :args (-1/1))
% 7.12/7.32  (step @p934 :rule nary_cong :premises (@p933 @p932) :args (@t1391))
% 7.12/7.32  (step @p935 :rule trans :premises (@p934 @p931))
% 7.12/7.32  (step @p936 :rule evaluate :args (@t1391))
% 7.12/7.32  (step @p937 :rule symm :premises (@p936))
% 7.12/7.32  (step @p938 :rule evaluate :args (@t790))
% 7.12/7.32  (step @p939 :rule trans :premises (@p938 @p937))
% 7.12/7.32  (step @p940 :rule trans :premises (@p939 @p935))
% 7.12/7.32  (step @p941 :rule nary_cong :premises (@p105 @p940) :args (@t791))
% 7.12/7.32  (step @p942 :rule trans :premises (@p941 @p930))
% 7.12/7.32  (step @p943 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 120282490489638627/1000000000000000000) @t1378)))
% 7.12/7.32  (step @p944 :rule evaluate :args (@t787))
% 7.12/7.32  (step @p945 :rule nary_cong :premises (@p124 @p944) :args (@t788))
% 7.12/7.32  (step @p946 :rule trans :premises (@p945 @p943))
% 7.12/7.32  (step @p947 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 3914825495680091/125000000000000000) @t1379)))
% 7.12/7.32  (step @p948 :rule evaluate :args (@t785))
% 7.12/7.32  (step @p949 :rule nary_cong :premises (@p143 @p948) :args (@t786))
% 7.12/7.32  (step @p950 :rule trans :premises (@p949 @p947))
% 7.12/7.32  (step @p951 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 122790861074928287/500000000000000000) @t1386)))
% 7.12/7.32  (step @p952 :rule evaluate :args (@t783))
% 7.12/7.32  (step @p953 :rule nary_cong :premises (@p162 @p952) :args (@t784))
% 7.12/7.32  (step @p954 :rule trans :premises (@p953 @p951))
% 7.12/7.32  (step @p955 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -2670342583011999/125000000000000000) @t1385)))
% 7.12/7.32  (step @p956 :rule evaluate :args ((* -1/1 2670342583011999/125000000000000000)))
% 7.12/7.32  (step @p957 :rule evaluate :args (@t780))
% 7.12/7.32  (step @p958 :rule refl :args (-1/1))
% 7.12/7.32  (step @p959 :rule nary_cong :premises (@p958 @p957) :args (@t1392))
% 7.12/7.32  (step @p960 :rule trans :premises (@p959 @p956))
% 7.12/7.32  (step @p961 :rule evaluate :args (@t1392))
% 7.12/7.32  (step @p962 :rule symm :premises (@p961))
% 7.12/7.32  (step @p963 :rule evaluate :args (@t781))
% 7.12/7.32  (step @p964 :rule trans :premises (@p963 @p962))
% 7.12/7.32  (step @p965 :rule trans :premises (@p964 @p960))
% 7.12/7.32  (step @p966 :rule nary_cong :premises (@p181 @p965) :args (@t782))
% 7.12/7.32  (step @p967 :rule trans :premises (@p966 @p955))
% 7.12/7.32  (step @p968 :rule evaluate :args (@t779))
% 7.12/7.32  (step @p969 :rule nary_cong :premises (@p968 @p967 @p954 @p950 @p946 @p942 @p929 @p925 @p921 @p917) :args (@t1393))
% 7.12/7.32  (step @p970 :rule trans :premises (@p969 @p913))
% 7.12/7.32  (step @p971 :rule arith_poly_norm :args ((= @t800 @t1393)))
% 7.12/7.32  (step @p972 :rule trans :premises (@p971 @p970))
% 7.12/7.32  (step @p973 :rule cong :premises (@p972 @p267) :args (@t801))
% 7.12/7.32  (step @p974 :rule nary_cong :premises (@p973 @p912) :args (@t1143))
% 7.12/7.32  (step @p975 :rule trans :premises (@p974 @p902))
% 7.12/7.32  (step @p976 :rule arith_poly_norm :args ((= (* @t1404 -109754285320271/62500000000000000) @t1405)))
% 7.12/7.32  (step @p977 :rule evaluate :args ((* -1/1 109754285320271/62500000000000000)))
% 7.12/7.32  (step @p978 :rule evaluate :args (@t1138))
% 7.12/7.32  (step @p979 :rule refl :args (-1/1))
% 7.12/7.32  (step @p980 :rule nary_cong :premises (@p979 @p978) :args (@t1406))
% 7.12/7.32  (step @p981 :rule trans :premises (@p980 @p977))
% 7.12/7.32  (step @p982 :rule evaluate :args (@t1406))
% 7.12/7.32  (step @p983 :rule symm :premises (@p982))
% 7.12/7.32  (step @p984 :rule evaluate :args (@t1139))
% 7.12/7.32  (step @p985 :rule trans :premises (@p984 @p983))
% 7.12/7.32  (step @p986 :rule trans :premises (@p985 @p981))
% 7.12/7.32  (step @p987 :rule arith_poly_norm :args ((= (+ 19422843769854953/500000000000000000 @t1401 @t1402 @t1395 @t1394 @t1398 @t1400 @t1396 @t1397 @t1399) @t1403)))
% 7.12/7.32  (step @p988 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -49241791293073489/500000000000000000) @t1399)))
% 7.12/7.32  (step @p989 :rule evaluate :args ((* -1/1 49241791293073489/500000000000000000)))
% 7.12/7.32  (step @p990 :rule evaluate :args (@t771))
% 7.12/7.32  (step @p991 :rule refl :args (-1/1))
% 7.12/7.32  (step @p992 :rule nary_cong :premises (@p991 @p990) :args (@t1407))
% 7.12/7.32  (step @p993 :rule trans :premises (@p992 @p989))
% 7.12/7.32  (step @p994 :rule evaluate :args (@t1407))
% 7.12/7.32  (step @p995 :rule symm :premises (@p994))
% 7.12/7.32  (step @p996 :rule evaluate :args (@t772))
% 7.12/7.32  (step @p997 :rule trans :premises (@p996 @p995))
% 7.12/7.32  (step @p998 :rule trans :premises (@p997 @p993))
% 7.12/7.32  (step @p999 :rule nary_cong :premises (@p38 @p998) :args (@t773))
% 7.12/7.32  (step @p1000 :rule trans :premises (@p999 @p988))
% 7.12/7.32  (step @p1001 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 30424318297032231/125000000000000000) @t1397)))
% 7.12/7.32  (step @p1002 :rule evaluate :args (@t769))
% 7.12/7.32  (step @p1003 :rule nary_cong :premises (@p58 @p1002) :args (@t770))
% 7.12/7.32  (step @p1004 :rule trans :premises (@p1003 @p1001))
% 7.12/7.32  (step @p1005 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 57512956056653519/500000000000000000) @t1396)))
% 7.12/7.32  (step @p1006 :rule evaluate :args (@t767))
% 7.12/7.32  (step @p1007 :rule nary_cong :premises (@p77 @p1006) :args (@t768))
% 7.12/7.32  (step @p1008 :rule trans :premises (@p1007 @p1005))
% 7.12/7.32  (step @p1009 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 11823649405903247/200000000000000000) @t1400)))
% 7.12/7.32  (step @p1010 :rule evaluate :args (@t765))
% 7.12/7.32  (step @p1011 :rule nary_cong :premises (@p310 @p1010) :args (@t766))
% 7.12/7.32  (step @p1012 :rule trans :premises (@p1011 @p1009))
% 7.12/7.32  (step @p1013 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -1777887554234463/40000000000000000) @t1398)))
% 7.12/7.32  (step @p1014 :rule evaluate :args ((* -1/1 1777887554234463/40000000000000000)))
% 7.12/7.32  (step @p1015 :rule evaluate :args (@t762))
% 7.12/7.32  (step @p1016 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1017 :rule nary_cong :premises (@p1016 @p1015) :args (@t1408))
% 7.12/7.32  (step @p1018 :rule trans :premises (@p1017 @p1014))
% 7.12/7.32  (step @p1019 :rule evaluate :args (@t1408))
% 7.12/7.32  (step @p1020 :rule symm :premises (@p1019))
% 7.12/7.32  (step @p1021 :rule evaluate :args (@t763))
% 7.12/7.32  (step @p1022 :rule trans :premises (@p1021 @p1020))
% 7.12/7.32  (step @p1023 :rule trans :premises (@p1022 @p1018))
% 7.12/7.32  (step @p1024 :rule nary_cong :premises (@p105 @p1023) :args (@t764))
% 7.12/7.32  (step @p1025 :rule trans :premises (@p1024 @p1013))
% 7.12/7.32  (step @p1026 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -86823676506091907/500000000000000000) @t1394)))
% 7.12/7.32  (step @p1027 :rule evaluate :args ((* -1/1 86823676506091907/500000000000000000)))
% 7.12/7.32  (step @p1028 :rule evaluate :args (@t759))
% 7.12/7.32  (step @p1029 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1030 :rule nary_cong :premises (@p1029 @p1028) :args (@t1409))
% 7.12/7.32  (step @p1031 :rule trans :premises (@p1030 @p1027))
% 7.12/7.32  (step @p1032 :rule evaluate :args (@t1409))
% 7.12/7.32  (step @p1033 :rule symm :premises (@p1032))
% 7.12/7.32  (step @p1034 :rule evaluate :args (@t760))
% 7.12/7.32  (step @p1035 :rule trans :premises (@p1034 @p1033))
% 7.12/7.32  (step @p1036 :rule trans :premises (@p1035 @p1031))
% 7.12/7.32  (step @p1037 :rule nary_cong :premises (@p124 @p1036) :args (@t761))
% 7.12/7.32  (step @p1038 :rule trans :premises (@p1037 @p1026))
% 7.12/7.32  (step @p1039 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 176566057771695817/1000000000000000000) @t1395)))
% 7.12/7.32  (step @p1040 :rule evaluate :args (@t757))
% 7.12/7.32  (step @p1041 :rule nary_cong :premises (@p143 @p1040) :args (@t758))
% 7.12/7.32  (step @p1042 :rule trans :premises (@p1041 @p1039))
% 7.12/7.32  (step @p1043 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 66095331637276919/250000000000000000) @t1402)))
% 7.12/7.32  (step @p1044 :rule evaluate :args (@t755))
% 7.12/7.32  (step @p1045 :rule nary_cong :premises (@p162 @p1044) :args (@t756))
% 7.12/7.32  (step @p1046 :rule trans :premises (@p1045 @p1043))
% 7.12/7.32  (step @p1047 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 78060224645663701/1000000000000000000) @t1401)))
% 7.12/7.32  (step @p1048 :rule evaluate :args (@t753))
% 7.12/7.32  (step @p1049 :rule nary_cong :premises (@p181 @p1048) :args (@t754))
% 7.12/7.32  (step @p1050 :rule trans :premises (@p1049 @p1047))
% 7.12/7.32  (step @p1051 :rule evaluate :args (@t752))
% 7.12/7.32  (step @p1052 :rule nary_cong :premises (@p1051 @p1050 @p1046 @p1042 @p1038 @p1025 @p1012 @p1008 @p1004 @p1000) :args (@t1410))
% 7.12/7.32  (step @p1053 :rule trans :premises (@p1052 @p987))
% 7.12/7.32  (step @p1054 :rule arith_poly_norm :args ((= @t774 @t1410)))
% 7.12/7.32  (step @p1055 :rule trans :premises (@p1054 @p1053))
% 7.12/7.32  (step @p1056 :rule cong :premises (@p1055 @p267) :args (@t775))
% 7.12/7.32  (step @p1057 :rule nary_cong :premises (@p1056 @p986) :args (@t1140))
% 7.12/7.32  (step @p1058 :rule trans :premises (@p1057 @p976))
% 7.12/7.32  (step @p1059 :rule arith_poly_norm :args ((= (* @t1421 15167659366824987/250000000000000000) @t1422)))
% 7.12/7.32  (step @p1060 :rule evaluate :args (@t1136))
% 7.12/7.32  (step @p1061 :rule arith_poly_norm :args ((= (+ -64859166636634213/1000000000000000000 @t1418 @t1419 @t1412 @t1411 @t1415 @t1417 @t1413 @t1414 @t1416) @t1420)))
% 7.12/7.32  (step @p1062 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -323129810216333357/1000000000000000000) @t1416)))
% 7.12/7.32  (step @p1063 :rule evaluate :args ((* -1/1 323129810216333357/1000000000000000000)))
% 7.12/7.32  (step @p1064 :rule evaluate :args (@t744))
% 7.12/7.32  (step @p1065 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1066 :rule nary_cong :premises (@p1065 @p1064) :args (@t1423))
% 7.12/7.32  (step @p1067 :rule trans :premises (@p1066 @p1063))
% 7.12/7.32  (step @p1068 :rule evaluate :args (@t1423))
% 7.12/7.32  (step @p1069 :rule symm :premises (@p1068))
% 7.12/7.32  (step @p1070 :rule evaluate :args (@t745))
% 7.12/7.32  (step @p1071 :rule trans :premises (@p1070 @p1069))
% 7.12/7.32  (step @p1072 :rule trans :premises (@p1071 @p1067))
% 7.12/7.32  (step @p1073 :rule nary_cong :premises (@p38 @p1072) :args (@t746))
% 7.12/7.32  (step @p1074 :rule trans :premises (@p1073 @p1062))
% 7.12/7.32  (step @p1075 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 3182162272030639/15625000000000000) @t1414)))
% 7.12/7.32  (step @p1076 :rule evaluate :args (@t742))
% 7.12/7.32  (step @p1077 :rule nary_cong :premises (@p58 @p1076) :args (@t743))
% 7.12/7.32  (step @p1078 :rule trans :premises (@p1077 @p1075))
% 7.12/7.32  (step @p1079 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 113291471700892099/1000000000000000000) @t1413)))
% 7.12/7.32  (step @p1080 :rule evaluate :args (@t740))
% 7.12/7.32  (step @p1081 :rule nary_cong :premises (@p77 @p1080) :args (@t741))
% 7.12/7.32  (step @p1082 :rule trans :premises (@p1081 @p1079))
% 7.12/7.32  (step @p1083 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -50062479830326037/500000000000000000) @t1417)))
% 7.12/7.32  (step @p1084 :rule evaluate :args ((* -1/1 50062479830326037/500000000000000000)))
% 7.12/7.32  (step @p1085 :rule evaluate :args (@t737))
% 7.12/7.32  (step @p1086 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1087 :rule nary_cong :premises (@p1086 @p1085) :args (@t1424))
% 7.12/7.32  (step @p1088 :rule trans :premises (@p1087 @p1084))
% 7.12/7.32  (step @p1089 :rule evaluate :args (@t1424))
% 7.12/7.32  (step @p1090 :rule symm :premises (@p1089))
% 7.12/7.32  (step @p1091 :rule evaluate :args (@t738))
% 7.12/7.32  (step @p1092 :rule trans :premises (@p1091 @p1090))
% 7.12/7.32  (step @p1093 :rule trans :premises (@p1092 @p1088))
% 7.12/7.32  (step @p1094 :rule nary_cong :premises (@p310 @p1093) :args (@t739))
% 7.12/7.32  (step @p1095 :rule trans :premises (@p1094 @p1083))
% 7.12/7.32  (step @p1096 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -5797069520164283/20000000000000000) @t1415)))
% 7.12/7.32  (step @p1097 :rule evaluate :args ((* -1/1 5797069520164283/20000000000000000)))
% 7.12/7.32  (step @p1098 :rule evaluate :args (@t734))
% 7.12/7.32  (step @p1099 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1100 :rule nary_cong :premises (@p1099 @p1098) :args (@t1425))
% 7.12/7.32  (step @p1101 :rule trans :premises (@p1100 @p1097))
% 7.12/7.32  (step @p1102 :rule evaluate :args (@t1425))
% 7.12/7.32  (step @p1103 :rule symm :premises (@p1102))
% 7.12/7.32  (step @p1104 :rule evaluate :args (@t735))
% 7.12/7.32  (step @p1105 :rule trans :premises (@p1104 @p1103))
% 7.12/7.32  (step @p1106 :rule trans :premises (@p1105 @p1101))
% 7.12/7.32  (step @p1107 :rule nary_cong :premises (@p105 @p1106) :args (@t736))
% 7.12/7.32  (step @p1108 :rule trans :premises (@p1107 @p1096))
% 7.12/7.32  (step @p1109 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 148239583660403601/500000000000000000) @t1411)))
% 7.12/7.32  (step @p1110 :rule evaluate :args (@t732))
% 7.12/7.32  (step @p1111 :rule nary_cong :premises (@p124 @p1110) :args (@t733))
% 7.12/7.32  (step @p1112 :rule trans :premises (@p1111 @p1109))
% 7.12/7.32  (step @p1113 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 199063337816699659/1000000000000000000) @t1412)))
% 7.12/7.32  (step @p1114 :rule evaluate :args (@t730))
% 7.12/7.32  (step @p1115 :rule nary_cong :premises (@p143 @p1114) :args (@t731))
% 7.12/7.32  (step @p1116 :rule trans :premises (@p1115 @p1113))
% 7.12/7.32  (step @p1117 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -1701446019073527/25000000000000000) @t1419)))
% 7.12/7.32  (step @p1118 :rule evaluate :args ((* -1/1 1701446019073527/25000000000000000)))
% 7.12/7.32  (step @p1119 :rule evaluate :args (@t727))
% 7.12/7.32  (step @p1120 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1121 :rule nary_cong :premises (@p1120 @p1119) :args (@t1426))
% 7.12/7.32  (step @p1122 :rule trans :premises (@p1121 @p1118))
% 7.12/7.32  (step @p1123 :rule evaluate :args (@t1426))
% 7.12/7.32  (step @p1124 :rule symm :premises (@p1123))
% 7.12/7.32  (step @p1125 :rule evaluate :args (@t728))
% 7.12/7.32  (step @p1126 :rule trans :premises (@p1125 @p1124))
% 7.12/7.32  (step @p1127 :rule trans :premises (@p1126 @p1122))
% 7.12/7.32  (step @p1128 :rule nary_cong :premises (@p162 @p1127) :args (@t729))
% 7.12/7.32  (step @p1129 :rule trans :premises (@p1128 @p1117))
% 7.12/7.32  (step @p1130 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -3624921822126171/12500000000000000) @t1418)))
% 7.12/7.32  (step @p1131 :rule evaluate :args ((* -1/1 3624921822126171/12500000000000000)))
% 7.12/7.32  (step @p1132 :rule evaluate :args (@t724))
% 7.12/7.32  (step @p1133 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1134 :rule nary_cong :premises (@p1133 @p1132) :args (@t1427))
% 7.12/7.32  (step @p1135 :rule trans :premises (@p1134 @p1131))
% 7.12/7.32  (step @p1136 :rule evaluate :args (@t1427))
% 7.12/7.32  (step @p1137 :rule symm :premises (@p1136))
% 7.12/7.32  (step @p1138 :rule evaluate :args (@t725))
% 7.12/7.32  (step @p1139 :rule trans :premises (@p1138 @p1137))
% 7.12/7.32  (step @p1140 :rule trans :premises (@p1139 @p1135))
% 7.12/7.32  (step @p1141 :rule nary_cong :premises (@p181 @p1140) :args (@t726))
% 7.12/7.32  (step @p1142 :rule trans :premises (@p1141 @p1130))
% 7.12/7.32  (step @p1143 :rule evaluate :args ((* -1/1 64859166636634213/1000000000000000000)))
% 7.12/7.32  (step @p1144 :rule evaluate :args (@t722))
% 7.12/7.32  (step @p1145 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1146 :rule nary_cong :premises (@p1145 @p1144) :args (@t1428))
% 7.12/7.32  (step @p1147 :rule trans :premises (@p1146 @p1143))
% 7.12/7.32  (step @p1148 :rule evaluate :args (@t1428))
% 7.12/7.32  (step @p1149 :rule symm :premises (@p1148))
% 7.12/7.32  (step @p1150 :rule evaluate :args (@t723))
% 7.12/7.32  (step @p1151 :rule trans :premises (@p1150 @p1149))
% 7.12/7.32  (step @p1152 :rule trans :premises (@p1151 @p1147))
% 7.12/7.32  (step @p1153 :rule nary_cong :premises (@p1152 @p1142 @p1129 @p1116 @p1112 @p1108 @p1095 @p1082 @p1078 @p1074) :args (@t1429))
% 7.12/7.32  (step @p1154 :rule trans :premises (@p1153 @p1061))
% 7.12/7.32  (step @p1155 :rule arith_poly_norm :args ((= @t747 @t1429)))
% 7.12/7.32  (step @p1156 :rule trans :premises (@p1155 @p1154))
% 7.12/7.32  (step @p1157 :rule cong :premises (@p1156 @p267) :args (@t748))
% 7.12/7.32  (step @p1158 :rule nary_cong :premises (@p1157 @p1060) :args (@t1137))
% 7.12/7.32  (step @p1159 :rule trans :premises (@p1158 @p1059))
% 7.12/7.32  (step @p1160 :rule arith_poly_norm :args ((= (* @t1440 -6876213400862623/40000000000000000) @t1441)))
% 7.12/7.32  (step @p1161 :rule evaluate :args ((* -1/1 6876213400862623/40000000000000000)))
% 7.12/7.32  (step @p1162 :rule evaluate :args (@t1133))
% 7.12/7.32  (step @p1163 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1164 :rule nary_cong :premises (@p1163 @p1162) :args (@t1442))
% 7.12/7.32  (step @p1165 :rule trans :premises (@p1164 @p1161))
% 7.12/7.32  (step @p1166 :rule evaluate :args (@t1442))
% 7.12/7.32  (step @p1167 :rule symm :premises (@p1166))
% 7.12/7.32  (step @p1168 :rule evaluate :args (@t1134))
% 7.12/7.32  (step @p1169 :rule trans :premises (@p1168 @p1167))
% 7.12/7.32  (step @p1170 :rule trans :premises (@p1169 @p1165))
% 7.12/7.32  (step @p1171 :rule arith_poly_norm :args ((= (+ -39801585322673097/125000000000000000 @t1437 @t1438 @t1431 @t1430 @t1434 @t1436 @t1432 @t1433 @t1435) @t1439)))
% 7.12/7.32  (step @p1172 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -101138320969167639/1000000000000000000) @t1435)))
% 7.12/7.32  (step @p1173 :rule evaluate :args ((* -1/1 101138320969167639/1000000000000000000)))
% 7.12/7.32  (step @p1174 :rule evaluate :args (@t715))
% 7.12/7.32  (step @p1175 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1176 :rule nary_cong :premises (@p1175 @p1174) :args (@t1443))
% 7.12/7.32  (step @p1177 :rule trans :premises (@p1176 @p1173))
% 7.12/7.32  (step @p1178 :rule evaluate :args (@t1443))
% 7.12/7.32  (step @p1179 :rule symm :premises (@p1178))
% 7.12/7.32  (step @p1180 :rule evaluate :args (@t716))
% 7.12/7.32  (step @p1181 :rule trans :premises (@p1180 @p1179))
% 7.12/7.32  (step @p1182 :rule trans :premises (@p1181 @p1177))
% 7.12/7.32  (step @p1183 :rule nary_cong :premises (@p38 @p1182) :args (@t717))
% 7.12/7.32  (step @p1184 :rule trans :premises (@p1183 @p1172))
% 7.12/7.32  (step @p1185 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 64020673988189103/200000000000000000) @t1433)))
% 7.12/7.32  (step @p1186 :rule evaluate :args (@t713))
% 7.12/7.32  (step @p1187 :rule nary_cong :premises (@p58 @p1186) :args (@t714))
% 7.12/7.32  (step @p1188 :rule trans :premises (@p1187 @p1185))
% 7.12/7.32  (step @p1189 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 45818541816021463/200000000000000000) @t1432)))
% 7.12/7.32  (step @p1190 :rule evaluate :args (@t711))
% 7.12/7.32  (step @p1191 :rule nary_cong :premises (@p77 @p1190) :args (@t712))
% 7.12/7.32  (step @p1192 :rule trans :premises (@p1191 @p1189))
% 7.12/7.32  (step @p1193 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 25088857058677791/250000000000000000) @t1436)))
% 7.12/7.32  (step @p1194 :rule evaluate :args (@t709))
% 7.12/7.32  (step @p1195 :rule nary_cong :premises (@p310 @p1194) :args (@t710))
% 7.12/7.32  (step @p1196 :rule trans :premises (@p1195 @p1193))
% 7.12/7.32  (step @p1197 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 17256061748191559/100000000000000000) @t1434)))
% 7.12/7.32  (step @p1198 :rule evaluate :args (@t707))
% 7.12/7.32  (step @p1199 :rule nary_cong :premises (@p105 @p1198) :args (@t708))
% 7.12/7.32  (step @p1200 :rule trans :premises (@p1199 @p1197))
% 7.12/7.32  (step @p1201 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 86412134871391183/500000000000000000) @t1430)))
% 7.12/7.32  (step @p1202 :rule evaluate :args (@t705))
% 7.12/7.32  (step @p1203 :rule nary_cong :premises (@p124 @p1202) :args (@t706))
% 7.12/7.32  (step @p1204 :rule trans :premises (@p1203 @p1201))
% 7.12/7.32  (step @p1205 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -821012582886177/100000000000000000) @t1431)))
% 7.12/7.32  (step @p1206 :rule evaluate :args ((* -1/1 821012582886177/100000000000000000)))
% 7.12/7.32  (step @p1207 :rule evaluate :args (@t702))
% 7.12/7.32  (step @p1208 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1209 :rule nary_cong :premises (@p1208 @p1207) :args (@t1444))
% 7.12/7.32  (step @p1210 :rule trans :premises (@p1209 @p1206))
% 7.12/7.32  (step @p1211 :rule evaluate :args (@t1444))
% 7.12/7.32  (step @p1212 :rule symm :premises (@p1211))
% 7.12/7.32  (step @p1213 :rule evaluate :args (@t703))
% 7.12/7.32  (step @p1214 :rule trans :premises (@p1213 @p1212))
% 7.12/7.32  (step @p1215 :rule trans :premises (@p1214 @p1210))
% 7.12/7.32  (step @p1216 :rule nary_cong :premises (@p143 @p1215) :args (@t704))
% 7.12/7.32  (step @p1217 :rule trans :premises (@p1216 @p1205))
% 7.12/7.32  (step @p1218 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 39853645684639269/250000000000000000) @t1438)))
% 7.12/7.32  (step @p1219 :rule evaluate :args (@t700))
% 7.12/7.32  (step @p1220 :rule nary_cong :premises (@p162 @p1219) :args (@t701))
% 7.12/7.32  (step @p1221 :rule trans :premises (@p1220 @p1218))
% 7.12/7.32  (step @p1222 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -49633304044341943/250000000000000000) @t1437)))
% 7.12/7.32  (step @p1223 :rule evaluate :args ((* -1/1 49633304044341943/250000000000000000)))
% 7.12/7.32  (step @p1224 :rule evaluate :args (@t697))
% 7.12/7.32  (step @p1225 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1226 :rule nary_cong :premises (@p1225 @p1224) :args (@t1445))
% 7.12/7.32  (step @p1227 :rule trans :premises (@p1226 @p1223))
% 7.12/7.32  (step @p1228 :rule evaluate :args (@t1445))
% 7.12/7.32  (step @p1229 :rule symm :premises (@p1228))
% 7.12/7.32  (step @p1230 :rule evaluate :args (@t698))
% 7.12/7.32  (step @p1231 :rule trans :premises (@p1230 @p1229))
% 7.12/7.32  (step @p1232 :rule trans :premises (@p1231 @p1227))
% 7.12/7.32  (step @p1233 :rule nary_cong :premises (@p181 @p1232) :args (@t699))
% 7.12/7.32  (step @p1234 :rule trans :premises (@p1233 @p1222))
% 7.12/7.32  (step @p1235 :rule evaluate :args ((* -1/1 39801585322673097/125000000000000000)))
% 7.12/7.32  (step @p1236 :rule evaluate :args (@t695))
% 7.12/7.32  (step @p1237 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1238 :rule nary_cong :premises (@p1237 @p1236) :args (@t1446))
% 7.12/7.32  (step @p1239 :rule trans :premises (@p1238 @p1235))
% 7.12/7.32  (step @p1240 :rule evaluate :args (@t1446))
% 7.12/7.32  (step @p1241 :rule symm :premises (@p1240))
% 7.12/7.32  (step @p1242 :rule evaluate :args (@t696))
% 7.12/7.32  (step @p1243 :rule trans :premises (@p1242 @p1241))
% 7.12/7.32  (step @p1244 :rule trans :premises (@p1243 @p1239))
% 7.12/7.32  (step @p1245 :rule nary_cong :premises (@p1244 @p1234 @p1221 @p1217 @p1204 @p1200 @p1196 @p1192 @p1188 @p1184) :args (@t1447))
% 7.12/7.32  (step @p1246 :rule trans :premises (@p1245 @p1171))
% 7.12/7.32  (step @p1247 :rule arith_poly_norm :args ((= @t718 @t1447)))
% 7.12/7.32  (step @p1248 :rule trans :premises (@p1247 @p1246))
% 7.12/7.32  (step @p1249 :rule cong :premises (@p1248 @p267) :args (@t719))
% 7.12/7.32  (step @p1250 :rule nary_cong :premises (@p1249 @p1170) :args (@t1135))
% 7.12/7.32  (step @p1251 :rule trans :premises (@p1250 @p1160))
% 7.12/7.32  (step @p1252 :rule arith_poly_norm :args ((= (* @t1458 -166703466294858271/1000000000000000000) @t1459)))
% 7.12/7.32  (step @p1253 :rule evaluate :args ((* -1/1 166703466294858271/1000000000000000000)))
% 7.12/7.32  (step @p1254 :rule evaluate :args (@t1130))
% 7.12/7.32  (step @p1255 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1256 :rule nary_cong :premises (@p1255 @p1254) :args (@t1460))
% 7.12/7.32  (step @p1257 :rule trans :premises (@p1256 @p1253))
% 7.12/7.32  (step @p1258 :rule evaluate :args (@t1460))
% 7.12/7.32  (step @p1259 :rule symm :premises (@p1258))
% 7.12/7.32  (step @p1260 :rule evaluate :args (@t1131))
% 7.12/7.32  (step @p1261 :rule trans :premises (@p1260 @p1259))
% 7.12/7.32  (step @p1262 :rule trans :premises (@p1261 @p1257))
% 7.12/7.32  (step @p1263 :rule arith_poly_norm :args ((= (+ -47620091562705691/1000000000000000000 @t1455 @t1456 @t1449 @t1448 @t1452 @t1454 @t1450 @t1451 @t1453) @t1457)))
% 7.12/7.32  (step @p1264 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 175819166464083299/1000000000000000000) @t1453)))
% 7.12/7.32  (step @p1265 :rule evaluate :args (@t689))
% 7.12/7.32  (step @p1266 :rule nary_cong :premises (@p38 @p1265) :args (@t690))
% 7.12/7.32  (step @p1267 :rule trans :premises (@p1266 @p1264))
% 7.12/7.32  (step @p1268 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -3694248392795757/25000000000000000) @t1451)))
% 7.12/7.32  (step @p1269 :rule evaluate :args ((* -1/1 3694248392795757/25000000000000000)))
% 7.12/7.32  (step @p1270 :rule evaluate :args (@t686))
% 7.12/7.32  (step @p1271 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1272 :rule nary_cong :premises (@p1271 @p1270) :args (@t1461))
% 7.12/7.32  (step @p1273 :rule trans :premises (@p1272 @p1269))
% 7.12/7.32  (step @p1274 :rule evaluate :args (@t1461))
% 7.12/7.32  (step @p1275 :rule symm :premises (@p1274))
% 7.12/7.32  (step @p1276 :rule evaluate :args (@t687))
% 7.12/7.32  (step @p1277 :rule trans :premises (@p1276 @p1275))
% 7.12/7.32  (step @p1278 :rule trans :premises (@p1277 @p1273))
% 7.12/7.32  (step @p1279 :rule nary_cong :premises (@p58 @p1278) :args (@t688))
% 7.12/7.32  (step @p1280 :rule trans :premises (@p1279 @p1268))
% 7.12/7.32  (step @p1281 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -68844059775948763/1000000000000000000) @t1450)))
% 7.12/7.32  (step @p1282 :rule evaluate :args ((* -1/1 68844059775948763/1000000000000000000)))
% 7.12/7.32  (step @p1283 :rule evaluate :args (@t683))
% 7.12/7.32  (step @p1284 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1285 :rule nary_cong :premises (@p1284 @p1283) :args (@t1462))
% 7.12/7.32  (step @p1286 :rule trans :premises (@p1285 @p1282))
% 7.12/7.32  (step @p1287 :rule evaluate :args (@t1462))
% 7.12/7.32  (step @p1288 :rule symm :premises (@p1287))
% 7.12/7.32  (step @p1289 :rule evaluate :args (@t684))
% 7.12/7.32  (step @p1290 :rule trans :premises (@p1289 @p1288))
% 7.12/7.32  (step @p1291 :rule trans :premises (@p1290 @p1286))
% 7.12/7.32  (step @p1292 :rule nary_cong :premises (@p77 @p1291) :args (@t685))
% 7.12/7.32  (step @p1293 :rule trans :premises (@p1292 @p1281))
% 7.12/7.32  (step @p1294 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -188063081708857771/1000000000000000000) @t1454)))
% 7.12/7.32  (step @p1295 :rule evaluate :args ((* -1/1 188063081708857771/1000000000000000000)))
% 7.12/7.32  (step @p1296 :rule evaluate :args (@t680))
% 7.12/7.32  (step @p1297 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1298 :rule nary_cong :premises (@p1297 @p1296) :args (@t1463))
% 7.12/7.32  (step @p1299 :rule trans :premises (@p1298 @p1295))
% 7.12/7.32  (step @p1300 :rule evaluate :args (@t1463))
% 7.12/7.32  (step @p1301 :rule symm :premises (@p1300))
% 7.12/7.32  (step @p1302 :rule evaluate :args (@t681))
% 7.12/7.32  (step @p1303 :rule trans :premises (@p1302 @p1301))
% 7.12/7.32  (step @p1304 :rule trans :premises (@p1303 @p1299))
% 7.12/7.32  (step @p1305 :rule nary_cong :premises (@p310 @p1304) :args (@t682))
% 7.12/7.32  (step @p1306 :rule trans :premises (@p1305 @p1294))
% 7.12/7.32  (step @p1307 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -62300943240014739/200000000000000000) @t1452)))
% 7.12/7.32  (step @p1308 :rule evaluate :args ((* -1/1 62300943240014739/200000000000000000)))
% 7.12/7.32  (step @p1309 :rule evaluate :args (@t677))
% 7.12/7.32  (step @p1310 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1311 :rule nary_cong :premises (@p1310 @p1309) :args (@t1464))
% 7.12/7.32  (step @p1312 :rule trans :premises (@p1311 @p1308))
% 7.12/7.32  (step @p1313 :rule evaluate :args (@t1464))
% 7.12/7.32  (step @p1314 :rule symm :premises (@p1313))
% 7.12/7.32  (step @p1315 :rule evaluate :args (@t678))
% 7.12/7.32  (step @p1316 :rule trans :premises (@p1315 @p1314))
% 7.12/7.32  (step @p1317 :rule trans :premises (@p1316 @p1312))
% 7.12/7.32  (step @p1318 :rule nary_cong :premises (@p105 @p1317) :args (@t679))
% 7.12/7.32  (step @p1319 :rule trans :premises (@p1318 @p1307))
% 7.12/7.32  (step @p1320 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 17670384440863407/200000000000000000) @t1448)))
% 7.12/7.32  (step @p1321 :rule evaluate :args (@t675))
% 7.12/7.32  (step @p1322 :rule nary_cong :premises (@p124 @p1321) :args (@t676))
% 7.12/7.32  (step @p1323 :rule trans :premises (@p1322 @p1320))
% 7.12/7.32  (step @p1324 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -2074613564753593/12500000000000000) @t1449)))
% 7.12/7.32  (step @p1325 :rule evaluate :args ((* -1/1 2074613564753593/12500000000000000)))
% 7.12/7.32  (step @p1326 :rule evaluate :args (@t672))
% 7.12/7.32  (step @p1327 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1328 :rule nary_cong :premises (@p1327 @p1326) :args (@t1465))
% 7.12/7.32  (step @p1329 :rule trans :premises (@p1328 @p1325))
% 7.12/7.32  (step @p1330 :rule evaluate :args (@t1465))
% 7.12/7.32  (step @p1331 :rule symm :premises (@p1330))
% 7.12/7.32  (step @p1332 :rule evaluate :args (@t673))
% 7.12/7.32  (step @p1333 :rule trans :premises (@p1332 @p1331))
% 7.12/7.32  (step @p1334 :rule trans :premises (@p1333 @p1329))
% 7.12/7.32  (step @p1335 :rule nary_cong :premises (@p143 @p1334) :args (@t674))
% 7.12/7.32  (step @p1336 :rule trans :premises (@p1335 @p1324))
% 7.12/7.32  (step @p1337 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -139144677747215173/1000000000000000000) @t1456)))
% 7.12/7.32  (step @p1338 :rule evaluate :args ((* -1/1 139144677747215173/1000000000000000000)))
% 7.12/7.32  (step @p1339 :rule evaluate :args (@t669))
% 7.12/7.32  (step @p1340 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1341 :rule nary_cong :premises (@p1340 @p1339) :args (@t1466))
% 7.12/7.32  (step @p1342 :rule trans :premises (@p1341 @p1338))
% 7.12/7.32  (step @p1343 :rule evaluate :args (@t1466))
% 7.12/7.32  (step @p1344 :rule symm :premises (@p1343))
% 7.12/7.32  (step @p1345 :rule evaluate :args (@t670))
% 7.12/7.32  (step @p1346 :rule trans :premises (@p1345 @p1344))
% 7.12/7.32  (step @p1347 :rule trans :premises (@p1346 @p1342))
% 7.12/7.32  (step @p1348 :rule nary_cong :premises (@p162 @p1347) :args (@t671))
% 7.12/7.32  (step @p1349 :rule trans :premises (@p1348 @p1337))
% 7.12/7.32  (step @p1350 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 243917224520820819/1000000000000000000) @t1455)))
% 7.12/7.32  (step @p1351 :rule evaluate :args (@t667))
% 7.12/7.32  (step @p1352 :rule nary_cong :premises (@p181 @p1351) :args (@t668))
% 7.12/7.32  (step @p1353 :rule trans :premises (@p1352 @p1350))
% 7.12/7.32  (step @p1354 :rule evaluate :args ((* -1/1 47620091562705691/1000000000000000000)))
% 7.12/7.32  (step @p1355 :rule evaluate :args (@t665))
% 7.12/7.32  (step @p1356 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1357 :rule nary_cong :premises (@p1356 @p1355) :args (@t1467))
% 7.12/7.32  (step @p1358 :rule trans :premises (@p1357 @p1354))
% 7.12/7.32  (step @p1359 :rule evaluate :args (@t1467))
% 7.12/7.32  (step @p1360 :rule symm :premises (@p1359))
% 7.12/7.32  (step @p1361 :rule evaluate :args (@t666))
% 7.12/7.32  (step @p1362 :rule trans :premises (@p1361 @p1360))
% 7.12/7.32  (step @p1363 :rule trans :premises (@p1362 @p1358))
% 7.12/7.32  (step @p1364 :rule nary_cong :premises (@p1363 @p1353 @p1349 @p1336 @p1323 @p1319 @p1306 @p1293 @p1280 @p1267) :args (@t1468))
% 7.12/7.32  (step @p1365 :rule trans :premises (@p1364 @p1263))
% 7.12/7.32  (step @p1366 :rule arith_poly_norm :args ((= @t691 @t1468)))
% 7.12/7.32  (step @p1367 :rule trans :premises (@p1366 @p1365))
% 7.12/7.32  (step @p1368 :rule cong :premises (@p1367 @p267) :args (@t692))
% 7.12/7.32  (step @p1369 :rule nary_cong :premises (@p1368 @p1262) :args (@t1132))
% 7.12/7.32  (step @p1370 :rule trans :premises (@p1369 @p1252))
% 7.12/7.32  (step @p1371 :rule arith_poly_norm :args ((= (* @t1479 -476123197912763/3125000000000000) @t1480)))
% 7.12/7.32  (step @p1372 :rule evaluate :args ((* -1/1 476123197912763/3125000000000000)))
% 7.12/7.32  (step @p1373 :rule evaluate :args (@t1127))
% 7.12/7.32  (step @p1374 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1375 :rule nary_cong :premises (@p1374 @p1373) :args (@t1481))
% 7.12/7.32  (step @p1376 :rule trans :premises (@p1375 @p1372))
% 7.12/7.32  (step @p1377 :rule evaluate :args (@t1481))
% 7.12/7.32  (step @p1378 :rule symm :premises (@p1377))
% 7.12/7.32  (step @p1379 :rule evaluate :args (@t1128))
% 7.12/7.32  (step @p1380 :rule trans :premises (@p1379 @p1378))
% 7.12/7.32  (step @p1381 :rule trans :premises (@p1380 @p1376))
% 7.12/7.32  (step @p1382 :rule arith_poly_norm :args ((= (+ -9879559794252879/50000000000000000 @t1476 @t1477 @t1470 @t1469 @t1473 @t1475 @t1471 @t1472 @t1474) @t1478)))
% 7.12/7.32  (step @p1383 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -63066240970041021/200000000000000000) @t1474)))
% 7.12/7.32  (step @p1384 :rule evaluate :args ((* -1/1 63066240970041021/200000000000000000)))
% 7.12/7.32  (step @p1385 :rule evaluate :args (@t657))
% 7.12/7.32  (step @p1386 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1387 :rule nary_cong :premises (@p1386 @p1385) :args (@t1482))
% 7.12/7.32  (step @p1388 :rule trans :premises (@p1387 @p1384))
% 7.12/7.32  (step @p1389 :rule evaluate :args (@t1482))
% 7.12/7.32  (step @p1390 :rule symm :premises (@p1389))
% 7.12/7.32  (step @p1391 :rule evaluate :args (@t658))
% 7.12/7.32  (step @p1392 :rule trans :premises (@p1391 @p1390))
% 7.12/7.32  (step @p1393 :rule trans :premises (@p1392 @p1388))
% 7.12/7.32  (step @p1394 :rule nary_cong :premises (@p38 @p1393) :args (@t659))
% 7.12/7.32  (step @p1395 :rule trans :premises (@p1394 @p1383))
% 7.12/7.32  (step @p1396 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -47309268195260157/500000000000000000) @t1472)))
% 7.12/7.32  (step @p1397 :rule evaluate :args ((* -1/1 47309268195260157/500000000000000000)))
% 7.12/7.32  (step @p1398 :rule evaluate :args (@t654))
% 7.12/7.32  (step @p1399 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1400 :rule nary_cong :premises (@p1399 @p1398) :args (@t1483))
% 7.12/7.32  (step @p1401 :rule trans :premises (@p1400 @p1397))
% 7.12/7.32  (step @p1402 :rule evaluate :args (@t1483))
% 7.12/7.32  (step @p1403 :rule symm :premises (@p1402))
% 7.12/7.32  (step @p1404 :rule evaluate :args (@t655))
% 7.12/7.32  (step @p1405 :rule trans :premises (@p1404 @p1403))
% 7.12/7.32  (step @p1406 :rule trans :premises (@p1405 @p1401))
% 7.12/7.32  (step @p1407 :rule nary_cong :premises (@p58 @p1406) :args (@t656))
% 7.12/7.32  (step @p1408 :rule trans :premises (@p1407 @p1396))
% 7.12/7.32  (step @p1409 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -31263983891516639/200000000000000000) @t1471)))
% 7.12/7.32  (step @p1410 :rule evaluate :args ((* -1/1 31263983891516639/200000000000000000)))
% 7.12/7.32  (step @p1411 :rule evaluate :args (@t651))
% 7.12/7.32  (step @p1412 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1413 :rule nary_cong :premises (@p1412 @p1411) :args (@t1484))
% 7.12/7.32  (step @p1414 :rule trans :premises (@p1413 @p1410))
% 7.12/7.32  (step @p1415 :rule evaluate :args (@t1484))
% 7.12/7.32  (step @p1416 :rule symm :premises (@p1415))
% 7.12/7.32  (step @p1417 :rule evaluate :args (@t652))
% 7.12/7.32  (step @p1418 :rule trans :premises (@p1417 @p1416))
% 7.12/7.32  (step @p1419 :rule trans :premises (@p1418 @p1414))
% 7.12/7.32  (step @p1420 :rule nary_cong :premises (@p77 @p1419) :args (@t653))
% 7.12/7.32  (step @p1421 :rule trans :premises (@p1420 @p1409))
% 7.12/7.32  (step @p1422 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 157061113569582883/500000000000000000) @t1475)))
% 7.12/7.32  (step @p1423 :rule evaluate :args (@t649))
% 7.12/7.32  (step @p1424 :rule nary_cong :premises (@p310 @p1423) :args (@t650))
% 7.12/7.32  (step @p1425 :rule trans :premises (@p1424 @p1422))
% 7.12/7.32  (step @p1426 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 181343578932227689/1000000000000000000) @t1473)))
% 7.12/7.32  (step @p1427 :rule evaluate :args (@t647))
% 7.12/7.32  (step @p1428 :rule nary_cong :premises (@p105 @p1427) :args (@t648))
% 7.12/7.32  (step @p1429 :rule trans :premises (@p1428 @p1426))
% 7.12/7.32  (step @p1430 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 71940854274571961/250000000000000000) @t1469)))
% 7.12/7.32  (step @p1431 :rule evaluate :args (@t645))
% 7.12/7.32  (step @p1432 :rule nary_cong :premises (@p124 @p1431) :args (@t646))
% 7.12/7.32  (step @p1433 :rule trans :premises (@p1432 @p1430))
% 7.12/7.32  (step @p1434 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 19804317916209957/1000000000000000000) @t1470)))
% 7.12/7.32  (step @p1435 :rule evaluate :args (@t643))
% 7.12/7.32  (step @p1436 :rule nary_cong :premises (@p143 @p1435) :args (@t644))
% 7.12/7.32  (step @p1437 :rule trans :premises (@p1436 @p1434))
% 7.12/7.32  (step @p1438 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 51467992545904201/500000000000000000) @t1477)))
% 7.12/7.32  (step @p1439 :rule evaluate :args (@t641))
% 7.12/7.32  (step @p1440 :rule nary_cong :premises (@p162 @p1439) :args (@t642))
% 7.12/7.32  (step @p1441 :rule trans :premises (@p1440 @p1438))
% 7.12/7.32  (step @p1442 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -170962160039119043/1000000000000000000) @t1476)))
% 7.12/7.32  (step @p1443 :rule evaluate :args ((* -1/1 170962160039119043/1000000000000000000)))
% 7.12/7.32  (step @p1444 :rule evaluate :args (@t638))
% 7.12/7.32  (step @p1445 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1446 :rule nary_cong :premises (@p1445 @p1444) :args (@t1485))
% 7.12/7.32  (step @p1447 :rule trans :premises (@p1446 @p1443))
% 7.12/7.32  (step @p1448 :rule evaluate :args (@t1485))
% 7.12/7.32  (step @p1449 :rule symm :premises (@p1448))
% 7.12/7.32  (step @p1450 :rule evaluate :args (@t639))
% 7.12/7.32  (step @p1451 :rule trans :premises (@p1450 @p1449))
% 7.12/7.32  (step @p1452 :rule trans :premises (@p1451 @p1447))
% 7.12/7.32  (step @p1453 :rule nary_cong :premises (@p181 @p1452) :args (@t640))
% 7.12/7.32  (step @p1454 :rule trans :premises (@p1453 @p1442))
% 7.12/7.32  (step @p1455 :rule evaluate :args ((* -1/1 9879559794252879/50000000000000000)))
% 7.12/7.32  (step @p1456 :rule evaluate :args (@t636))
% 7.12/7.32  (step @p1457 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1458 :rule nary_cong :premises (@p1457 @p1456) :args (@t1486))
% 7.12/7.32  (step @p1459 :rule trans :premises (@p1458 @p1455))
% 7.12/7.32  (step @p1460 :rule evaluate :args (@t1486))
% 7.12/7.32  (step @p1461 :rule symm :premises (@p1460))
% 7.12/7.32  (step @p1462 :rule evaluate :args (@t637))
% 7.12/7.32  (step @p1463 :rule trans :premises (@p1462 @p1461))
% 7.12/7.32  (step @p1464 :rule trans :premises (@p1463 @p1459))
% 7.12/7.32  (step @p1465 :rule nary_cong :premises (@p1464 @p1454 @p1441 @p1437 @p1433 @p1429 @p1425 @p1421 @p1408 @p1395) :args (@t1487))
% 7.12/7.32  (step @p1466 :rule trans :premises (@p1465 @p1382))
% 7.12/7.32  (step @p1467 :rule arith_poly_norm :args ((= @t660 @t1487)))
% 7.12/7.32  (step @p1468 :rule trans :premises (@p1467 @p1466))
% 7.12/7.32  (step @p1469 :rule cong :premises (@p1468 @p267) :args (@t661))
% 7.12/7.32  (step @p1470 :rule nary_cong :premises (@p1469 @p1381) :args (@t1129))
% 7.12/7.32  (step @p1471 :rule trans :premises (@p1470 @p1371))
% 7.12/7.32  (step @p1472 :rule arith_poly_norm :args ((= (* @t1498 -90176877137669503/1000000000000000000) @t1499)))
% 7.12/7.32  (step @p1473 :rule evaluate :args ((* -1/1 90176877137669503/1000000000000000000)))
% 7.12/7.32  (step @p1474 :rule evaluate :args (@t1124))
% 7.12/7.32  (step @p1475 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1476 :rule nary_cong :premises (@p1475 @p1474) :args (@t1500))
% 7.12/7.32  (step @p1477 :rule trans :premises (@p1476 @p1473))
% 7.12/7.32  (step @p1478 :rule evaluate :args (@t1500))
% 7.12/7.32  (step @p1479 :rule symm :premises (@p1478))
% 7.12/7.32  (step @p1480 :rule evaluate :args (@t1125))
% 7.12/7.32  (step @p1481 :rule trans :premises (@p1480 @p1479))
% 7.12/7.32  (step @p1482 :rule trans :premises (@p1481 @p1477))
% 7.12/7.32  (step @p1483 :rule arith_poly_norm :args ((= (+ 485178668886091/3906250000000000 @t1495 @t1496 @t1489 @t1488 @t1492 @t1494 @t1490 @t1491 @t1493) @t1497)))
% 7.12/7.32  (step @p1484 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 38398130162440619/500000000000000000) @t1493)))
% 7.12/7.32  (step @p1485 :rule evaluate :args (@t630))
% 7.12/7.32  (step @p1486 :rule nary_cong :premises (@p38 @p1485) :args (@t631))
% 7.12/7.32  (step @p1487 :rule trans :premises (@p1486 @p1484))
% 7.12/7.32  (step @p1488 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -7336050052662707/100000000000000000) @t1491)))
% 7.12/7.32  (step @p1489 :rule evaluate :args ((* -1/1 7336050052662707/100000000000000000)))
% 7.12/7.32  (step @p1490 :rule evaluate :args (@t627))
% 7.12/7.32  (step @p1491 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1492 :rule nary_cong :premises (@p1491 @p1490) :args (@t1501))
% 7.12/7.32  (step @p1493 :rule trans :premises (@p1492 @p1489))
% 7.12/7.32  (step @p1494 :rule evaluate :args (@t1501))
% 7.12/7.32  (step @p1495 :rule symm :premises (@p1494))
% 7.12/7.32  (step @p1496 :rule evaluate :args (@t628))
% 7.12/7.32  (step @p1497 :rule trans :premises (@p1496 @p1495))
% 7.12/7.32  (step @p1498 :rule trans :premises (@p1497 @p1493))
% 7.12/7.32  (step @p1499 :rule nary_cong :premises (@p58 @p1498) :args (@t629))
% 7.12/7.32  (step @p1500 :rule trans :premises (@p1499 @p1488))
% 7.12/7.32  (step @p1501 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 78077834476293087/250000000000000000) @t1490)))
% 7.12/7.32  (step @p1502 :rule evaluate :args (@t625))
% 7.12/7.32  (step @p1503 :rule nary_cong :premises (@p77 @p1502) :args (@t626))
% 7.12/7.32  (step @p1504 :rule trans :premises (@p1503 @p1501))
% 7.12/7.32  (step @p1505 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -63515519268065801/200000000000000000) @t1494)))
% 7.12/7.32  (step @p1506 :rule evaluate :args ((* -1/1 63515519268065801/200000000000000000)))
% 7.12/7.32  (step @p1507 :rule evaluate :args (@t622))
% 7.12/7.32  (step @p1508 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1509 :rule nary_cong :premises (@p1508 @p1507) :args (@t1502))
% 7.12/7.32  (step @p1510 :rule trans :premises (@p1509 @p1506))
% 7.12/7.32  (step @p1511 :rule evaluate :args (@t1502))
% 7.12/7.32  (step @p1512 :rule symm :premises (@p1511))
% 7.12/7.32  (step @p1513 :rule evaluate :args (@t623))
% 7.12/7.32  (step @p1514 :rule trans :premises (@p1513 @p1512))
% 7.12/7.32  (step @p1515 :rule trans :premises (@p1514 @p1510))
% 7.12/7.32  (step @p1516 :rule nary_cong :premises (@p310 @p1515) :args (@t624))
% 7.12/7.32  (step @p1517 :rule trans :premises (@p1516 @p1505))
% 7.12/7.32  (step @p1518 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 75581470319119201/250000000000000000) @t1492)))
% 7.12/7.32  (step @p1519 :rule evaluate :args (@t620))
% 7.12/7.32  (step @p1520 :rule nary_cong :premises (@p105 @p1519) :args (@t621))
% 7.12/7.32  (step @p1521 :rule trans :premises (@p1520 @p1518))
% 7.12/7.32  (step @p1522 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -32001372216645299/250000000000000000) @t1488)))
% 7.12/7.32  (step @p1523 :rule evaluate :args ((* -1/1 32001372216645299/250000000000000000)))
% 7.12/7.32  (step @p1524 :rule evaluate :args (@t617))
% 7.12/7.32  (step @p1525 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1526 :rule nary_cong :premises (@p1525 @p1524) :args (@t1503))
% 7.12/7.32  (step @p1527 :rule trans :premises (@p1526 @p1523))
% 7.12/7.32  (step @p1528 :rule evaluate :args (@t1503))
% 7.12/7.32  (step @p1529 :rule symm :premises (@p1528))
% 7.12/7.32  (step @p1530 :rule evaluate :args (@t618))
% 7.12/7.32  (step @p1531 :rule trans :premises (@p1530 @p1529))
% 7.12/7.32  (step @p1532 :rule trans :premises (@p1531 @p1527))
% 7.12/7.32  (step @p1533 :rule nary_cong :premises (@p124 @p1532) :args (@t619))
% 7.12/7.32  (step @p1534 :rule trans :premises (@p1533 @p1522))
% 7.12/7.32  (step @p1535 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -24245264423504831/250000000000000000) @t1489)))
% 7.12/7.32  (step @p1536 :rule evaluate :args ((* -1/1 24245264423504831/250000000000000000)))
% 7.12/7.32  (step @p1537 :rule evaluate :args (@t614))
% 7.12/7.32  (step @p1538 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1539 :rule nary_cong :premises (@p1538 @p1537) :args (@t1504))
% 7.12/7.32  (step @p1540 :rule trans :premises (@p1539 @p1536))
% 7.12/7.32  (step @p1541 :rule evaluate :args (@t1504))
% 7.12/7.32  (step @p1542 :rule symm :premises (@p1541))
% 7.12/7.32  (step @p1543 :rule evaluate :args (@t615))
% 7.12/7.32  (step @p1544 :rule trans :premises (@p1543 @p1542))
% 7.12/7.32  (step @p1545 :rule trans :premises (@p1544 @p1540))
% 7.12/7.32  (step @p1546 :rule nary_cong :premises (@p143 @p1545) :args (@t616))
% 7.12/7.32  (step @p1547 :rule trans :premises (@p1546 @p1535))
% 7.12/7.32  (step @p1548 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -33312152788765037/250000000000000000) @t1496)))
% 7.12/7.32  (step @p1549 :rule evaluate :args ((* -1/1 33312152788765037/250000000000000000)))
% 7.12/7.32  (step @p1550 :rule evaluate :args (@t611))
% 7.12/7.32  (step @p1551 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1552 :rule nary_cong :premises (@p1551 @p1550) :args (@t1505))
% 7.12/7.32  (step @p1553 :rule trans :premises (@p1552 @p1549))
% 7.12/7.32  (step @p1554 :rule evaluate :args (@t1505))
% 7.12/7.32  (step @p1555 :rule symm :premises (@p1554))
% 7.12/7.32  (step @p1556 :rule evaluate :args (@t612))
% 7.12/7.32  (step @p1557 :rule trans :premises (@p1556 @p1555))
% 7.12/7.32  (step @p1558 :rule trans :premises (@p1557 @p1553))
% 7.12/7.32  (step @p1559 :rule nary_cong :premises (@p162 @p1558) :args (@t613))
% 7.12/7.32  (step @p1560 :rule trans :premises (@p1559 @p1548))
% 7.12/7.32  (step @p1561 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 56664564073189247/250000000000000000) @t1495)))
% 7.12/7.32  (step @p1562 :rule evaluate :args (@t609))
% 7.12/7.32  (step @p1563 :rule nary_cong :premises (@p181 @p1562) :args (@t610))
% 7.12/7.32  (step @p1564 :rule trans :premises (@p1563 @p1561))
% 7.12/7.32  (step @p1565 :rule evaluate :args (@t608))
% 7.12/7.32  (step @p1566 :rule nary_cong :premises (@p1565 @p1564 @p1560 @p1547 @p1534 @p1521 @p1517 @p1504 @p1500 @p1487) :args (@t1506))
% 7.12/7.32  (step @p1567 :rule trans :premises (@p1566 @p1483))
% 7.12/7.32  (step @p1568 :rule arith_poly_norm :args ((= @t632 @t1506)))
% 7.12/7.32  (step @p1569 :rule trans :premises (@p1568 @p1567))
% 7.12/7.32  (step @p1570 :rule cong :premises (@p1569 @p267) :args (@t633))
% 7.12/7.32  (step @p1571 :rule nary_cong :premises (@p1570 @p1482) :args (@t1126))
% 7.12/7.32  (step @p1572 :rule trans :premises (@p1571 @p1472))
% 7.12/7.32  (step @p1573 :rule arith_poly_norm :args ((= (* @t1517 -10516744227693081/500000000000000000) @t1518)))
% 7.12/7.32  (step @p1574 :rule evaluate :args ((* -1/1 10516744227693081/500000000000000000)))
% 7.12/7.32  (step @p1575 :rule evaluate :args (@t1121))
% 7.12/7.32  (step @p1576 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1577 :rule nary_cong :premises (@p1576 @p1575) :args (@t1519))
% 7.12/7.32  (step @p1578 :rule trans :premises (@p1577 @p1574))
% 7.12/7.32  (step @p1579 :rule evaluate :args (@t1519))
% 7.12/7.32  (step @p1580 :rule symm :premises (@p1579))
% 7.12/7.32  (step @p1581 :rule evaluate :args (@t1122))
% 7.12/7.32  (step @p1582 :rule trans :premises (@p1581 @p1580))
% 7.12/7.32  (step @p1583 :rule trans :premises (@p1582 @p1578))
% 7.12/7.32  (step @p1584 :rule arith_poly_norm :args ((= (+ -1124872966899651/50000000000000000 @t1514 @t1515 @t1508 @t1507 @t1511 @t1513 @t1509 @t1510 @t1512) @t1516)))
% 7.12/7.32  (step @p1585 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 265775077062823717/1000000000000000000) @t1512)))
% 7.12/7.32  (step @p1586 :rule evaluate :args (@t602))
% 7.12/7.32  (step @p1587 :rule nary_cong :premises (@p38 @p1586) :args (@t603))
% 7.12/7.32  (step @p1588 :rule trans :premises (@p1587 @p1585))
% 7.12/7.32  (step @p1589 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 123756059054050821/500000000000000000) @t1510)))
% 7.12/7.32  (step @p1590 :rule evaluate :args (@t600))
% 7.12/7.32  (step @p1591 :rule nary_cong :premises (@p58 @p1590) :args (@t601))
% 7.12/7.32  (step @p1592 :rule trans :premises (@p1591 @p1589))
% 7.12/7.32  (step @p1593 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 10490438428503357/200000000000000000) @t1509)))
% 7.12/7.32  (step @p1594 :rule evaluate :args (@t598))
% 7.12/7.32  (step @p1595 :rule nary_cong :premises (@p77 @p1594) :args (@t599))
% 7.12/7.32  (step @p1596 :rule trans :premises (@p1595 @p1593))
% 7.12/7.32  (step @p1597 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 2814471274279473/1000000000000000000) @t1513)))
% 7.12/7.32  (step @p1598 :rule evaluate :args (@t596))
% 7.12/7.32  (step @p1599 :rule nary_cong :premises (@p310 @p1598) :args (@t597))
% 7.12/7.32  (step @p1600 :rule trans :premises (@p1599 @p1597))
% 7.12/7.32  (step @p1601 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 27246717601891707/500000000000000000) @t1511)))
% 7.12/7.32  (step @p1602 :rule evaluate :args (@t594))
% 7.12/7.32  (step @p1603 :rule nary_cong :premises (@p105 @p1602) :args (@t595))
% 7.12/7.32  (step @p1604 :rule trans :premises (@p1603 @p1601))
% 7.12/7.32  (step @p1605 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -277167547039640971/1000000000000000000) @t1507)))
% 7.12/7.32  (step @p1606 :rule evaluate :args ((* -1/1 277167547039640971/1000000000000000000)))
% 7.12/7.32  (step @p1607 :rule evaluate :args (@t591))
% 7.12/7.32  (step @p1608 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1609 :rule nary_cong :premises (@p1608 @p1607) :args (@t1520))
% 7.12/7.32  (step @p1610 :rule trans :premises (@p1609 @p1606))
% 7.12/7.32  (step @p1611 :rule evaluate :args (@t1520))
% 7.12/7.32  (step @p1612 :rule symm :premises (@p1611))
% 7.12/7.32  (step @p1613 :rule evaluate :args (@t592))
% 7.12/7.32  (step @p1614 :rule trans :premises (@p1613 @p1612))
% 7.12/7.32  (step @p1615 :rule trans :premises (@p1614 @p1610))
% 7.12/7.32  (step @p1616 :rule nary_cong :premises (@p124 @p1615) :args (@t593))
% 7.12/7.32  (step @p1617 :rule trans :premises (@p1616 @p1605))
% 7.12/7.32  (step @p1618 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 74640267214895223/500000000000000000) @t1508)))
% 7.12/7.32  (step @p1619 :rule evaluate :args (@t589))
% 7.12/7.32  (step @p1620 :rule nary_cong :premises (@p143 @p1619) :args (@t590))
% 7.12/7.32  (step @p1621 :rule trans :premises (@p1620 @p1618))
% 7.12/7.32  (step @p1622 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 75229337876161137/250000000000000000) @t1515)))
% 7.12/7.32  (step @p1623 :rule evaluate :args (@t587))
% 7.12/7.32  (step @p1624 :rule nary_cong :premises (@p162 @p1623) :args (@t588))
% 7.12/7.32  (step @p1625 :rule trans :premises (@p1624 @p1622))
% 7.12/7.32  (step @p1626 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 100933854309073673/500000000000000000) @t1514)))
% 7.12/7.32  (step @p1627 :rule evaluate :args (@t585))
% 7.12/7.32  (step @p1628 :rule nary_cong :premises (@p181 @p1627) :args (@t586))
% 7.12/7.32  (step @p1629 :rule trans :premises (@p1628 @p1626))
% 7.12/7.32  (step @p1630 :rule evaluate :args ((* -1/1 1124872966899651/50000000000000000)))
% 7.12/7.32  (step @p1631 :rule evaluate :args (@t583))
% 7.12/7.32  (step @p1632 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1633 :rule nary_cong :premises (@p1632 @p1631) :args (@t1521))
% 7.12/7.32  (step @p1634 :rule trans :premises (@p1633 @p1630))
% 7.12/7.32  (step @p1635 :rule evaluate :args (@t1521))
% 7.12/7.32  (step @p1636 :rule symm :premises (@p1635))
% 7.12/7.32  (step @p1637 :rule evaluate :args (@t584))
% 7.12/7.32  (step @p1638 :rule trans :premises (@p1637 @p1636))
% 7.12/7.32  (step @p1639 :rule trans :premises (@p1638 @p1634))
% 7.12/7.32  (step @p1640 :rule nary_cong :premises (@p1639 @p1629 @p1625 @p1621 @p1617 @p1604 @p1600 @p1596 @p1592 @p1588) :args (@t1522))
% 7.12/7.32  (step @p1641 :rule trans :premises (@p1640 @p1584))
% 7.12/7.32  (step @p1642 :rule arith_poly_norm :args ((= @t604 @t1522)))
% 7.12/7.32  (step @p1643 :rule trans :premises (@p1642 @p1641))
% 7.12/7.32  (step @p1644 :rule cong :premises (@p1643 @p267) :args (@t605))
% 7.12/7.32  (step @p1645 :rule nary_cong :premises (@p1644 @p1583) :args (@t1123))
% 7.12/7.32  (step @p1646 :rule trans :premises (@p1645 @p1573))
% 7.12/7.32  (step @p1647 :rule arith_poly_norm :args ((= (* @t1533 -176679172968433801/1000000000000000000) @t1534)))
% 7.12/7.32  (step @p1648 :rule evaluate :args ((* -1/1 176679172968433801/1000000000000000000)))
% 7.12/7.32  (step @p1649 :rule evaluate :args (@t1118))
% 7.12/7.32  (step @p1650 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1651 :rule nary_cong :premises (@p1650 @p1649) :args (@t1535))
% 7.12/7.32  (step @p1652 :rule trans :premises (@p1651 @p1648))
% 7.12/7.32  (step @p1653 :rule evaluate :args (@t1535))
% 7.12/7.32  (step @p1654 :rule symm :premises (@p1653))
% 7.12/7.32  (step @p1655 :rule evaluate :args (@t1119))
% 7.12/7.32  (step @p1656 :rule trans :premises (@p1655 @p1654))
% 7.12/7.32  (step @p1657 :rule trans :premises (@p1656 @p1652))
% 7.12/7.32  (step @p1658 :rule arith_poly_norm :args ((= (+ 227482560218186969/1000000000000000000 @t1530 @t1531 @t1524 @t1523 @t1527 @t1529 @t1525 @t1526 @t1528) @t1532)))
% 7.12/7.32  (step @p1659 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 3058211589255333/50000000000000000) @t1528)))
% 7.12/7.32  (step @p1660 :rule evaluate :args (@t577))
% 7.12/7.32  (step @p1661 :rule nary_cong :premises (@p38 @p1660) :args (@t578))
% 7.12/7.32  (step @p1662 :rule trans :premises (@p1661 @p1659))
% 7.12/7.32  (step @p1663 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 102357503964082469/500000000000000000) @t1526)))
% 7.12/7.32  (step @p1664 :rule evaluate :args (@t575))
% 7.12/7.32  (step @p1665 :rule nary_cong :premises (@p58 @p1664) :args (@t576))
% 7.12/7.32  (step @p1666 :rule trans :premises (@p1665 @p1663))
% 7.12/7.32  (step @p1667 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -99435113324590901/1000000000000000000) @t1525)))
% 7.12/7.32  (step @p1668 :rule evaluate :args ((* -1/1 99435113324590901/1000000000000000000)))
% 7.12/7.32  (step @p1669 :rule evaluate :args (@t572))
% 7.12/7.32  (step @p1670 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1671 :rule nary_cong :premises (@p1670 @p1669) :args (@t1536))
% 7.12/7.32  (step @p1672 :rule trans :premises (@p1671 @p1668))
% 7.12/7.32  (step @p1673 :rule evaluate :args (@t1536))
% 7.12/7.32  (step @p1674 :rule symm :premises (@p1673))
% 7.12/7.32  (step @p1675 :rule evaluate :args (@t573))
% 7.12/7.32  (step @p1676 :rule trans :premises (@p1675 @p1674))
% 7.12/7.32  (step @p1677 :rule trans :premises (@p1676 @p1672))
% 7.12/7.32  (step @p1678 :rule nary_cong :premises (@p77 @p1677) :args (@t574))
% 7.12/7.32  (step @p1679 :rule trans :premises (@p1678 @p1667))
% 7.12/7.32  (step @p1680 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -18769161526647371/250000000000000000) @t1529)))
% 7.12/7.32  (step @p1681 :rule evaluate :args ((* -1/1 18769161526647371/250000000000000000)))
% 7.12/7.32  (step @p1682 :rule evaluate :args (@t569))
% 7.12/7.32  (step @p1683 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1684 :rule nary_cong :premises (@p1683 @p1682) :args (@t1537))
% 7.12/7.32  (step @p1685 :rule trans :premises (@p1684 @p1681))
% 7.12/7.32  (step @p1686 :rule evaluate :args (@t1537))
% 7.12/7.32  (step @p1687 :rule symm :premises (@p1686))
% 7.12/7.32  (step @p1688 :rule evaluate :args (@t570))
% 7.12/7.32  (step @p1689 :rule trans :premises (@p1688 @p1687))
% 7.12/7.32  (step @p1690 :rule trans :premises (@p1689 @p1685))
% 7.12/7.32  (step @p1691 :rule nary_cong :premises (@p310 @p1690) :args (@t571))
% 7.12/7.32  (step @p1692 :rule trans :premises (@p1691 @p1680))
% 7.12/7.32  (step @p1693 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -147611930043982709/1000000000000000000) @t1527)))
% 7.12/7.32  (step @p1694 :rule evaluate :args ((* -1/1 147611930043982709/1000000000000000000)))
% 7.12/7.32  (step @p1695 :rule evaluate :args (@t566))
% 7.12/7.32  (step @p1696 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1697 :rule nary_cong :premises (@p1696 @p1695) :args (@t1538))
% 7.12/7.32  (step @p1698 :rule trans :premises (@p1697 @p1694))
% 7.12/7.32  (step @p1699 :rule evaluate :args (@t1538))
% 7.12/7.32  (step @p1700 :rule symm :premises (@p1699))
% 7.12/7.32  (step @p1701 :rule evaluate :args (@t567))
% 7.12/7.32  (step @p1702 :rule trans :premises (@p1701 @p1700))
% 7.12/7.32  (step @p1703 :rule trans :premises (@p1702 @p1698))
% 7.12/7.32  (step @p1704 :rule nary_cong :premises (@p105 @p1703) :args (@t568))
% 7.12/7.32  (step @p1705 :rule trans :premises (@p1704 @p1693))
% 7.12/7.32  (step @p1706 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 329771718125498159/1000000000000000000) @t1523)))
% 7.12/7.32  (step @p1707 :rule evaluate :args (@t564))
% 7.12/7.32  (step @p1708 :rule nary_cong :premises (@p124 @p1707) :args (@t565))
% 7.12/7.32  (step @p1709 :rule trans :premises (@p1708 @p1706))
% 7.12/7.32  (step @p1710 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -77929763794931661/1000000000000000000) @t1524)))
% 7.12/7.32  (step @p1711 :rule evaluate :args ((* -1/1 77929763794931661/1000000000000000000)))
% 7.12/7.32  (step @p1712 :rule evaluate :args (@t561))
% 7.12/7.32  (step @p1713 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1714 :rule nary_cong :premises (@p1713 @p1712) :args (@t1539))
% 7.12/7.32  (step @p1715 :rule trans :premises (@p1714 @p1711))
% 7.12/7.32  (step @p1716 :rule evaluate :args (@t1539))
% 7.12/7.32  (step @p1717 :rule symm :premises (@p1716))
% 7.12/7.32  (step @p1718 :rule evaluate :args (@t562))
% 7.12/7.32  (step @p1719 :rule trans :premises (@p1718 @p1717))
% 7.12/7.32  (step @p1720 :rule trans :premises (@p1719 @p1715))
% 7.12/7.32  (step @p1721 :rule nary_cong :premises (@p143 @p1720) :args (@t563))
% 7.12/7.32  (step @p1722 :rule trans :premises (@p1721 @p1710))
% 7.12/7.32  (step @p1723 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 158305623398400153/1000000000000000000) @t1531)))
% 7.12/7.32  (step @p1724 :rule evaluate :args (@t559))
% 7.12/7.32  (step @p1725 :rule nary_cong :premises (@p162 @p1724) :args (@t560))
% 7.12/7.32  (step @p1726 :rule trans :premises (@p1725 @p1723))
% 7.12/7.32  (step @p1727 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 21321073233412191/200000000000000000) @t1530)))
% 7.12/7.32  (step @p1728 :rule evaluate :args (@t557))
% 7.12/7.32  (step @p1729 :rule nary_cong :premises (@p181 @p1728) :args (@t558))
% 7.12/7.32  (step @p1730 :rule trans :premises (@p1729 @p1727))
% 7.12/7.32  (step @p1731 :rule evaluate :args (@t556))
% 7.12/7.32  (step @p1732 :rule nary_cong :premises (@p1731 @p1730 @p1726 @p1722 @p1709 @p1705 @p1692 @p1679 @p1666 @p1662) :args (@t1540))
% 7.12/7.32  (step @p1733 :rule trans :premises (@p1732 @p1658))
% 7.12/7.32  (step @p1734 :rule arith_poly_norm :args ((= @t579 @t1540)))
% 7.12/7.32  (step @p1735 :rule trans :premises (@p1734 @p1733))
% 7.12/7.32  (step @p1736 :rule cong :premises (@p1735 @p267) :args (@t580))
% 7.12/7.32  (step @p1737 :rule nary_cong :premises (@p1736 @p1657) :args (@t1120))
% 7.12/7.32  (step @p1738 :rule trans :premises (@p1737 @p1647))
% 7.12/7.32  (step @p1739 :rule arith_poly_norm :args ((= (* @t1551 6590996699374043/125000000000000000) @t1552)))
% 7.12/7.32  (step @p1740 :rule evaluate :args (@t1116))
% 7.12/7.32  (step @p1741 :rule arith_poly_norm :args ((= (+ 320006108957572477/1000000000000000000 @t1548 @t1549 @t1542 @t1541 @t1545 @t1547 @t1543 @t1544 @t1546) @t1550)))
% 7.12/7.32  (step @p1742 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -23091615677890899/250000000000000000) @t1546)))
% 7.12/7.32  (step @p1743 :rule evaluate :args ((* -1/1 23091615677890899/250000000000000000)))
% 7.12/7.32  (step @p1744 :rule evaluate :args (@t549))
% 7.12/7.32  (step @p1745 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1746 :rule nary_cong :premises (@p1745 @p1744) :args (@t1553))
% 7.12/7.32  (step @p1747 :rule trans :premises (@p1746 @p1743))
% 7.12/7.32  (step @p1748 :rule evaluate :args (@t1553))
% 7.12/7.32  (step @p1749 :rule symm :premises (@p1748))
% 7.12/7.32  (step @p1750 :rule evaluate :args (@t550))
% 7.12/7.32  (step @p1751 :rule trans :premises (@p1750 @p1749))
% 7.12/7.32  (step @p1752 :rule trans :premises (@p1751 @p1747))
% 7.12/7.32  (step @p1753 :rule nary_cong :premises (@p38 @p1752) :args (@t551))
% 7.12/7.32  (step @p1754 :rule trans :premises (@p1753 @p1742))
% 7.12/7.32  (step @p1755 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 26323468726422633/500000000000000000) @t1544)))
% 7.12/7.32  (step @p1756 :rule evaluate :args (@t547))
% 7.12/7.32  (step @p1757 :rule nary_cong :premises (@p58 @p1756) :args (@t548))
% 7.12/7.32  (step @p1758 :rule trans :premises (@p1757 @p1755))
% 7.12/7.32  (step @p1759 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 15413236401603803/1000000000000000000) @t1543)))
% 7.12/7.32  (step @p1760 :rule evaluate :args (@t545))
% 7.12/7.32  (step @p1761 :rule nary_cong :premises (@p77 @p1760) :args (@t546))
% 7.12/7.32  (step @p1762 :rule trans :premises (@p1761 @p1759))
% 7.12/7.32  (step @p1763 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 113228661403501463/1000000000000000000) @t1547)))
% 7.12/7.32  (step @p1764 :rule evaluate :args (@t543))
% 7.12/7.32  (step @p1765 :rule nary_cong :premises (@p310 @p1764) :args (@t544))
% 7.12/7.32  (step @p1766 :rule trans :premises (@p1765 @p1763))
% 7.12/7.32  (step @p1767 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -121216575464961451/1000000000000000000) @t1545)))
% 7.12/7.32  (step @p1768 :rule evaluate :args ((* -1/1 121216575464961451/1000000000000000000)))
% 7.12/7.32  (step @p1769 :rule evaluate :args (@t540))
% 7.12/7.32  (step @p1770 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1771 :rule nary_cong :premises (@p1770 @p1769) :args (@t1554))
% 7.12/7.32  (step @p1772 :rule trans :premises (@p1771 @p1768))
% 7.12/7.32  (step @p1773 :rule evaluate :args (@t1554))
% 7.12/7.32  (step @p1774 :rule symm :premises (@p1773))
% 7.12/7.32  (step @p1775 :rule evaluate :args (@t541))
% 7.12/7.32  (step @p1776 :rule trans :premises (@p1775 @p1774))
% 7.12/7.32  (step @p1777 :rule trans :premises (@p1776 @p1772))
% 7.12/7.32  (step @p1778 :rule nary_cong :premises (@p105 @p1777) :args (@t542))
% 7.12/7.32  (step @p1779 :rule trans :premises (@p1778 @p1767))
% 7.12/7.32  (step @p1780 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -215702653361375507/1000000000000000000) @t1541)))
% 7.12/7.32  (step @p1781 :rule evaluate :args ((* -1/1 215702653361375507/1000000000000000000)))
% 7.12/7.32  (step @p1782 :rule evaluate :args (@t537))
% 7.12/7.32  (step @p1783 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1784 :rule nary_cong :premises (@p1783 @p1782) :args (@t1555))
% 7.12/7.32  (step @p1785 :rule trans :premises (@p1784 @p1781))
% 7.12/7.32  (step @p1786 :rule evaluate :args (@t1555))
% 7.12/7.32  (step @p1787 :rule symm :premises (@p1786))
% 7.12/7.32  (step @p1788 :rule evaluate :args (@t538))
% 7.12/7.32  (step @p1789 :rule trans :premises (@p1788 @p1787))
% 7.12/7.32  (step @p1790 :rule trans :premises (@p1789 @p1785))
% 7.12/7.32  (step @p1791 :rule nary_cong :premises (@p124 @p1790) :args (@t539))
% 7.12/7.32  (step @p1792 :rule trans :premises (@p1791 @p1780))
% 7.12/7.32  (step @p1793 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 226017336583560879/1000000000000000000) @t1542)))
% 7.12/7.32  (step @p1794 :rule evaluate :args (@t535))
% 7.12/7.32  (step @p1795 :rule nary_cong :premises (@p143 @p1794) :args (@t536))
% 7.12/7.32  (step @p1796 :rule trans :premises (@p1795 @p1793))
% 7.12/7.32  (step @p1797 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -110066180697295679/500000000000000000) @t1549)))
% 7.12/7.32  (step @p1798 :rule evaluate :args ((* -1/1 110066180697295679/500000000000000000)))
% 7.12/7.32  (step @p1799 :rule evaluate :args (@t532))
% 7.12/7.32  (step @p1800 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1801 :rule nary_cong :premises (@p1800 @p1799) :args (@t1556))
% 7.12/7.32  (step @p1802 :rule trans :premises (@p1801 @p1798))
% 7.12/7.32  (step @p1803 :rule evaluate :args (@t1556))
% 7.12/7.32  (step @p1804 :rule symm :premises (@p1803))
% 7.12/7.32  (step @p1805 :rule evaluate :args (@t533))
% 7.12/7.32  (step @p1806 :rule trans :premises (@p1805 @p1804))
% 7.12/7.32  (step @p1807 :rule trans :premises (@p1806 @p1802))
% 7.12/7.32  (step @p1808 :rule nary_cong :premises (@p162 @p1807) :args (@t534))
% 7.12/7.32  (step @p1809 :rule trans :premises (@p1808 @p1797))
% 7.12/7.32  (step @p1810 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -153884283011576001/500000000000000000) @t1548)))
% 7.12/7.32  (step @p1811 :rule evaluate :args ((* -1/1 153884283011576001/500000000000000000)))
% 7.12/7.32  (step @p1812 :rule evaluate :args (@t529))
% 7.12/7.32  (step @p1813 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1814 :rule nary_cong :premises (@p1813 @p1812) :args (@t1557))
% 7.12/7.32  (step @p1815 :rule trans :premises (@p1814 @p1811))
% 7.12/7.32  (step @p1816 :rule evaluate :args (@t1557))
% 7.12/7.32  (step @p1817 :rule symm :premises (@p1816))
% 7.12/7.32  (step @p1818 :rule evaluate :args (@t530))
% 7.12/7.32  (step @p1819 :rule trans :premises (@p1818 @p1817))
% 7.12/7.32  (step @p1820 :rule trans :premises (@p1819 @p1815))
% 7.12/7.32  (step @p1821 :rule nary_cong :premises (@p181 @p1820) :args (@t531))
% 7.12/7.32  (step @p1822 :rule trans :premises (@p1821 @p1810))
% 7.12/7.32  (step @p1823 :rule evaluate :args (@t528))
% 7.12/7.32  (step @p1824 :rule nary_cong :premises (@p1823 @p1822 @p1809 @p1796 @p1792 @p1779 @p1766 @p1762 @p1758 @p1754) :args (@t1558))
% 7.12/7.32  (step @p1825 :rule trans :premises (@p1824 @p1741))
% 7.12/7.32  (step @p1826 :rule arith_poly_norm :args ((= @t552 @t1558)))
% 7.12/7.32  (step @p1827 :rule trans :premises (@p1826 @p1825))
% 7.12/7.32  (step @p1828 :rule cong :premises (@p1827 @p267) :args (@t553))
% 7.12/7.32  (step @p1829 :rule nary_cong :premises (@p1828 @p1740) :args (@t1117))
% 7.12/7.32  (step @p1830 :rule trans :premises (@p1829 @p1739))
% 7.12/7.32  (step @p1831 :rule arith_poly_norm :args ((= (* @t1569 2711450368763077/20000000000000000) @t1570)))
% 7.12/7.32  (step @p1832 :rule evaluate :args (@t1114))
% 7.12/7.32  (step @p1833 :rule arith_poly_norm :args ((= (+ -36716469487801523/125000000000000000 @t1566 @t1567 @t1560 @t1559 @t1563 @t1565 @t1561 @t1562 @t1564) @t1568)))
% 7.12/7.32  (step @p1834 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -113383290266732731/500000000000000000) @t1564)))
% 7.12/7.32  (step @p1835 :rule evaluate :args ((* -1/1 113383290266732731/500000000000000000)))
% 7.12/7.32  (step @p1836 :rule evaluate :args (@t520))
% 7.12/7.32  (step @p1837 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1838 :rule nary_cong :premises (@p1837 @p1836) :args (@t1571))
% 7.12/7.32  (step @p1839 :rule trans :premises (@p1838 @p1835))
% 7.12/7.32  (step @p1840 :rule evaluate :args (@t1571))
% 7.12/7.32  (step @p1841 :rule symm :premises (@p1840))
% 7.12/7.32  (step @p1842 :rule evaluate :args (@t521))
% 7.12/7.32  (step @p1843 :rule trans :premises (@p1842 @p1841))
% 7.12/7.32  (step @p1844 :rule trans :premises (@p1843 @p1839))
% 7.12/7.32  (step @p1845 :rule nary_cong :premises (@p38 @p1844) :args (@t522))
% 7.12/7.32  (step @p1846 :rule trans :premises (@p1845 @p1834))
% 7.12/7.32  (step @p1847 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 15646502740849/4000000000000000) @t1562)))
% 7.12/7.32  (step @p1848 :rule evaluate :args (@t518))
% 7.12/7.32  (step @p1849 :rule nary_cong :premises (@p58 @p1848) :args (@t519))
% 7.12/7.32  (step @p1850 :rule trans :premises (@p1849 @p1847))
% 7.12/7.32  (step @p1851 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 19473623430183329/1000000000000000000) @t1561)))
% 7.12/7.32  (step @p1852 :rule evaluate :args (@t516))
% 7.12/7.32  (step @p1853 :rule nary_cong :premises (@p77 @p1852) :args (@t517))
% 7.12/7.32  (step @p1854 :rule trans :premises (@p1853 @p1851))
% 7.12/7.32  (step @p1855 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 108193307004450817/500000000000000000) @t1565)))
% 7.12/7.32  (step @p1856 :rule evaluate :args (@t514))
% 7.12/7.32  (step @p1857 :rule nary_cong :premises (@p310 @p1856) :args (@t515))
% 7.12/7.32  (step @p1858 :rule trans :premises (@p1857 @p1855))
% 7.12/7.32  (step @p1859 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -39148977778318633/500000000000000000) @t1563)))
% 7.12/7.32  (step @p1860 :rule evaluate :args ((* -1/1 39148977778318633/500000000000000000)))
% 7.12/7.32  (step @p1861 :rule evaluate :args (@t511))
% 7.12/7.32  (step @p1862 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1863 :rule nary_cong :premises (@p1862 @p1861) :args (@t1572))
% 7.12/7.32  (step @p1864 :rule trans :premises (@p1863 @p1860))
% 7.12/7.32  (step @p1865 :rule evaluate :args (@t1572))
% 7.12/7.32  (step @p1866 :rule symm :premises (@p1865))
% 7.12/7.32  (step @p1867 :rule evaluate :args (@t512))
% 7.12/7.32  (step @p1868 :rule trans :premises (@p1867 @p1866))
% 7.12/7.32  (step @p1869 :rule trans :premises (@p1868 @p1864))
% 7.12/7.32  (step @p1870 :rule nary_cong :premises (@p105 @p1869) :args (@t513))
% 7.12/7.32  (step @p1871 :rule trans :premises (@p1870 @p1859))
% 7.12/7.32  (step @p1872 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 127554794129055987/500000000000000000) @t1559)))
% 7.12/7.32  (step @p1873 :rule evaluate :args (@t509))
% 7.12/7.32  (step @p1874 :rule nary_cong :premises (@p124 @p1873) :args (@t510))
% 7.12/7.32  (step @p1875 :rule trans :premises (@p1874 @p1872))
% 7.12/7.32  (step @p1876 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -20887267730994953/250000000000000000) @t1560)))
% 7.12/7.32  (step @p1877 :rule evaluate :args ((* -1/1 20887267730994953/250000000000000000)))
% 7.12/7.32  (step @p1878 :rule evaluate :args (@t506))
% 7.12/7.32  (step @p1879 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1880 :rule nary_cong :premises (@p1879 @p1878) :args (@t1573))
% 7.12/7.32  (step @p1881 :rule trans :premises (@p1880 @p1877))
% 7.12/7.32  (step @p1882 :rule evaluate :args (@t1573))
% 7.12/7.32  (step @p1883 :rule symm :premises (@p1882))
% 7.12/7.32  (step @p1884 :rule evaluate :args (@t507))
% 7.12/7.32  (step @p1885 :rule trans :premises (@p1884 @p1883))
% 7.12/7.32  (step @p1886 :rule trans :premises (@p1885 @p1881))
% 7.12/7.32  (step @p1887 :rule nary_cong :premises (@p143 @p1886) :args (@t508))
% 7.12/7.32  (step @p1888 :rule trans :premises (@p1887 @p1876))
% 7.12/7.32  (step @p1889 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -28443415630746767/125000000000000000) @t1567)))
% 7.12/7.32  (step @p1890 :rule evaluate :args ((* -1/1 28443415630746767/125000000000000000)))
% 7.12/7.32  (step @p1891 :rule evaluate :args (@t503))
% 7.12/7.32  (step @p1892 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1893 :rule nary_cong :premises (@p1892 @p1891) :args (@t1574))
% 7.12/7.32  (step @p1894 :rule trans :premises (@p1893 @p1890))
% 7.12/7.32  (step @p1895 :rule evaluate :args (@t1574))
% 7.12/7.32  (step @p1896 :rule symm :premises (@p1895))
% 7.12/7.32  (step @p1897 :rule evaluate :args (@t504))
% 7.12/7.32  (step @p1898 :rule trans :premises (@p1897 @p1896))
% 7.12/7.32  (step @p1899 :rule trans :premises (@p1898 @p1894))
% 7.12/7.32  (step @p1900 :rule nary_cong :premises (@p162 @p1899) :args (@t505))
% 7.12/7.32  (step @p1901 :rule trans :premises (@p1900 @p1889))
% 7.12/7.32  (step @p1902 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -121806846987301737/500000000000000000) @t1566)))
% 7.12/7.32  (step @p1903 :rule evaluate :args ((* -1/1 121806846987301737/500000000000000000)))
% 7.12/7.32  (step @p1904 :rule evaluate :args (@t500))
% 7.12/7.32  (step @p1905 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1906 :rule nary_cong :premises (@p1905 @p1904) :args (@t1575))
% 7.12/7.32  (step @p1907 :rule trans :premises (@p1906 @p1903))
% 7.12/7.32  (step @p1908 :rule evaluate :args (@t1575))
% 7.12/7.32  (step @p1909 :rule symm :premises (@p1908))
% 7.12/7.32  (step @p1910 :rule evaluate :args (@t501))
% 7.12/7.32  (step @p1911 :rule trans :premises (@p1910 @p1909))
% 7.12/7.32  (step @p1912 :rule trans :premises (@p1911 @p1907))
% 7.12/7.32  (step @p1913 :rule nary_cong :premises (@p181 @p1912) :args (@t502))
% 7.12/7.32  (step @p1914 :rule trans :premises (@p1913 @p1902))
% 7.12/7.32  (step @p1915 :rule evaluate :args ((* -1/1 36716469487801523/125000000000000000)))
% 7.12/7.32  (step @p1916 :rule evaluate :args (@t498))
% 7.12/7.32  (step @p1917 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1918 :rule nary_cong :premises (@p1917 @p1916) :args (@t1576))
% 7.12/7.32  (step @p1919 :rule trans :premises (@p1918 @p1915))
% 7.12/7.32  (step @p1920 :rule evaluate :args (@t1576))
% 7.12/7.32  (step @p1921 :rule symm :premises (@p1920))
% 7.12/7.32  (step @p1922 :rule evaluate :args (@t499))
% 7.12/7.32  (step @p1923 :rule trans :premises (@p1922 @p1921))
% 7.12/7.32  (step @p1924 :rule trans :premises (@p1923 @p1919))
% 7.12/7.32  (step @p1925 :rule nary_cong :premises (@p1924 @p1914 @p1901 @p1888 @p1875 @p1871 @p1858 @p1854 @p1850 @p1846) :args (@t1577))
% 7.12/7.32  (step @p1926 :rule trans :premises (@p1925 @p1833))
% 7.12/7.32  (step @p1927 :rule arith_poly_norm :args ((= @t523 @t1577)))
% 7.12/7.32  (step @p1928 :rule trans :premises (@p1927 @p1926))
% 7.12/7.32  (step @p1929 :rule cong :premises (@p1928 @p267) :args (@t524))
% 7.12/7.32  (step @p1930 :rule nary_cong :premises (@p1929 @p1832) :args (@t1115))
% 7.12/7.32  (step @p1931 :rule trans :premises (@p1930 @p1831))
% 7.12/7.32  (step @p1932 :rule arith_poly_norm :args ((= (* @t1588 52852662371198969/500000000000000000) @t1589)))
% 7.12/7.32  (step @p1933 :rule evaluate :args (@t1112))
% 7.12/7.32  (step @p1934 :rule arith_poly_norm :args ((= (+ -95244549111434207/500000000000000000 @t1585 @t1586 @t1579 @t1578 @t1582 @t1584 @t1580 @t1581 @t1583) @t1587)))
% 7.12/7.32  (step @p1935 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 33570394158362299/500000000000000000) @t1583)))
% 7.12/7.32  (step @p1936 :rule evaluate :args (@t491))
% 7.12/7.32  (step @p1937 :rule nary_cong :premises (@p38 @p1936) :args (@t492))
% 7.12/7.32  (step @p1938 :rule trans :premises (@p1937 @p1935))
% 7.12/7.32  (step @p1939 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -3548741081174861/100000000000000000) @t1581)))
% 7.12/7.32  (step @p1940 :rule evaluate :args ((* -1/1 3548741081174861/100000000000000000)))
% 7.12/7.32  (step @p1941 :rule evaluate :args (@t488))
% 7.12/7.32  (step @p1942 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1943 :rule nary_cong :premises (@p1942 @p1941) :args (@t1590))
% 7.12/7.32  (step @p1944 :rule trans :premises (@p1943 @p1940))
% 7.12/7.32  (step @p1945 :rule evaluate :args (@t1590))
% 7.12/7.32  (step @p1946 :rule symm :premises (@p1945))
% 7.12/7.32  (step @p1947 :rule evaluate :args (@t489))
% 7.12/7.32  (step @p1948 :rule trans :premises (@p1947 @p1946))
% 7.12/7.32  (step @p1949 :rule trans :premises (@p1948 @p1944))
% 7.12/7.32  (step @p1950 :rule nary_cong :premises (@p58 @p1949) :args (@t490))
% 7.12/7.32  (step @p1951 :rule trans :premises (@p1950 @p1939))
% 7.12/7.32  (step @p1952 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 43163242413355743/250000000000000000) @t1580)))
% 7.12/7.32  (step @p1953 :rule evaluate :args (@t486))
% 7.12/7.32  (step @p1954 :rule nary_cong :premises (@p77 @p1953) :args (@t487))
% 7.12/7.32  (step @p1955 :rule trans :premises (@p1954 @p1952))
% 7.12/7.32  (step @p1956 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -232922512162567/2500000000000000) @t1584)))
% 7.12/7.32  (step @p1957 :rule evaluate :args ((* -1/1 232922512162567/2500000000000000)))
% 7.12/7.32  (step @p1958 :rule evaluate :args (@t483))
% 7.12/7.32  (step @p1959 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1960 :rule nary_cong :premises (@p1959 @p1958) :args (@t1591))
% 7.12/7.32  (step @p1961 :rule trans :premises (@p1960 @p1957))
% 7.12/7.32  (step @p1962 :rule evaluate :args (@t1591))
% 7.12/7.32  (step @p1963 :rule symm :premises (@p1962))
% 7.12/7.32  (step @p1964 :rule evaluate :args (@t484))
% 7.12/7.32  (step @p1965 :rule trans :premises (@p1964 @p1963))
% 7.12/7.32  (step @p1966 :rule trans :premises (@p1965 @p1961))
% 7.12/7.32  (step @p1967 :rule nary_cong :premises (@p310 @p1966) :args (@t485))
% 7.12/7.32  (step @p1968 :rule trans :premises (@p1967 @p1956))
% 7.12/7.32  (step @p1969 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -28500025351721081/1000000000000000000) @t1582)))
% 7.12/7.32  (step @p1970 :rule evaluate :args ((* -1/1 28500025351721081/1000000000000000000)))
% 7.12/7.32  (step @p1971 :rule evaluate :args (@t480))
% 7.12/7.32  (step @p1972 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1973 :rule nary_cong :premises (@p1972 @p1971) :args (@t1592))
% 7.12/7.32  (step @p1974 :rule trans :premises (@p1973 @p1970))
% 7.12/7.32  (step @p1975 :rule evaluate :args (@t1592))
% 7.12/7.32  (step @p1976 :rule symm :premises (@p1975))
% 7.12/7.32  (step @p1977 :rule evaluate :args (@t481))
% 7.12/7.32  (step @p1978 :rule trans :premises (@p1977 @p1976))
% 7.12/7.32  (step @p1979 :rule trans :premises (@p1978 @p1974))
% 7.12/7.32  (step @p1980 :rule nary_cong :premises (@p105 @p1979) :args (@t482))
% 7.12/7.32  (step @p1981 :rule trans :premises (@p1980 @p1969))
% 7.12/7.32  (step @p1982 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 14805861924911623/100000000000000000) @t1578)))
% 7.12/7.32  (step @p1983 :rule evaluate :args (@t478))
% 7.12/7.32  (step @p1984 :rule nary_cong :premises (@p124 @p1983) :args (@t479))
% 7.12/7.32  (step @p1985 :rule trans :premises (@p1984 @p1982))
% 7.12/7.32  (step @p1986 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -269308449436302999/1000000000000000000) @t1579)))
% 7.12/7.32  (step @p1987 :rule evaluate :args ((* -1/1 269308449436302999/1000000000000000000)))
% 7.12/7.32  (step @p1988 :rule evaluate :args (@t475))
% 7.12/7.32  (step @p1989 :rule refl :args (-1/1))
% 7.12/7.32  (step @p1990 :rule nary_cong :premises (@p1989 @p1988) :args (@t1593))
% 7.12/7.33  (step @p1991 :rule trans :premises (@p1990 @p1987))
% 7.12/7.33  (step @p1992 :rule evaluate :args (@t1593))
% 7.12/7.33  (step @p1993 :rule symm :premises (@p1992))
% 7.12/7.33  (step @p1994 :rule evaluate :args (@t476))
% 7.12/7.33  (step @p1995 :rule trans :premises (@p1994 @p1993))
% 7.12/7.33  (step @p1996 :rule trans :premises (@p1995 @p1991))
% 7.12/7.33  (step @p1997 :rule nary_cong :premises (@p143 @p1996) :args (@t477))
% 7.12/7.33  (step @p1998 :rule trans :premises (@p1997 @p1986))
% 7.12/7.33  (step @p1999 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -224045703414196051/1000000000000000000) @t1586)))
% 7.12/7.33  (step @p2000 :rule evaluate :args ((* -1/1 224045703414196051/1000000000000000000)))
% 7.12/7.33  (step @p2001 :rule evaluate :args (@t472))
% 7.12/7.33  (step @p2002 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2003 :rule nary_cong :premises (@p2002 @p2001) :args (@t1594))
% 7.12/7.33  (step @p2004 :rule trans :premises (@p2003 @p2000))
% 7.12/7.33  (step @p2005 :rule evaluate :args (@t1594))
% 7.12/7.33  (step @p2006 :rule symm :premises (@p2005))
% 7.12/7.33  (step @p2007 :rule evaluate :args (@t473))
% 7.12/7.33  (step @p2008 :rule trans :premises (@p2007 @p2006))
% 7.12/7.33  (step @p2009 :rule trans :premises (@p2008 @p2004))
% 7.12/7.33  (step @p2010 :rule nary_cong :premises (@p162 @p2009) :args (@t474))
% 7.12/7.33  (step @p2011 :rule trans :premises (@p2010 @p1999))
% 7.12/7.33  (step @p2012 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -6322418475138869/200000000000000000) @t1585)))
% 7.12/7.33  (step @p2013 :rule evaluate :args ((* -1/1 6322418475138869/200000000000000000)))
% 7.12/7.33  (step @p2014 :rule evaluate :args (@t469))
% 7.12/7.33  (step @p2015 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2016 :rule nary_cong :premises (@p2015 @p2014) :args (@t1595))
% 7.12/7.33  (step @p2017 :rule trans :premises (@p2016 @p2013))
% 7.12/7.33  (step @p2018 :rule evaluate :args (@t1595))
% 7.12/7.33  (step @p2019 :rule symm :premises (@p2018))
% 7.12/7.33  (step @p2020 :rule evaluate :args (@t470))
% 7.12/7.33  (step @p2021 :rule trans :premises (@p2020 @p2019))
% 7.12/7.33  (step @p2022 :rule trans :premises (@p2021 @p2017))
% 7.12/7.33  (step @p2023 :rule nary_cong :premises (@p181 @p2022) :args (@t471))
% 7.12/7.33  (step @p2024 :rule trans :premises (@p2023 @p2012))
% 7.12/7.33  (step @p2025 :rule evaluate :args ((* -1/1 95244549111434207/500000000000000000)))
% 7.12/7.33  (step @p2026 :rule evaluate :args (@t467))
% 7.12/7.33  (step @p2027 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2028 :rule nary_cong :premises (@p2027 @p2026) :args (@t1596))
% 7.12/7.33  (step @p2029 :rule trans :premises (@p2028 @p2025))
% 7.12/7.33  (step @p2030 :rule evaluate :args (@t1596))
% 7.12/7.33  (step @p2031 :rule symm :premises (@p2030))
% 7.12/7.33  (step @p2032 :rule evaluate :args (@t468))
% 7.12/7.33  (step @p2033 :rule trans :premises (@p2032 @p2031))
% 7.12/7.33  (step @p2034 :rule trans :premises (@p2033 @p2029))
% 7.12/7.33  (step @p2035 :rule nary_cong :premises (@p2034 @p2024 @p2011 @p1998 @p1985 @p1981 @p1968 @p1955 @p1951 @p1938) :args (@t1597))
% 7.12/7.33  (step @p2036 :rule trans :premises (@p2035 @p1934))
% 7.12/7.33  (step @p2037 :rule arith_poly_norm :args ((= @t493 @t1597)))
% 7.12/7.33  (step @p2038 :rule trans :premises (@p2037 @p2036))
% 7.12/7.33  (step @p2039 :rule cong :premises (@p2038 @p267) :args (@t494))
% 7.12/7.33  (step @p2040 :rule nary_cong :premises (@p2039 @p1933) :args (@t1113))
% 7.12/7.33  (step @p2041 :rule trans :premises (@p2040 @p1932))
% 7.12/7.33  (step @p2042 :rule arith_poly_norm :args ((= (* @t1608 51486515265045107/1000000000000000000) @t1609)))
% 7.12/7.33  (step @p2043 :rule evaluate :args (@t1110))
% 7.12/7.33  (step @p2044 :rule arith_poly_norm :args ((= (+ 72700159991135757/250000000000000000 @t1605 @t1606 @t1599 @t1598 @t1602 @t1604 @t1600 @t1601 @t1603) @t1607)))
% 7.12/7.33  (step @p2045 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -141585577900384979/500000000000000000) @t1603)))
% 7.12/7.33  (step @p2046 :rule evaluate :args ((* -1/1 141585577900384979/500000000000000000)))
% 7.12/7.33  (step @p2047 :rule evaluate :args (@t460))
% 7.12/7.33  (step @p2048 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2049 :rule nary_cong :premises (@p2048 @p2047) :args (@t1610))
% 7.12/7.33  (step @p2050 :rule trans :premises (@p2049 @p2046))
% 7.12/7.33  (step @p2051 :rule evaluate :args (@t1610))
% 7.12/7.33  (step @p2052 :rule symm :premises (@p2051))
% 7.12/7.33  (step @p2053 :rule evaluate :args (@t461))
% 7.12/7.33  (step @p2054 :rule trans :premises (@p2053 @p2052))
% 7.12/7.33  (step @p2055 :rule trans :premises (@p2054 @p2050))
% 7.12/7.33  (step @p2056 :rule nary_cong :premises (@p38 @p2055) :args (@t462))
% 7.12/7.33  (step @p2057 :rule trans :premises (@p2056 @p2045))
% 7.12/7.33  (step @p2058 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -288438029698781/15625000000000000) @t1601)))
% 7.12/7.33  (step @p2059 :rule evaluate :args ((* -1/1 288438029698781/15625000000000000)))
% 7.12/7.33  (step @p2060 :rule evaluate :args (@t457))
% 7.12/7.33  (step @p2061 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2062 :rule nary_cong :premises (@p2061 @p2060) :args (@t1611))
% 7.12/7.33  (step @p2063 :rule trans :premises (@p2062 @p2059))
% 7.12/7.33  (step @p2064 :rule evaluate :args (@t1611))
% 7.12/7.33  (step @p2065 :rule symm :premises (@p2064))
% 7.12/7.33  (step @p2066 :rule evaluate :args (@t458))
% 7.12/7.33  (step @p2067 :rule trans :premises (@p2066 @p2065))
% 7.12/7.33  (step @p2068 :rule trans :premises (@p2067 @p2063))
% 7.12/7.33  (step @p2069 :rule nary_cong :premises (@p58 @p2068) :args (@t459))
% 7.12/7.33  (step @p2070 :rule trans :premises (@p2069 @p2058))
% 7.12/7.33  (step @p2071 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 218690372500649099/1000000000000000000) @t1600)))
% 7.12/7.33  (step @p2072 :rule evaluate :args (@t455))
% 7.12/7.33  (step @p2073 :rule nary_cong :premises (@p77 @p2072) :args (@t456))
% 7.12/7.33  (step @p2074 :rule trans :premises (@p2073 @p2071))
% 7.12/7.33  (step @p2075 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 17760937471124099/62500000000000000) @t1604)))
% 7.12/7.33  (step @p2076 :rule evaluate :args (@t453))
% 7.12/7.33  (step @p2077 :rule nary_cong :premises (@p310 @p2076) :args (@t454))
% 7.12/7.33  (step @p2078 :rule trans :premises (@p2077 @p2075))
% 7.12/7.33  (step @p2079 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 31827459060112251/250000000000000000) @t1602)))
% 7.12/7.33  (step @p2080 :rule evaluate :args (@t451))
% 7.12/7.33  (step @p2081 :rule nary_cong :premises (@p105 @p2080) :args (@t452))
% 7.12/7.33  (step @p2082 :rule trans :premises (@p2081 @p2079))
% 7.12/7.33  (step @p2083 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 81789223806502359/500000000000000000) @t1598)))
% 7.12/7.33  (step @p2084 :rule evaluate :args (@t449))
% 7.12/7.33  (step @p2085 :rule nary_cong :premises (@p124 @p2084) :args (@t450))
% 7.12/7.33  (step @p2086 :rule trans :premises (@p2085 @p2083))
% 7.12/7.33  (step @p2087 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -9937147151158901/50000000000000000) @t1599)))
% 7.12/7.33  (step @p2088 :rule evaluate :args ((* -1/1 9937147151158901/50000000000000000)))
% 7.12/7.33  (step @p2089 :rule evaluate :args (@t446))
% 7.12/7.33  (step @p2090 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2091 :rule nary_cong :premises (@p2090 @p2089) :args (@t1612))
% 7.12/7.33  (step @p2092 :rule trans :premises (@p2091 @p2088))
% 7.12/7.33  (step @p2093 :rule evaluate :args (@t1612))
% 7.12/7.33  (step @p2094 :rule symm :premises (@p2093))
% 7.12/7.33  (step @p2095 :rule evaluate :args (@t447))
% 7.12/7.33  (step @p2096 :rule trans :premises (@p2095 @p2094))
% 7.12/7.33  (step @p2097 :rule trans :premises (@p2096 @p2092))
% 7.12/7.33  (step @p2098 :rule nary_cong :premises (@p143 @p2097) :args (@t448))
% 7.12/7.33  (step @p2099 :rule trans :premises (@p2098 @p2087))
% 7.12/7.33  (step @p2100 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -39657216442085759/125000000000000000) @t1606)))
% 7.12/7.33  (step @p2101 :rule evaluate :args ((* -1/1 39657216442085759/125000000000000000)))
% 7.12/7.33  (step @p2102 :rule evaluate :args (@t443))
% 7.12/7.33  (step @p2103 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2104 :rule nary_cong :premises (@p2103 @p2102) :args (@t1613))
% 7.12/7.33  (step @p2105 :rule trans :premises (@p2104 @p2101))
% 7.12/7.33  (step @p2106 :rule evaluate :args (@t1613))
% 7.12/7.33  (step @p2107 :rule symm :premises (@p2106))
% 7.12/7.33  (step @p2108 :rule evaluate :args (@t444))
% 7.12/7.33  (step @p2109 :rule trans :premises (@p2108 @p2107))
% 7.12/7.33  (step @p2110 :rule trans :premises (@p2109 @p2105))
% 7.12/7.33  (step @p2111 :rule nary_cong :premises (@p162 @p2110) :args (@t445))
% 7.12/7.33  (step @p2112 :rule trans :premises (@p2111 @p2100))
% 7.12/7.33  (step @p2113 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -267960016746490171/1000000000000000000) @t1605)))
% 7.12/7.33  (step @p2114 :rule evaluate :args ((* -1/1 267960016746490171/1000000000000000000)))
% 7.12/7.33  (step @p2115 :rule evaluate :args (@t440))
% 7.12/7.33  (step @p2116 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2117 :rule nary_cong :premises (@p2116 @p2115) :args (@t1614))
% 7.12/7.33  (step @p2118 :rule trans :premises (@p2117 @p2114))
% 7.12/7.33  (step @p2119 :rule evaluate :args (@t1614))
% 7.12/7.33  (step @p2120 :rule symm :premises (@p2119))
% 7.12/7.33  (step @p2121 :rule evaluate :args (@t441))
% 7.12/7.33  (step @p2122 :rule trans :premises (@p2121 @p2120))
% 7.12/7.33  (step @p2123 :rule trans :premises (@p2122 @p2118))
% 7.12/7.33  (step @p2124 :rule nary_cong :premises (@p181 @p2123) :args (@t442))
% 7.12/7.33  (step @p2125 :rule trans :premises (@p2124 @p2113))
% 7.12/7.33  (step @p2126 :rule evaluate :args (@t439))
% 7.12/7.33  (step @p2127 :rule nary_cong :premises (@p2126 @p2125 @p2112 @p2099 @p2086 @p2082 @p2078 @p2074 @p2070 @p2057) :args (@t1615))
% 7.12/7.33  (step @p2128 :rule trans :premises (@p2127 @p2044))
% 7.12/7.33  (step @p2129 :rule arith_poly_norm :args ((= @t463 @t1615)))
% 7.12/7.33  (step @p2130 :rule trans :premises (@p2129 @p2128))
% 7.12/7.33  (step @p2131 :rule cong :premises (@p2130 @p267) :args (@t464))
% 7.12/7.33  (step @p2132 :rule nary_cong :premises (@p2131 @p2043) :args (@t1111))
% 7.12/7.33  (step @p2133 :rule trans :premises (@p2132 @p2042))
% 7.12/7.33  (step @p2134 :rule arith_poly_norm :args ((= (* @t1233 -31404566017481289/1000000000000000000) @t1616)))
% 7.12/7.33  (step @p2135 :rule evaluate :args ((* -1/1 31404566017481289/1000000000000000000)))
% 7.12/7.33  (step @p2136 :rule evaluate :args (@t1107))
% 7.12/7.33  (step @p2137 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2138 :rule nary_cong :premises (@p2137 @p2136) :args (@t1617))
% 7.12/7.33  (step @p2139 :rule trans :premises (@p2138 @p2135))
% 7.12/7.33  (step @p2140 :rule evaluate :args (@t1617))
% 7.12/7.33  (step @p2141 :rule symm :premises (@p2140))
% 7.12/7.33  (step @p2142 :rule evaluate :args (@t1108))
% 7.12/7.33  (step @p2143 :rule trans :premises (@p2142 @p2141))
% 7.12/7.33  (step @p2144 :rule trans :premises (@p2143 @p2139))
% 7.12/7.33  (step @p2145 :rule arith_poly_norm :args ((= (+ -65256965673693057/200000000000000000 @t1230 @t1231 @t1224 @t1223 @t1227 @t1229 @t1225 @t1226 @t1228) @t1232)))
% 7.12/7.33  (step @p2146 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -725795111797361/10000000000000000) @t1228)))
% 7.12/7.33  (step @p2147 :rule evaluate :args ((* -1/1 725795111797361/10000000000000000)))
% 7.12/7.33  (step @p2148 :rule evaluate :args (@t432))
% 7.12/7.33  (step @p2149 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2150 :rule nary_cong :premises (@p2149 @p2148) :args (@t1618))
% 7.12/7.33  (step @p2151 :rule trans :premises (@p2150 @p2147))
% 7.12/7.33  (step @p2152 :rule evaluate :args (@t1618))
% 7.12/7.33  (step @p2153 :rule symm :premises (@p2152))
% 7.12/7.33  (step @p2154 :rule evaluate :args (@t433))
% 7.12/7.33  (step @p2155 :rule trans :premises (@p2154 @p2153))
% 7.12/7.33  (step @p2156 :rule trans :premises (@p2155 @p2151))
% 7.12/7.33  (step @p2157 :rule nary_cong :premises (@p38 @p2156) :args (@t434))
% 7.12/7.33  (step @p2158 :rule trans :premises (@p2157 @p2146))
% 7.12/7.33  (step @p2159 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -120319623004474657/1000000000000000000) @t1226)))
% 7.12/7.33  (step @p2160 :rule evaluate :args ((* -1/1 120319623004474657/1000000000000000000)))
% 7.12/7.33  (step @p2161 :rule evaluate :args (@t429))
% 7.12/7.33  (step @p2162 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2163 :rule nary_cong :premises (@p2162 @p2161) :args (@t1619))
% 7.12/7.33  (step @p2164 :rule trans :premises (@p2163 @p2160))
% 7.12/7.33  (step @p2165 :rule evaluate :args (@t1619))
% 7.12/7.33  (step @p2166 :rule symm :premises (@p2165))
% 7.12/7.33  (step @p2167 :rule evaluate :args (@t430))
% 7.12/7.33  (step @p2168 :rule trans :premises (@p2167 @p2166))
% 7.12/7.33  (step @p2169 :rule trans :premises (@p2168 @p2164))
% 7.12/7.33  (step @p2170 :rule nary_cong :premises (@p58 @p2169) :args (@t431))
% 7.12/7.33  (step @p2171 :rule trans :premises (@p2170 @p2159))
% 7.12/7.33  (step @p2172 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -114421945285064997/1000000000000000000) @t1225)))
% 7.12/7.33  (step @p2173 :rule evaluate :args ((* -1/1 114421945285064997/1000000000000000000)))
% 7.12/7.33  (step @p2174 :rule evaluate :args (@t426))
% 7.12/7.33  (step @p2175 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2176 :rule nary_cong :premises (@p2175 @p2174) :args (@t1620))
% 7.12/7.33  (step @p2177 :rule trans :premises (@p2176 @p2173))
% 7.12/7.33  (step @p2178 :rule evaluate :args (@t1620))
% 7.12/7.33  (step @p2179 :rule symm :premises (@p2178))
% 7.12/7.33  (step @p2180 :rule evaluate :args (@t427))
% 7.12/7.33  (step @p2181 :rule trans :premises (@p2180 @p2179))
% 7.12/7.33  (step @p2182 :rule trans :premises (@p2181 @p2177))
% 7.12/7.33  (step @p2183 :rule nary_cong :premises (@p77 @p2182) :args (@t428))
% 7.12/7.33  (step @p2184 :rule trans :premises (@p2183 @p2172))
% 7.12/7.33  (step @p2185 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 215714109924082409/1000000000000000000) @t1229)))
% 7.12/7.33  (step @p2186 :rule evaluate :args (@t424))
% 7.12/7.33  (step @p2187 :rule nary_cong :premises (@p310 @p2186) :args (@t425))
% 7.12/7.33  (step @p2188 :rule trans :premises (@p2187 @p2185))
% 7.12/7.33  (step @p2189 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -8755817146637979/1000000000000000000) @t1227)))
% 7.12/7.33  (step @p2190 :rule evaluate :args ((* -1/1 8755817146637979/1000000000000000000)))
% 7.12/7.33  (step @p2191 :rule evaluate :args (@t421))
% 7.12/7.33  (step @p2192 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2193 :rule nary_cong :premises (@p2192 @p2191) :args (@t1621))
% 7.12/7.33  (step @p2194 :rule trans :premises (@p2193 @p2190))
% 7.12/7.33  (step @p2195 :rule evaluate :args (@t1621))
% 7.12/7.33  (step @p2196 :rule symm :premises (@p2195))
% 7.12/7.33  (step @p2197 :rule evaluate :args (@t422))
% 7.12/7.33  (step @p2198 :rule trans :premises (@p2197 @p2196))
% 7.12/7.33  (step @p2199 :rule trans :premises (@p2198 @p2194))
% 7.12/7.33  (step @p2200 :rule nary_cong :premises (@p105 @p2199) :args (@t423))
% 7.12/7.33  (step @p2201 :rule trans :premises (@p2200 @p2189))
% 7.12/7.33  (step @p2202 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -219790524805509563/1000000000000000000) @t1223)))
% 7.12/7.33  (step @p2203 :rule evaluate :args ((* -1/1 219790524805509563/1000000000000000000)))
% 7.12/7.33  (step @p2204 :rule evaluate :args (@t418))
% 7.12/7.33  (step @p2205 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2206 :rule nary_cong :premises (@p2205 @p2204) :args (@t1622))
% 7.12/7.33  (step @p2207 :rule trans :premises (@p2206 @p2203))
% 7.12/7.33  (step @p2208 :rule evaluate :args (@t1622))
% 7.12/7.33  (step @p2209 :rule symm :premises (@p2208))
% 7.12/7.33  (step @p2210 :rule evaluate :args (@t419))
% 7.12/7.33  (step @p2211 :rule trans :premises (@p2210 @p2209))
% 7.12/7.33  (step @p2212 :rule trans :premises (@p2211 @p2207))
% 7.12/7.33  (step @p2213 :rule nary_cong :premises (@p124 @p2212) :args (@t420))
% 7.12/7.33  (step @p2214 :rule trans :premises (@p2213 @p2202))
% 7.12/7.33  (step @p2215 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -302111967118618541/1000000000000000000) @t1224)))
% 7.12/7.33  (step @p2216 :rule evaluate :args ((* -1/1 302111967118618541/1000000000000000000)))
% 7.12/7.33  (step @p2217 :rule evaluate :args (@t415))
% 7.12/7.33  (step @p2218 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2219 :rule nary_cong :premises (@p2218 @p2217) :args (@t1623))
% 7.12/7.33  (step @p2220 :rule trans :premises (@p2219 @p2216))
% 7.12/7.33  (step @p2221 :rule evaluate :args (@t1623))
% 7.12/7.33  (step @p2222 :rule symm :premises (@p2221))
% 7.12/7.33  (step @p2223 :rule evaluate :args (@t416))
% 7.12/7.33  (step @p2224 :rule trans :premises (@p2223 @p2222))
% 7.12/7.33  (step @p2225 :rule trans :premises (@p2224 @p2220))
% 7.12/7.33  (step @p2226 :rule nary_cong :premises (@p143 @p2225) :args (@t417))
% 7.12/7.33  (step @p2227 :rule trans :premises (@p2226 @p2215))
% 7.12/7.33  (step @p2228 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -222922230078116679/1000000000000000000) @t1231)))
% 7.12/7.33  (step @p2229 :rule evaluate :args ((* -1/1 222922230078116679/1000000000000000000)))
% 7.12/7.33  (step @p2230 :rule evaluate :args (@t412))
% 7.12/7.33  (step @p2231 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2232 :rule nary_cong :premises (@p2231 @p2230) :args (@t1624))
% 7.12/7.33  (step @p2233 :rule trans :premises (@p2232 @p2229))
% 7.12/7.33  (step @p2234 :rule evaluate :args (@t1624))
% 7.12/7.33  (step @p2235 :rule symm :premises (@p2234))
% 7.12/7.33  (step @p2236 :rule evaluate :args (@t413))
% 7.12/7.33  (step @p2237 :rule trans :premises (@p2236 @p2235))
% 7.12/7.33  (step @p2238 :rule trans :premises (@p2237 @p2233))
% 7.12/7.33  (step @p2239 :rule nary_cong :premises (@p162 @p2238) :args (@t414))
% 7.12/7.33  (step @p2240 :rule trans :premises (@p2239 @p2228))
% 7.12/7.33  (step @p2241 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -125854752987253127/500000000000000000) @t1230)))
% 7.12/7.33  (step @p2242 :rule evaluate :args ((* -1/1 125854752987253127/500000000000000000)))
% 7.12/7.33  (step @p2243 :rule evaluate :args (@t409))
% 7.12/7.33  (step @p2244 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2245 :rule nary_cong :premises (@p2244 @p2243) :args (@t1625))
% 7.12/7.33  (step @p2246 :rule trans :premises (@p2245 @p2242))
% 7.12/7.33  (step @p2247 :rule evaluate :args (@t1625))
% 7.12/7.33  (step @p2248 :rule symm :premises (@p2247))
% 7.12/7.33  (step @p2249 :rule evaluate :args (@t410))
% 7.12/7.33  (step @p2250 :rule trans :premises (@p2249 @p2248))
% 7.12/7.33  (step @p2251 :rule trans :premises (@p2250 @p2246))
% 7.12/7.33  (step @p2252 :rule nary_cong :premises (@p181 @p2251) :args (@t411))
% 7.12/7.33  (step @p2253 :rule trans :premises (@p2252 @p2241))
% 7.12/7.33  (step @p2254 :rule evaluate :args ((* -1/1 65256965673693057/200000000000000000)))
% 7.12/7.33  (step @p2255 :rule evaluate :args (@t407))
% 7.12/7.33  (step @p2256 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2257 :rule nary_cong :premises (@p2256 @p2255) :args (@t1626))
% 7.12/7.33  (step @p2258 :rule trans :premises (@p2257 @p2254))
% 7.12/7.33  (step @p2259 :rule evaluate :args (@t1626))
% 7.12/7.33  (step @p2260 :rule symm :premises (@p2259))
% 7.12/7.33  (step @p2261 :rule evaluate :args (@t408))
% 7.12/7.33  (step @p2262 :rule trans :premises (@p2261 @p2260))
% 7.12/7.33  (step @p2263 :rule trans :premises (@p2262 @p2258))
% 7.12/7.33  (step @p2264 :rule nary_cong :premises (@p2263 @p2253 @p2240 @p2227 @p2214 @p2201 @p2188 @p2184 @p2171 @p2158) :args (@t1627))
% 7.12/7.33  (step @p2265 :rule trans :premises (@p2264 @p2145))
% 7.12/7.33  (step @p2266 :rule arith_poly_norm :args ((= @t435 @t1627)))
% 7.12/7.33  (step @p2267 :rule trans :premises (@p2266 @p2265))
% 7.12/7.33  (step @p2268 :rule cong :premises (@p2267 @p267) :args (@t436))
% 7.12/7.33  (step @p2269 :rule nary_cong :premises (@p2268 @p2144) :args (@t1109))
% 7.12/7.33  (step @p2270 :rule trans :premises (@p2269 @p2134))
% 7.12/7.33  (step @p2271 :rule arith_poly_norm :args ((= (* @t1638 5326168000353567/125000000000000000) @t1639)))
% 7.12/7.33  (step @p2272 :rule evaluate :args (@t1105))
% 7.12/7.33  (step @p2273 :rule arith_poly_norm :args ((= (+ 242389984971433103/1000000000000000000 @t1635 @t1636 @t1629 @t1628 @t1632 @t1634 @t1630 @t1631 @t1633) @t1637)))
% 7.12/7.33  (step @p2274 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 111755904726030003/500000000000000000) @t1633)))
% 7.12/7.33  (step @p2275 :rule evaluate :args (@t401))
% 7.12/7.33  (step @p2276 :rule nary_cong :premises (@p38 @p2275) :args (@t402))
% 7.12/7.33  (step @p2277 :rule trans :premises (@p2276 @p2274))
% 7.12/7.33  (step @p2278 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 13178955856179897/125000000000000000) @t1631)))
% 7.12/7.33  (step @p2279 :rule evaluate :args (@t399))
% 7.12/7.33  (step @p2280 :rule nary_cong :premises (@p58 @p2279) :args (@t400))
% 7.12/7.33  (step @p2281 :rule trans :premises (@p2280 @p2278))
% 7.12/7.33  (step @p2282 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 17074992645697451/1000000000000000000) @t1630)))
% 7.12/7.33  (step @p2283 :rule evaluate :args (@t397))
% 7.12/7.33  (step @p2284 :rule nary_cong :premises (@p77 @p2283) :args (@t398))
% 7.12/7.33  (step @p2285 :rule trans :premises (@p2284 @p2282))
% 7.12/7.33  (step @p2286 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -34351350868780717/500000000000000000) @t1634)))
% 7.12/7.33  (step @p2287 :rule evaluate :args ((* -1/1 34351350868780717/500000000000000000)))
% 7.12/7.33  (step @p2288 :rule evaluate :args (@t394))
% 7.12/7.33  (step @p2289 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2290 :rule nary_cong :premises (@p2289 @p2288) :args (@t1640))
% 7.12/7.33  (step @p2291 :rule trans :premises (@p2290 @p2287))
% 7.12/7.33  (step @p2292 :rule evaluate :args (@t1640))
% 7.12/7.33  (step @p2293 :rule symm :premises (@p2292))
% 7.12/7.33  (step @p2294 :rule evaluate :args (@t395))
% 7.12/7.33  (step @p2295 :rule trans :premises (@p2294 @p2293))
% 7.12/7.33  (step @p2296 :rule trans :premises (@p2295 @p2291))
% 7.12/7.33  (step @p2297 :rule nary_cong :premises (@p310 @p2296) :args (@t396))
% 7.12/7.33  (step @p2298 :rule trans :premises (@p2297 @p2286))
% 7.12/7.33  (step @p2299 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -42933026550501019/1000000000000000000) @t1632)))
% 7.12/7.33  (step @p2300 :rule evaluate :args ((* -1/1 42933026550501019/1000000000000000000)))
% 7.12/7.33  (step @p2301 :rule evaluate :args (@t391))
% 7.12/7.33  (step @p2302 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2303 :rule nary_cong :premises (@p2302 @p2301) :args (@t1641))
% 7.12/7.33  (step @p2304 :rule trans :premises (@p2303 @p2300))
% 7.12/7.33  (step @p2305 :rule evaluate :args (@t1641))
% 7.12/7.33  (step @p2306 :rule symm :premises (@p2305))
% 7.12/7.33  (step @p2307 :rule evaluate :args (@t392))
% 7.12/7.33  (step @p2308 :rule trans :premises (@p2307 @p2306))
% 7.12/7.33  (step @p2309 :rule trans :premises (@p2308 @p2304))
% 7.12/7.33  (step @p2310 :rule nary_cong :premises (@p105 @p2309) :args (@t393))
% 7.12/7.33  (step @p2311 :rule trans :premises (@p2310 @p2299))
% 7.12/7.33  (step @p2312 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -1002416818340931/20000000000000000) @t1628)))
% 7.12/7.33  (step @p2313 :rule evaluate :args ((* -1/1 1002416818340931/20000000000000000)))
% 7.12/7.33  (step @p2314 :rule evaluate :args (@t388))
% 7.12/7.33  (step @p2315 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2316 :rule nary_cong :premises (@p2315 @p2314) :args (@t1642))
% 7.12/7.33  (step @p2317 :rule trans :premises (@p2316 @p2313))
% 7.12/7.33  (step @p2318 :rule evaluate :args (@t1642))
% 7.12/7.33  (step @p2319 :rule symm :premises (@p2318))
% 7.12/7.33  (step @p2320 :rule evaluate :args (@t389))
% 7.12/7.33  (step @p2321 :rule trans :premises (@p2320 @p2319))
% 7.12/7.33  (step @p2322 :rule trans :premises (@p2321 @p2317))
% 7.12/7.33  (step @p2323 :rule nary_cong :premises (@p124 @p2322) :args (@t390))
% 7.12/7.33  (step @p2324 :rule trans :premises (@p2323 @p2312))
% 7.12/7.33  (step @p2325 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -267050073103187069/1000000000000000000) @t1629)))
% 7.12/7.33  (step @p2326 :rule evaluate :args ((* -1/1 267050073103187069/1000000000000000000)))
% 7.12/7.33  (step @p2327 :rule evaluate :args (@t385))
% 7.12/7.33  (step @p2328 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2329 :rule nary_cong :premises (@p2328 @p2327) :args (@t1643))
% 7.12/7.33  (step @p2330 :rule trans :premises (@p2329 @p2326))
% 7.12/7.33  (step @p2331 :rule evaluate :args (@t1643))
% 7.12/7.33  (step @p2332 :rule symm :premises (@p2331))
% 7.12/7.33  (step @p2333 :rule evaluate :args (@t386))
% 7.12/7.33  (step @p2334 :rule trans :premises (@p2333 @p2332))
% 7.12/7.33  (step @p2335 :rule trans :premises (@p2334 @p2330))
% 7.12/7.33  (step @p2336 :rule nary_cong :premises (@p143 @p2335) :args (@t387))
% 7.12/7.33  (step @p2337 :rule trans :premises (@p2336 @p2325))
% 7.12/7.33  (step @p2338 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -305230848586137749/1000000000000000000) @t1636)))
% 7.12/7.33  (step @p2339 :rule evaluate :args ((* -1/1 305230848586137749/1000000000000000000)))
% 7.12/7.33  (step @p2340 :rule evaluate :args (@t382))
% 7.12/7.33  (step @p2341 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2342 :rule nary_cong :premises (@p2341 @p2340) :args (@t1644))
% 7.12/7.33  (step @p2343 :rule trans :premises (@p2342 @p2339))
% 7.12/7.33  (step @p2344 :rule evaluate :args (@t1644))
% 7.12/7.33  (step @p2345 :rule symm :premises (@p2344))
% 7.12/7.33  (step @p2346 :rule evaluate :args (@t383))
% 7.12/7.33  (step @p2347 :rule trans :premises (@p2346 @p2345))
% 7.12/7.33  (step @p2348 :rule trans :premises (@p2347 @p2343))
% 7.12/7.33  (step @p2349 :rule nary_cong :premises (@p162 @p2348) :args (@t384))
% 7.12/7.33  (step @p2350 :rule trans :premises (@p2349 @p2338))
% 7.12/7.33  (step @p2351 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 169917993562293479/1000000000000000000) @t1635)))
% 7.12/7.33  (step @p2352 :rule evaluate :args (@t380))
% 7.12/7.33  (step @p2353 :rule nary_cong :premises (@p181 @p2352) :args (@t381))
% 7.12/7.33  (step @p2354 :rule trans :premises (@p2353 @p2351))
% 7.12/7.33  (step @p2355 :rule evaluate :args (@t379))
% 7.12/7.33  (step @p2356 :rule nary_cong :premises (@p2355 @p2354 @p2350 @p2337 @p2324 @p2311 @p2298 @p2285 @p2281 @p2277) :args (@t1645))
% 7.12/7.33  (step @p2357 :rule trans :premises (@p2356 @p2273))
% 7.12/7.33  (step @p2358 :rule arith_poly_norm :args ((= @t403 @t1645)))
% 7.12/7.33  (step @p2359 :rule trans :premises (@p2358 @p2357))
% 7.12/7.33  (step @p2360 :rule cong :premises (@p2359 @p267) :args (@t404))
% 7.12/7.33  (step @p2361 :rule nary_cong :premises (@p2360 @p2272) :args (@t1106))
% 7.12/7.33  (step @p2362 :rule trans :premises (@p2361 @p2271))
% 7.12/7.33  (step @p2363 :rule arith_poly_norm :args ((= (* @t1656 45186478342727487/1000000000000000000) @t1657)))
% 7.12/7.33  (step @p2364 :rule evaluate :args (@t1103))
% 7.12/7.33  (step @p2365 :rule arith_poly_norm :args ((= (+ -943312923250491/7812500000000000 @t1653 @t1654 @t1647 @t1646 @t1650 @t1652 @t1648 @t1649 @t1651) @t1655)))
% 7.12/7.33  (step @p2366 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 143380167173043749/1000000000000000000) @t1651)))
% 7.12/7.33  (step @p2367 :rule evaluate :args (@t373))
% 7.12/7.33  (step @p2368 :rule nary_cong :premises (@p38 @p2367) :args (@t374))
% 7.12/7.33  (step @p2369 :rule trans :premises (@p2368 @p2366))
% 7.12/7.33  (step @p2370 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -261902473627182053/1000000000000000000) @t1649)))
% 7.12/7.33  (step @p2371 :rule evaluate :args ((* -1/1 261902473627182053/1000000000000000000)))
% 7.12/7.33  (step @p2372 :rule evaluate :args (@t370))
% 7.12/7.33  (step @p2373 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2374 :rule nary_cong :premises (@p2373 @p2372) :args (@t1658))
% 7.12/7.33  (step @p2375 :rule trans :premises (@p2374 @p2371))
% 7.12/7.33  (step @p2376 :rule evaluate :args (@t1658))
% 7.12/7.33  (step @p2377 :rule symm :premises (@p2376))
% 7.12/7.33  (step @p2378 :rule evaluate :args (@t371))
% 7.12/7.33  (step @p2379 :rule trans :premises (@p2378 @p2377))
% 7.12/7.33  (step @p2380 :rule trans :premises (@p2379 @p2375))
% 7.12/7.33  (step @p2381 :rule nary_cong :premises (@p58 @p2380) :args (@t372))
% 7.12/7.33  (step @p2382 :rule trans :premises (@p2381 @p2370))
% 7.12/7.33  (step @p2383 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -17343143105306949/250000000000000000) @t1648)))
% 7.12/7.33  (step @p2384 :rule evaluate :args ((* -1/1 17343143105306949/250000000000000000)))
% 7.12/7.33  (step @p2385 :rule evaluate :args (@t367))
% 7.12/7.33  (step @p2386 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2387 :rule nary_cong :premises (@p2386 @p2385) :args (@t1659))
% 7.12/7.33  (step @p2388 :rule trans :premises (@p2387 @p2384))
% 7.12/7.33  (step @p2389 :rule evaluate :args (@t1659))
% 7.12/7.33  (step @p2390 :rule symm :premises (@p2389))
% 7.12/7.33  (step @p2391 :rule evaluate :args (@t368))
% 7.12/7.33  (step @p2392 :rule trans :premises (@p2391 @p2390))
% 7.12/7.33  (step @p2393 :rule trans :premises (@p2392 @p2388))
% 7.12/7.33  (step @p2394 :rule nary_cong :premises (@p77 @p2393) :args (@t369))
% 7.12/7.33  (step @p2395 :rule trans :premises (@p2394 @p2383))
% 7.12/7.33  (step @p2396 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -9762913086169403/100000000000000000) @t1652)))
% 7.12/7.33  (step @p2397 :rule evaluate :args ((* -1/1 9762913086169403/100000000000000000)))
% 7.12/7.33  (step @p2398 :rule evaluate :args (@t364))
% 7.12/7.33  (step @p2399 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2400 :rule nary_cong :premises (@p2399 @p2398) :args (@t1660))
% 7.12/7.33  (step @p2401 :rule trans :premises (@p2400 @p2397))
% 7.12/7.33  (step @p2402 :rule evaluate :args (@t1660))
% 7.12/7.33  (step @p2403 :rule symm :premises (@p2402))
% 7.12/7.33  (step @p2404 :rule evaluate :args (@t365))
% 7.12/7.33  (step @p2405 :rule trans :premises (@p2404 @p2403))
% 7.12/7.33  (step @p2406 :rule trans :premises (@p2405 @p2401))
% 7.12/7.33  (step @p2407 :rule nary_cong :premises (@p310 @p2406) :args (@t366))
% 7.12/7.33  (step @p2408 :rule trans :premises (@p2407 @p2396))
% 7.12/7.33  (step @p2409 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -139733912999952581/500000000000000000) @t1650)))
% 7.12/7.33  (step @p2410 :rule evaluate :args ((* -1/1 139733912999952581/500000000000000000)))
% 7.12/7.33  (step @p2411 :rule evaluate :args (@t361))
% 7.12/7.33  (step @p2412 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2413 :rule nary_cong :premises (@p2412 @p2411) :args (@t1661))
% 7.12/7.33  (step @p2414 :rule trans :premises (@p2413 @p2410))
% 7.12/7.33  (step @p2415 :rule evaluate :args (@t1661))
% 7.12/7.33  (step @p2416 :rule symm :premises (@p2415))
% 7.12/7.33  (step @p2417 :rule evaluate :args (@t362))
% 7.12/7.33  (step @p2418 :rule trans :premises (@p2417 @p2416))
% 7.12/7.33  (step @p2419 :rule trans :premises (@p2418 @p2414))
% 7.12/7.33  (step @p2420 :rule nary_cong :premises (@p105 @p2419) :args (@t363))
% 7.12/7.33  (step @p2421 :rule trans :premises (@p2420 @p2409))
% 7.12/7.33  (step @p2422 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -37281532478479179/500000000000000000) @t1646)))
% 7.12/7.33  (step @p2423 :rule evaluate :args ((* -1/1 37281532478479179/500000000000000000)))
% 7.12/7.33  (step @p2424 :rule evaluate :args (@t358))
% 7.12/7.33  (step @p2425 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2426 :rule nary_cong :premises (@p2425 @p2424) :args (@t1662))
% 7.12/7.33  (step @p2427 :rule trans :premises (@p2426 @p2423))
% 7.12/7.33  (step @p2428 :rule evaluate :args (@t1662))
% 7.12/7.33  (step @p2429 :rule symm :premises (@p2428))
% 7.12/7.33  (step @p2430 :rule evaluate :args (@t359))
% 7.12/7.33  (step @p2431 :rule trans :premises (@p2430 @p2429))
% 7.12/7.33  (step @p2432 :rule trans :premises (@p2431 @p2427))
% 7.12/7.33  (step @p2433 :rule nary_cong :premises (@p124 @p2432) :args (@t360))
% 7.12/7.33  (step @p2434 :rule trans :premises (@p2433 @p2422))
% 7.12/7.33  (step @p2435 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 15135125267953773/62500000000000000) @t1647)))
% 7.12/7.33  (step @p2436 :rule evaluate :args (@t356))
% 7.12/7.33  (step @p2437 :rule nary_cong :premises (@p143 @p2436) :args (@t357))
% 7.12/7.33  (step @p2438 :rule trans :premises (@p2437 @p2435))
% 7.12/7.33  (step @p2439 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 16184849239316637/250000000000000000) @t1654)))
% 7.12/7.33  (step @p2440 :rule evaluate :args (@t354))
% 7.12/7.33  (step @p2441 :rule nary_cong :premises (@p162 @p2440) :args (@t355))
% 7.12/7.33  (step @p2442 :rule trans :premises (@p2441 @p2439))
% 7.12/7.33  (step @p2443 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -12292824312773179/50000000000000000) @t1653)))
% 7.12/7.33  (step @p2444 :rule evaluate :args ((* -1/1 12292824312773179/50000000000000000)))
% 7.12/7.33  (step @p2445 :rule evaluate :args (@t351))
% 7.12/7.33  (step @p2446 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2447 :rule nary_cong :premises (@p2446 @p2445) :args (@t1663))
% 7.12/7.33  (step @p2448 :rule trans :premises (@p2447 @p2444))
% 7.12/7.33  (step @p2449 :rule evaluate :args (@t1663))
% 7.12/7.33  (step @p2450 :rule symm :premises (@p2449))
% 7.12/7.33  (step @p2451 :rule evaluate :args (@t352))
% 7.12/7.33  (step @p2452 :rule trans :premises (@p2451 @p2450))
% 7.12/7.33  (step @p2453 :rule trans :premises (@p2452 @p2448))
% 7.12/7.33  (step @p2454 :rule nary_cong :premises (@p181 @p2453) :args (@t353))
% 7.12/7.33  (step @p2455 :rule trans :premises (@p2454 @p2443))
% 7.12/7.33  (step @p2456 :rule evaluate :args ((* -1/1 943312923250491/7812500000000000)))
% 7.12/7.33  (step @p2457 :rule evaluate :args (@t349))
% 7.12/7.33  (step @p2458 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2459 :rule nary_cong :premises (@p2458 @p2457) :args (@t1664))
% 7.12/7.33  (step @p2460 :rule trans :premises (@p2459 @p2456))
% 7.12/7.33  (step @p2461 :rule evaluate :args (@t1664))
% 7.12/7.33  (step @p2462 :rule symm :premises (@p2461))
% 7.12/7.33  (step @p2463 :rule evaluate :args (@t350))
% 7.12/7.33  (step @p2464 :rule trans :premises (@p2463 @p2462))
% 7.12/7.33  (step @p2465 :rule trans :premises (@p2464 @p2460))
% 7.12/7.33  (step @p2466 :rule nary_cong :premises (@p2465 @p2455 @p2442 @p2438 @p2434 @p2421 @p2408 @p2395 @p2382 @p2369) :args (@t1665))
% 7.12/7.33  (step @p2467 :rule trans :premises (@p2466 @p2365))
% 7.12/7.33  (step @p2468 :rule arith_poly_norm :args ((= @t375 @t1665)))
% 7.12/7.33  (step @p2469 :rule trans :premises (@p2468 @p2467))
% 7.12/7.33  (step @p2470 :rule cong :premises (@p2469 @p267) :args (@t376))
% 7.12/7.33  (step @p2471 :rule nary_cong :premises (@p2470 @p2364) :args (@t1104))
% 7.12/7.33  (step @p2472 :rule trans :premises (@p2471 @p2363))
% 7.12/7.33  (step @p2473 :rule arith_poly_norm :args ((= (* @t1676 11549376491247307/500000000000000000) @t1677)))
% 7.12/7.33  (step @p2474 :rule evaluate :args (@t1101))
% 7.12/7.33  (step @p2475 :rule arith_poly_norm :args ((= (+ -25399765408133701/100000000000000000 @t1673 @t1674 @t1667 @t1666 @t1670 @t1672 @t1668 @t1669 @t1671) @t1675)))
% 7.12/7.33  (step @p2476 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -271806868921937173/1000000000000000000) @t1671)))
% 7.12/7.33  (step @p2477 :rule evaluate :args ((* -1/1 271806868921937173/1000000000000000000)))
% 7.12/7.33  (step @p2478 :rule evaluate :args (@t341))
% 7.12/7.33  (step @p2479 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2480 :rule nary_cong :premises (@p2479 @p2478) :args (@t1678))
% 7.12/7.33  (step @p2481 :rule trans :premises (@p2480 @p2477))
% 7.12/7.33  (step @p2482 :rule evaluate :args (@t1678))
% 7.12/7.33  (step @p2483 :rule symm :premises (@p2482))
% 7.12/7.33  (step @p2484 :rule evaluate :args (@t342))
% 7.12/7.33  (step @p2485 :rule trans :premises (@p2484 @p2483))
% 7.12/7.33  (step @p2486 :rule trans :premises (@p2485 @p2481))
% 7.12/7.33  (step @p2487 :rule nary_cong :premises (@p38 @p2486) :args (@t343))
% 7.12/7.33  (step @p2488 :rule trans :premises (@p2487 @p2476))
% 7.12/7.33  (step @p2489 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 48196537032440187/250000000000000000) @t1669)))
% 7.12/7.33  (step @p2490 :rule evaluate :args (@t339))
% 7.12/7.33  (step @p2491 :rule nary_cong :premises (@p58 @p2490) :args (@t340))
% 7.12/7.33  (step @p2492 :rule trans :premises (@p2491 @p2489))
% 7.12/7.33  (step @p2493 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -66447436234314719/250000000000000000) @t1668)))
% 7.12/7.33  (step @p2494 :rule evaluate :args ((* -1/1 66447436234314719/250000000000000000)))
% 7.12/7.33  (step @p2495 :rule evaluate :args (@t336))
% 7.12/7.33  (step @p2496 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2497 :rule nary_cong :premises (@p2496 @p2495) :args (@t1679))
% 7.12/7.33  (step @p2498 :rule trans :premises (@p2497 @p2494))
% 7.12/7.33  (step @p2499 :rule evaluate :args (@t1679))
% 7.12/7.33  (step @p2500 :rule symm :premises (@p2499))
% 7.12/7.33  (step @p2501 :rule evaluate :args (@t337))
% 7.12/7.33  (step @p2502 :rule trans :premises (@p2501 @p2500))
% 7.12/7.33  (step @p2503 :rule trans :premises (@p2502 @p2498))
% 7.12/7.33  (step @p2504 :rule nary_cong :premises (@p77 @p2503) :args (@t338))
% 7.12/7.33  (step @p2505 :rule trans :premises (@p2504 @p2493))
% 7.12/7.33  (step @p2506 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 305951947524789991/1000000000000000000) @t1672)))
% 7.12/7.33  (step @p2507 :rule evaluate :args (@t334))
% 7.12/7.33  (step @p2508 :rule nary_cong :premises (@p310 @p2507) :args (@t335))
% 7.12/7.33  (step @p2509 :rule trans :premises (@p2508 @p2506))
% 7.12/7.33  (step @p2510 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 11584631973088097/50000000000000000) @t1670)))
% 7.12/7.33  (step @p2511 :rule evaluate :args (@t332))
% 7.12/7.33  (step @p2512 :rule nary_cong :premises (@p105 @p2511) :args (@t333))
% 7.12/7.33  (step @p2513 :rule trans :premises (@p2512 @p2510))
% 7.12/7.33  (step @p2514 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -11609221525794211/200000000000000000) @t1666)))
% 7.12/7.33  (step @p2515 :rule evaluate :args ((* -1/1 11609221525794211/200000000000000000)))
% 7.12/7.33  (step @p2516 :rule evaluate :args (@t329))
% 7.12/7.33  (step @p2517 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2518 :rule nary_cong :premises (@p2517 @p2516) :args (@t1680))
% 7.12/7.33  (step @p2519 :rule trans :premises (@p2518 @p2515))
% 7.12/7.33  (step @p2520 :rule evaluate :args (@t1680))
% 7.12/7.33  (step @p2521 :rule symm :premises (@p2520))
% 7.12/7.33  (step @p2522 :rule evaluate :args (@t330))
% 7.12/7.33  (step @p2523 :rule trans :premises (@p2522 @p2521))
% 7.12/7.33  (step @p2524 :rule trans :premises (@p2523 @p2519))
% 7.12/7.33  (step @p2525 :rule nary_cong :premises (@p124 @p2524) :args (@t331))
% 7.12/7.33  (step @p2526 :rule trans :premises (@p2525 @p2514))
% 7.12/7.33  (step @p2527 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -130452513658201541/500000000000000000) @t1667)))
% 7.12/7.33  (step @p2528 :rule evaluate :args ((* -1/1 130452513658201541/500000000000000000)))
% 7.12/7.33  (step @p2529 :rule evaluate :args (@t326))
% 7.12/7.33  (step @p2530 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2531 :rule nary_cong :premises (@p2530 @p2529) :args (@t1681))
% 7.12/7.33  (step @p2532 :rule trans :premises (@p2531 @p2528))
% 7.12/7.33  (step @p2533 :rule evaluate :args (@t1681))
% 7.12/7.33  (step @p2534 :rule symm :premises (@p2533))
% 7.12/7.33  (step @p2535 :rule evaluate :args (@t327))
% 7.12/7.33  (step @p2536 :rule trans :premises (@p2535 @p2534))
% 7.12/7.33  (step @p2537 :rule trans :premises (@p2536 @p2532))
% 7.12/7.33  (step @p2538 :rule nary_cong :premises (@p143 @p2537) :args (@t328))
% 7.12/7.33  (step @p2539 :rule trans :premises (@p2538 @p2527))
% 7.12/7.33  (step @p2540 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 140278727566981731/1000000000000000000) @t1674)))
% 7.12/7.33  (step @p2541 :rule evaluate :args (@t324))
% 7.12/7.33  (step @p2542 :rule nary_cong :premises (@p162 @p2541) :args (@t325))
% 7.12/7.33  (step @p2543 :rule trans :premises (@p2542 @p2540))
% 7.12/7.33  (step @p2544 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -29895150406666439/250000000000000000) @t1673)))
% 7.12/7.33  (step @p2545 :rule evaluate :args ((* -1/1 29895150406666439/250000000000000000)))
% 7.12/7.33  (step @p2546 :rule evaluate :args (@t321))
% 7.12/7.33  (step @p2547 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2548 :rule nary_cong :premises (@p2547 @p2546) :args (@t1682))
% 7.12/7.33  (step @p2549 :rule trans :premises (@p2548 @p2545))
% 7.12/7.33  (step @p2550 :rule evaluate :args (@t1682))
% 7.12/7.33  (step @p2551 :rule symm :premises (@p2550))
% 7.12/7.33  (step @p2552 :rule evaluate :args (@t322))
% 7.12/7.33  (step @p2553 :rule trans :premises (@p2552 @p2551))
% 7.12/7.33  (step @p2554 :rule trans :premises (@p2553 @p2549))
% 7.12/7.33  (step @p2555 :rule nary_cong :premises (@p181 @p2554) :args (@t323))
% 7.12/7.33  (step @p2556 :rule trans :premises (@p2555 @p2544))
% 7.12/7.33  (step @p2557 :rule evaluate :args ((* -1/1 25399765408133701/100000000000000000)))
% 7.12/7.33  (step @p2558 :rule evaluate :args (@t319))
% 7.12/7.33  (step @p2559 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2560 :rule nary_cong :premises (@p2559 @p2558) :args (@t1683))
% 7.12/7.33  (step @p2561 :rule trans :premises (@p2560 @p2557))
% 7.12/7.33  (step @p2562 :rule evaluate :args (@t1683))
% 7.12/7.33  (step @p2563 :rule symm :premises (@p2562))
% 7.12/7.33  (step @p2564 :rule evaluate :args (@t320))
% 7.12/7.33  (step @p2565 :rule trans :premises (@p2564 @p2563))
% 7.12/7.33  (step @p2566 :rule trans :premises (@p2565 @p2561))
% 7.12/7.33  (step @p2567 :rule nary_cong :premises (@p2566 @p2556 @p2543 @p2539 @p2526 @p2513 @p2509 @p2505 @p2492 @p2488) :args (@t1684))
% 7.12/7.33  (step @p2568 :rule trans :premises (@p2567 @p2475))
% 7.12/7.33  (step @p2569 :rule arith_poly_norm :args ((= @t344 @t1684)))
% 7.12/7.33  (step @p2570 :rule trans :premises (@p2569 @p2568))
% 7.12/7.33  (step @p2571 :rule cong :premises (@p2570 @p267) :args (@t345))
% 7.12/7.33  (step @p2572 :rule nary_cong :premises (@p2571 @p2474) :args (@t1102))
% 7.12/7.33  (step @p2573 :rule trans :premises (@p2572 @p2473))
% 7.12/7.33  (step @p2574 :rule arith_poly_norm :args ((= (* @t1695 -2664567414258261/62500000000000000) @t1696)))
% 7.12/7.33  (step @p2575 :rule evaluate :args ((* -1/1 2664567414258261/62500000000000000)))
% 7.12/7.33  (step @p2576 :rule evaluate :args (@t1098))
% 7.12/7.33  (step @p2577 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2578 :rule nary_cong :premises (@p2577 @p2576) :args (@t1697))
% 7.12/7.33  (step @p2579 :rule trans :premises (@p2578 @p2575))
% 7.12/7.33  (step @p2580 :rule evaluate :args (@t1697))
% 7.12/7.33  (step @p2581 :rule symm :premises (@p2580))
% 7.12/7.33  (step @p2582 :rule evaluate :args (@t1099))
% 7.12/7.33  (step @p2583 :rule trans :premises (@p2582 @p2581))
% 7.12/7.33  (step @p2584 :rule trans :premises (@p2583 @p2579))
% 7.12/7.33  (step @p2585 :rule arith_poly_norm :args ((= (+ 119256284613703689/1000000000000000000 @t1692 @t1693 @t1686 @t1685 @t1689 @t1691 @t1687 @t1688 @t1690) @t1694)))
% 7.12/7.33  (step @p2586 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -36107188516021227/200000000000000000) @t1690)))
% 7.12/7.33  (step @p2587 :rule evaluate :args ((* -1/1 36107188516021227/200000000000000000)))
% 7.12/7.33  (step @p2588 :rule evaluate :args (@t312))
% 7.12/7.33  (step @p2589 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2590 :rule nary_cong :premises (@p2589 @p2588) :args (@t1698))
% 7.12/7.33  (step @p2591 :rule trans :premises (@p2590 @p2587))
% 7.12/7.33  (step @p2592 :rule evaluate :args (@t1698))
% 7.12/7.33  (step @p2593 :rule symm :premises (@p2592))
% 7.12/7.33  (step @p2594 :rule evaluate :args (@t313))
% 7.12/7.33  (step @p2595 :rule trans :premises (@p2594 @p2593))
% 7.12/7.33  (step @p2596 :rule trans :premises (@p2595 @p2591))
% 7.12/7.33  (step @p2597 :rule nary_cong :premises (@p38 @p2596) :args (@t314))
% 7.12/7.33  (step @p2598 :rule trans :premises (@p2597 @p2586))
% 7.12/7.33  (step @p2599 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -39408283552216039/500000000000000000) @t1688)))
% 7.12/7.33  (step @p2600 :rule evaluate :args ((* -1/1 39408283552216039/500000000000000000)))
% 7.12/7.33  (step @p2601 :rule evaluate :args (@t309))
% 7.12/7.33  (step @p2602 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2603 :rule nary_cong :premises (@p2602 @p2601) :args (@t1699))
% 7.12/7.33  (step @p2604 :rule trans :premises (@p2603 @p2600))
% 7.12/7.33  (step @p2605 :rule evaluate :args (@t1699))
% 7.12/7.33  (step @p2606 :rule symm :premises (@p2605))
% 7.12/7.33  (step @p2607 :rule evaluate :args (@t310))
% 7.12/7.33  (step @p2608 :rule trans :premises (@p2607 @p2606))
% 7.12/7.33  (step @p2609 :rule trans :premises (@p2608 @p2604))
% 7.12/7.33  (step @p2610 :rule nary_cong :premises (@p58 @p2609) :args (@t311))
% 7.12/7.33  (step @p2611 :rule trans :premises (@p2610 @p2599))
% 7.12/7.33  (step @p2612 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 54067985636680993/200000000000000000) @t1687)))
% 7.12/7.33  (step @p2613 :rule evaluate :args (@t307))
% 7.12/7.33  (step @p2614 :rule nary_cong :premises (@p77 @p2613) :args (@t308))
% 7.12/7.33  (step @p2615 :rule trans :premises (@p2614 @p2612))
% 7.12/7.33  (step @p2616 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 41863627883613877/250000000000000000) @t1691)))
% 7.12/7.33  (step @p2617 :rule evaluate :args (@t305))
% 7.12/7.33  (step @p2618 :rule nary_cong :premises (@p310 @p2617) :args (@t306))
% 7.12/7.33  (step @p2619 :rule trans :premises (@p2618 @p2616))
% 7.12/7.33  (step @p2620 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -331345024402933341/1000000000000000000) @t1689)))
% 7.12/7.33  (step @p2621 :rule evaluate :args ((* -1/1 331345024402933341/1000000000000000000)))
% 7.12/7.33  (step @p2622 :rule evaluate :args (@t302))
% 7.12/7.33  (step @p2623 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2624 :rule nary_cong :premises (@p2623 @p2622) :args (@t1700))
% 7.12/7.33  (step @p2625 :rule trans :premises (@p2624 @p2621))
% 7.12/7.33  (step @p2626 :rule evaluate :args (@t1700))
% 7.12/7.33  (step @p2627 :rule symm :premises (@p2626))
% 7.12/7.33  (step @p2628 :rule evaluate :args (@t303))
% 7.12/7.33  (step @p2629 :rule trans :premises (@p2628 @p2627))
% 7.12/7.33  (step @p2630 :rule trans :premises (@p2629 @p2625))
% 7.12/7.33  (step @p2631 :rule nary_cong :premises (@p105 @p2630) :args (@t304))
% 7.12/7.33  (step @p2632 :rule trans :premises (@p2631 @p2620))
% 7.12/7.33  (step @p2633 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -33683746247075999/250000000000000000) @t1685)))
% 7.12/7.33  (step @p2634 :rule evaluate :args ((* -1/1 33683746247075999/250000000000000000)))
% 7.12/7.33  (step @p2635 :rule evaluate :args (@t299))
% 7.12/7.33  (step @p2636 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2637 :rule nary_cong :premises (@p2636 @p2635) :args (@t1701))
% 7.12/7.33  (step @p2638 :rule trans :premises (@p2637 @p2634))
% 7.12/7.33  (step @p2639 :rule evaluate :args (@t1701))
% 7.12/7.33  (step @p2640 :rule symm :premises (@p2639))
% 7.12/7.33  (step @p2641 :rule evaluate :args (@t300))
% 7.12/7.33  (step @p2642 :rule trans :premises (@p2641 @p2640))
% 7.12/7.33  (step @p2643 :rule trans :premises (@p2642 @p2638))
% 7.12/7.33  (step @p2644 :rule nary_cong :premises (@p124 @p2643) :args (@t301))
% 7.12/7.33  (step @p2645 :rule trans :premises (@p2644 @p2633))
% 7.12/7.33  (step @p2646 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 465843518883857/4000000000000000) @t1686)))
% 7.12/7.33  (step @p2647 :rule evaluate :args (@t297))
% 7.12/7.33  (step @p2648 :rule nary_cong :premises (@p143 @p2647) :args (@t298))
% 7.12/7.33  (step @p2649 :rule trans :premises (@p2648 @p2646))
% 7.12/7.33  (step @p2650 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -144470064460194003/500000000000000000) @t1693)))
% 7.12/7.33  (step @p2651 :rule evaluate :args ((* -1/1 144470064460194003/500000000000000000)))
% 7.12/7.33  (step @p2652 :rule evaluate :args (@t294))
% 7.12/7.33  (step @p2653 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2654 :rule nary_cong :premises (@p2653 @p2652) :args (@t1702))
% 7.12/7.33  (step @p2655 :rule trans :premises (@p2654 @p2651))
% 7.12/7.33  (step @p2656 :rule evaluate :args (@t1702))
% 7.12/7.33  (step @p2657 :rule symm :premises (@p2656))
% 7.12/7.33  (step @p2658 :rule evaluate :args (@t295))
% 7.12/7.33  (step @p2659 :rule trans :premises (@p2658 @p2657))
% 7.12/7.33  (step @p2660 :rule trans :premises (@p2659 @p2655))
% 7.12/7.33  (step @p2661 :rule nary_cong :premises (@p162 @p2660) :args (@t296))
% 7.12/7.33  (step @p2662 :rule trans :premises (@p2661 @p2650))
% 7.12/7.33  (step @p2663 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 23771975478321161/1000000000000000000) @t1692)))
% 7.12/7.33  (step @p2664 :rule evaluate :args (@t292))
% 7.12/7.33  (step @p2665 :rule nary_cong :premises (@p181 @p2664) :args (@t293))
% 7.12/7.33  (step @p2666 :rule trans :premises (@p2665 @p2663))
% 7.12/7.33  (step @p2667 :rule evaluate :args (@t291))
% 7.12/7.33  (step @p2668 :rule nary_cong :premises (@p2667 @p2666 @p2662 @p2649 @p2645 @p2632 @p2619 @p2615 @p2611 @p2598) :args (@t1703))
% 7.12/7.33  (step @p2669 :rule trans :premises (@p2668 @p2585))
% 7.12/7.33  (step @p2670 :rule arith_poly_norm :args ((= @t315 @t1703)))
% 7.12/7.33  (step @p2671 :rule trans :premises (@p2670 @p2669))
% 7.12/7.33  (step @p2672 :rule cong :premises (@p2671 @p267) :args (@t316))
% 7.12/7.33  (step @p2673 :rule nary_cong :premises (@p2672 @p2584) :args (@t1100))
% 7.12/7.33  (step @p2674 :rule trans :premises (@p2673 @p2574))
% 7.12/7.33  (step @p2675 :rule arith_poly_norm :args ((= (* @t1714 5751180889131563/200000000000000000) @t1715)))
% 7.12/7.33  (step @p2676 :rule evaluate :args (@t1096))
% 7.12/7.33  (step @p2677 :rule arith_poly_norm :args ((= (+ -76488406458863623/1000000000000000000 @t1711 @t1712 @t1705 @t1704 @t1708 @t1710 @t1706 @t1707 @t1709) @t1713)))
% 7.12/7.33  (step @p2678 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 28668083998294229/125000000000000000) @t1709)))
% 7.12/7.33  (step @p2679 :rule evaluate :args (@t284))
% 7.12/7.33  (step @p2680 :rule nary_cong :premises (@p38 @p2679) :args (@t285))
% 7.12/7.33  (step @p2681 :rule trans :premises (@p2680 @p2678))
% 7.12/7.33  (step @p2682 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 38875598094522651/500000000000000000) @t1707)))
% 7.12/7.33  (step @p2683 :rule evaluate :args (@t282))
% 7.12/7.33  (step @p2684 :rule nary_cong :premises (@p58 @p2683) :args (@t283))
% 7.12/7.33  (step @p2685 :rule trans :premises (@p2684 @p2682))
% 7.12/7.33  (step @p2686 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -299189374278061193/1000000000000000000) @t1706)))
% 7.12/7.33  (step @p2687 :rule evaluate :args ((* -1/1 299189374278061193/1000000000000000000)))
% 7.12/7.33  (step @p2688 :rule evaluate :args (@t279))
% 7.12/7.33  (step @p2689 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2690 :rule nary_cong :premises (@p2689 @p2688) :args (@t1716))
% 7.12/7.33  (step @p2691 :rule trans :premises (@p2690 @p2687))
% 7.12/7.33  (step @p2692 :rule evaluate :args (@t1716))
% 7.12/7.33  (step @p2693 :rule symm :premises (@p2692))
% 7.12/7.33  (step @p2694 :rule evaluate :args (@t280))
% 7.12/7.33  (step @p2695 :rule trans :premises (@p2694 @p2693))
% 7.12/7.33  (step @p2696 :rule trans :premises (@p2695 @p2691))
% 7.12/7.33  (step @p2697 :rule nary_cong :premises (@p77 @p2696) :args (@t281))
% 7.12/7.33  (step @p2698 :rule trans :premises (@p2697 @p2686))
% 7.12/7.33  (step @p2699 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -15753950453246221/250000000000000000) @t1710)))
% 7.12/7.33  (step @p2700 :rule evaluate :args ((* -1/1 15753950453246221/250000000000000000)))
% 7.12/7.33  (step @p2701 :rule evaluate :args (@t276))
% 7.12/7.33  (step @p2702 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2703 :rule nary_cong :premises (@p2702 @p2701) :args (@t1717))
% 7.12/7.33  (step @p2704 :rule trans :premises (@p2703 @p2700))
% 7.12/7.33  (step @p2705 :rule evaluate :args (@t1717))
% 7.12/7.33  (step @p2706 :rule symm :premises (@p2705))
% 7.12/7.33  (step @p2707 :rule evaluate :args (@t277))
% 7.12/7.33  (step @p2708 :rule trans :premises (@p2707 @p2706))
% 7.12/7.33  (step @p2709 :rule trans :premises (@p2708 @p2704))
% 7.12/7.33  (step @p2710 :rule nary_cong :premises (@p310 @p2709) :args (@t278))
% 7.12/7.33  (step @p2711 :rule trans :premises (@p2710 @p2699))
% 7.12/7.33  (step @p2712 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 65663949606431793/200000000000000000) @t1708)))
% 7.12/7.33  (step @p2713 :rule evaluate :args (@t274))
% 7.12/7.33  (step @p2714 :rule nary_cong :premises (@p105 @p2713) :args (@t275))
% 7.12/7.33  (step @p2715 :rule trans :premises (@p2714 @p2712))
% 7.12/7.33  (step @p2716 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 19636026801617669/125000000000000000) @t1704)))
% 7.12/7.33  (step @p2717 :rule evaluate :args (@t272))
% 7.12/7.33  (step @p2718 :rule nary_cong :premises (@p124 @p2717) :args (@t273))
% 7.12/7.33  (step @p2719 :rule trans :premises (@p2718 @p2716))
% 7.12/7.33  (step @p2720 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 3658566922632521/125000000000000000) @t1705)))
% 7.12/7.33  (step @p2721 :rule evaluate :args (@t270))
% 7.12/7.33  (step @p2722 :rule nary_cong :premises (@p143 @p2721) :args (@t271))
% 7.12/7.33  (step @p2723 :rule trans :premises (@p2722 @p2720))
% 7.12/7.33  (step @p2724 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 34332077093231321/125000000000000000) @t1712)))
% 7.12/7.33  (step @p2725 :rule evaluate :args (@t268))
% 7.12/7.33  (step @p2726 :rule nary_cong :premises (@p162 @p2725) :args (@t269))
% 7.12/7.33  (step @p2727 :rule trans :premises (@p2726 @p2724))
% 7.12/7.33  (step @p2728 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 36078256551725793/250000000000000000) @t1711)))
% 7.12/7.33  (step @p2729 :rule evaluate :args (@t266))
% 7.12/7.33  (step @p2730 :rule nary_cong :premises (@p181 @p2729) :args (@t267))
% 7.12/7.33  (step @p2731 :rule trans :premises (@p2730 @p2728))
% 7.12/7.33  (step @p2732 :rule evaluate :args ((* -1/1 76488406458863623/1000000000000000000)))
% 7.12/7.33  (step @p2733 :rule evaluate :args (@t264))
% 7.12/7.33  (step @p2734 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2735 :rule nary_cong :premises (@p2734 @p2733) :args (@t1718))
% 7.12/7.33  (step @p2736 :rule trans :premises (@p2735 @p2732))
% 7.12/7.33  (step @p2737 :rule evaluate :args (@t1718))
% 7.12/7.33  (step @p2738 :rule symm :premises (@p2737))
% 7.12/7.33  (step @p2739 :rule evaluate :args (@t265))
% 7.12/7.33  (step @p2740 :rule trans :premises (@p2739 @p2738))
% 7.12/7.33  (step @p2741 :rule trans :premises (@p2740 @p2736))
% 7.12/7.33  (step @p2742 :rule nary_cong :premises (@p2741 @p2731 @p2727 @p2723 @p2719 @p2715 @p2711 @p2698 @p2685 @p2681) :args (@t1719))
% 7.12/7.33  (step @p2743 :rule trans :premises (@p2742 @p2677))
% 7.12/7.33  (step @p2744 :rule arith_poly_norm :args ((= @t286 @t1719)))
% 7.12/7.33  (step @p2745 :rule trans :premises (@p2744 @p2743))
% 7.12/7.33  (step @p2746 :rule cong :premises (@p2745 @p267) :args (@t287))
% 7.12/7.33  (step @p2747 :rule nary_cong :premises (@p2746 @p2676) :args (@t1097))
% 7.12/7.33  (step @p2748 :rule trans :premises (@p2747 @p2675))
% 7.12/7.33  (step @p2749 :rule arith_poly_norm :args ((= (* @t1730 -23867062453560231/200000000000000000) @t1731)))
% 7.12/7.33  (step @p2750 :rule evaluate :args ((* -1/1 23867062453560231/200000000000000000)))
% 7.12/7.33  (step @p2751 :rule evaluate :args (@t1093))
% 7.12/7.33  (step @p2752 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2753 :rule nary_cong :premises (@p2752 @p2751) :args (@t1732))
% 7.12/7.33  (step @p2754 :rule trans :premises (@p2753 @p2750))
% 7.12/7.33  (step @p2755 :rule evaluate :args (@t1732))
% 7.12/7.33  (step @p2756 :rule symm :premises (@p2755))
% 7.12/7.33  (step @p2757 :rule evaluate :args (@t1094))
% 7.12/7.33  (step @p2758 :rule trans :premises (@p2757 @p2756))
% 7.12/7.33  (step @p2759 :rule trans :premises (@p2758 @p2754))
% 7.12/7.33  (step @p2760 :rule arith_poly_norm :args ((= (+ 23009073028369359/100000000000000000 @t1727 @t1728 @t1721 @t1720 @t1724 @t1726 @t1722 @t1723 @t1725) @t1729)))
% 7.12/7.33  (step @p2761 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -147614560501472619/500000000000000000) @t1725)))
% 7.12/7.33  (step @p2762 :rule evaluate :args ((* -1/1 147614560501472619/500000000000000000)))
% 7.12/7.33  (step @p2763 :rule evaluate :args (@t256))
% 7.12/7.33  (step @p2764 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2765 :rule nary_cong :premises (@p2764 @p2763) :args (@t1733))
% 7.12/7.33  (step @p2766 :rule trans :premises (@p2765 @p2762))
% 7.12/7.33  (step @p2767 :rule evaluate :args (@t1733))
% 7.12/7.33  (step @p2768 :rule symm :premises (@p2767))
% 7.12/7.33  (step @p2769 :rule evaluate :args (@t257))
% 7.12/7.33  (step @p2770 :rule trans :premises (@p2769 @p2768))
% 7.12/7.33  (step @p2771 :rule trans :premises (@p2770 @p2766))
% 7.12/7.33  (step @p2772 :rule nary_cong :premises (@p38 @p2771) :args (@t258))
% 7.12/7.33  (step @p2773 :rule trans :premises (@p2772 @p2761))
% 7.12/7.33  (step @p2774 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 250267751274626249/1000000000000000000) @t1723)))
% 7.12/7.33  (step @p2775 :rule evaluate :args (@t254))
% 7.12/7.33  (step @p2776 :rule nary_cong :premises (@p58 @p2775) :args (@t255))
% 7.12/7.33  (step @p2777 :rule trans :premises (@p2776 @p2774))
% 7.12/7.33  (step @p2778 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 5458341403079503/100000000000000000) @t1722)))
% 7.12/7.33  (step @p2779 :rule evaluate :args (@t252))
% 7.12/7.33  (step @p2780 :rule nary_cong :premises (@p77 @p2779) :args (@t253))
% 7.12/7.33  (step @p2781 :rule trans :premises (@p2780 @p2778))
% 7.12/7.33  (step @p2782 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -316841801114587041/1000000000000000000) @t1726)))
% 7.12/7.33  (step @p2783 :rule evaluate :args ((* -1/1 316841801114587041/1000000000000000000)))
% 7.12/7.33  (step @p2784 :rule evaluate :args (@t249))
% 7.12/7.33  (step @p2785 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2786 :rule nary_cong :premises (@p2785 @p2784) :args (@t1734))
% 7.12/7.33  (step @p2787 :rule trans :premises (@p2786 @p2783))
% 7.12/7.33  (step @p2788 :rule evaluate :args (@t1734))
% 7.12/7.33  (step @p2789 :rule symm :premises (@p2788))
% 7.12/7.33  (step @p2790 :rule evaluate :args (@t250))
% 7.12/7.33  (step @p2791 :rule trans :premises (@p2790 @p2789))
% 7.12/7.33  (step @p2792 :rule trans :premises (@p2791 @p2787))
% 7.12/7.33  (step @p2793 :rule nary_cong :premises (@p310 @p2792) :args (@t251))
% 7.12/7.33  (step @p2794 :rule trans :premises (@p2793 @p2782))
% 7.12/7.33  (step @p2795 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -10146514051700473/1000000000000000000) @t1724)))
% 7.12/7.33  (step @p2796 :rule evaluate :args ((* -1/1 10146514051700473/1000000000000000000)))
% 7.12/7.33  (step @p2797 :rule evaluate :args (@t246))
% 7.12/7.33  (step @p2798 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2799 :rule nary_cong :premises (@p2798 @p2797) :args (@t1735))
% 7.12/7.33  (step @p2800 :rule trans :premises (@p2799 @p2796))
% 7.12/7.33  (step @p2801 :rule evaluate :args (@t1735))
% 7.12/7.33  (step @p2802 :rule symm :premises (@p2801))
% 7.12/7.33  (step @p2803 :rule evaluate :args (@t247))
% 7.12/7.33  (step @p2804 :rule trans :premises (@p2803 @p2802))
% 7.12/7.33  (step @p2805 :rule trans :premises (@p2804 @p2800))
% 7.12/7.33  (step @p2806 :rule nary_cong :premises (@p105 @p2805) :args (@t248))
% 7.12/7.33  (step @p2807 :rule trans :premises (@p2806 @p2795))
% 7.12/7.33  (step @p2808 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 1146246847366863/40000000000000000) @t1720)))
% 7.12/7.33  (step @p2809 :rule evaluate :args (@t244))
% 7.12/7.33  (step @p2810 :rule nary_cong :premises (@p124 @p2809) :args (@t245))
% 7.12/7.33  (step @p2811 :rule trans :premises (@p2810 @p2808))
% 7.12/7.33  (step @p2812 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 96331746773274329/1000000000000000000) @t1721)))
% 7.12/7.33  (step @p2813 :rule evaluate :args (@t242))
% 7.12/7.33  (step @p2814 :rule nary_cong :premises (@p143 @p2813) :args (@t243))
% 7.12/7.33  (step @p2815 :rule trans :premises (@p2814 @p2812))
% 7.12/7.33  (step @p2816 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -2073599181480723/200000000000000000) @t1728)))
% 7.12/7.33  (step @p2817 :rule evaluate :args ((* -1/1 2073599181480723/200000000000000000)))
% 7.12/7.33  (step @p2818 :rule evaluate :args (@t239))
% 7.12/7.33  (step @p2819 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2820 :rule nary_cong :premises (@p2819 @p2818) :args (@t1736))
% 7.12/7.33  (step @p2821 :rule trans :premises (@p2820 @p2817))
% 7.12/7.33  (step @p2822 :rule evaluate :args (@t1736))
% 7.12/7.33  (step @p2823 :rule symm :premises (@p2822))
% 7.12/7.33  (step @p2824 :rule evaluate :args (@t240))
% 7.12/7.33  (step @p2825 :rule trans :premises (@p2824 @p2823))
% 7.12/7.33  (step @p2826 :rule trans :premises (@p2825 @p2821))
% 7.12/7.33  (step @p2827 :rule nary_cong :premises (@p162 @p2826) :args (@t241))
% 7.12/7.33  (step @p2828 :rule trans :premises (@p2827 @p2816))
% 7.12/7.33  (step @p2829 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 99029964077058219/1000000000000000000) @t1727)))
% 7.12/7.33  (step @p2830 :rule evaluate :args (@t237))
% 7.12/7.33  (step @p2831 :rule nary_cong :premises (@p181 @p2830) :args (@t238))
% 7.12/7.33  (step @p2832 :rule trans :premises (@p2831 @p2829))
% 7.12/7.33  (step @p2833 :rule evaluate :args (@t236))
% 7.12/7.33  (step @p2834 :rule nary_cong :premises (@p2833 @p2832 @p2828 @p2815 @p2811 @p2807 @p2794 @p2781 @p2777 @p2773) :args (@t1737))
% 7.12/7.33  (step @p2835 :rule trans :premises (@p2834 @p2760))
% 7.12/7.33  (step @p2836 :rule arith_poly_norm :args ((= @t259 @t1737)))
% 7.12/7.33  (step @p2837 :rule trans :premises (@p2836 @p2835))
% 7.12/7.33  (step @p2838 :rule cong :premises (@p2837 @p267) :args (@t260))
% 7.12/7.33  (step @p2839 :rule nary_cong :premises (@p2838 @p2759) :args (@t1095))
% 7.12/7.33  (step @p2840 :rule trans :premises (@p2839 @p2749))
% 7.12/7.33  (step @p2841 :rule arith_poly_norm :args ((= (* @t1748 66694870286236413/1000000000000000000) @t1749)))
% 7.12/7.33  (step @p2842 :rule evaluate :args (@t1091))
% 7.12/7.33  (step @p2843 :rule arith_poly_norm :args ((= (+ 4309656814053317/50000000000000000 @t1745 @t1746 @t1739 @t1738 @t1742 @t1744 @t1740 @t1741 @t1743) @t1747)))
% 7.12/7.33  (step @p2844 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -12077127344655353/500000000000000000) @t1743)))
% 7.12/7.33  (step @p2845 :rule evaluate :args ((* -1/1 12077127344655353/500000000000000000)))
% 7.12/7.33  (step @p2846 :rule evaluate :args (@t228))
% 7.12/7.33  (step @p2847 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2848 :rule nary_cong :premises (@p2847 @p2846) :args (@t1750))
% 7.12/7.33  (step @p2849 :rule trans :premises (@p2848 @p2845))
% 7.12/7.33  (step @p2850 :rule evaluate :args (@t1750))
% 7.12/7.33  (step @p2851 :rule symm :premises (@p2850))
% 7.12/7.33  (step @p2852 :rule evaluate :args (@t229))
% 7.12/7.33  (step @p2853 :rule trans :premises (@p2852 @p2851))
% 7.12/7.33  (step @p2854 :rule trans :premises (@p2853 @p2849))
% 7.12/7.33  (step @p2855 :rule nary_cong :premises (@p38 @p2854) :args (@t230))
% 7.12/7.33  (step @p2856 :rule trans :premises (@p2855 @p2844))
% 7.12/7.33  (step @p2857 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -318461633220060603/1000000000000000000) @t1741)))
% 7.12/7.33  (step @p2858 :rule evaluate :args ((* -1/1 318461633220060603/1000000000000000000)))
% 7.12/7.33  (step @p2859 :rule evaluate :args (@t225))
% 7.12/7.33  (step @p2860 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2861 :rule nary_cong :premises (@p2860 @p2859) :args (@t1751))
% 7.12/7.33  (step @p2862 :rule trans :premises (@p2861 @p2858))
% 7.12/7.33  (step @p2863 :rule evaluate :args (@t1751))
% 7.12/7.33  (step @p2864 :rule symm :premises (@p2863))
% 7.12/7.33  (step @p2865 :rule evaluate :args (@t226))
% 7.12/7.33  (step @p2866 :rule trans :premises (@p2865 @p2864))
% 7.12/7.33  (step @p2867 :rule trans :premises (@p2866 @p2862))
% 7.12/7.33  (step @p2868 :rule nary_cong :premises (@p58 @p2867) :args (@t227))
% 7.12/7.33  (step @p2869 :rule trans :premises (@p2868 @p2857))
% 7.12/7.33  (step @p2870 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -12442402077608633/125000000000000000) @t1740)))
% 7.12/7.33  (step @p2871 :rule evaluate :args ((* -1/1 12442402077608633/125000000000000000)))
% 7.12/7.33  (step @p2872 :rule evaluate :args (@t222))
% 7.12/7.33  (step @p2873 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2874 :rule nary_cong :premises (@p2873 @p2872) :args (@t1752))
% 7.12/7.33  (step @p2875 :rule trans :premises (@p2874 @p2871))
% 7.12/7.33  (step @p2876 :rule evaluate :args (@t1752))
% 7.12/7.33  (step @p2877 :rule symm :premises (@p2876))
% 7.12/7.33  (step @p2878 :rule evaluate :args (@t223))
% 7.12/7.33  (step @p2879 :rule trans :premises (@p2878 @p2877))
% 7.12/7.33  (step @p2880 :rule trans :premises (@p2879 @p2875))
% 7.12/7.33  (step @p2881 :rule nary_cong :premises (@p77 @p2880) :args (@t224))
% 7.12/7.33  (step @p2882 :rule trans :premises (@p2881 @p2870))
% 7.12/7.33  (step @p2883 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -269059058694451791/1000000000000000000) @t1744)))
% 7.12/7.33  (step @p2884 :rule evaluate :args ((* -1/1 269059058694451791/1000000000000000000)))
% 7.12/7.33  (step @p2885 :rule evaluate :args (@t219))
% 7.12/7.33  (step @p2886 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2887 :rule nary_cong :premises (@p2886 @p2885) :args (@t1753))
% 7.12/7.33  (step @p2888 :rule trans :premises (@p2887 @p2884))
% 7.12/7.33  (step @p2889 :rule evaluate :args (@t1753))
% 7.12/7.33  (step @p2890 :rule symm :premises (@p2889))
% 7.12/7.33  (step @p2891 :rule evaluate :args (@t220))
% 7.12/7.33  (step @p2892 :rule trans :premises (@p2891 @p2890))
% 7.12/7.33  (step @p2893 :rule trans :premises (@p2892 @p2888))
% 7.12/7.33  (step @p2894 :rule nary_cong :premises (@p310 @p2893) :args (@t221))
% 7.12/7.33  (step @p2895 :rule trans :premises (@p2894 @p2883))
% 7.12/7.33  (step @p2896 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 315147523984193823/1000000000000000000) @t1742)))
% 7.12/7.33  (step @p2897 :rule evaluate :args (@t217))
% 7.12/7.33  (step @p2898 :rule nary_cong :premises (@p105 @p2897) :args (@t218))
% 7.12/7.33  (step @p2899 :rule trans :premises (@p2898 @p2896))
% 7.12/7.33  (step @p2900 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 20265221646029813/500000000000000000) @t1738)))
% 7.12/7.33  (step @p2901 :rule evaluate :args (@t215))
% 7.12/7.33  (step @p2902 :rule nary_cong :premises (@p124 @p2901) :args (@t216))
% 7.12/7.33  (step @p2903 :rule trans :premises (@p2902 @p2900))
% 7.12/7.33  (step @p2904 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| 76347447009154579/1000000000000000000) @t1739)))
% 7.12/7.33  (step @p2905 :rule evaluate :args (@t213))
% 7.12/7.33  (step @p2906 :rule nary_cong :premises (@p143 @p2905) :args (@t214))
% 7.12/7.33  (step @p2907 :rule trans :premises (@p2906 @p2904))
% 7.12/7.33  (step @p2908 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -147734037206016217/1000000000000000000) @t1746)))
% 7.12/7.33  (step @p2909 :rule evaluate :args ((* -1/1 147734037206016217/1000000000000000000)))
% 7.12/7.33  (step @p2910 :rule evaluate :args (@t210))
% 7.12/7.33  (step @p2911 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2912 :rule nary_cong :premises (@p2911 @p2910) :args (@t1754))
% 7.12/7.33  (step @p2913 :rule trans :premises (@p2912 @p2909))
% 7.12/7.33  (step @p2914 :rule evaluate :args (@t1754))
% 7.12/7.33  (step @p2915 :rule symm :premises (@p2914))
% 7.12/7.33  (step @p2916 :rule evaluate :args (@t211))
% 7.12/7.33  (step @p2917 :rule trans :premises (@p2916 @p2915))
% 7.12/7.33  (step @p2918 :rule trans :premises (@p2917 @p2913))
% 7.12/7.33  (step @p2919 :rule nary_cong :premises (@p162 @p2918) :args (@t212))
% 7.12/7.33  (step @p2920 :rule trans :premises (@p2919 @p2908))
% 7.12/7.33  (step @p2921 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 291049624306576049/1000000000000000000) @t1745)))
% 7.12/7.33  (step @p2922 :rule evaluate :args (@t208))
% 7.12/7.33  (step @p2923 :rule nary_cong :premises (@p181 @p2922) :args (@t209))
% 7.12/7.33  (step @p2924 :rule trans :premises (@p2923 @p2921))
% 7.12/7.33  (step @p2925 :rule evaluate :args (@t207))
% 7.12/7.33  (step @p2926 :rule nary_cong :premises (@p2925 @p2924 @p2920 @p2907 @p2903 @p2899 @p2895 @p2882 @p2869 @p2856) :args (@t1755))
% 7.12/7.33  (step @p2927 :rule trans :premises (@p2926 @p2843))
% 7.12/7.33  (step @p2928 :rule arith_poly_norm :args ((= @t231 @t1755)))
% 7.12/7.33  (step @p2929 :rule trans :premises (@p2928 @p2927))
% 7.12/7.33  (step @p2930 :rule cong :premises (@p2929 @p267) :args (@t232))
% 7.12/7.33  (step @p2931 :rule nary_cong :premises (@p2930 @p2842) :args (@t1092))
% 7.12/7.33  (step @p2932 :rule trans :premises (@p2931 @p2841))
% 7.12/7.33  (step @p2933 :rule arith_poly_norm :args ((= (* @t1766 14763255248747831/1000000000000000000) @t1767)))
% 7.12/7.33  (step @p2934 :rule evaluate :args (@t1089))
% 7.12/7.33  (step @p2935 :rule arith_poly_norm :args ((= (+ -95959155784354933/1000000000000000000 @t1763 @t1764 @t1757 @t1756 @t1760 @t1762 @t1758 @t1759 @t1761) @t1765)))
% 7.12/7.33  (step @p2936 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -14051233058011349/125000000000000000) @t1761)))
% 7.12/7.33  (step @p2937 :rule evaluate :args ((* -1/1 14051233058011349/125000000000000000)))
% 7.12/7.33  (step @p2938 :rule evaluate :args (@t200))
% 7.12/7.33  (step @p2939 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2940 :rule nary_cong :premises (@p2939 @p2938) :args (@t1768))
% 7.12/7.33  (step @p2941 :rule trans :premises (@p2940 @p2937))
% 7.12/7.33  (step @p2942 :rule evaluate :args (@t1768))
% 7.12/7.33  (step @p2943 :rule symm :premises (@p2942))
% 7.12/7.33  (step @p2944 :rule evaluate :args (@t201))
% 7.12/7.33  (step @p2945 :rule trans :premises (@p2944 @p2943))
% 7.12/7.33  (step @p2946 :rule trans :premises (@p2945 @p2941))
% 7.12/7.33  (step @p2947 :rule nary_cong :premises (@p38 @p2946) :args (@t202))
% 7.12/7.33  (step @p2948 :rule trans :premises (@p2947 @p2936))
% 7.12/7.33  (step @p2949 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 338290524026863/25000000000000000) @t1759)))
% 7.12/7.33  (step @p2950 :rule evaluate :args (@t198))
% 7.12/7.33  (step @p2951 :rule nary_cong :premises (@p58 @p2950) :args (@t199))
% 7.12/7.33  (step @p2952 :rule trans :premises (@p2951 @p2949))
% 7.12/7.33  (step @p2953 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -2548901498770223/100000000000000000) @t1758)))
% 7.12/7.33  (step @p2954 :rule evaluate :args ((* -1/1 2548901498770223/100000000000000000)))
% 7.12/7.33  (step @p2955 :rule evaluate :args (@t195))
% 7.12/7.33  (step @p2956 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2957 :rule nary_cong :premises (@p2956 @p2955) :args (@t1769))
% 7.12/7.33  (step @p2958 :rule trans :premises (@p2957 @p2954))
% 7.12/7.33  (step @p2959 :rule evaluate :args (@t1769))
% 7.12/7.33  (step @p2960 :rule symm :premises (@p2959))
% 7.12/7.33  (step @p2961 :rule evaluate :args (@t196))
% 7.12/7.33  (step @p2962 :rule trans :premises (@p2961 @p2960))
% 7.12/7.33  (step @p2963 :rule trans :premises (@p2962 @p2958))
% 7.12/7.33  (step @p2964 :rule nary_cong :premises (@p77 @p2963) :args (@t197))
% 7.12/7.33  (step @p2965 :rule trans :premises (@p2964 @p2953))
% 7.12/7.33  (step @p2966 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 16175904387829093/500000000000000000) @t1762)))
% 7.12/7.33  (step @p2967 :rule evaluate :args (@t193))
% 7.12/7.33  (step @p2968 :rule nary_cong :premises (@p310 @p2967) :args (@t194))
% 7.12/7.33  (step @p2969 :rule trans :premises (@p2968 @p2966))
% 7.12/7.33  (step @p2970 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -162908946127287457/1000000000000000000) @t1760)))
% 7.12/7.33  (step @p2971 :rule evaluate :args ((* -1/1 162908946127287457/1000000000000000000)))
% 7.12/7.33  (step @p2972 :rule evaluate :args (@t190))
% 7.12/7.33  (step @p2973 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2974 :rule nary_cong :premises (@p2973 @p2972) :args (@t1770))
% 7.12/7.33  (step @p2975 :rule trans :premises (@p2974 @p2971))
% 7.12/7.33  (step @p2976 :rule evaluate :args (@t1770))
% 7.12/7.33  (step @p2977 :rule symm :premises (@p2976))
% 7.12/7.33  (step @p2978 :rule evaluate :args (@t191))
% 7.12/7.33  (step @p2979 :rule trans :premises (@p2978 @p2977))
% 7.12/7.33  (step @p2980 :rule trans :premises (@p2979 @p2975))
% 7.12/7.33  (step @p2981 :rule nary_cong :premises (@p105 @p2980) :args (@t192))
% 7.12/7.33  (step @p2982 :rule trans :premises (@p2981 @p2970))
% 7.12/7.33  (step @p2983 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -2771060341276253/20000000000000000) @t1756)))
% 7.12/7.33  (step @p2984 :rule evaluate :args ((* -1/1 2771060341276253/20000000000000000)))
% 7.12/7.33  (step @p2985 :rule evaluate :args (@t187))
% 7.12/7.33  (step @p2986 :rule refl :args (-1/1))
% 7.12/7.33  (step @p2987 :rule nary_cong :premises (@p2986 @p2985) :args (@t1771))
% 7.12/7.33  (step @p2988 :rule trans :premises (@p2987 @p2984))
% 7.12/7.33  (step @p2989 :rule evaluate :args (@t1771))
% 7.12/7.33  (step @p2990 :rule symm :premises (@p2989))
% 7.12/7.33  (step @p2991 :rule evaluate :args (@t188))
% 7.12/7.33  (step @p2992 :rule trans :premises (@p2991 @p2990))
% 7.12/7.33  (step @p2993 :rule trans :premises (@p2992 @p2988))
% 7.12/7.33  (step @p2994 :rule nary_cong :premises (@p124 @p2993) :args (@t189))
% 7.12/7.33  (step @p2995 :rule trans :premises (@p2994 @p2983))
% 7.12/7.33  (step @p2996 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -61905174331303339/500000000000000000) @t1757)))
% 7.12/7.33  (step @p2997 :rule evaluate :args ((* -1/1 61905174331303339/500000000000000000)))
% 7.12/7.33  (step @p2998 :rule evaluate :args (@t184))
% 7.12/7.33  (step @p2999 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3000 :rule nary_cong :premises (@p2999 @p2998) :args (@t1772))
% 7.12/7.33  (step @p3001 :rule trans :premises (@p3000 @p2997))
% 7.12/7.33  (step @p3002 :rule evaluate :args (@t1772))
% 7.12/7.33  (step @p3003 :rule symm :premises (@p3002))
% 7.12/7.33  (step @p3004 :rule evaluate :args (@t185))
% 7.12/7.33  (step @p3005 :rule trans :premises (@p3004 @p3003))
% 7.12/7.33  (step @p3006 :rule trans :premises (@p3005 @p3001))
% 7.12/7.33  (step @p3007 :rule nary_cong :premises (@p143 @p3006) :args (@t186))
% 7.12/7.33  (step @p3008 :rule trans :premises (@p3007 @p2996))
% 7.12/7.33  (step @p3009 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| -106047469523680049/500000000000000000) @t1764)))
% 7.12/7.33  (step @p3010 :rule evaluate :args ((* -1/1 106047469523680049/500000000000000000)))
% 7.12/7.33  (step @p3011 :rule evaluate :args (@t181))
% 7.12/7.33  (step @p3012 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3013 :rule nary_cong :premises (@p3012 @p3011) :args (@t1773))
% 7.12/7.33  (step @p3014 :rule trans :premises (@p3013 @p3010))
% 7.12/7.33  (step @p3015 :rule evaluate :args (@t1773))
% 7.12/7.33  (step @p3016 :rule symm :premises (@p3015))
% 7.12/7.33  (step @p3017 :rule evaluate :args (@t182))
% 7.12/7.33  (step @p3018 :rule trans :premises (@p3017 @p3016))
% 7.12/7.33  (step @p3019 :rule trans :premises (@p3018 @p3014))
% 7.12/7.33  (step @p3020 :rule nary_cong :premises (@p162 @p3019) :args (@t183))
% 7.12/7.33  (step @p3021 :rule trans :premises (@p3020 @p3009))
% 7.12/7.33  (step @p3022 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -8667091649458577/40000000000000000) @t1763)))
% 7.12/7.33  (step @p3023 :rule evaluate :args ((* -1/1 8667091649458577/40000000000000000)))
% 7.12/7.33  (step @p3024 :rule evaluate :args (@t178))
% 7.12/7.33  (step @p3025 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3026 :rule nary_cong :premises (@p3025 @p3024) :args (@t1774))
% 7.12/7.33  (step @p3027 :rule trans :premises (@p3026 @p3023))
% 7.12/7.33  (step @p3028 :rule evaluate :args (@t1774))
% 7.12/7.33  (step @p3029 :rule symm :premises (@p3028))
% 7.12/7.33  (step @p3030 :rule evaluate :args (@t179))
% 7.12/7.33  (step @p3031 :rule trans :premises (@p3030 @p3029))
% 7.12/7.33  (step @p3032 :rule trans :premises (@p3031 @p3027))
% 7.12/7.33  (step @p3033 :rule nary_cong :premises (@p181 @p3032) :args (@t180))
% 7.12/7.33  (step @p3034 :rule trans :premises (@p3033 @p3022))
% 7.12/7.33  (step @p3035 :rule evaluate :args ((* -1/1 95959155784354933/1000000000000000000)))
% 7.12/7.33  (step @p3036 :rule evaluate :args (@t176))
% 7.12/7.33  (step @p3037 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3038 :rule nary_cong :premises (@p3037 @p3036) :args (@t1775))
% 7.12/7.33  (step @p3039 :rule trans :premises (@p3038 @p3035))
% 7.12/7.33  (step @p3040 :rule evaluate :args (@t1775))
% 7.12/7.33  (step @p3041 :rule symm :premises (@p3040))
% 7.12/7.33  (step @p3042 :rule evaluate :args (@t177))
% 7.12/7.33  (step @p3043 :rule trans :premises (@p3042 @p3041))
% 7.12/7.33  (step @p3044 :rule trans :premises (@p3043 @p3039))
% 7.12/7.33  (step @p3045 :rule nary_cong :premises (@p3044 @p3034 @p3021 @p3008 @p2995 @p2982 @p2969 @p2965 @p2952 @p2948) :args (@t1776))
% 7.12/7.33  (step @p3046 :rule trans :premises (@p3045 @p2935))
% 7.12/7.33  (step @p3047 :rule arith_poly_norm :args ((= @t203 @t1776)))
% 7.12/7.33  (step @p3048 :rule trans :premises (@p3047 @p3046))
% 7.12/7.33  (step @p3049 :rule cong :premises (@p3048 @p267) :args (@t204))
% 7.12/7.33  (step @p3050 :rule nary_cong :premises (@p3049 @p2934) :args (@t1090))
% 7.12/7.33  (step @p3051 :rule trans :premises (@p3050 @p2933))
% 7.12/7.33  (step @p3052 :rule arith_poly_norm :args ((= (* @t1787 21757126160087549/250000000000000000) @t1788)))
% 7.12/7.33  (step @p3053 :rule evaluate :args (@t1087))
% 7.12/7.33  (step @p3054 :rule arith_poly_norm :args ((= (+ 79719747766130833/1000000000000000000 @t1784 @t1785 @t1778 @t1777 @t1781 @t1783 @t1779 @t1780 @t1782) @t1786)))
% 7.12/7.33  (step @p3055 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 175651345260155523/1000000000000000000) @t1782)))
% 7.12/7.33  (step @p3056 :rule evaluate :args (@t169))
% 7.12/7.33  (step @p3057 :rule nary_cong :premises (@p38 @p3056) :args (@t170))
% 7.12/7.33  (step @p3058 :rule trans :premises (@p3057 @p3055))
% 7.12/7.33  (step @p3059 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 37721085017676781/200000000000000000) @t1780)))
% 7.12/7.33  (step @p3060 :rule evaluate :args (@t167))
% 7.12/7.33  (step @p3061 :rule nary_cong :premises (@p58 @p3060) :args (@t168))
% 7.12/7.33  (step @p3062 :rule trans :premises (@p3061 @p3059))
% 7.12/7.33  (step @p3063 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 11717644049985959/500000000000000000) @t1779)))
% 7.12/7.33  (step @p3064 :rule evaluate :args (@t165))
% 7.12/7.33  (step @p3065 :rule nary_cong :premises (@p77 @p3064) :args (@t166))
% 7.12/7.33  (step @p3066 :rule trans :premises (@p3065 @p3063))
% 7.12/7.33  (step @p3067 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| 124240330127538351/500000000000000000) @t1783)))
% 7.12/7.33  (step @p3068 :rule evaluate :args (@t163))
% 7.12/7.33  (step @p3069 :rule nary_cong :premises (@p310 @p3068) :args (@t164))
% 7.12/7.33  (step @p3070 :rule trans :premises (@p3069 @p3067))
% 7.12/7.33  (step @p3071 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 273942775226820479/1000000000000000000) @t1781)))
% 7.12/7.33  (step @p3072 :rule evaluate :args (@t161))
% 7.12/7.33  (step @p3073 :rule nary_cong :premises (@p105 @p3072) :args (@t162))
% 7.12/7.33  (step @p3074 :rule trans :premises (@p3073 @p3071))
% 7.12/7.33  (step @p3075 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -135710397401424709/1000000000000000000) @t1777)))
% 7.12/7.33  (step @p3076 :rule evaluate :args ((* -1/1 135710397401424709/1000000000000000000)))
% 7.12/7.33  (step @p3077 :rule evaluate :args (@t158))
% 7.12/7.33  (step @p3078 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3079 :rule nary_cong :premises (@p3078 @p3077) :args (@t1789))
% 7.12/7.33  (step @p3080 :rule trans :premises (@p3079 @p3076))
% 7.12/7.33  (step @p3081 :rule evaluate :args (@t1789))
% 7.12/7.33  (step @p3082 :rule symm :premises (@p3081))
% 7.12/7.33  (step @p3083 :rule evaluate :args (@t159))
% 7.12/7.33  (step @p3084 :rule trans :premises (@p3083 @p3082))
% 7.12/7.33  (step @p3085 :rule trans :premises (@p3084 @p3080))
% 7.12/7.33  (step @p3086 :rule nary_cong :premises (@p124 @p3085) :args (@t160))
% 7.12/7.33  (step @p3087 :rule trans :premises (@p3086 @p3075))
% 7.12/7.33  (step @p3088 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -30755508160556011/100000000000000000) @t1778)))
% 7.12/7.33  (step @p3089 :rule evaluate :args ((* -1/1 30755508160556011/100000000000000000)))
% 7.12/7.33  (step @p3090 :rule evaluate :args (@t155))
% 7.12/7.33  (step @p3091 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3092 :rule nary_cong :premises (@p3091 @p3090) :args (@t1790))
% 7.12/7.33  (step @p3093 :rule trans :premises (@p3092 @p3089))
% 7.12/7.33  (step @p3094 :rule evaluate :args (@t1790))
% 7.12/7.33  (step @p3095 :rule symm :premises (@p3094))
% 7.12/7.33  (step @p3096 :rule evaluate :args (@t156))
% 7.12/7.33  (step @p3097 :rule trans :premises (@p3096 @p3095))
% 7.12/7.33  (step @p3098 :rule trans :premises (@p3097 @p3093))
% 7.12/7.33  (step @p3099 :rule nary_cong :premises (@p143 @p3098) :args (@t157))
% 7.12/7.33  (step @p3100 :rule trans :premises (@p3099 @p3088))
% 7.12/7.33  (step @p3101 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 72362704259771621/500000000000000000) @t1785)))
% 7.12/7.33  (step @p3102 :rule evaluate :args (@t153))
% 7.12/7.33  (step @p3103 :rule nary_cong :premises (@p162 @p3102) :args (@t154))
% 7.12/7.33  (step @p3104 :rule trans :premises (@p3103 @p3101))
% 7.12/7.33  (step @p3105 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 5781248270739253/500000000000000000) @t1784)))
% 7.12/7.33  (step @p3106 :rule evaluate :args (@t151))
% 7.12/7.33  (step @p3107 :rule nary_cong :premises (@p181 @p3106) :args (@t152))
% 7.12/7.33  (step @p3108 :rule trans :premises (@p3107 @p3105))
% 7.12/7.33  (step @p3109 :rule evaluate :args (@t150))
% 7.12/7.33  (step @p3110 :rule nary_cong :premises (@p3109 @p3108 @p3104 @p3100 @p3087 @p3074 @p3070 @p3066 @p3062 @p3058) :args (@t1791))
% 7.12/7.33  (step @p3111 :rule trans :premises (@p3110 @p3054))
% 7.12/7.33  (step @p3112 :rule arith_poly_norm :args ((= @t171 @t1791)))
% 7.12/7.33  (step @p3113 :rule trans :premises (@p3112 @p3111))
% 7.12/7.33  (step @p3114 :rule cong :premises (@p3113 @p267) :args (@t172))
% 7.12/7.33  (step @p3115 :rule nary_cong :premises (@p3114 @p3053) :args (@t1088))
% 7.12/7.33  (step @p3116 :rule trans :premises (@p3115 @p3052))
% 7.12/7.33  (step @p3117 :rule arith_poly_norm :args ((= (* @t1802 -36046093439684901/500000000000000000) @t1803)))
% 7.12/7.33  (step @p3118 :rule evaluate :args ((* -1/1 36046093439684901/500000000000000000)))
% 7.12/7.33  (step @p3119 :rule evaluate :args (@t1084))
% 7.12/7.33  (step @p3120 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3121 :rule nary_cong :premises (@p3120 @p3119) :args (@t1804))
% 7.12/7.33  (step @p3122 :rule trans :premises (@p3121 @p3118))
% 7.12/7.33  (step @p3123 :rule evaluate :args (@t1804))
% 7.12/7.33  (step @p3124 :rule symm :premises (@p3123))
% 7.12/7.33  (step @p3125 :rule evaluate :args (@t1085))
% 7.12/7.33  (step @p3126 :rule trans :premises (@p3125 @p3124))
% 7.12/7.33  (step @p3127 :rule trans :premises (@p3126 @p3122))
% 7.12/7.33  (step @p3128 :rule arith_poly_norm :args ((= (+ 2554624708767321/15625000000000000 @t1799 @t1800 @t1793 @t1792 @t1796 @t1798 @t1794 @t1795 @t1797) @t1801)))
% 7.12/7.33  (step @p3129 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| 91009525495494847/1000000000000000000) @t1797)))
% 7.12/7.33  (step @p3130 :rule evaluate :args (@t143))
% 7.12/7.33  (step @p3131 :rule nary_cong :premises (@p38 @p3130) :args (@t144))
% 7.12/7.33  (step @p3132 :rule trans :premises (@p3131 @p3129))
% 7.12/7.33  (step @p3133 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| -292547844235659493/1000000000000000000) @t1795)))
% 7.12/7.33  (step @p3134 :rule evaluate :args ((* -1/1 292547844235659493/1000000000000000000)))
% 7.12/7.33  (step @p3135 :rule evaluate :args (@t140))
% 7.12/7.33  (step @p3136 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3137 :rule nary_cong :premises (@p3136 @p3135) :args (@t1805))
% 7.12/7.33  (step @p3138 :rule trans :premises (@p3137 @p3134))
% 7.12/7.33  (step @p3139 :rule evaluate :args (@t1805))
% 7.12/7.33  (step @p3140 :rule symm :premises (@p3139))
% 7.12/7.33  (step @p3141 :rule evaluate :args (@t141))
% 7.12/7.33  (step @p3142 :rule trans :premises (@p3141 @p3140))
% 7.12/7.33  (step @p3143 :rule trans :premises (@p3142 @p3138))
% 7.12/7.33  (step @p3144 :rule nary_cong :premises (@p58 @p3143) :args (@t142))
% 7.12/7.33  (step @p3145 :rule trans :premises (@p3144 @p3133))
% 7.12/7.33  (step @p3146 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| 98782770781122603/500000000000000000) @t1794)))
% 7.12/7.33  (step @p3147 :rule evaluate :args (@t138))
% 7.12/7.33  (step @p3148 :rule nary_cong :premises (@p77 @p3147) :args (@t139))
% 7.12/7.33  (step @p3149 :rule trans :premises (@p3148 @p3146))
% 7.12/7.33  (step @p3150 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -95680712033663573/1000000000000000000) @t1798)))
% 7.12/7.33  (step @p3151 :rule evaluate :args ((* -1/1 95680712033663573/1000000000000000000)))
% 7.12/7.33  (step @p3152 :rule evaluate :args (@t135))
% 7.12/7.33  (step @p3153 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3154 :rule nary_cong :premises (@p3153 @p3152) :args (@t1806))
% 7.12/7.33  (step @p3155 :rule trans :premises (@p3154 @p3151))
% 7.12/7.33  (step @p3156 :rule evaluate :args (@t1806))
% 7.12/7.33  (step @p3157 :rule symm :premises (@p3156))
% 7.12/7.33  (step @p3158 :rule evaluate :args (@t136))
% 7.12/7.33  (step @p3159 :rule trans :premises (@p3158 @p3157))
% 7.12/7.33  (step @p3160 :rule trans :premises (@p3159 @p3155))
% 7.12/7.33  (step @p3161 :rule nary_cong :premises (@p310 @p3160) :args (@t137))
% 7.12/7.33  (step @p3162 :rule trans :premises (@p3161 @p3150))
% 7.12/7.33  (step @p3163 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| 325005835691322853/1000000000000000000) @t1796)))
% 7.12/7.33  (step @p3164 :rule evaluate :args (@t133))
% 7.12/7.33  (step @p3165 :rule nary_cong :premises (@p105 @p3164) :args (@t134))
% 7.12/7.33  (step @p3166 :rule trans :premises (@p3165 @p3163))
% 7.12/7.33  (step @p3167 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| 49002112542609763/250000000000000000) @t1792)))
% 7.12/7.33  (step @p3168 :rule evaluate :args (@t131))
% 7.12/7.33  (step @p3169 :rule nary_cong :premises (@p124 @p3168) :args (@t132))
% 7.12/7.33  (step @p3170 :rule trans :premises (@p3169 @p3167))
% 7.12/7.33  (step @p3171 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -145757953775900173/500000000000000000) @t1793)))
% 7.12/7.33  (step @p3172 :rule evaluate :args ((* -1/1 145757953775900173/500000000000000000)))
% 7.12/7.33  (step @p3173 :rule evaluate :args (@t128))
% 7.12/7.33  (step @p3174 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3175 :rule nary_cong :premises (@p3174 @p3173) :args (@t1807))
% 7.12/7.33  (step @p3176 :rule trans :premises (@p3175 @p3172))
% 7.12/7.33  (step @p3177 :rule evaluate :args (@t1807))
% 7.12/7.33  (step @p3178 :rule symm :premises (@p3177))
% 7.12/7.33  (step @p3179 :rule evaluate :args (@t129))
% 7.12/7.33  (step @p3180 :rule trans :premises (@p3179 @p3178))
% 7.12/7.33  (step @p3181 :rule trans :premises (@p3180 @p3176))
% 7.12/7.33  (step @p3182 :rule nary_cong :premises (@p143 @p3181) :args (@t130))
% 7.12/7.33  (step @p3183 :rule trans :premises (@p3182 @p3171))
% 7.12/7.33  (step @p3184 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 194995070875606913/1000000000000000000) @t1800)))
% 7.12/7.33  (step @p3185 :rule evaluate :args (@t126))
% 7.12/7.33  (step @p3186 :rule nary_cong :premises (@p162 @p3185) :args (@t127))
% 7.12/7.33  (step @p3187 :rule trans :premises (@p3186 @p3184))
% 7.12/7.33  (step @p3188 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| -41179672380826017/250000000000000000) @t1799)))
% 7.12/7.33  (step @p3189 :rule evaluate :args ((* -1/1 41179672380826017/250000000000000000)))
% 7.12/7.33  (step @p3190 :rule evaluate :args (@t123))
% 7.12/7.33  (step @p3191 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3192 :rule nary_cong :premises (@p3191 @p3190) :args (@t1808))
% 7.12/7.33  (step @p3193 :rule trans :premises (@p3192 @p3189))
% 7.12/7.33  (step @p3194 :rule evaluate :args (@t1808))
% 7.12/7.33  (step @p3195 :rule symm :premises (@p3194))
% 7.12/7.33  (step @p3196 :rule evaluate :args (@t124))
% 7.12/7.33  (step @p3197 :rule trans :premises (@p3196 @p3195))
% 7.12/7.33  (step @p3198 :rule trans :premises (@p3197 @p3193))
% 7.12/7.33  (step @p3199 :rule nary_cong :premises (@p181 @p3198) :args (@t125))
% 7.12/7.33  (step @p3200 :rule trans :premises (@p3199 @p3188))
% 7.12/7.33  (step @p3201 :rule evaluate :args (@t122))
% 7.12/7.33  (step @p3202 :rule nary_cong :premises (@p3201 @p3200 @p3187 @p3183 @p3170 @p3166 @p3162 @p3149 @p3145 @p3132) :args (@t1809))
% 7.12/7.33  (step @p3203 :rule trans :premises (@p3202 @p3128))
% 7.12/7.33  (step @p3204 :rule arith_poly_norm :args ((= @t145 @t1809)))
% 7.12/7.33  (step @p3205 :rule trans :premises (@p3204 @p3203))
% 7.12/7.33  (step @p3206 :rule cong :premises (@p3205 @p267) :args (@t146))
% 7.12/7.33  (step @p3207 :rule nary_cong :premises (@p3206 @p3127) :args (@t1086))
% 7.12/7.33  (step @p3208 :rule trans :premises (@p3207 @p3117))
% 7.12/7.33  (step @p3209 :rule arith_poly_norm :args ((= (* @t1820 2097734458237227/100000000000000000) @t1821)))
% 7.12/7.33  (step @p3210 :rule evaluate :args (@t1082))
% 7.12/7.33  (step @p3211 :rule arith_poly_norm :args ((= (+ -116075326504841009/500000000000000000 @t1817 @t1818 @t1811 @t1810 @t1814 @t1816 @t1812 @t1813 @t1815) @t1819)))
% 7.12/7.33  (step @p3212 :rule arith_poly_norm :args ((= (* |tptp.'X_0'| -2782806568534843/50000000000000000) @t1815)))
% 7.12/7.33  (step @p3213 :rule evaluate :args ((* -1/1 2782806568534843/50000000000000000)))
% 7.12/7.33  (step @p3214 :rule evaluate :args (@t114))
% 7.12/7.33  (step @p3215 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3216 :rule nary_cong :premises (@p3215 @p3214) :args (@t1822))
% 7.12/7.33  (step @p3217 :rule trans :premises (@p3216 @p3213))
% 7.12/7.33  (step @p3218 :rule evaluate :args (@t1822))
% 7.12/7.33  (step @p3219 :rule symm :premises (@p3218))
% 7.12/7.33  (step @p3220 :rule evaluate :args (@t115))
% 7.12/7.33  (step @p3221 :rule trans :premises (@p3220 @p3219))
% 7.12/7.33  (step @p3222 :rule trans :premises (@p3221 @p3217))
% 7.12/7.33  (step @p3223 :rule nary_cong :premises (@p38 @p3222) :args (@t116))
% 7.12/7.33  (step @p3224 :rule trans :premises (@p3223 @p3212))
% 7.12/7.33  (step @p3225 :rule arith_poly_norm :args ((= (* |tptp.'X_1'| 29605830998847421/500000000000000000) @t1813)))
% 7.12/7.33  (step @p3226 :rule evaluate :args (@t112))
% 7.12/7.33  (step @p3227 :rule nary_cong :premises (@p58 @p3226) :args (@t113))
% 7.12/7.33  (step @p3228 :rule trans :premises (@p3227 @p3225))
% 7.12/7.33  (step @p3229 :rule arith_poly_norm :args ((= (* |tptp.'X_2'| -3271723117594251/15625000000000000) @t1812)))
% 7.12/7.33  (step @p3230 :rule evaluate :args ((* -1/1 3271723117594251/15625000000000000)))
% 7.12/7.33  (step @p3231 :rule evaluate :args (@t109))
% 7.12/7.33  (step @p3232 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3233 :rule nary_cong :premises (@p3232 @p3231) :args (@t1823))
% 7.12/7.33  (step @p3234 :rule trans :premises (@p3233 @p3230))
% 7.12/7.33  (step @p3235 :rule evaluate :args (@t1823))
% 7.12/7.33  (step @p3236 :rule symm :premises (@p3235))
% 7.12/7.33  (step @p3237 :rule evaluate :args (@t110))
% 7.12/7.33  (step @p3238 :rule trans :premises (@p3237 @p3236))
% 7.12/7.33  (step @p3239 :rule trans :premises (@p3238 @p3234))
% 7.12/7.33  (step @p3240 :rule nary_cong :premises (@p77 @p3239) :args (@t111))
% 7.12/7.33  (step @p3241 :rule trans :premises (@p3240 @p3229))
% 7.12/7.33  (step @p3242 :rule arith_poly_norm :args ((= (* |tptp.'X_3'| -83248962597532949/1000000000000000000) @t1816)))
% 7.12/7.33  (step @p3243 :rule evaluate :args ((* -1/1 83248962597532949/1000000000000000000)))
% 7.12/7.33  (step @p3244 :rule evaluate :args (@t106))
% 7.12/7.33  (step @p3245 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3246 :rule nary_cong :premises (@p3245 @p3244) :args (@t1824))
% 7.12/7.33  (step @p3247 :rule trans :premises (@p3246 @p3243))
% 7.12/7.33  (step @p3248 :rule evaluate :args (@t1824))
% 7.12/7.33  (step @p3249 :rule symm :premises (@p3248))
% 7.12/7.33  (step @p3250 :rule evaluate :args (@t107))
% 7.12/7.33  (step @p3251 :rule trans :premises (@p3250 @p3249))
% 7.12/7.33  (step @p3252 :rule trans :premises (@p3251 @p3247))
% 7.12/7.33  (step @p3253 :rule nary_cong :premises (@p310 @p3252) :args (@t108))
% 7.12/7.33  (step @p3254 :rule trans :premises (@p3253 @p3242))
% 7.12/7.33  (step @p3255 :rule arith_poly_norm :args ((= (* |tptp.'X_4'| -54308905626726259/500000000000000000) @t1814)))
% 7.12/7.33  (step @p3256 :rule evaluate :args ((* -1/1 54308905626726259/500000000000000000)))
% 7.12/7.33  (step @p3257 :rule evaluate :args (@t103))
% 7.12/7.33  (step @p3258 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3259 :rule nary_cong :premises (@p3258 @p3257) :args (@t1825))
% 7.12/7.33  (step @p3260 :rule trans :premises (@p3259 @p3256))
% 7.12/7.33  (step @p3261 :rule evaluate :args (@t1825))
% 7.12/7.33  (step @p3262 :rule symm :premises (@p3261))
% 7.12/7.33  (step @p3263 :rule evaluate :args (@t104))
% 7.12/7.33  (step @p3264 :rule trans :premises (@p3263 @p3262))
% 7.12/7.33  (step @p3265 :rule trans :premises (@p3264 @p3260))
% 7.12/7.33  (step @p3266 :rule nary_cong :premises (@p105 @p3265) :args (@t105))
% 7.12/7.33  (step @p3267 :rule trans :premises (@p3266 @p3255))
% 7.12/7.33  (step @p3268 :rule arith_poly_norm :args ((= (* |tptp.'X_5'| -94488758575356713/1000000000000000000) @t1810)))
% 7.12/7.33  (step @p3269 :rule evaluate :args ((* -1/1 94488758575356713/1000000000000000000)))
% 7.12/7.33  (step @p3270 :rule evaluate :args (@t100))
% 7.12/7.33  (step @p3271 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3272 :rule nary_cong :premises (@p3271 @p3270) :args (@t1826))
% 7.12/7.33  (step @p3273 :rule trans :premises (@p3272 @p3269))
% 7.12/7.33  (step @p3274 :rule evaluate :args (@t1826))
% 7.12/7.33  (step @p3275 :rule symm :premises (@p3274))
% 7.12/7.33  (step @p3276 :rule evaluate :args (@t101))
% 7.12/7.33  (step @p3277 :rule trans :premises (@p3276 @p3275))
% 7.12/7.33  (step @p3278 :rule trans :premises (@p3277 @p3273))
% 7.12/7.33  (step @p3279 :rule nary_cong :premises (@p124 @p3278) :args (@t102))
% 7.12/7.33  (step @p3280 :rule trans :premises (@p3279 @p3268))
% 7.12/7.33  (step @p3281 :rule arith_poly_norm :args ((= (* |tptp.'X_6'| -555130411042177/1953125000000000) @t1811)))
% 7.12/7.33  (step @p3282 :rule evaluate :args ((* -1/1 555130411042177/1953125000000000)))
% 7.12/7.33  (step @p3283 :rule evaluate :args (@t97))
% 7.12/7.33  (step @p3284 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3285 :rule nary_cong :premises (@p3284 @p3283) :args (@t1827))
% 7.12/7.33  (step @p3286 :rule trans :premises (@p3285 @p3282))
% 7.12/7.33  (step @p3287 :rule evaluate :args (@t1827))
% 7.12/7.33  (step @p3288 :rule symm :premises (@p3287))
% 7.12/7.33  (step @p3289 :rule evaluate :args (@t98))
% 7.12/7.33  (step @p3290 :rule trans :premises (@p3289 @p3288))
% 7.12/7.33  (step @p3291 :rule trans :premises (@p3290 @p3286))
% 7.12/7.33  (step @p3292 :rule nary_cong :premises (@p143 @p3291) :args (@t99))
% 7.12/7.33  (step @p3293 :rule trans :premises (@p3292 @p3281))
% 7.12/7.33  (step @p3294 :rule arith_poly_norm :args ((= (* |tptp.'X_7'| 11557232899391387/50000000000000000) @t1818)))
% 7.12/7.33  (step @p3295 :rule evaluate :args (@t95))
% 7.12/7.33  (step @p3296 :rule nary_cong :premises (@p162 @p3295) :args (@t96))
% 7.12/7.33  (step @p3297 :rule trans :premises (@p3296 @p3294))
% 7.12/7.33  (step @p3298 :rule arith_poly_norm :args ((= (* |tptp.'X_8'| 116137404603176647/500000000000000000) @t1817)))
% 7.12/7.33  (step @p3299 :rule evaluate :args (@t93))
% 7.12/7.33  (step @p3300 :rule nary_cong :premises (@p181 @p3299) :args (@t94))
% 7.12/7.33  (step @p3301 :rule trans :premises (@p3300 @p3298))
% 7.12/7.33  (step @p3302 :rule evaluate :args ((* -1/1 116075326504841009/500000000000000000)))
% 7.12/7.33  (step @p3303 :rule evaluate :args (@t91))
% 7.12/7.33  (step @p3304 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3305 :rule nary_cong :premises (@p3304 @p3303) :args (@t1828))
% 7.12/7.33  (step @p3306 :rule trans :premises (@p3305 @p3302))
% 7.12/7.33  (step @p3307 :rule evaluate :args (@t1828))
% 7.12/7.33  (step @p3308 :rule symm :premises (@p3307))
% 7.12/7.33  (step @p3309 :rule evaluate :args (@t92))
% 7.12/7.33  (step @p3310 :rule trans :premises (@p3309 @p3308))
% 7.12/7.33  (step @p3311 :rule trans :premises (@p3310 @p3306))
% 7.12/7.33  (step @p3312 :rule nary_cong :premises (@p3311 @p3301 @p3297 @p3293 @p3280 @p3267 @p3254 @p3241 @p3228 @p3224) :args (@t1829))
% 7.12/7.33  (step @p3313 :rule trans :premises (@p3312 @p3211))
% 7.12/7.33  (step @p3314 :rule arith_poly_norm :args ((= @t117 @t1829)))
% 7.12/7.33  (step @p3315 :rule trans :premises (@p3314 @p3313))
% 7.12/7.33  (step @p3316 :rule cong :premises (@p3315 @p267) :args (@t118))
% 7.12/7.33  (step @p3317 :rule nary_cong :premises (@p3316 @p3210) :args (@t1083))
% 7.12/7.33  (step @p3318 :rule trans :premises (@p3317 @p3209))
% 7.12/7.33  (step @p3319 :rule evaluate :args (@t1081))
% 7.12/7.33  (step @p3320 :rule nary_cong :premises (@p3319 @p3318 @p3208 @p3116 @p3051 @p2932 @p2840 @p2748 @p2674 @p2573 @p2472 @p2362 @p2270 @p2133 @p2041 @p1931 @p1830 @p1738 @p1646 @p1572 @p1471 @p1370 @p1251 @p1159 @p1058 @p975 @p901 @p818 @p726 @p625 @p542 @p450 @p358) :args (@t1830))
% 7.12/7.33  (step @p3321 :rule arith_poly_norm :args ((= @t1160 @t1830)))
% 7.12/7.33  (step @p3322 :rule trans :premises (@p3321 @p3320))
% 7.12/7.33  (step @p3323 :rule refl :args (|tptp.'Y_2'|))
% 7.12/7.33  (step @p3324 :rule cong :premises (@p3323 @p3322) :args (@t1161))
% 7.12/7.33  (step @p3325 :rule eq_resolve :premises (@p22 @p3324))
% 7.12/7.33  (step @p3326 :rule and_elim :premises (@p216) :args (1))
% 7.12/7.33  (step @p3327 :rule arith_poly_norm :args ((= (* -10289172780368663/658010872166645 (- @t1262 @t1263)) (* 10289172780368663/31250000000000000 @t1840))))
% 7.12/7.33  (step @p3328 :rule arith_poly_norm_rel :premises (@p3327) :args ((= @t1842 @t1841)))
% 7.12/7.33  (step @p3329 :rule arith_poly_norm :args ((= (* 10289172780368663/658010872166645 (- @t1262 0/1)) (* 10289172780368663/31250000000000000 @t1844))))
% 7.12/7.33  (step @p3330 :rule arith_poly_norm_rel :premises (@p3329) :args ((= (>= @t1262 0/1) @t1845)))
% 7.12/7.33  (step @p3331 :rule refl :args (0/1))
% 7.12/7.33  (step @p3332 :rule arith_poly_norm :args ((= @t1846 @t1262)))
% 7.12/7.33  (step @p3333 :rule arith_poly_norm :args ((= @t1847 @t1846)))
% 7.12/7.33  (step @p3334 :rule trans :premises (@p3333 @p3332))
% 7.12/7.33  (step @p3335 :rule cong :premises (@p3334 @p3331) :args (@t1848))
% 7.12/7.33  (step @p3336 :rule trans :premises (@p3335 @p3330))
% 7.12/7.33  (step @p3337 :rule cong :premises (@p3336) :args (@t1849))
% 7.12/7.33  (step @p3338 :rule nary_cong :premises (@p3337 @p3328) :args (@t1850))
% 7.12/7.33  (step @p3339 :rule refl :args (@t1851))
% 7.12/7.33  (step @p3340 :rule cong :premises (@p3339 @p3338) :args ((=> @t1851 @t1850)))
% 7.12/7.33  (assume-push @p12574 @t1851)
% 7.12/7.33  (step @p3342 :rule instantiate :premises (@p3326) :args ((@list @t1262 0/1)))
% 7.12/7.33  (step-pop @p12575 :rule scope :premises (@p3342))
% 7.12/7.33  (step @p3343 :rule process_scope :premises (@p12575) :args (@t1850))
% 7.12/7.33  (step @p3345 :rule eq_resolve :premises (@p3343 @p3340))
% 7.12/7.33  (step @p3346 :rule implies_elim :premises (@p3345))
% 7.12/7.33  (step @p3347 :rule chain_m_resolution :premises (@p3346 @p3326) :args (@t1853 @t1246 @t1854))
% 7.12/7.33  (step @p3348 :rule arith_poly_norm :args ((= (* 247021624936389/500000000000000 (- 247021624936389/500000000000000 |tptp.'X_7'|)) (* 247021624936389/500000000000000 (- @t1198 -247021624936389/500000000000000)))))
% 7.12/7.33  (step @p3349 :rule arith_poly_norm_rel :premises (@p3348) :args ((= @t1856 @t1855)))
% 7.12/7.33  (step @p3350 :rule arith-elim-leq :args (|tptp.'X_7'| 247021624936389/500000000000000))
% 7.12/7.33  (step @p3351 :rule trans :premises (@p3350 @p3349))
% 7.12/7.33  (step @p3352 :rule evaluate :args (@t54))
% 7.12/7.33  (step @p3353 :rule arith_poly_norm :args ((= @t55 |tptp.'X_7'|)))
% 7.12/7.33  (step @p3354 :rule cong :premises (@p3353 @p3352) :args (@t56))
% 7.12/7.33  (step @p3355 :rule trans :premises (@p3354 @p3351))
% 7.12/7.33  (step @p3356 :rule eq_resolve :premises (@p16 @p3355))
% 7.12/7.33  (step @p3357 :rule arith_poly_norm :args ((= (* 5079381401531/1000000000000000 (- 5079381401531/1000000000000000 |tptp.'X_2'|)) (* 5079381401531/1000000000000000 (- @t1180 -5079381401531/1000000000000000)))))
% 7.12/7.33  (step @p3358 :rule arith_poly_norm_rel :premises (@p3357) :args ((= (>= 5079381401531/1000000000000000 |tptp.'X_2'|) @t1857)))
% 7.12/7.33  (step @p3359 :rule arith-elim-leq :args (|tptp.'X_2'| 5079381401531/1000000000000000))
% 7.12/7.33  (step @p3360 :rule trans :premises (@p3359 @p3358))
% 7.12/7.33  (step @p3361 :rule evaluate :args (@t20))
% 7.12/7.33  (step @p3362 :rule arith_poly_norm :args ((= @t21 |tptp.'X_2'|)))
% 7.12/7.33  (step @p3363 :rule cong :premises (@p3362 @p3361) :args (@t22))
% 7.12/7.33  (step @p3364 :rule trans :premises (@p3363 @p3360))
% 7.12/7.33  (step @p3365 :rule eq_resolve :premises (@p6 @p3364))
% 7.12/7.33  (step @p3366 :rule bool-double-not-elim :args (@t1845))
% 7.12/7.33  (step @p3367 :rule refl :args (@t1858))
% 7.12/7.33  (step @p3368 :rule refl :args (@t1859))
% 7.12/7.33  (step @p3369 :rule refl :args (@t1860))
% 7.12/7.33  (step @p3370 :rule refl :args (@t1861))
% 7.12/7.33  (step @p3371 :rule refl :args (@t1862))
% 7.12/7.33  (step @p3372 :rule refl :args (@t1863))
% 7.12/7.33  (step @p3373 :rule refl :args (@t1864))
% 7.12/7.33  (step @p3374 :rule refl :args (@t1865))
% 7.12/7.33  (step @p3375 :rule refl :args (@t1866))
% 7.12/7.33  (step @p3376 :rule nary_cong :premises (@p3375 @p3374 @p3373 @p3372 @p3371 @p3370 @p3369 @p3368 @p3367 @p3366) :args ((or @t1866 @t1865 @t1864 @t1863 @t1862 @t1861 @t1860 @t1859 @t1858 (not @t1852))))
% 7.12/7.33  (assume-push @p12576 @t1852)
% 7.12/7.33  (assume-push @p12577 @t1203)
% 7.12/7.33  (assume-push @p12578 @t1184)
% 7.12/7.33  (assume-push @p12579 @t1248)
% 7.12/7.33  (assume-push @p12580 @t1249)
% 7.12/7.33  (assume-push @p12581 @t1178)
% 7.12/7.33  (assume-push @p12582 @t1857)
% 7.12/7.33  (assume-push @p12583 @t1195)
% 7.12/7.33  (assume-push @p12584 @t1191)
% 7.12/7.33  (assume-push @p12585 @t1855)
% 7.12/7.33  (step @p3387 :rule symm :premises (@p3350))
% 7.12/7.33  (step @p3388 :rule cong :premises (@p3387) :args ((not @t1856)))
% 7.12/7.33  (step @p3389 :rule arith-elim-gt :args (|tptp.'X_7'| 247021624936389/500000000000000))
% 7.12/7.33  (step @p3390 :rule trans :premises (@p3389 @p3388))
% 7.12/7.33  (step @p3391 :rule cong :premises (@p3351) :args ((not @t1867)))
% 7.12/7.33  (step @p3392 :rule trans :premises (@p3390 @p3391))
% 7.12/7.33  (step @p3393 :rule symm :premises (@p3392))
% 7.12/7.33  (step @p3394 :rule trans :premises (@p3391 @p3393))
% 7.12/7.33  (assume-push @p12586 @t1867)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p3397 :rule evaluate :args ((>= 0/1 -290134387038781951411031091221629/21056347909332640000000000000000)))
% 7.12/7.33  (step @p3398 :rule evaluate :args ((+ 247021624936389/500000000000000 -63173952074143603214757900593/131602174433329000000000000000 -22834678304408926832684957271859/10528173954666320000000000000000 372345080514269094312408914797/10528173954666320000000000000000 -1602774760012022494455634367149/2632043488666580000000000000000 82235869674005921271735424604517/21056347909332640000000000000000 268690494724362113303038038503/421126958186652800000000000000 3134699411900355976187566595893/5264086977333160000000000000000 -90922654817502237569344775489/164502718041661250000000000000 -10289172780368663/658010872166645)))
% 7.12/7.33  (step @p3399 :rule evaluate :args (@t1869))
% 7.12/7.33  (step @p3400 :rule evaluate :args (@t1870))
% 7.12/7.33  (step @p3401 :rule evaluate :args (@t1871))
% 7.12/7.33  (step @p3402 :rule evaluate :args (@t1872))
% 7.12/7.33  (step @p3403 :rule evaluate :args (@t1873))
% 7.12/7.33  (step @p3404 :rule evaluate :args (@t1874))
% 7.12/7.33  (step @p3405 :rule evaluate :args (@t1875))
% 7.12/7.33  (step @p3406 :rule evaluate :args (@t1876))
% 7.12/7.33  (step @p3407 :rule evaluate :args (@t1877))
% 7.12/7.33  (step @p3408 :rule refl :args (247021624936389/500000000000000))
% 7.12/7.33  (step @p3409 :rule nary_cong :premises (@p3408 @p3407 @p3406 @p3405 @p3404 @p3403 @p3402 @p3401 @p3400 @p3399) :args (@t1878))
% 7.12/7.33  (step @p3410 :rule trans :premises (@p3409 @p3398))
% 7.12/7.33  (step @p3411 :rule arith_poly_norm :args ((= (+ |tptp.'X_7'| @t1886 @t1885 @t1884 @t1883 @t1882 @t1881 @t1880 @t1879 @t1843) 0/1)))
% 7.12/7.33  (step @p3412 :rule arith_poly_norm :args ((= @t1888 @t1843)))
% 7.12/7.33  (step @p3413 :rule refl :args (@t1879))
% 7.12/7.33  (step @p3414 :rule refl :args (@t1880))
% 7.12/7.33  (step @p3415 :rule refl :args (@t1881))
% 7.12/7.33  (step @p3416 :rule refl :args (@t1882))
% 7.12/7.33  (step @p3417 :rule refl :args (@t1883))
% 7.12/7.33  (step @p3418 :rule refl :args (@t1884))
% 7.12/7.33  (step @p3419 :rule refl :args (@t1885))
% 7.12/7.33  (step @p3420 :rule refl :args (@t1886))
% 7.12/7.33  (step @p3421 :rule nary_cong :premises (@p162 @p3420 @p3419 @p3418 @p3417 @p3416 @p3415 @p3414 @p3413 @p3412) :args (@t1889))
% 7.12/7.33  (step @p3422 :rule trans :premises (@p3421 @p3411))
% 7.12/7.33  (step @p3423 :rule cong :premises (@p3422 @p3410) :args (@t1890))
% 7.12/7.33  (step @p3424 :rule trans :premises (@p3423 @p3397))
% 7.12/7.33  (step @p3425 :rule cong :premises (@p3424) :args ((not @t1890)))
% 7.12/7.33  (step @p3426 :rule trans :premises (@p3425 @p3396))
% 7.12/7.33  (step @p3427 :rule arith-elim-lt :args (@t1889 @t1878))
% 7.12/7.33  (step @p3428 :rule trans :premises (@p3427 @p3426))
% 7.12/7.33  (step @p3429 :rule arith_mult_neg :args (-1/1 (> @t1887 10289172780368663/658010872166645)))
% 7.12/7.33  (step @p3430 :rule arith_poly_norm :args (@t1891))
% 7.12/7.33  (step @p3431 :rule arith_poly_norm_rel :premises (@p3430) :args (@t1893))
% 7.12/7.33  (step @p3432 :rule arith-elim-leq :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.33  (step @p3433 :rule trans :premises (@p3432 @p3431))
% 7.12/7.33  (step @p3434 :rule cong :premises (@p3433) :args (@t1895))
% 7.12/7.33  (step @p3435 :rule symm :premises (@p3432))
% 7.12/7.33  (step @p3436 :rule cong :premises (@p3435) :args (@t1896))
% 7.12/7.33  (step @p3437 :rule arith-elim-gt :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.33  (step @p3438 :rule trans :premises (@p3437 @p3436))
% 7.12/7.33  (step @p3439 :rule trans :premises (@p3438 @p3434))
% 7.12/7.33  (step @p3440 :rule symm :premises (@p3439))
% 7.12/7.33  (step @p3441 :rule eq_resolve :premises (@p12576 @p3440))
% 7.12/7.33  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.33  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.33  (step @p3444 :rule and_intro :premises (@p3443 @p3441))
% 7.12/7.33  (step @p3445 :rule modus_ponens :premises (@p3444 @p3429))
% 7.12/7.33  (step @p3446 :rule arith_mult_neg :args (-9358332009389422/658010872166645 @t1203))
% 7.12/7.33  (step @p3447 :rule evaluate :args ((< -9358332009389422/658010872166645 0/1)))
% 7.12/7.33  (step @p3448 :rule true_elim :premises (@p3447))
% 7.12/7.33  (step @p3449 :rule and_intro :premises (@p3448 @p185))
% 7.12/7.33  (step @p3450 :rule modus_ponens :premises (@p3449 @p3446))
% 7.12/7.33  (step @p3451 :rule arith_mult_pos :args (25088421047380127/21056347909332640 @t1898))
% 7.12/7.33  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.33  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.33  (step @p3454 :rule evaluate :args ((> 25088421047380127/21056347909332640 0/1)))
% 7.12/7.33  (step @p3455 :rule true_elim :premises (@p3454))
% 7.12/7.33  (step @p3456 :rule and_intro :premises (@p3455 @p3453))
% 7.12/7.33  (step @p3457 :rule modus_ponens :premises (@p3456 @p3451))
% 7.12/7.33  (step @p3458 :rule arith_mult_pos :args (17016840865896965/4211269581866528 @t1899))
% 7.12/7.33  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.33  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.33  (step @p3461 :rule evaluate :args ((> 17016840865896965/4211269581866528 0/1)))
% 7.12/7.33  (step @p3462 :rule true_elim :premises (@p3461))
% 7.12/7.33  (step @p3463 :rule and_intro :premises (@p3462 @p3460))
% 7.12/7.33  (step @p3464 :rule modus_ponens :premises (@p3463 @p3458))
% 7.12/7.33  (step @p3465 :rule arith_mult_pos :args (236920078172610987/21056347909332640 @t1900))
% 7.12/7.33  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.33  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.33  (step @p3468 :rule evaluate :args ((> 236920078172610987/21056347909332640 0/1)))
% 7.12/7.33  (step @p3469 :rule true_elim :premises (@p3468))
% 7.12/7.33  (step @p3470 :rule and_intro :premises (@p3469 @p3467))
% 7.12/7.33  (step @p3471 :rule modus_ponens :premises (@p3470 @p3465))
% 7.12/7.33  (step @p3472 :rule arith_mult_neg :args (-56819368820123381/5264086977333160 @t1178))
% 7.12/7.33  (step @p3473 :rule evaluate :args ((< -56819368820123381/5264086977333160 0/1)))
% 7.12/7.33  (step @p3474 :rule true_elim :premises (@p3473))
% 7.12/7.33  (step @p3475 :rule and_intro :premises (@p3474 @p62))
% 7.12/7.33  (step @p3476 :rule modus_ponens :premises (@p3475 @p3472))
% 7.12/7.33  (step @p3477 :rule arith_mult_pos :args (73305202165373687/10528173954666320 @t1901))
% 7.12/7.33  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.33  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.33  (step @p3480 :rule evaluate :args ((> 73305202165373687/10528173954666320 0/1)))
% 7.12/7.33  (step @p3481 :rule true_elim :premises (@p3480))
% 7.12/7.33  (step @p3482 :rule and_intro :premises (@p3481 @p3479))
% 7.12/7.33  (step @p3483 :rule modus_ponens :premises (@p3482 @p3477))
% 7.12/7.33  (step @p3484 :rule arith_mult_neg :args (-22861443304975637/10528173954666320 @t1195))
% 7.12/7.33  (step @p3485 :rule evaluate :args ((< -22861443304975637/10528173954666320 0/1)))
% 7.12/7.33  (step @p3486 :rule true_elim :premises (@p3485))
% 7.12/7.33  (step @p3487 :rule and_intro :premises (@p3486 @p147))
% 7.12/7.33  (step @p3488 :rule modus_ponens :premises (@p3487 @p3484))
% 7.12/7.33  (step @p3489 :rule arith_mult_neg :args (-1472286952276727/131602174433329 @t1191))
% 7.12/7.33  (step @p3490 :rule evaluate :args ((< -1472286952276727/131602174433329 0/1)))
% 7.12/7.33  (step @p3491 :rule true_elim :premises (@p3490))
% 7.12/7.33  (step @p3492 :rule and_intro :premises (@p3491 @p128))
% 7.12/7.33  (step @p3493 :rule modus_ponens :premises (@p3492 @p3489))
% 7.12/7.33  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.33  (step @p3495 :rule eq_resolve :premises (@p16 @p3355))
% 7.12/7.33  (step @p3496 :rule eq_resolve :premises (@p3495 @p3494))
% 7.12/7.33  (step @p3497 :rule arith_sum_ub :premises (@p3496 @p3493 @p3488 @p3483 @p3476 @p3471 @p3464 @p3457 @p3450 @p3445))
% 7.12/7.33  (step @p3498 false :rule eq_resolve :premises (@p3497 @p3428))
% 7.12/7.33  (step-pop @p12587 :rule scope :premises (@p3498))
% 7.12/7.33  (step @p3499 :rule process_scope :premises (@p12587) :args (false))
% 7.12/7.33  (step @p3501 :rule eq_resolve :premises (@p3499 @p3394))
% 7.12/7.33  (step @p3502 :rule eq_resolve :premises (@p3501 @p3390))
% 7.12/7.33  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.33  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.33  (step @p3504 false :rule contra :premises (@p3503 @p3502))
% 7.12/7.33  (step-pop @p12588 :rule scope :premises (@p3504))
% 7.12/7.33  (step-pop @p12589 :rule scope :premises (@p12588))
% 7.12/7.33  (step-pop @p12590 :rule scope :premises (@p12589))
% 7.12/7.33  (step-pop @p12591 :rule scope :premises (@p12590))
% 7.12/7.33  (step-pop @p12592 :rule scope :premises (@p12591))
% 7.12/7.33  (step-pop @p12593 :rule scope :premises (@p12592))
% 7.12/7.33  (step-pop @p12594 :rule scope :premises (@p12593))
% 7.12/7.33  (step-pop @p12595 :rule scope :premises (@p12594))
% 7.12/7.33  (step-pop @p12596 :rule scope :premises (@p12595))
% 7.12/7.33  (step-pop @p12597 :rule scope :premises (@p12596))
% 7.12/7.33  (step @p3505 :rule process_scope :premises (@p12597) :args (false))
% 7.12/7.33  (assume-push @p12598 @t1248)
% 7.12/7.33  (assume-push @p12599 @t1178)
% 7.12/7.33  (assume-push @p12600 @t1857)
% 7.12/7.33  (assume-push @p12601 @t1184)
% 7.12/7.33  (assume-push @p12602 @t1249)
% 7.12/7.33  (assume-push @p12603 @t1191)
% 7.12/7.33  (assume-push @p12604 @t1195)
% 7.12/7.33  (assume-push @p12605 @t1855)
% 7.12/7.33  (assume-push @p12606 @t1203)
% 7.12/7.33  (assume-push @p12607 @t1852)
% 7.12/7.33  (step @p3526 :rule and_intro :premises (@p12607 @p185 @p90 @p246 @p255 @p62 @p3365 @p147 @p128 @p3356))
% 7.12/7.33  (step-pop @p12608 :rule scope :premises (@p3526))
% 7.12/7.33  (step-pop @p12609 :rule scope :premises (@p12608))
% 7.12/7.33  (step-pop @p12610 :rule scope :premises (@p12609))
% 7.12/7.33  (step-pop @p12611 :rule scope :premises (@p12610))
% 7.12/7.33  (step-pop @p12612 :rule scope :premises (@p12611))
% 7.12/7.33  (step-pop @p12613 :rule scope :premises (@p12612))
% 7.12/7.33  (step-pop @p12614 :rule scope :premises (@p12613))
% 7.12/7.33  (step-pop @p12615 :rule scope :premises (@p12614))
% 7.12/7.33  (step-pop @p12616 :rule scope :premises (@p12615))
% 7.12/7.33  (step-pop @p12617 :rule scope :premises (@p12616))
% 7.12/7.33  (step @p3527 :rule process_scope :premises (@p12617) :args (@t1902))
% 7.12/7.33  (step @p3538 :rule implies_elim :premises (@p3527))
% 7.12/7.33  (step @p3539 :rule resolution :premises (@p3538 @p3505) :args (true @t1902))
% 7.12/7.33  (step @p3540 :rule not_and :premises (@p3539))
% 7.12/7.33  (step @p3541 :rule eq_resolve :premises (@p3540 @p3376))
% 7.12/7.33  (step @p3542 :rule chain_m_resolution :premises (@p3541 @p246 @p62 @p3365 @p90 @p255 @p128 @p147 @p3356 @p185) :args (@t1845 @t1903 (@list @t1248 @t1178 @t1857 @t1184 @t1249 @t1191 @t1195 @t1855 @t1203)))
% 7.12/7.33  (step @p3543 :rule cnf_or_pos :args (@t1853))
% 7.12/7.33  (step @p3544 :rule reordering :premises (@p3543) :args ((or @t1852 @t1841 (not @t1853))))
% 7.12/7.33  (step @p3545 :rule chain_m_resolution :premises (@p3544 @p3542 @p3347) :args (@t1841 @t1904 (@list @t1845 @t1853)))
% 7.12/7.33  (step @p3546 :rule arith_poly_norm :args ((= (* -12600974913839602/119693318874395799 (- @t1298 @t1299)) (* -6300487456919801/250000000000000000 @t1907))))
% 7.12/7.33  (step @p3547 :rule arith_poly_norm_rel :premises (@p3546) :args ((= @t1909 @t1908)))
% 7.12/7.33  (step @p3548 :rule arith_poly_norm :args ((= (* -12600974913839602/119693318874395799 (- @t1298 0/1)) (* -6300487456919801/250000000000000000 (- @t1918 12600974913839602/119693318874395799)))))
% 7.12/7.33  (step @p3549 :rule arith_poly_norm_rel :premises (@p3548) :args ((= (>= @t1298 0/1) @t1919)))
% 7.12/7.33  (step @p3550 :rule refl :args (0/1))
% 7.12/7.33  (step @p3551 :rule arith_poly_norm :args ((= @t1920 @t1298)))
% 7.12/7.33  (step @p3552 :rule arith_poly_norm :args ((= @t1921 @t1920)))
% 7.12/7.33  (step @p3553 :rule trans :premises (@p3552 @p3551))
% 7.12/7.33  (step @p3554 :rule cong :premises (@p3553 @p3550) :args (@t1922))
% 7.12/7.33  (step @p3555 :rule trans :premises (@p3554 @p3549))
% 7.12/7.33  (step @p3556 :rule cong :premises (@p3555) :args (@t1923))
% 7.12/7.33  (step @p3557 :rule nary_cong :premises (@p3556 @p3547) :args (@t1924))
% 7.12/7.33  (step @p3558 :rule cong :premises (@p3339 @p3557) :args ((=> @t1851 @t1924)))
% 7.12/7.33  (assume-push @p12618 @t1851)
% 7.12/7.33  (step @p3560 :rule instantiate :premises (@p3326) :args ((@list @t1298 0/1)))
% 7.12/7.33  (step-pop @p12619 :rule scope :premises (@p3560))
% 7.12/7.33  (step @p3561 :rule process_scope :premises (@p12619) :args (@t1924))
% 7.12/7.33  (step @p3563 :rule eq_resolve :premises (@p3561 @p3558))
% 7.12/7.33  (step @p3564 :rule implies_elim :premises (@p3563))
% 7.12/7.33  (step @p3565 :rule chain_m_resolution :premises (@p3564 @p3326) :args (@t1926 @t1246 @t1854))
% 7.12/7.33  (step @p3566 :rule arith_poly_norm :args ((= (* 1/1 (- 1/1 |tptp.'X_6'|)) (* 1/1 (- @t1194 -1/1)))))
% 7.12/7.33  (step @p3567 :rule arith_poly_norm_rel :premises (@p3566) :args ((= @t1928 @t1927)))
% 7.12/7.33  (step @p3568 :rule arith-elim-leq :args (|tptp.'X_6'| 1/1))
% 7.12/7.33  (step @p3569 :rule trans :premises (@p3568 @p3567))
% 7.12/7.33  (step @p3570 :rule refl :args (1/1))
% 7.12/7.33  (step @p3571 :rule arith_poly_norm :args ((= @t48 |tptp.'X_6'|)))
% 7.12/7.33  (step @p3572 :rule cong :premises (@p3571 @p3570) :args (@t49))
% 7.12/7.33  (step @p3573 :rule trans :premises (@p3572 @p3569))
% 7.12/7.33  (step @p3574 :rule eq_resolve :premises (@p14 @p3573))
% 7.12/7.33  (step @p3575 :rule arith_poly_norm :args ((= (* 44908722363159/1000000000000000 (- 44908722363159/1000000000000000 |tptp.'X_5'|)) (* 44908722363159/1000000000000000 (- @t1190 -44908722363159/1000000000000000)))))
% 7.12/7.33  (step @p3576 :rule arith_poly_norm_rel :premises (@p3575) :args ((= (>= 44908722363159/1000000000000000 |tptp.'X_5'|) @t1929)))
% 7.12/7.33  (step @p3577 :rule arith-elim-leq :args (|tptp.'X_5'| 44908722363159/1000000000000000))
% 7.12/7.33  (step @p3578 :rule trans :premises (@p3577 @p3576))
% 7.12/7.33  (step @p3579 :rule evaluate :args (@t41))
% 7.12/7.33  (step @p3580 :rule arith_poly_norm :args ((= @t42 |tptp.'X_5'|)))
% 7.12/7.33  (step @p3581 :rule cong :premises (@p3580 @p3579) :args (@t43))
% 7.12/7.33  (step @p3582 :rule trans :premises (@p3581 @p3578))
% 7.12/7.33  (step @p3583 :rule eq_resolve :premises (@p12 @p3582))
% 7.12/7.33  (step @p3584 :rule arith_poly_norm :args ((= (* -124446062009259/250000000000000 (- -124446062009259/250000000000000 @t1183)) (* -124446062009259/250000000000000 (- |tptp.'X_3'| 124446062009259/250000000000000)))))
% 7.12/7.33  (step @p3585 :rule arith_poly_norm_rel :premises (@p3584) :args ((= (>= -124446062009259/250000000000000 @t1183) @t1930)))
% 7.12/7.33  (step @p3586 :rule arith-elim-leq :args (@t1183 -124446062009259/250000000000000))
% 7.12/7.33  (step @p3587 :rule trans :premises (@p3586 @p3585))
% 7.12/7.33  (step @p3588 :rule evaluate :args ((* -1/1 124446062009259/250000000000000)))
% 7.12/7.33  (step @p3589 :rule evaluate :args (@t23))
% 7.12/7.33  (step @p3590 :rule refl :args (-1/1))
% 7.12/7.33  (step @p3591 :rule nary_cong :premises (@p3590 @p3589) :args (@t1931))
% 7.12/7.33  (step @p3592 :rule trans :premises (@p3591 @p3588))
% 7.12/7.33  (step @p3593 :rule evaluate :args (@t1931))
% 7.12/7.33  (step @p3594 :rule symm :premises (@p3593))
% 7.12/7.33  (step @p3595 :rule evaluate :args (@t24))
% 7.12/7.33  (step @p3596 :rule trans :premises (@p3595 @p3594))
% 7.12/7.33  (step @p3597 :rule trans :premises (@p3596 @p3592))
% 7.12/7.33  (step @p3598 :rule nary_cong :premises (@p39 @p310) :args (@t25))
% 7.12/7.33  (step @p3599 :rule cong :premises (@p3598 @p3597) :args (@t26))
% 7.12/7.33  (step @p3600 :rule trans :premises (@p3599 @p3587))
% 7.12/7.33  (step @p3601 :rule eq_resolve :premises (@p7 @p3600))
% 7.12/7.33  (step @p3602 :rule arith_poly_norm :args ((= (* 29208246471129/500000000000000 (- 29208246471129/500000000000000 |tptp.'X_1'|)) (* 29208246471129/500000000000000 (- @t1177 -29208246471129/500000000000000)))))
% 7.12/7.33  (step @p3603 :rule arith_poly_norm_rel :premises (@p3602) :args ((= (>= 29208246471129/500000000000000 |tptp.'X_1'|) @t1932)))
% 7.12/7.33  (step @p3604 :rule arith-elim-leq :args (|tptp.'X_1'| 29208246471129/500000000000000))
% 7.12/7.33  (step @p3605 :rule trans :premises (@p3604 @p3603))
% 7.12/7.33  (step @p3606 :rule evaluate :args (@t13))
% 7.12/7.33  (step @p3607 :rule arith_poly_norm :args ((= @t14 |tptp.'X_1'|)))
% 7.12/7.33  (step @p3608 :rule cong :premises (@p3607 @p3606) :args (@t15))
% 7.12/7.33  (step @p3609 :rule trans :premises (@p3608 @p3605))
% 7.12/7.33  (step @p3610 :rule eq_resolve :premises (@p4 @p3609))
% 7.12/7.33  (step @p3611 :rule bool-double-not-elim :args (@t1919))
% 7.12/7.33  (step @p3612 :rule refl :args (@t1933))
% 7.12/7.33  (step @p3613 :rule refl :args (@t1934))
% 7.12/7.33  (step @p3614 :rule refl :args (@t1935))
% 7.12/7.33  (step @p3615 :rule refl :args (@t1936))
% 7.12/7.33  (step @p3616 :rule refl :args (@t1937))
% 7.12/7.33  (step @p3617 :rule refl :args (@t1938))
% 7.12/7.33  (step @p3618 :rule refl :args (@t1939))
% 7.12/7.33  (step @p3619 :rule nary_cong :premises (@p3618 @p3617 @p3373 @p3616 @p3615 @p3614 @p3613 @p3612 @p3367 @p3611) :args ((or @t1939 @t1938 @t1864 @t1937 @t1936 @t1935 @t1934 @t1933 @t1858 (not @t1925))))
% 7.12/7.33  (assume-push @p12620 @t1203)
% 7.12/7.33  (assume-push @p12621 @t1932)
% 7.12/7.33  (assume-push @p12622 @t1199)
% 7.12/7.33  (assume-push @p12623 @t1925)
% 7.12/7.33  (assume-push @p12624 @t1175)
% 7.12/7.33  (assume-push @p12625 @t1857)
% 7.12/7.33  (assume-push @p12626 @t1187)
% 7.12/7.33  (assume-push @p12627 @t1929)
% 7.12/7.33  (assume-push @p12628 @t1930)
% 7.12/7.33  (assume-push @p12629 @t1927)
% 7.12/7.33  (step @p3630 :rule symm :premises (@p3568))
% 7.12/7.33  (step @p3631 :rule cong :premises (@p3630) :args (@t1940))
% 7.12/7.33  (step @p3632 :rule arith-elim-gt :args (|tptp.'X_6'| 1/1))
% 7.12/7.33  (step @p3633 :rule trans :premises (@p3632 @p3631))
% 7.12/7.33  (step @p3634 :rule cong :premises (@p3569) :args (@t1942))
% 7.12/7.33  (step @p3635 :rule trans :premises (@p3633 @p3634))
% 7.12/7.33  (step @p3636 :rule symm :premises (@p3635))
% 7.12/7.33  (step @p3637 :rule trans :premises (@p3634 @p3636))
% 7.12/7.33  (assume-push @p12630 @t1941)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p3639 :rule evaluate :args ((>= 0/1 -21115419417786938050483848405999/10091889137863885400000000000000)))
% 7.12/7.33  (step @p3640 :rule evaluate :args ((+ 1/1 -249748261177483781888567685849/394214419447808023437500000000 897994755074771537073081380991/50459445689319427000000000000000 -7922986085376268878729972133311/50459445689319427000000000000000 307984945271862797966676078631/50459445689319427000000000000000 -11845532455453818899033854423879/25229722844659713500000000000000 25201949827679204/50459445689319427 -29447144803508213656234183829811/12614861422329856750000000000000 3230625357153885505007677610247/25229722844659713500000000000000 -3767657689776520607001637310563/25229722844659713500000000000000)))
% 7.12/7.33  (step @p3641 :rule evaluate :args (@t1943))
% 7.12/7.33  (step @p3642 :rule evaluate :args (@t1944))
% 7.12/7.33  (step @p3643 :rule evaluate :args (@t1945))
% 7.12/7.33  (step @p3644 :rule evaluate :args (@t1946))
% 7.12/7.33  (step @p3645 :rule evaluate :args (@t1947))
% 7.12/7.33  (step @p3646 :rule evaluate :args (@t1948))
% 7.12/7.33  (step @p3647 :rule evaluate :args (@t1949))
% 7.12/7.33  (step @p3648 :rule evaluate :args (@t1950))
% 7.12/7.33  (step @p3649 :rule evaluate :args (@t1951))
% 7.12/7.33  (step @p3650 :rule nary_cong :premises (@p3570 @p3649 @p3648 @p3647 @p3646 @p3645 @p3644 @p3643 @p3642 @p3641) :args (@t1952))
% 7.12/7.33  (step @p3651 :rule trans :premises (@p3650 @p3640))
% 7.12/7.33  (step @p3652 :rule arith_poly_norm :args ((= (+ |tptp.'X_6'| @t1961 @t1960 @t1959 @t1958 @t1957 @t1956 @t1955 @t1954 @t1953) 0/1)))
% 7.12/7.33  (step @p3653 :rule refl :args (@t1953))
% 7.12/7.33  (step @p3654 :rule refl :args (@t1954))
% 7.12/7.33  (step @p3655 :rule refl :args (@t1955))
% 7.12/7.33  (step @p3656 :rule arith_poly_norm :args ((= @t1962 @t1956)))
% 7.12/7.33  (step @p3657 :rule refl :args (@t1957))
% 7.12/7.33  (step @p3658 :rule refl :args (@t1958))
% 7.12/7.33  (step @p3659 :rule refl :args (@t1959))
% 7.12/7.33  (step @p3660 :rule refl :args (@t1960))
% 7.12/7.33  (step @p3661 :rule refl :args (@t1961))
% 7.12/7.33  (step @p3662 :rule nary_cong :premises (@p143 @p3661 @p3660 @p3659 @p3658 @p3657 @p3656 @p3655 @p3654 @p3653) :args (@t1963))
% 7.12/7.33  (step @p3663 :rule trans :premises (@p3662 @p3652))
% 7.12/7.33  (step @p3664 :rule cong :premises (@p3663 @p3651) :args (@t1964))
% 7.12/7.33  (step @p3665 :rule trans :premises (@p3664 @p3639))
% 7.12/7.33  (step @p3666 :rule cong :premises (@p3665) :args ((not @t1964)))
% 7.12/7.33  (step @p3667 :rule trans :premises (@p3666 @p3396))
% 7.12/7.33  (step @p3668 :rule arith-elim-lt :args (@t1963 @t1952))
% 7.12/7.33  (step @p3669 :rule trans :premises (@p3668 @p3667))
% 7.12/7.33  (step @p3670 :rule arith_mult_neg :args (-193895523780232837/50459445689319427 @t1203))
% 7.12/7.33  (step @p3671 :rule evaluate :args ((< -193895523780232837/50459445689319427 0/1)))
% 7.12/7.33  (step @p3672 :rule true_elim :premises (@p3671))
% 7.12/7.33  (step @p3673 :rule and_intro :premises (@p3672 @p185))
% 7.12/7.33  (step @p3674 :rule modus_ponens :premises (@p3673 @p3670))
% 7.12/7.33  (step @p3675 :rule arith_mult_pos :args (110606617906597343/50459445689319427 @t1965))
% 7.12/7.33  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.33  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.33  (step @p3678 :rule evaluate :args ((> 110606617906597343/50459445689319427 0/1)))
% 7.12/7.33  (step @p3679 :rule true_elim :premises (@p3678))
% 7.12/7.33  (step @p3680 :rule and_intro :premises (@p3679 @p3677))
% 7.12/7.33  (step @p3681 :rule modus_ponens :premises (@p3680 @p3675))
% 7.12/7.33  (step @p3682 :rule arith_mult_neg :args (-239386637748791598/50459445689319427 @t1199))
% 7.12/7.33  (step @p3683 :rule evaluate :args ((< -239386637748791598/50459445689319427 0/1)))
% 7.12/7.33  (step @p3684 :rule true_elim :premises (@p3683))
% 7.12/7.33  (step @p3685 :rule and_intro :premises (@p3684 @p166))
% 7.12/7.33  (step @p3686 :rule modus_ponens :premises (@p3685 @p3682))
% 7.12/7.33  (step @p3687 :rule arith_mult_pos :args (239386637748791598/50459445689319427 (< @t1918 12600974913839602/119693318874395799)))
% 7.12/7.33  (step @p3688 :rule arith-elim-lt :args (@t1918 12600974913839602/119693318874395799))
% 7.12/7.33  (step @p3689 :rule symm :premises (@p3688))
% 7.12/7.33  (step @p3690 :rule eq_resolve :premises (@p12623 @p3689))
% 7.12/7.33  (step @p3691 :rule evaluate :args ((> 239386637748791598/50459445689319427 0/1)))
% 7.12/7.33  (step @p3692 :rule true_elim :premises (@p3691))
% 7.12/7.33  (step @p3693 :rule and_intro :premises (@p3692 @p3690))
% 7.12/7.33  (step @p3694 :rule modus_ponens :premises (@p3693 @p3687))
% 7.12/7.33  (step @p3695 :rule arith_mult_neg :args (-151966319200479649/50459445689319427 @t1175))
% 7.12/7.33  (step @p3696 :rule evaluate :args ((< -151966319200479649/50459445689319427 0/1)))
% 7.12/7.33  (step @p3697 :rule true_elim :premises (@p3696))
% 7.12/7.33  (step @p3698 :rule and_intro :premises (@p3697 @p43))
% 7.12/7.33  (step @p3699 :rule modus_ponens :premises (@p3698 @p3695))
% 7.12/7.33  (step @p3700 :rule arith_mult_pos :args (60634341256404101/50459445689319427 @t1901))
% 7.12/7.33  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.33  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.33  (step @p3701 :rule evaluate :args ((> 60634341256404101/50459445689319427 0/1)))
% 7.12/7.33  (step @p3702 :rule true_elim :premises (@p3701))
% 7.12/7.33  (step @p3703 :rule and_intro :premises (@p3702 @p3479))
% 7.12/7.33  (step @p3704 :rule modus_ponens :premises (@p3703 @p3700))
% 7.12/7.33  (step @p3705 :rule arith_mult_neg :args (-22958266738014321/50459445689319427 @t1187))
% 7.12/7.33  (step @p3706 :rule evaluate :args ((< -22958266738014321/50459445689319427 0/1)))
% 7.12/7.33  (step @p3707 :rule true_elim :premises (@p3706))
% 7.12/7.33  (step @p3708 :rule and_intro :premises (@p3707 @p109))
% 7.12/7.33  (step @p3709 :rule modus_ponens :premises (@p3708 @p3705))
% 7.12/7.33  (step @p3710 :rule arith_mult_pos :args (19995998724101849/50459445689319427 @t1966))
% 7.12/7.33  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.33  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.33  (step @p3713 :rule evaluate :args ((> 19995998724101849/50459445689319427 0/1)))
% 7.12/7.33  (step @p3714 :rule true_elim :premises (@p3713))
% 7.12/7.33  (step @p3715 :rule and_intro :premises (@p3714 @p3712))
% 7.12/7.33  (step @p3716 :rule modus_ponens :premises (@p3715 @p3710))
% 7.12/7.33  (step @p3717 :rule arith_mult_neg :args (-64220146693632352/50459445689319427 @t1930))
% 7.12/7.33  (step @p3718 :rule evaluate :args ((< -64220146693632352/50459445689319427 0/1)))
% 7.12/7.33  (step @p3719 :rule true_elim :premises (@p3718))
% 7.12/7.33  (step @p3720 :rule and_intro :premises (@p3719 @p3601))
% 7.12/7.33  (step @p3721 :rule modus_ponens :premises (@p3720 @p3717))
% 7.12/7.33  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.33  (step @p3723 :rule eq_resolve :premises (@p14 @p3573))
% 7.12/7.33  (step @p3724 :rule eq_resolve :premises (@p3723 @p3722))
% 7.12/7.33  (step @p3725 :rule arith_sum_ub :premises (@p3724 @p3721 @p3716 @p3709 @p3704 @p3699 @p3694 @p3686 @p3681 @p3674))
% 7.12/7.33  (step @p3726 false :rule eq_resolve :premises (@p3725 @p3669))
% 7.12/7.33  (step-pop @p12631 :rule scope :premises (@p3726))
% 7.12/7.33  (step @p3727 :rule process_scope :premises (@p12631) :args (false))
% 7.12/7.33  (step @p3729 :rule eq_resolve :premises (@p3727 @p3637))
% 7.12/7.33  (step @p3730 :rule eq_resolve :premises (@p3729 @p3633))
% 7.12/7.33  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.33  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.33  (step @p3732 false :rule contra :premises (@p3731 @p3730))
% 7.12/7.33  (step-pop @p12632 :rule scope :premises (@p3732))
% 7.12/7.33  (step-pop @p12633 :rule scope :premises (@p12632))
% 7.12/7.33  (step-pop @p12634 :rule scope :premises (@p12633))
% 7.12/7.33  (step-pop @p12635 :rule scope :premises (@p12634))
% 7.12/7.33  (step-pop @p12636 :rule scope :premises (@p12635))
% 7.12/7.33  (step-pop @p12637 :rule scope :premises (@p12636))
% 7.12/7.33  (step-pop @p12638 :rule scope :premises (@p12637))
% 7.12/7.33  (step-pop @p12639 :rule scope :premises (@p12638))
% 7.12/7.33  (step-pop @p12640 :rule scope :premises (@p12639))
% 7.12/7.33  (step-pop @p12641 :rule scope :premises (@p12640))
% 7.12/7.33  (step @p3733 :rule process_scope :premises (@p12641) :args (false))
% 7.12/7.33  (assume-push @p12642 @t1175)
% 7.12/7.33  (assume-push @p12643 @t1932)
% 7.12/7.33  (assume-push @p12644 @t1857)
% 7.12/7.33  (assume-push @p12645 @t1930)
% 7.12/7.33  (assume-push @p12646 @t1187)
% 7.12/7.33  (assume-push @p12647 @t1929)
% 7.12/7.33  (assume-push @p12648 @t1927)
% 7.12/7.33  (assume-push @p12649 @t1199)
% 7.12/7.33  (assume-push @p12650 @t1203)
% 7.12/7.33  (assume-push @p12651 @t1925)
% 7.12/7.33  (step @p3754 :rule and_intro :premises (@p185 @p3610 @p166 @p12651 @p43 @p3365 @p109 @p3583 @p3601 @p3574))
% 7.12/7.33  (step-pop @p12652 :rule scope :premises (@p3754))
% 7.12/7.33  (step-pop @p12653 :rule scope :premises (@p12652))
% 7.12/7.33  (step-pop @p12654 :rule scope :premises (@p12653))
% 7.12/7.33  (step-pop @p12655 :rule scope :premises (@p12654))
% 7.12/7.33  (step-pop @p12656 :rule scope :premises (@p12655))
% 7.12/7.33  (step-pop @p12657 :rule scope :premises (@p12656))
% 7.12/7.33  (step-pop @p12658 :rule scope :premises (@p12657))
% 7.12/7.33  (step-pop @p12659 :rule scope :premises (@p12658))
% 7.12/7.33  (step-pop @p12660 :rule scope :premises (@p12659))
% 7.12/7.33  (step-pop @p12661 :rule scope :premises (@p12660))
% 7.12/7.33  (step @p3755 :rule process_scope :premises (@p12661) :args (@t1967))
% 7.12/7.33  (step @p3766 :rule implies_elim :premises (@p3755))
% 7.12/7.33  (step @p3767 :rule resolution :premises (@p3766 @p3733) :args (true @t1967))
% 7.12/7.33  (step @p3768 :rule not_and :premises (@p3767))
% 7.12/7.33  (step @p3769 :rule eq_resolve :premises (@p3768 @p3619))
% 7.12/7.33  (step @p3770 :rule chain_m_resolution :premises (@p3769 @p43 @p3610 @p3365 @p3601 @p109 @p3583 @p3574 @p166 @p185) :args (@t1919 @t1903 @t1968))
% 7.12/7.33  (step @p3771 :rule cnf_or_pos :args (@t1926))
% 7.12/7.33  (step @p3772 :rule reordering :premises (@p3771) :args ((or @t1925 @t1908 (not @t1926))))
% 7.12/7.33  (step @p3773 :rule chain_m_resolution :premises (@p3772 @p3770 @p3565) :args (@t1908 @t1904 (@list @t1919 @t1926)))
% 7.12/7.33  (step @p3774 :rule arith_poly_norm :args ((= (* 203088066262591405/147853392187311028 (- @t1352 @t1353)) (* 40617613252518281/200000000000000000 @t1978))))
% 7.12/7.33  (step @p3775 :rule arith_poly_norm_rel :premises (@p3774) :args ((= @t1980 @t1979)))
% 7.12/7.33  (step @p3776 :rule arith_poly_norm :args ((= (* 203088066262591405/147853392187311028 (- @t1352 0/1)) (* 40617613252518281/200000000000000000 (- @t1989 -203088066262591405/147853392187311028)))))
% 7.12/7.33  (step @p3777 :rule arith_poly_norm_rel :premises (@p3776) :args ((= (>= @t1352 0/1) @t1990)))
% 7.12/7.33  (step @p3778 :rule refl :args (0/1))
% 7.12/7.33  (step @p3779 :rule arith_poly_norm :args ((= @t1991 @t1352)))
% 7.12/7.33  (step @p3780 :rule arith_poly_norm :args ((= @t1992 @t1991)))
% 7.12/7.33  (step @p3781 :rule trans :premises (@p3780 @p3779))
% 7.12/7.33  (step @p3782 :rule cong :premises (@p3781 @p3778) :args (@t1993))
% 7.12/7.33  (step @p3783 :rule trans :premises (@p3782 @p3777))
% 7.12/7.33  (step @p3784 :rule cong :premises (@p3783) :args (@t1994))
% 7.12/7.33  (step @p3785 :rule nary_cong :premises (@p3784 @p3775) :args (@t1995))
% 7.12/7.33  (step @p3786 :rule cong :premises (@p3339 @p3785) :args ((=> @t1851 @t1995)))
% 7.12/7.33  (assume-push @p12662 @t1851)
% 7.12/7.33  (step @p3788 :rule instantiate :premises (@p3326) :args ((@list @t1352 0/1)))
% 7.12/7.33  (step-pop @p12663 :rule scope :premises (@p3788))
% 7.12/7.33  (step @p3789 :rule process_scope :premises (@p12663) :args (@t1995))
% 7.12/7.33  (step @p3791 :rule eq_resolve :premises (@p3789 @p3786))
% 7.12/7.33  (step @p3792 :rule implies_elim :premises (@p3791))
% 7.12/7.33  (step @p3793 :rule chain_m_resolution :premises (@p3792 @p3326) :args (@t1997 @t1246 @t1854))
% 7.12/7.33  (step @p3794 :rule bool-double-not-elim :args (@t1990))
% 7.12/7.33  (step @p3795 :rule refl :args (@t1998))
% 7.12/7.33  (step @p3796 :rule nary_cong :premises (@p3375 @p3617 @p3795 @p3616 @p3371 @p3614 @p3369 @p3612 @p3367 @p3794) :args ((or @t1866 @t1938 @t1998 @t1937 @t1862 @t1935 @t1860 @t1933 @t1858 (not @t1996))))
% 7.12/7.33  (assume-push @p12664 @t1996)
% 7.12/7.33  (assume-push @p12665 @t1932)
% 7.12/7.33  (assume-push @p12666 @t1203)
% 7.12/7.33  (assume-push @p12667 @t1195)
% 7.12/7.33  (assume-push @p12668 @t1248)
% 7.12/7.33  (assume-push @p12669 @t1181)
% 7.12/7.33  (assume-push @p12670 @t1930)
% 7.12/7.33  (assume-push @p12671 @t1249)
% 7.12/7.33  (assume-push @p12672 @t1929)
% 7.12/7.33  (assume-push @p12673 @t1199)
% 7.12/7.33  (step @p3807 :rule arith-elim-lt :args (|tptp.'X_7'| 246021624936389/500000000000000))
% 7.12/7.33  (step @p3808 :rule symm :premises (@p3807))
% 7.12/7.33  (assume-push @p12674 @t1199)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p3810 :rule evaluate :args ((>= 0/1 -2037595751136634151230703907681898941/739266960936555140000000000000000000)))
% 7.12/7.33  (step @p3811 :rule evaluate :args ((+ -246021624936389/500000000000000 5511822172698663781001037433467/73926696093655514000000000000000 42906296636061103011925539111861/73926696093655514000000000000000 -1417933628122057464868983680823/36963348046827757000000000000000 -1668134924931179526672376234968941/739266960936555140000000000000000000 19995170664491046733666872349963/73926696093655514000000000000000 -127467633494786875276003008012241/73926696093655514000000000000000 -1406093138914398234398209272633/18481674023413878500000000000000 1840987141842636304890668622327/73926696093655514000000000000000 -203088066262591405/147853392187311028)))
% 7.12/7.33  (step @p3812 :rule refl :args (-203088066262591405/147853392187311028))
% 7.12/7.33  (step @p3813 :rule evaluate :args (@t1999))
% 7.12/7.33  (step @p3814 :rule evaluate :args (@t2000))
% 7.12/7.33  (step @p3815 :rule evaluate :args (@t2001))
% 7.12/7.33  (step @p3816 :rule evaluate :args (@t2002))
% 7.12/7.33  (step @p3817 :rule evaluate :args (@t2003))
% 7.12/7.33  (step @p3818 :rule evaluate :args (@t2004))
% 7.12/7.33  (step @p3819 :rule evaluate :args (@t2005))
% 7.12/7.33  (step @p3820 :rule evaluate :args (@t2006))
% 7.12/7.33  (step @p3821 :rule evaluate :args (@t1200))
% 7.12/7.33  (step @p3822 :rule nary_cong :premises (@p3821 @p3820 @p3819 @p3818 @p3817 @p3816 @p3815 @p3814 @p3813 @p3812) :args (@t2007))
% 7.12/7.33  (step @p3823 :rule trans :premises (@p3822 @p3811))
% 7.12/7.33  (step @p3824 :rule arith_poly_norm :args ((= @t2008 0/1)))
% 7.12/7.33  (step @p3825 :rule arith_poly_norm :args ((= @t2009 @t2008)))
% 7.12/7.33  (step @p3826 :rule trans :premises (@p3825 @p3824))
% 7.12/7.33  (step @p3827 :rule cong :premises (@p3826 @p3823) :args (@t2010))
% 7.12/7.33  (step @p3828 :rule trans :premises (@p3827 @p3810))
% 7.12/7.33  (step @p3829 :rule cong :premises (@p3828) :args ((not @t2010)))
% 7.12/7.33  (step @p3830 :rule trans :premises (@p3829 @p3396))
% 7.12/7.33  (step @p3831 :rule arith-elim-lt :args (@t2009 @t2007))
% 7.12/7.33  (step @p3832 :rule trans :premises (@p3831 @p3830))
% 7.12/7.33  (step @p3833 :rule arith-elim-lt :args (@t1989 -203088066262591405/147853392187311028))
% 7.12/7.33  (step @p3834 :rule symm :premises (@p3833))
% 7.12/7.33  (step @p3835 :rule eq_resolve :premises (@p12664 @p3834))
% 7.12/7.33  (step @p3836 :rule arith_mult_pos :args (63029704424822863/147853392187311028 @t1965))
% 7.12/7.33  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.33  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.33  (step @p3837 :rule evaluate :args ((> 63029704424822863/147853392187311028 0/1)))
% 7.12/7.33  (step @p3838 :rule true_elim :premises (@p3837))
% 7.12/7.33  (step @p3839 :rule and_intro :premises (@p3838 @p3677))
% 7.12/7.33  (step @p3840 :rule modus_ponens :premises (@p3839 @p3836))
% 7.12/7.33  (step @p3841 :rule arith_mult_neg :args (-72361978741696767/36963348046827757 @t1203))
% 7.12/7.33  (step @p3842 :rule evaluate :args ((< -72361978741696767/36963348046827757 0/1)))
% 7.12/7.33  (step @p3843 :rule true_elim :premises (@p3842))
% 7.12/7.33  (step @p3844 :rule and_intro :premises (@p3843 @p185))
% 7.12/7.33  (step @p3845 :rule modus_ponens :premises (@p3844 @p3841))
% 7.12/7.33  (step @p3846 :rule arith_mult_neg :args (-127617040954670663/73926696093655514 @t1195))
% 7.12/7.33  (step @p3847 :rule evaluate :args ((< -127617040954670663/73926696093655514 0/1)))
% 7.12/7.33  (step @p3848 :rule true_elim :premises (@p3847))
% 7.12/7.33  (step @p3849 :rule and_intro :premises (@p3848 @p147))
% 7.12/7.33  (step @p3850 :rule modus_ponens :premises (@p3849 @p3846))
% 7.12/7.33  (step @p3851 :rule arith_mult_pos :args (253268830840590653/147853392187311028 @t1899))
% 7.12/7.33  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.33  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.33  (step @p3852 :rule evaluate :args ((> 253268830840590653/147853392187311028 0/1)))
% 7.12/7.33  (step @p3853 :rule true_elim :premises (@p3852))
% 7.12/7.33  (step @p3854 :rule and_intro :premises (@p3853 @p3460))
% 7.12/7.33  (step @p3855 :rule modus_ponens :premises (@p3854 @p3851))
% 7.12/7.33  (step @p3856 :rule arith_mult_neg :args (-108342209516613941/147853392187311028 @t1181))
% 7.12/7.33  (step @p3857 :rule evaluate :args ((< -108342209516613941/147853392187311028 0/1)))
% 7.12/7.33  (step @p3858 :rule true_elim :premises (@p3857))
% 7.12/7.33  (step @p3859 :rule and_intro :premises (@p3858 @p81))
% 7.12/7.33  (step @p3860 :rule modus_ponens :premises (@p3859 @p3856))
% 7.12/7.33  (step @p3861 :rule arith_mult_neg :args (-11393961409695397/147853392187311028 @t1930))
% 7.12/7.33  (step @p3862 :rule evaluate :args ((< -11393961409695397/147853392187311028 0/1)))
% 7.12/7.33  (step @p3863 :rule true_elim :premises (@p3862))
% 7.12/7.33  (step @p3864 :rule and_intro :premises (@p3863 @p3601))
% 7.12/7.33  (step @p3865 :rule modus_ponens :premises (@p3864 @p3861))
% 7.12/7.33  (step @p3866 :rule arith_mult_pos :args (123612277627873371/73926696093655514 @t1900))
% 7.12/7.33  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.33  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.33  (step @p3867 :rule evaluate :args ((> 123612277627873371/73926696093655514 0/1)))
% 7.12/7.33  (step @p3868 :rule true_elim :premises (@p3867))
% 7.12/7.33  (step @p3869 :rule and_intro :premises (@p3868 @p3467))
% 7.12/7.33  (step @p3870 :rule modus_ponens :premises (@p3869 @p3866))
% 7.12/7.33  (step @p3871 :rule arith_mult_pos :args (122733889602263613/73926696093655514 @t1966))
% 7.12/7.33  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.33  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.33  (step @p3872 :rule evaluate :args ((> 122733889602263613/73926696093655514 0/1)))
% 7.12/7.33  (step @p3873 :rule true_elim :premises (@p3872))
% 7.12/7.33  (step @p3874 :rule and_intro :premises (@p3873 @p3712))
% 7.12/7.33  (step @p3875 :rule modus_ponens :premises (@p3874 @p3871))
% 7.12/7.33  (step @p3876 :rule arith_mult_neg :args (-1/1 @t1199))
% 7.12/7.33  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.33  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.33  (step @p3877 :rule and_intro :premises (@p3443 @p166))
% 7.12/7.33  (step @p3878 :rule modus_ponens :premises (@p3877 @p3876))
% 7.12/7.33  (step @p3879 :rule arith_sum_ub :premises (@p3878 @p3875 @p3870 @p3865 @p3860 @p3855 @p3850 @p3845 @p3840 @p3835))
% 7.12/7.33  (step @p3880 false :rule eq_resolve :premises (@p3879 @p3832))
% 7.12/7.33  (step-pop @p12675 :rule scope :premises (@p3880))
% 7.12/7.33  (step @p3881 :rule process_scope :premises (@p12675) :args (false))
% 7.12/7.33  (step @p3883 :rule eq_resolve :premises (@p3881 @p3808))
% 7.12/7.33  (step @p3884 :rule eq_resolve :premises (@p3883 @p3807))
% 7.12/7.33  (step @p3885 false :rule contra :premises (@p166 @p3884))
% 7.12/7.33  (step-pop @p12676 :rule scope :premises (@p3885))
% 7.12/7.33  (step-pop @p12677 :rule scope :premises (@p12676))
% 7.12/7.33  (step-pop @p12678 :rule scope :premises (@p12677))
% 7.12/7.33  (step-pop @p12679 :rule scope :premises (@p12678))
% 7.12/7.33  (step-pop @p12680 :rule scope :premises (@p12679))
% 7.12/7.33  (step-pop @p12681 :rule scope :premises (@p12680))
% 7.12/7.33  (step-pop @p12682 :rule scope :premises (@p12681))
% 7.12/7.33  (step-pop @p12683 :rule scope :premises (@p12682))
% 7.12/7.33  (step-pop @p12684 :rule scope :premises (@p12683))
% 7.12/7.33  (step-pop @p12685 :rule scope :premises (@p12684))
% 7.12/7.33  (step @p3886 :rule process_scope :premises (@p12685) :args (false))
% 7.12/7.33  (assume-push @p12686 @t1248)
% 7.12/7.33  (assume-push @p12687 @t1932)
% 7.12/7.33  (assume-push @p12688 @t1181)
% 7.12/7.33  (assume-push @p12689 @t1930)
% 7.12/7.33  (assume-push @p12690 @t1249)
% 7.12/7.33  (assume-push @p12691 @t1929)
% 7.12/7.33  (assume-push @p12692 @t1195)
% 7.12/7.33  (assume-push @p12693 @t1199)
% 7.12/7.33  (assume-push @p12694 @t1203)
% 7.12/7.33  (assume-push @p12695 @t1996)
% 7.12/7.33  (step @p3907 :rule and_intro :premises (@p12695 @p3610 @p185 @p147 @p246 @p81 @p3601 @p255 @p3583 @p166))
% 7.12/7.33  (step-pop @p12696 :rule scope :premises (@p3907))
% 7.12/7.33  (step-pop @p12697 :rule scope :premises (@p12696))
% 7.12/7.33  (step-pop @p12698 :rule scope :premises (@p12697))
% 7.12/7.33  (step-pop @p12699 :rule scope :premises (@p12698))
% 7.12/7.33  (step-pop @p12700 :rule scope :premises (@p12699))
% 7.12/7.33  (step-pop @p12701 :rule scope :premises (@p12700))
% 7.12/7.33  (step-pop @p12702 :rule scope :premises (@p12701))
% 7.12/7.33  (step-pop @p12703 :rule scope :premises (@p12702))
% 7.12/7.33  (step-pop @p12704 :rule scope :premises (@p12703))
% 7.12/7.33  (step-pop @p12705 :rule scope :premises (@p12704))
% 7.12/7.33  (step @p3908 :rule process_scope :premises (@p12705) :args (@t2011))
% 7.12/7.33  (step @p3919 :rule implies_elim :premises (@p3908))
% 7.12/7.33  (step @p3920 :rule resolution :premises (@p3919 @p3886) :args (true @t2011))
% 7.12/7.33  (step @p3921 :rule not_and :premises (@p3920))
% 7.12/7.33  (step @p3922 :rule eq_resolve :premises (@p3921 @p3796))
% 7.12/7.33  (step @p3923 :rule chain_m_resolution :premises (@p3922 @p246 @p3610 @p81 @p3601 @p255 @p3583 @p147 @p166 @p185) :args (@t1990 @t1903 (@list @t1248 @t1932 @t1181 @t1930 @t1249 @t1929 @t1195 @t1199 @t1203)))
% 7.12/7.33  (step @p3924 :rule cnf_or_pos :args (@t1997))
% 7.12/7.33  (step @p3925 :rule reordering :premises (@p3924) :args ((or @t1996 @t1979 (not @t1997))))
% 7.12/7.33  (step @p3926 :rule chain_m_resolution :premises (@p3925 @p3923 @p3793) :args (@t1979 @t1904 (@list @t1990 @t1997)))
% 7.12/7.33  (step @p3927 :rule arith_poly_norm :args ((= (* 141036994079377198/269376706562944379 (- @t1370 @t1371)) (* 70518497039688599/500000000000000000 @t2013))))
% 7.12/7.33  (step @p3928 :rule arith_poly_norm_rel :premises (@p3927) :args ((= @t2015 @t2014)))
% 7.12/7.33  (step @p3929 :rule arith_poly_norm :args ((= (* 141036994079377198/269376706562944379 (- @t1370 0/1)) (* 70518497039688599/500000000000000000 (- @t2024 -141036994079377198/269376706562944379)))))
% 7.12/7.33  (step @p3930 :rule arith_poly_norm_rel :premises (@p3929) :args ((= (>= @t1370 0/1) @t2025)))
% 7.12/7.33  (step @p3931 :rule refl :args (0/1))
% 7.12/7.33  (step @p3932 :rule arith_poly_norm :args ((= @t2026 @t1370)))
% 7.12/7.33  (step @p3933 :rule arith_poly_norm :args ((= @t2027 @t2026)))
% 7.12/7.33  (step @p3934 :rule trans :premises (@p3933 @p3932))
% 7.12/7.33  (step @p3935 :rule cong :premises (@p3934 @p3931) :args (@t2028))
% 7.12/7.33  (step @p3936 :rule trans :premises (@p3935 @p3930))
% 7.12/7.33  (step @p3937 :rule cong :premises (@p3936) :args (@t2029))
% 7.12/7.33  (step @p3938 :rule nary_cong :premises (@p3937 @p3928) :args (@t2030))
% 7.12/7.33  (step @p3939 :rule cong :premises (@p3339 @p3938) :args ((=> @t1851 @t2030)))
% 7.12/7.33  (assume-push @p12706 @t1851)
% 7.12/7.33  (step @p3941 :rule instantiate :premises (@p3326) :args ((@list @t1370 0/1)))
% 7.12/7.33  (step-pop @p12707 :rule scope :premises (@p3941))
% 7.12/7.33  (step @p3942 :rule process_scope :premises (@p12707) :args (@t2030))
% 7.12/7.33  (step @p3944 :rule eq_resolve :premises (@p3942 @p3939))
% 7.12/7.33  (step @p3945 :rule implies_elim :premises (@p3944))
% 7.12/7.33  (step @p3946 :rule chain_m_resolution :premises (@p3945 @p3326) :args (@t2032 @t1246 @t1854))
% 7.12/7.33  (step @p3947 :rule bool-double-not-elim :args (@t2025))
% 7.12/7.33  (step @p3948 :rule refl :args (@t2033))
% 7.12/7.33  (step @p3949 :rule nary_cong :premises (@p3375 @p3617 @p3373 @p3616 @p3615 @p3370 @p3369 @p3612 @p3948 @p3947) :args ((or @t1866 @t1938 @t1864 @t1937 @t1936 @t1861 @t1860 @t1933 @t2033 (not @t2031))))
% 7.12/7.33  (assume-push @p12708 @t2031)
% 7.12/7.33  (assume-push @p12709 @t1191)
% 7.12/7.33  (assume-push @p12710 @t1930)
% 7.12/7.33  (assume-push @p12711 @t1248)
% 7.12/7.33  (assume-push @p12712 @t1857)
% 7.12/7.33  (assume-push @p12713 @t1187)
% 7.12/7.33  (assume-push @p12714 @t1195)
% 7.12/7.33  (assume-push @p12715 @t1932)
% 7.12/7.33  (assume-push @p12716 @t1199)
% 7.12/7.33  (assume-push @p12717 @t1251)
% 7.12/7.33  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.33  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.33  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.33  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.33  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.33  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.33  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.33  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.33  (assume-push @p12718 @t2035)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p3969 :rule evaluate :args ((>= 0/1 -202977679612639935005317149488901/15563686652983207000000000000000)))
% 7.12/7.33  (step @p3970 :rule evaluate :args ((+ 20431380448199/500000000000000 -66272495068628419225020420107431/23345529979474810500000000000000 9416856769542722907929331337/486365207905725218750000000000 -28340723010642652296761832608367/7781843326491603500000000000000 -17768704714508520741329794197181/15563686652983207000000000000000 436180170763101013902498443791/15563686652983207000000000000000 2355602177081775733739727101237/5836382494868702625000000000000 -11070864610324974484550577079293/3890921663245801750000000000000 -2115528887926150037626315373359/46691059958949621000000000000000 -141036994079377198/46691059958949621)))
% 7.12/7.33  (step @p3971 :rule evaluate :args (@t2037))
% 7.12/7.33  (step @p3972 :rule evaluate :args (@t2038))
% 7.12/7.33  (step @p3973 :rule evaluate :args (@t2039))
% 7.12/7.33  (step @p3974 :rule evaluate :args (@t2040))
% 7.12/7.33  (step @p3975 :rule evaluate :args (@t2041))
% 7.12/7.33  (step @p3976 :rule evaluate :args (@t2042))
% 7.12/7.33  (step @p3977 :rule evaluate :args (@t2043))
% 7.12/7.33  (step @p3978 :rule evaluate :args (@t2044))
% 7.12/7.33  (step @p3979 :rule evaluate :args (@t2045))
% 7.12/7.33  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.33  (step @p3981 :rule nary_cong :premises (@p3980 @p3979 @p3978 @p3977 @p3976 @p3975 @p3974 @p3973 @p3972 @p3971) :args (@t2046))
% 7.12/7.33  (step @p3982 :rule trans :premises (@p3981 @p3970))
% 7.12/7.33  (step @p3983 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2055 @t2054 @t2053 @t2052 @t2051 @t2050 @t2049 @t2048 @t2047) 0/1)))
% 7.12/7.33  (step @p3984 :rule arith_poly_norm :args ((= @t2056 @t2047)))
% 7.12/7.33  (step @p3985 :rule refl :args (@t2048))
% 7.12/7.33  (step @p3986 :rule refl :args (@t2049))
% 7.12/7.33  (step @p3987 :rule refl :args (@t2050))
% 7.12/7.33  (step @p3988 :rule refl :args (@t2051))
% 7.12/7.33  (step @p3989 :rule refl :args (@t2052))
% 7.12/7.33  (step @p3990 :rule refl :args (@t2053))
% 7.12/7.33  (step @p3991 :rule refl :args (@t2054))
% 7.12/7.33  (step @p3992 :rule refl :args (@t2055))
% 7.12/7.33  (step @p3993 :rule nary_cong :premises (@p181 @p3992 @p3991 @p3990 @p3989 @p3988 @p3987 @p3986 @p3985 @p3984) :args (@t2057))
% 7.12/7.33  (step @p3994 :rule trans :premises (@p3993 @p3983))
% 7.12/7.33  (step @p3995 :rule cong :premises (@p3994 @p3982) :args (@t2058))
% 7.12/7.33  (step @p3996 :rule trans :premises (@p3995 @p3969))
% 7.12/7.33  (step @p3997 :rule cong :premises (@p3996) :args ((not @t2058)))
% 7.12/7.33  (step @p3998 :rule trans :premises (@p3997 @p3396))
% 7.12/7.33  (step @p3999 :rule arith-elim-lt :args (@t2057 @t2046))
% 7.12/7.33  (step @p4000 :rule trans :premises (@p3999 @p3998))
% 7.12/7.33  (step @p4001 :rule arith_mult_pos :args (269376706562944379/46691059958949621 (< @t2024 -141036994079377198/269376706562944379)))
% 7.12/7.33  (step @p4002 :rule arith-elim-lt :args (@t2024 -141036994079377198/269376706562944379))
% 7.12/7.33  (step @p4003 :rule symm :premises (@p4002))
% 7.12/7.33  (step @p4004 :rule eq_resolve :premises (@p12708 @p4003))
% 7.12/7.33  (step @p4005 :rule evaluate :args ((> 269376706562944379/46691059958949621 0/1)))
% 7.12/7.33  (step @p4006 :rule true_elim :premises (@p4005))
% 7.12/7.33  (step @p4007 :rule and_intro :premises (@p4006 @p4004))
% 7.12/7.33  (step @p4008 :rule modus_ponens :premises (@p4007 @p4001))
% 7.12/7.33  (step @p4009 :rule arith_mult_neg :args (-49303003478437801/46691059958949621 @t1191))
% 7.12/7.33  (step @p4010 :rule evaluate :args ((< -49303003478437801/46691059958949621 0/1)))
% 7.12/7.33  (step @p4011 :rule true_elim :premises (@p4010))
% 7.12/7.33  (step @p4012 :rule and_intro :premises (@p4011 @p128))
% 7.12/7.33  (step @p4013 :rule modus_ponens :premises (@p4012 @p4009))
% 7.12/7.33  (step @p4014 :rule arith_mult_neg :args (-266883445685118181/46691059958949621 @t1930))
% 7.12/7.33  (step @p4015 :rule evaluate :args ((< -266883445685118181/46691059958949621 0/1)))
% 7.12/7.33  (step @p4016 :rule true_elim :premises (@p4015))
% 7.12/7.33  (step @p4017 :rule and_intro :premises (@p4016 @p3601))
% 7.12/7.33  (step @p4018 :rule modus_ponens :premises (@p4017 @p4014))
% 7.12/7.33  (step @p4019 :rule arith_mult_pos :args (119348940666866188/46691059958949621 @t1899))
% 7.12/7.33  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.33  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.33  (step @p4020 :rule evaluate :args ((> 119348940666866188/46691059958949621 0/1)))
% 7.12/7.33  (step @p4021 :rule true_elim :premises (@p4020))
% 7.12/7.33  (step @p4022 :rule and_intro :premises (@p4021 @p3460))
% 7.12/7.33  (step @p4023 :rule modus_ponens :premises (@p4022 @p4019))
% 7.12/7.33  (step @p4024 :rule arith_mult_pos :args (85872695173398461/15563686652983207 @t1901))
% 7.12/7.33  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.33  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.33  (step @p4025 :rule evaluate :args ((> 85872695173398461/15563686652983207 0/1)))
% 7.12/7.33  (step @p4026 :rule true_elim :premises (@p4025))
% 7.12/7.33  (step @p4027 :rule and_intro :premises (@p4026 @p3479))
% 7.12/7.33  (step @p4028 :rule modus_ponens :premises (@p4027 @p4024))
% 7.12/7.33  (step @p4029 :rule arith_mult_neg :args (-51487994302759891/15563686652983207 @t1187))
% 7.12/7.33  (step @p4030 :rule evaluate :args ((< -51487994302759891/15563686652983207 0/1)))
% 7.12/7.33  (step @p4031 :rule true_elim :premises (@p4030))
% 7.12/7.33  (step @p4032 :rule and_intro :premises (@p4031 @p109))
% 7.12/7.33  (step @p4033 :rule modus_ponens :premises (@p4032 @p4029))
% 7.12/7.33  (step @p4034 :rule arith_mult_neg :args (-56747883521067762/15563686652983207 @t1195))
% 7.12/7.33  (step @p4035 :rule evaluate :args ((< -56747883521067762/15563686652983207 0/1)))
% 7.12/7.33  (step @p4036 :rule true_elim :premises (@p4035))
% 7.12/7.33  (step @p4037 :rule and_intro :premises (@p4036 @p147))
% 7.12/7.33  (step @p4038 :rule modus_ponens :premises (@p4037 @p4034))
% 7.12/7.33  (step @p4039 :rule arith_mult_pos :args (15475394094090544/46691059958949621 @t1965))
% 7.12/7.33  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.33  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.33  (step @p4040 :rule evaluate :args ((> 15475394094090544/46691059958949621 0/1)))
% 7.12/7.33  (step @p4041 :rule true_elim :premises (@p4040))
% 7.12/7.33  (step @p4042 :rule and_intro :premises (@p4041 @p3677))
% 7.12/7.33  (step @p4043 :rule modus_ponens :premises (@p4042 @p4039))
% 7.12/7.33  (step @p4044 :rule arith_mult_neg :args (-269376706562944379/46691059958949621 @t1199))
% 7.12/7.33  (step @p4045 :rule evaluate :args ((< -269376706562944379/46691059958949621 0/1)))
% 7.12/7.33  (step @p4046 :rule true_elim :premises (@p4045))
% 7.12/7.33  (step @p4047 :rule and_intro :premises (@p4046 @p166))
% 7.12/7.33  (step @p4048 :rule modus_ponens :premises (@p4047 @p4044))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4050 :rule eq_resolve :premises (@p18 @p263))
% 7.12/7.33  (step @p4051 :rule eq_resolve :premises (@p4050 @p4049))
% 7.12/7.33  (step @p4052 :rule arith_sum_ub :premises (@p4051 @p4048 @p4043 @p4038 @p4033 @p4028 @p4023 @p4018 @p4013 @p4008))
% 7.12/7.33  (step @p4053 false :rule eq_resolve :premises (@p4052 @p4000))
% 7.12/7.33  (step-pop @p12719 :rule scope :premises (@p4053))
% 7.12/7.33  (step @p4054 :rule process_scope :premises (@p12719) :args (false))
% 7.12/7.33  (step @p4056 :rule eq_resolve :premises (@p4054 @p3967))
% 7.12/7.33  (step @p4057 :rule eq_resolve :premises (@p4056 @p3963))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4059 false :rule contra :premises (@p4058 @p4057))
% 7.12/7.33  (step-pop @p12720 :rule scope :premises (@p4059))
% 7.12/7.33  (step-pop @p12721 :rule scope :premises (@p12720))
% 7.12/7.33  (step-pop @p12722 :rule scope :premises (@p12721))
% 7.12/7.33  (step-pop @p12723 :rule scope :premises (@p12722))
% 7.12/7.33  (step-pop @p12724 :rule scope :premises (@p12723))
% 7.12/7.33  (step-pop @p12725 :rule scope :premises (@p12724))
% 7.12/7.33  (step-pop @p12726 :rule scope :premises (@p12725))
% 7.12/7.33  (step-pop @p12727 :rule scope :premises (@p12726))
% 7.12/7.33  (step-pop @p12728 :rule scope :premises (@p12727))
% 7.12/7.33  (step-pop @p12729 :rule scope :premises (@p12728))
% 7.12/7.33  (step @p4060 :rule process_scope :premises (@p12729) :args (false))
% 7.12/7.33  (assume-push @p12730 @t1248)
% 7.12/7.33  (assume-push @p12731 @t1932)
% 7.12/7.33  (assume-push @p12732 @t1857)
% 7.12/7.33  (assume-push @p12733 @t1930)
% 7.12/7.33  (assume-push @p12734 @t1187)
% 7.12/7.33  (assume-push @p12735 @t1191)
% 7.12/7.33  (assume-push @p12736 @t1195)
% 7.12/7.33  (assume-push @p12737 @t1199)
% 7.12/7.33  (assume-push @p12738 @t1251)
% 7.12/7.33  (assume-push @p12739 @t2031)
% 7.12/7.33  (step @p4081 :rule and_intro :premises (@p12739 @p128 @p3601 @p246 @p3365 @p109 @p147 @p3610 @p166 @p264))
% 7.12/7.33  (step-pop @p12740 :rule scope :premises (@p4081))
% 7.12/7.33  (step-pop @p12741 :rule scope :premises (@p12740))
% 7.12/7.33  (step-pop @p12742 :rule scope :premises (@p12741))
% 7.12/7.33  (step-pop @p12743 :rule scope :premises (@p12742))
% 7.12/7.33  (step-pop @p12744 :rule scope :premises (@p12743))
% 7.12/7.33  (step-pop @p12745 :rule scope :premises (@p12744))
% 7.12/7.33  (step-pop @p12746 :rule scope :premises (@p12745))
% 7.12/7.33  (step-pop @p12747 :rule scope :premises (@p12746))
% 7.12/7.33  (step-pop @p12748 :rule scope :premises (@p12747))
% 7.12/7.33  (step-pop @p12749 :rule scope :premises (@p12748))
% 7.12/7.33  (step @p4082 :rule process_scope :premises (@p12749) :args (@t2059))
% 7.12/7.33  (step @p4093 :rule implies_elim :premises (@p4082))
% 7.12/7.33  (step @p4094 :rule resolution :premises (@p4093 @p4060) :args (true @t2059))
% 7.12/7.33  (step @p4095 :rule not_and :premises (@p4094))
% 7.12/7.33  (step @p4096 :rule eq_resolve :premises (@p4095 @p3949))
% 7.12/7.33  (step @p4097 :rule chain_m_resolution :premises (@p4096 @p246 @p3610 @p3365 @p3601 @p109 @p128 @p147 @p166 @p264) :args (@t2025 @t1903 @t2060))
% 7.12/7.33  (step @p4098 :rule cnf_or_pos :args (@t2032))
% 7.12/7.33  (step @p4099 :rule reordering :premises (@p4098) :args ((or @t2031 @t2014 (not @t2032))))
% 7.12/7.33  (step @p4100 :rule chain_m_resolution :premises (@p4099 @p4097 @p3946) :args (@t2014 @t1904 (@list @t2025 @t2032)))
% 7.12/7.33  (step @p4101 :rule arith_poly_norm :args ((= (* 197320938824874503/245581722149856574 (- @t1387 @t1388)) (* 197320938824874503/1000000000000000000 @t2062))))
% 7.12/7.33  (step @p4102 :rule arith_poly_norm_rel :premises (@p4101) :args ((= @t2064 @t2063)))
% 7.12/7.33  (step @p4103 :rule arith_poly_norm :args ((= (* 197320938824874503/245581722149856574 (- @t1387 0/1)) (* 197320938824874503/1000000000000000000 (- @t2073 -197320938824874503/245581722149856574)))))
% 7.12/7.33  (step @p4104 :rule arith_poly_norm_rel :premises (@p4103) :args ((= (>= @t1387 0/1) @t2074)))
% 7.12/7.33  (step @p4105 :rule refl :args (0/1))
% 7.12/7.33  (step @p4106 :rule arith_poly_norm :args ((= @t2075 @t1387)))
% 7.12/7.33  (step @p4107 :rule arith_poly_norm :args ((= @t2076 @t2075)))
% 7.12/7.33  (step @p4108 :rule trans :premises (@p4107 @p4106))
% 7.12/7.33  (step @p4109 :rule cong :premises (@p4108 @p4105) :args (@t2077))
% 7.12/7.33  (step @p4110 :rule trans :premises (@p4109 @p4104))
% 7.12/7.33  (step @p4111 :rule cong :premises (@p4110) :args (@t2078))
% 7.12/7.33  (step @p4112 :rule nary_cong :premises (@p4111 @p4102) :args (@t2079))
% 7.12/7.33  (step @p4113 :rule cong :premises (@p3339 @p4112) :args ((=> @t1851 @t2079)))
% 7.12/7.33  (assume-push @p12750 @t1851)
% 7.12/7.33  (step @p4115 :rule instantiate :premises (@p3326) :args ((@list @t1387 0/1)))
% 7.12/7.33  (step-pop @p12751 :rule scope :premises (@p4115))
% 7.12/7.33  (step @p4116 :rule process_scope :premises (@p12751) :args (@t2079))
% 7.12/7.33  (step @p4118 :rule eq_resolve :premises (@p4116 @p4113))
% 7.12/7.33  (step @p4119 :rule implies_elim :premises (@p4118))
% 7.12/7.33  (step @p4120 :rule chain_m_resolution :premises (@p4119 @p3326) :args (@t2081 @t1246 @t1854))
% 7.12/7.33  (step @p4121 :rule bool-double-not-elim :args (@t2074))
% 7.12/7.33  (step @p4122 :rule nary_cong :premises (@p3618 @p3374 @p3795 @p3616 @p3371 @p3370 @p3369 @p3612 @p3948 @p4121) :args ((or @t1939 @t1865 @t1998 @t1937 @t1862 @t1861 @t1860 @t1933 @t2033 (not @t2080))))
% 7.12/7.33  (assume-push @p12752 @t2080)
% 7.12/7.33  (assume-push @p12753 @t1930)
% 7.12/7.33  (assume-push @p12754 @t1249)
% 7.12/7.33  (assume-push @p12755 @t1175)
% 7.12/7.33  (assume-push @p12756 @t1199)
% 7.12/7.33  (assume-push @p12757 @t1191)
% 7.12/7.33  (assume-push @p12758 @t1195)
% 7.12/7.33  (assume-push @p12759 @t1178)
% 7.12/7.33  (assume-push @p12760 @t1181)
% 7.12/7.33  (assume-push @p12761 @t1251)
% 7.12/7.33  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.33  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.33  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.33  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.33  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.33  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.33  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.33  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.33  (assume-push @p12762 @t2035)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p4134 :rule evaluate :args ((>= 0/1 -2183683408058855115379420591941283217/106813703320479960000000000000000000)))
% 7.12/7.33  (step @p4135 :rule evaluate :args ((+ 20431380448199/500000000000000 -403167220845034077155174063217739/35604567773493320000000000000000000 -1948238961945085426766596846577/10681370332047996000000000000000 -3910242219584498018381091823837/2670342583011999000000000000000 -1720389329856405563377122714231/7120913554698664000000000000000 -30209207168992254462369111735643/5340685166023998000000000000000 -14179910365967307275068898444051/10681370332047996000000000000000 3637031978862909130275654015601/7120913554698664000000000000000 -2559235244866164003081778115697/890114194337333000000000000000 -197320938824874503/21362740664095992)))
% 7.12/7.33  (step @p4136 :rule evaluate :args (@t2082))
% 7.12/7.33  (step @p4137 :rule evaluate :args (@t2083))
% 7.12/7.33  (step @p4138 :rule evaluate :args (@t2084))
% 7.12/7.33  (step @p4139 :rule evaluate :args (@t2085))
% 7.12/7.33  (step @p4140 :rule evaluate :args (@t2086))
% 7.12/7.33  (step @p4141 :rule evaluate :args (@t2087))
% 7.12/7.33  (step @p4142 :rule evaluate :args (@t2088))
% 7.12/7.33  (step @p4143 :rule evaluate :args (@t2089))
% 7.12/7.33  (step @p4144 :rule evaluate :args (@t2090))
% 7.12/7.33  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.33  (step @p4145 :rule nary_cong :premises (@p3980 @p4144 @p4143 @p4142 @p4141 @p4140 @p4139 @p4138 @p4137 @p4136) :args (@t2091))
% 7.12/7.33  (step @p4146 :rule trans :premises (@p4145 @p4135))
% 7.12/7.33  (step @p4147 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2100 @t2099 @t2098 @t2097 @t2096 @t2095 @t2094 @t2093 @t2092) 0/1)))
% 7.12/7.33  (step @p4148 :rule arith_poly_norm :args ((= @t2101 @t2092)))
% 7.12/7.33  (step @p4149 :rule refl :args (@t2093))
% 7.12/7.33  (step @p4150 :rule refl :args (@t2094))
% 7.12/7.33  (step @p4151 :rule refl :args (@t2095))
% 7.12/7.33  (step @p4152 :rule refl :args (@t2096))
% 7.12/7.33  (step @p4153 :rule refl :args (@t2097))
% 7.12/7.33  (step @p4154 :rule refl :args (@t2098))
% 7.12/7.33  (step @p4155 :rule refl :args (@t2099))
% 7.12/7.33  (step @p4156 :rule refl :args (@t2100))
% 7.12/7.33  (step @p4157 :rule nary_cong :premises (@p181 @p4156 @p4155 @p4154 @p4153 @p4152 @p4151 @p4150 @p4149 @p4148) :args (@t2102))
% 7.12/7.33  (step @p4158 :rule trans :premises (@p4157 @p4147))
% 7.12/7.33  (step @p4159 :rule cong :premises (@p4158 @p4146) :args (@t2103))
% 7.12/7.33  (step @p4160 :rule trans :premises (@p4159 @p4134))
% 7.12/7.33  (step @p4161 :rule cong :premises (@p4160) :args ((not @t2103)))
% 7.12/7.33  (step @p4162 :rule trans :premises (@p4161 @p3396))
% 7.12/7.33  (step @p4163 :rule arith-elim-lt :args (@t2102 @t2091))
% 7.12/7.33  (step @p4164 :rule trans :premises (@p4163 @p4162))
% 7.12/7.33  (step @p4165 :rule arith_mult_pos :args (122790861074928287/10681370332047996 (< @t2073 -197320938824874503/245581722149856574)))
% 7.12/7.33  (step @p4166 :rule arith-elim-lt :args (@t2073 -197320938824874503/245581722149856574))
% 7.12/7.33  (step @p4167 :rule symm :premises (@p4166))
% 7.12/7.33  (step @p4168 :rule eq_resolve :premises (@p12752 @p4167))
% 7.12/7.33  (step @p4169 :rule evaluate :args ((> 122790861074928287/10681370332047996 0/1)))
% 7.12/7.33  (step @p4170 :rule true_elim :premises (@p4169))
% 7.12/7.33  (step @p4171 :rule and_intro :premises (@p4170 @p4168))
% 7.12/7.33  (step @p4172 :rule modus_ponens :premises (@p4171 @p4165))
% 7.12/7.33  (step @p4173 :rule arith_mult_neg :args (-20565015907660883/3560456777349332 @t1930))
% 7.12/7.33  (step @p4174 :rule evaluate :args ((< -20565015907660883/3560456777349332 0/1)))
% 7.12/7.33  (step @p4175 :rule true_elim :premises (@p4174))
% 7.12/7.33  (step @p4176 :rule and_intro :premises (@p4175 @p3601))
% 7.12/7.33  (step @p4177 :rule modus_ponens :premises (@p4176 @p4173))
% 7.12/7.33  (step @p4178 :rule arith_mult_pos :args (31434673366901533/21362740664095992 @t1900))
% 7.12/7.33  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.33  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.33  (step @p4179 :rule evaluate :args ((> 31434673366901533/21362740664095992 0/1)))
% 7.12/7.33  (step @p4180 :rule true_elim :premises (@p4179))
% 7.12/7.33  (step @p4181 :rule and_intro :premises (@p4180 @p3467))
% 7.12/7.33  (step @p4182 :rule modus_ponens :premises (@p4181 @p4178))
% 7.12/7.33  (step @p4183 :rule arith_mult_neg :args (-181914050129224181/21362740664095992 @t1175))
% 7.12/7.33  (step @p4184 :rule evaluate :args ((< -181914050129224181/21362740664095992 0/1)))
% 7.12/7.33  (step @p4185 :rule true_elim :premises (@p4184))
% 7.12/7.33  (step @p4186 :rule and_intro :premises (@p4185 @p43))
% 7.12/7.33  (step @p4187 :rule modus_ponens :premises (@p4186 @p4183))
% 7.12/7.33  (step @p4188 :rule arith_mult_neg :args (-122790861074928287/10681370332047996 @t1199))
% 7.12/7.33  (step @p4189 :rule evaluate :args ((< -122790861074928287/10681370332047996 0/1)))
% 7.12/7.33  (step @p4190 :rule true_elim :premises (@p4189))
% 7.12/7.33  (step @p4191 :rule and_intro :premises (@p4190 @p166))
% 7.12/7.33  (step @p4192 :rule modus_ponens :premises (@p4191 @p4188))
% 7.12/7.33  (step @p4193 :rule arith_mult_neg :args (-40094163496546209/7120913554698664 @t1191))
% 7.12/7.33  (step @p4194 :rule evaluate :args ((< -40094163496546209/7120913554698664 0/1)))
% 7.12/7.33  (step @p4195 :rule true_elim :premises (@p4194))
% 7.12/7.33  (step @p4196 :rule and_intro :premises (@p4195 @p128))
% 7.12/7.33  (step @p4197 :rule modus_ponens :premises (@p4196 @p4193))
% 7.12/7.33  (step @p4198 :rule arith_mult_neg :args (-3914825495680091/2670342583011999 @t1195))
% 7.12/7.33  (step @p4199 :rule evaluate :args ((< -3914825495680091/2670342583011999 0/1)))
% 7.12/7.33  (step @p4200 :rule true_elim :premises (@p4199))
% 7.12/7.33  (step @p4201 :rule and_intro :premises (@p4200 @p147))
% 7.12/7.33  (step @p4202 :rule modus_ponens :premises (@p4201 @p4198))
% 7.12/7.33  (step @p4203 :rule arith_mult_neg :args (-69066291091121113/21362740664095992 @t1178))
% 7.12/7.33  (step @p4204 :rule evaluate :args ((< -69066291091121113/21362740664095992 0/1)))
% 7.12/7.33  (step @p4205 :rule true_elim :premises (@p4204))
% 7.12/7.33  (step @p4206 :rule and_intro :premises (@p4205 @p62))
% 7.12/7.33  (step @p4207 :rule modus_ponens :premises (@p4206 @p4203))
% 7.12/7.33  (step @p4208 :rule arith_mult_neg :args (-26184948746172739/7120913554698664 @t1181))
% 7.12/7.33  (step @p4209 :rule evaluate :args ((< -26184948746172739/7120913554698664 0/1)))
% 7.12/7.33  (step @p4210 :rule true_elim :premises (@p4209))
% 7.12/7.33  (step @p4211 :rule and_intro :premises (@p4210 @p81))
% 7.12/7.33  (step @p4212 :rule modus_ponens :premises (@p4211 @p4208))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4213 :rule arith_sum_ub :premises (@p4058 @p4212 @p4207 @p4202 @p4197 @p4192 @p4187 @p4182 @p4177 @p4172))
% 7.12/7.33  (step @p4214 false :rule eq_resolve :premises (@p4213 @p4164))
% 7.12/7.33  (step-pop @p12763 :rule scope :premises (@p4214))
% 7.12/7.33  (step @p4215 :rule process_scope :premises (@p12763) :args (false))
% 7.12/7.33  (step @p4217 :rule eq_resolve :premises (@p4215 @p3967))
% 7.12/7.33  (step @p4218 :rule eq_resolve :premises (@p4217 @p3963))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4219 false :rule contra :premises (@p4058 @p4218))
% 7.12/7.33  (step-pop @p12764 :rule scope :premises (@p4219))
% 7.12/7.33  (step-pop @p12765 :rule scope :premises (@p12764))
% 7.12/7.33  (step-pop @p12766 :rule scope :premises (@p12765))
% 7.12/7.33  (step-pop @p12767 :rule scope :premises (@p12766))
% 7.12/7.33  (step-pop @p12768 :rule scope :premises (@p12767))
% 7.12/7.33  (step-pop @p12769 :rule scope :premises (@p12768))
% 7.12/7.33  (step-pop @p12770 :rule scope :premises (@p12769))
% 7.12/7.33  (step-pop @p12771 :rule scope :premises (@p12770))
% 7.12/7.33  (step-pop @p12772 :rule scope :premises (@p12771))
% 7.12/7.33  (step-pop @p12773 :rule scope :premises (@p12772))
% 7.12/7.33  (step @p4220 :rule process_scope :premises (@p12773) :args (false))
% 7.12/7.33  (assume-push @p12774 @t1175)
% 7.12/7.33  (assume-push @p12775 @t1178)
% 7.12/7.33  (assume-push @p12776 @t1181)
% 7.12/7.33  (assume-push @p12777 @t1930)
% 7.12/7.33  (assume-push @p12778 @t1249)
% 7.12/7.33  (assume-push @p12779 @t1191)
% 7.12/7.33  (assume-push @p12780 @t1195)
% 7.12/7.33  (assume-push @p12781 @t1199)
% 7.12/7.33  (assume-push @p12782 @t1251)
% 7.12/7.33  (assume-push @p12783 @t2080)
% 7.12/7.33  (step @p4241 :rule and_intro :premises (@p12783 @p3601 @p255 @p43 @p166 @p128 @p147 @p62 @p81 @p264))
% 7.12/7.33  (step-pop @p12784 :rule scope :premises (@p4241))
% 7.12/7.33  (step-pop @p12785 :rule scope :premises (@p12784))
% 7.12/7.33  (step-pop @p12786 :rule scope :premises (@p12785))
% 7.12/7.33  (step-pop @p12787 :rule scope :premises (@p12786))
% 7.12/7.33  (step-pop @p12788 :rule scope :premises (@p12787))
% 7.12/7.33  (step-pop @p12789 :rule scope :premises (@p12788))
% 7.12/7.33  (step-pop @p12790 :rule scope :premises (@p12789))
% 7.12/7.33  (step-pop @p12791 :rule scope :premises (@p12790))
% 7.12/7.33  (step-pop @p12792 :rule scope :premises (@p12791))
% 7.12/7.33  (step-pop @p12793 :rule scope :premises (@p12792))
% 7.12/7.33  (step @p4242 :rule process_scope :premises (@p12793) :args (@t2104))
% 7.12/7.33  (step @p4253 :rule implies_elim :premises (@p4242))
% 7.12/7.33  (step @p4254 :rule resolution :premises (@p4253 @p4220) :args (true @t2104))
% 7.12/7.33  (step @p4255 :rule not_and :premises (@p4254))
% 7.12/7.33  (step @p4256 :rule eq_resolve :premises (@p4255 @p4122))
% 7.12/7.33  (step @p4257 :rule chain_m_resolution :premises (@p4256 @p43 @p62 @p81 @p3601 @p255 @p128 @p147 @p166 @p264) :args (@t2074 @t1903 (@list @t1175 @t1178 @t1181 @t1930 @t1249 @t1191 @t1195 @t1199 @t1251)))
% 7.12/7.33  (step @p4258 :rule cnf_or_pos :args (@t2081))
% 7.12/7.33  (step @p4259 :rule reordering :premises (@p4258) :args ((or @t2080 @t2063 (not @t2081))))
% 7.12/7.33  (step @p4260 :rule chain_m_resolution :premises (@p4259 @p4257 @p4120) :args (@t2063 @t1904 (@list @t2074 @t2081)))
% 7.12/7.33  (step @p4261 :rule arith_poly_norm :args ((= (* -98795597942528790/51467992545904201 (- @t1478 @t1479)) (* -9879559794252879/50000000000000000 @t2114))))
% 7.12/7.33  (step @p4262 :rule arith_poly_norm_rel :premises (@p4261) :args ((= @t2116 @t2115)))
% 7.12/7.33  (step @p4263 :rule arith_poly_norm :args ((= (* -98795597942528790/51467992545904201 (- @t1478 0/1)) (* -9879559794252879/50000000000000000 (- @t2125 98795597942528790/51467992545904201)))))
% 7.12/7.33  (step @p4264 :rule arith_poly_norm_rel :premises (@p4263) :args ((= (>= @t1478 0/1) @t2126)))
% 7.12/7.33  (step @p4265 :rule refl :args (0/1))
% 7.12/7.33  (step @p4266 :rule arith_poly_norm :args ((= @t2127 @t1478)))
% 7.12/7.33  (step @p4267 :rule arith_poly_norm :args ((= @t2128 @t2127)))
% 7.12/7.33  (step @p4268 :rule trans :premises (@p4267 @p4266))
% 7.12/7.33  (step @p4269 :rule cong :premises (@p4268 @p4265) :args (@t2129))
% 7.12/7.33  (step @p4270 :rule trans :premises (@p4269 @p4264))
% 7.12/7.33  (step @p4271 :rule cong :premises (@p4270) :args (@t2130))
% 7.12/7.33  (step @p4272 :rule nary_cong :premises (@p4271 @p4262) :args (@t2131))
% 7.12/7.33  (step @p4273 :rule cong :premises (@p3339 @p4272) :args ((=> @t1851 @t2131)))
% 7.12/7.33  (assume-push @p12794 @t1851)
% 7.12/7.33  (step @p4275 :rule instantiate :premises (@p3326) :args ((@list @t1478 0/1)))
% 7.12/7.33  (step-pop @p12795 :rule scope :premises (@p4275))
% 7.12/7.33  (step @p4276 :rule process_scope :premises (@p12795) :args (@t2131))
% 7.12/7.33  (step @p4278 :rule eq_resolve :premises (@p4276 @p4273))
% 7.12/7.33  (step @p4279 :rule implies_elim :premises (@p4278))
% 7.12/7.33  (step @p4280 :rule chain_m_resolution :premises (@p4279 @p3326) :args (@t2133 @t1246 @t1854))
% 7.12/7.33  (step @p4281 :rule bool-double-not-elim :args (@t2126))
% 7.12/7.33  (step @p4282 :rule nary_cong :premises (@p3375 @p3617 @p3373 @p3616 @p3615 @p3370 @p3369 @p3612 @p3948 @p4281) :args ((or @t1866 @t1938 @t1864 @t1937 @t1936 @t1861 @t1860 @t1933 @t2033 (not @t2132))))
% 7.12/7.33  (assume-push @p12796 @t2132)
% 7.12/7.33  (assume-push @p12797 @t1195)
% 7.12/7.33  (assume-push @p12798 @t1191)
% 7.12/7.33  (assume-push @p12799 @t1857)
% 7.12/7.33  (assume-push @p12800 @t1251)
% 7.12/7.33  (assume-push @p12801 @t1248)
% 7.12/7.33  (assume-push @p12802 @t1932)
% 7.12/7.33  (assume-push @p12803 @t1930)
% 7.12/7.33  (assume-push @p12804 @t1187)
% 7.12/7.33  (assume-push @p12805 @t1199)
% 7.12/7.33  (step @p3807 :rule arith-elim-lt :args (|tptp.'X_7'| 246021624936389/500000000000000))
% 7.12/7.33  (step @p3808 :rule symm :premises (@p3807))
% 7.12/7.33  (assume-push @p12806 @t1199)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p4294 :rule evaluate :args ((>= 0/1 -8207369236482409817759151258329/20587197018361680400000000000000)))
% 7.12/7.33  (step @p4295 :rule evaluate :args ((+ -246021624936389/500000000000000 -62582366036080020434355072470599/102935985091808402000000000000000 -19545637078523581622497513913697/12866998136476050250000000000000 1381820765815902915219344507253/25733996272952100500000000000000 4978979241853820643564573047691/10293598509180840200000000000000 3492992934005125200142455953557/51467992545904201000000000000000 158801698316334393265026574309/20587197018361680400000000000000 -106444487677106504863555889131/887379181825934500000000000000 -19781132040621108971384791176099/102935985091808402000000000000000 98795597942528790/51467992545904201)))
% 7.12/7.33  (step @p4296 :rule refl :args (98795597942528790/51467992545904201))
% 7.12/7.33  (step @p4297 :rule evaluate :args (@t2134))
% 7.12/7.33  (step @p4298 :rule evaluate :args (@t2135))
% 7.12/7.33  (step @p4299 :rule evaluate :args (@t2136))
% 7.12/7.33  (step @p4300 :rule evaluate :args (@t2137))
% 7.12/7.33  (step @p4301 :rule evaluate :args (@t2138))
% 7.12/7.33  (step @p4302 :rule evaluate :args (@t2139))
% 7.12/7.33  (step @p4303 :rule evaluate :args (@t2140))
% 7.12/7.33  (step @p4304 :rule evaluate :args (@t2141))
% 7.12/7.33  (step @p3821 :rule evaluate :args (@t1200))
% 7.12/7.33  (step @p4305 :rule nary_cong :premises (@p3821 @p4304 @p4303 @p4302 @p4301 @p4300 @p4299 @p4298 @p4297 @p4296) :args (@t2142))
% 7.12/7.33  (step @p4306 :rule trans :premises (@p4305 @p4295))
% 7.12/7.33  (step @p4307 :rule arith_poly_norm :args ((= @t2143 0/1)))
% 7.12/7.33  (step @p4308 :rule arith_poly_norm :args ((= @t2144 @t2143)))
% 7.12/7.33  (step @p4309 :rule trans :premises (@p4308 @p4307))
% 7.12/7.33  (step @p4310 :rule cong :premises (@p4309 @p4306) :args (@t2145))
% 7.12/7.33  (step @p4311 :rule trans :premises (@p4310 @p4294))
% 7.12/7.33  (step @p4312 :rule cong :premises (@p4311) :args ((not @t2145)))
% 7.12/7.33  (step @p4313 :rule trans :premises (@p4312 @p3396))
% 7.12/7.33  (step @p4314 :rule arith-elim-lt :args (@t2144 @t2142))
% 7.12/7.33  (step @p4315 :rule trans :premises (@p4314 @p4313))
% 7.12/7.33  (step @p4316 :rule arith-elim-lt :args (@t2125 98795597942528790/51467992545904201))
% 7.12/7.33  (step @p4317 :rule symm :premises (@p4316))
% 7.12/7.33  (step @p4318 :rule eq_resolve :premises (@p12796 @p4317))
% 7.12/7.33  (step @p4319 :rule arith_mult_neg :args (-19804317916209957/102935985091808402 @t1195))
% 7.12/7.33  (step @p4320 :rule evaluate :args ((< -19804317916209957/102935985091808402 0/1)))
% 7.12/7.33  (step @p4321 :rule true_elim :premises (@p4320))
% 7.12/7.33  (step @p4322 :rule and_intro :premises (@p4321 @p147))
% 7.12/7.33  (step @p4323 :rule modus_ponens :premises (@p4322 @p4319))
% 7.12/7.33  (step @p4324 :rule arith_mult_neg :args (-143881708549143922/51467992545904201 @t1191))
% 7.12/7.33  (step @p4325 :rule evaluate :args ((< -143881708549143922/51467992545904201 0/1)))
% 7.12/7.33  (step @p4326 :rule true_elim :premises (@p4325))
% 7.12/7.33  (step @p4327 :rule and_intro :premises (@p4326 @p128))
% 7.12/7.33  (step @p4328 :rule modus_ponens :premises (@p4327 @p4324))
% 7.12/7.33  (step @p4329 :rule arith_mult_pos :args (156319919457583195/102935985091808402 @t1901))
% 7.12/7.33  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.33  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.33  (step @p4330 :rule evaluate :args ((> 156319919457583195/102935985091808402 0/1)))
% 7.12/7.33  (step @p4331 :rule true_elim :premises (@p4330))
% 7.12/7.33  (step @p4332 :rule and_intro :premises (@p4331 @p3479))
% 7.12/7.33  (step @p4333 :rule modus_ponens :premises (@p4332 @p4329))
% 7.12/7.33  (step @p4334 :rule arith_mult_pos :args (170962160039119043/102935985091808402 @t2035))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4335 :rule evaluate :args ((> 170962160039119043/102935985091808402 0/1)))
% 7.12/7.33  (step @p4336 :rule true_elim :premises (@p4335))
% 7.12/7.33  (step @p4337 :rule and_intro :premises (@p4336 @p4058))
% 7.12/7.33  (step @p4338 :rule modus_ponens :premises (@p4337 @p4334))
% 7.12/7.33  (step @p4339 :rule arith_mult_pos :args (315331204850205105/102935985091808402 @t1899))
% 7.12/7.33  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.33  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.33  (step @p4340 :rule evaluate :args ((> 315331204850205105/102935985091808402 0/1)))
% 7.12/7.33  (step @p4341 :rule true_elim :premises (@p4340))
% 7.12/7.33  (step @p4342 :rule and_intro :premises (@p4341 @p3460))
% 7.12/7.33  (step @p4343 :rule modus_ponens :premises (@p4342 @p4339))
% 7.12/7.33  (step @p4344 :rule arith_mult_pos :args (47309268195260157/51467992545904201 @t1965))
% 7.12/7.33  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.33  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.33  (step @p4345 :rule evaluate :args ((> 47309268195260157/51467992545904201 0/1)))
% 7.12/7.33  (step @p4346 :rule true_elim :premises (@p4345))
% 7.12/7.33  (step @p4347 :rule and_intro :premises (@p4346 @p3677))
% 7.12/7.33  (step @p4348 :rule modus_ponens :premises (@p4347 @p4344))
% 7.12/7.33  (step @p4349 :rule arith_mult_neg :args (-157061113569582883/51467992545904201 @t1930))
% 7.12/7.33  (step @p4350 :rule evaluate :args ((< -157061113569582883/51467992545904201 0/1)))
% 7.12/7.33  (step @p4351 :rule true_elim :premises (@p4350))
% 7.12/7.33  (step @p4352 :rule and_intro :premises (@p4351 @p3601))
% 7.12/7.33  (step @p4353 :rule modus_ponens :premises (@p4352 @p4349))
% 7.12/7.33  (step @p4354 :rule arith_mult_neg :args (-181343578932227689/102935985091808402 @t1187))
% 7.12/7.33  (step @p4355 :rule evaluate :args ((< -181343578932227689/102935985091808402 0/1)))
% 7.12/7.33  (step @p4356 :rule true_elim :premises (@p4355))
% 7.12/7.33  (step @p4357 :rule and_intro :premises (@p4356 @p109))
% 7.12/7.33  (step @p4358 :rule modus_ponens :premises (@p4357 @p4354))
% 7.12/7.33  (step @p3876 :rule arith_mult_neg :args (-1/1 @t1199))
% 7.12/7.33  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.33  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.33  (step @p3877 :rule and_intro :premises (@p3443 @p166))
% 7.12/7.33  (step @p3878 :rule modus_ponens :premises (@p3877 @p3876))
% 7.12/7.33  (step @p4359 :rule arith_sum_ub :premises (@p3878 @p4358 @p4353 @p4348 @p4343 @p4338 @p4333 @p4328 @p4323 @p4318))
% 7.12/7.33  (step @p4360 false :rule eq_resolve :premises (@p4359 @p4315))
% 7.12/7.33  (step-pop @p12807 :rule scope :premises (@p4360))
% 7.12/7.33  (step @p4361 :rule process_scope :premises (@p12807) :args (false))
% 7.12/7.33  (step @p4363 :rule eq_resolve :premises (@p4361 @p3808))
% 7.12/7.33  (step @p4364 :rule eq_resolve :premises (@p4363 @p3807))
% 7.12/7.33  (step @p4365 false :rule contra :premises (@p166 @p4364))
% 7.12/7.33  (step-pop @p12808 :rule scope :premises (@p4365))
% 7.12/7.33  (step-pop @p12809 :rule scope :premises (@p12808))
% 7.12/7.33  (step-pop @p12810 :rule scope :premises (@p12809))
% 7.12/7.33  (step-pop @p12811 :rule scope :premises (@p12810))
% 7.12/7.33  (step-pop @p12812 :rule scope :premises (@p12811))
% 7.12/7.33  (step-pop @p12813 :rule scope :premises (@p12812))
% 7.12/7.33  (step-pop @p12814 :rule scope :premises (@p12813))
% 7.12/7.33  (step-pop @p12815 :rule scope :premises (@p12814))
% 7.12/7.33  (step-pop @p12816 :rule scope :premises (@p12815))
% 7.12/7.33  (step-pop @p12817 :rule scope :premises (@p12816))
% 7.12/7.33  (step @p4366 :rule process_scope :premises (@p12817) :args (false))
% 7.12/7.33  (assume-push @p12818 @t1248)
% 7.12/7.33  (assume-push @p12819 @t1932)
% 7.12/7.33  (assume-push @p12820 @t1857)
% 7.12/7.33  (assume-push @p12821 @t1930)
% 7.12/7.33  (assume-push @p12822 @t1187)
% 7.12/7.33  (assume-push @p12823 @t1191)
% 7.12/7.33  (assume-push @p12824 @t1195)
% 7.12/7.33  (assume-push @p12825 @t1199)
% 7.12/7.33  (assume-push @p12826 @t1251)
% 7.12/7.33  (assume-push @p12827 @t2132)
% 7.12/7.33  (step @p4387 :rule and_intro :premises (@p12827 @p147 @p128 @p3365 @p264 @p246 @p3610 @p3601 @p109 @p166))
% 7.12/7.33  (step-pop @p12828 :rule scope :premises (@p4387))
% 7.12/7.33  (step-pop @p12829 :rule scope :premises (@p12828))
% 7.12/7.33  (step-pop @p12830 :rule scope :premises (@p12829))
% 7.12/7.33  (step-pop @p12831 :rule scope :premises (@p12830))
% 7.12/7.33  (step-pop @p12832 :rule scope :premises (@p12831))
% 7.12/7.33  (step-pop @p12833 :rule scope :premises (@p12832))
% 7.12/7.33  (step-pop @p12834 :rule scope :premises (@p12833))
% 7.12/7.33  (step-pop @p12835 :rule scope :premises (@p12834))
% 7.12/7.33  (step-pop @p12836 :rule scope :premises (@p12835))
% 7.12/7.33  (step-pop @p12837 :rule scope :premises (@p12836))
% 7.12/7.33  (step @p4388 :rule process_scope :premises (@p12837) :args (@t2146))
% 7.12/7.33  (step @p4399 :rule implies_elim :premises (@p4388))
% 7.12/7.33  (step @p4400 :rule resolution :premises (@p4399 @p4366) :args (true @t2146))
% 7.12/7.33  (step @p4401 :rule not_and :premises (@p4400))
% 7.12/7.33  (step @p4402 :rule eq_resolve :premises (@p4401 @p4282))
% 7.12/7.33  (step @p4403 :rule chain_m_resolution :premises (@p4402 @p246 @p3610 @p3365 @p3601 @p109 @p128 @p147 @p166 @p264) :args (@t2126 @t1903 @t2060))
% 7.12/7.33  (step @p4404 :rule cnf_or_pos :args (@t2133))
% 7.12/7.33  (step @p4405 :rule reordering :premises (@p4404) :args ((or @t2132 @t2115 (not @t2133))))
% 7.12/7.33  (step @p4406 :rule chain_m_resolution :premises (@p4405 @p4403 @p4280) :args (@t2115 @t1904 (@list @t2126 @t2133)))
% 7.12/7.33  (step @p4407 :rule arith_poly_norm :args ((= (* 227482560218186969/158305623398400153 (- @t1532 @t1533)) (* 227482560218186969/1000000000000000000 @t2148))))
% 7.12/7.33  (step @p4408 :rule arith_poly_norm_rel :premises (@p4407) :args ((= @t2150 @t2149)))
% 7.12/7.33  (step @p4409 :rule arith_poly_norm :args ((= (* 227482560218186969/158305623398400153 (- @t1532 0/1)) (* 227482560218186969/1000000000000000000 (- @t2159 -227482560218186969/158305623398400153)))))
% 7.12/7.33  (step @p4410 :rule arith_poly_norm_rel :premises (@p4409) :args ((= (>= @t1532 0/1) @t2160)))
% 7.12/7.33  (step @p4411 :rule refl :args (0/1))
% 7.12/7.33  (step @p4412 :rule arith_poly_norm :args ((= @t2161 @t1532)))
% 7.12/7.33  (step @p4413 :rule arith_poly_norm :args ((= @t2162 @t2161)))
% 7.12/7.33  (step @p4414 :rule trans :premises (@p4413 @p4412))
% 7.12/7.33  (step @p4415 :rule cong :premises (@p4414 @p4411) :args (@t2163))
% 7.12/7.33  (step @p4416 :rule trans :premises (@p4415 @p4410))
% 7.12/7.33  (step @p4417 :rule cong :premises (@p4416) :args (@t2164))
% 7.12/7.33  (step @p4418 :rule nary_cong :premises (@p4417 @p4408) :args (@t2165))
% 7.12/7.33  (step @p4419 :rule cong :premises (@p3339 @p4418) :args ((=> @t1851 @t2165)))
% 7.12/7.33  (assume-push @p12838 @t1851)
% 7.12/7.33  (step @p4421 :rule instantiate :premises (@p3326) :args ((@list @t1532 0/1)))
% 7.12/7.33  (step-pop @p12839 :rule scope :premises (@p4421))
% 7.12/7.33  (step @p4422 :rule process_scope :premises (@p12839) :args (@t2165))
% 7.12/7.33  (step @p4424 :rule eq_resolve :premises (@p4422 @p4419))
% 7.12/7.33  (step @p4425 :rule implies_elim :premises (@p4424))
% 7.12/7.33  (step @p4426 :rule chain_m_resolution :premises (@p4425 @p3326) :args (@t2167 @t1246 @t1854))
% 7.12/7.33  (step @p4427 :rule bool-double-not-elim :args (@t2160))
% 7.12/7.33  (step @p4428 :rule nary_cong :premises (@p3618 @p3374 @p3373 @p3372 @p3371 @p3370 @p3613 @p3612 @p3367 @p4427) :args ((or @t1939 @t1865 @t1864 @t1863 @t1862 @t1861 @t1934 @t1933 @t1858 (not @t2166))))
% 7.12/7.33  (assume-push @p12840 @t2166)
% 7.12/7.33  (assume-push @p12841 @t1927)
% 7.12/7.33  (assume-push @p12842 @t1199)
% 7.12/7.33  (assume-push @p12843 @t1178)
% 7.12/7.33  (assume-push @p12844 @t1857)
% 7.12/7.33  (assume-push @p12845 @t1184)
% 7.12/7.33  (assume-push @p12846 @t1249)
% 7.12/7.33  (assume-push @p12847 @t1203)
% 7.12/7.33  (assume-push @p12848 @t1175)
% 7.12/7.33  (assume-push @p12849 @t1191)
% 7.12/7.33  (step @p4439 :rule arith-elim-lt :args (|tptp.'X_5'| 42908722363159/1000000000000000))
% 7.12/7.33  (step @p4440 :rule symm :premises (@p4439))
% 7.12/7.33  (assume-push @p12850 @t1191)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p4442 :rule evaluate :args ((>= 0/1 -5073137748715546827001648155453/9422049089299947400000000000000)))
% 7.12/7.33  (step @p4443 :rule evaluate :args ((+ -42908722363159/1000000000000000 -34054674395485307092918279749/1177756136162493425000000000000 -414297885562344682095690594009/32977171812549815900000000000000 51236668226073390548556972439419/329771718125498159000000000000000 335018974281468676525461429727/2944390340406233562500000000000 505068865280054343648590069431/329771718125498159000000000000000 -2887325699988401934933583537501/82442929531374539750000000000000 -38946606705042449031312992867517/164885859062749079500000000000000 77929763794931661/329771718125498159 -227482560218186969/329771718125498159)))
% 7.12/7.33  (step @p4444 :rule evaluate :args (@t2168))
% 7.12/7.33  (step @p4445 :rule evaluate :args (@t2169))
% 7.12/7.33  (step @p4446 :rule evaluate :args (@t2170))
% 7.12/7.33  (step @p4447 :rule evaluate :args (@t2171))
% 7.12/7.33  (step @p4448 :rule evaluate :args (@t2172))
% 7.12/7.33  (step @p4449 :rule evaluate :args (@t2173))
% 7.12/7.33  (step @p4450 :rule evaluate :args (@t2174))
% 7.12/7.33  (step @p4451 :rule evaluate :args (@t2175))
% 7.12/7.33  (step @p4452 :rule evaluate :args (@t2176))
% 7.12/7.33  (step @p4453 :rule evaluate :args (@t1192))
% 7.12/7.33  (step @p4454 :rule nary_cong :premises (@p4453 @p4452 @p4451 @p4450 @p4449 @p4448 @p4447 @p4446 @p4445 @p4444) :args (@t2177))
% 7.12/7.33  (step @p4455 :rule trans :premises (@p4454 @p4443))
% 7.12/7.33  (step @p4456 :rule arith_poly_norm :args ((= (+ @t1190 @t2186 @t2185 @t2184 @t2183 @t2182 @t2181 @t2180 @t2179 @t2178) 0/1)))
% 7.12/7.33  (step @p4457 :rule arith_poly_norm :args ((= @t2187 @t2178)))
% 7.12/7.33  (step @p4458 :rule refl :args (@t2179))
% 7.12/7.33  (step @p4459 :rule refl :args (@t2180))
% 7.12/7.33  (step @p4460 :rule refl :args (@t2181))
% 7.12/7.33  (step @p4461 :rule refl :args (@t2182))
% 7.12/7.33  (step @p4462 :rule refl :args (@t2183))
% 7.12/7.33  (step @p4463 :rule refl :args (@t2184))
% 7.12/7.33  (step @p4464 :rule refl :args (@t2185))
% 7.12/7.33  (step @p4465 :rule refl :args (@t2186))
% 7.12/7.33  (step @p4466 :rule refl :args (@t1190))
% 7.12/7.33  (step @p4467 :rule nary_cong :premises (@p4466 @p4465 @p4464 @p4463 @p4462 @p4461 @p4460 @p4459 @p4458 @p4457) :args (@t2188))
% 7.12/7.33  (step @p4468 :rule trans :premises (@p4467 @p4456))
% 7.12/7.33  (step @p4469 :rule cong :premises (@p4468 @p4455) :args (@t2189))
% 7.12/7.33  (step @p4470 :rule trans :premises (@p4469 @p4442))
% 7.12/7.33  (step @p4471 :rule cong :premises (@p4470) :args ((not @t2189)))
% 7.12/7.33  (step @p4472 :rule trans :premises (@p4471 @p3396))
% 7.12/7.33  (step @p4473 :rule arith-elim-lt :args (@t2188 @t2177))
% 7.12/7.33  (step @p4474 :rule trans :premises (@p4473 @p4472))
% 7.12/7.33  (step @p4475 :rule arith_mult_pos :args (158305623398400153/329771718125498159 (< @t2159 -227482560218186969/158305623398400153)))
% 7.12/7.33  (step @p4476 :rule arith-elim-lt :args (@t2159 -227482560218186969/158305623398400153))
% 7.12/7.33  (step @p4477 :rule symm :premises (@p4476))
% 7.12/7.33  (step @p4478 :rule eq_resolve :premises (@p12840 @p4477))
% 7.12/7.33  (step @p4479 :rule evaluate :args ((> 158305623398400153/329771718125498159 0/1)))
% 7.12/7.33  (step @p4480 :rule true_elim :premises (@p4479))
% 7.12/7.33  (step @p4481 :rule and_intro :premises (@p4480 @p4478))
% 7.12/7.33  (step @p4482 :rule modus_ponens :premises (@p4481 @p4475))
% 7.12/7.33  (step @p4483 :rule arith_mult_pos :args (77929763794931661/329771718125498159 @t1941))
% 7.12/7.33  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.33  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.33  (step @p4484 :rule evaluate :args ((> 77929763794931661/329771718125498159 0/1)))
% 7.12/7.33  (step @p4485 :rule true_elim :premises (@p4484))
% 7.12/7.33  (step @p4486 :rule and_intro :premises (@p4485 @p3731))
% 7.12/7.33  (step @p4487 :rule modus_ponens :premises (@p4486 @p4483))
% 7.12/7.33  (step @p4488 :rule arith_mult_neg :args (-158305623398400153/329771718125498159 @t1199))
% 7.12/7.33  (step @p4489 :rule evaluate :args ((< -158305623398400153/329771718125498159 0/1)))
% 7.12/7.33  (step @p4490 :rule true_elim :premises (@p4489))
% 7.12/7.33  (step @p4491 :rule and_intro :premises (@p4490 @p166))
% 7.12/7.33  (step @p4492 :rule modus_ponens :premises (@p4491 @p4488))
% 7.12/7.33  (step @p4493 :rule arith_mult_neg :args (-204715007928164938/329771718125498159 @t1178))
% 7.12/7.33  (step @p4494 :rule evaluate :args ((< -204715007928164938/329771718125498159 0/1)))
% 7.12/7.33  (step @p4495 :rule true_elim :premises (@p4494))
% 7.12/7.33  (step @p4496 :rule and_intro :premises (@p4495 @p62))
% 7.12/7.33  (step @p4497 :rule modus_ponens :premises (@p4496 @p4493))
% 7.12/7.33  (step @p4498 :rule arith_mult_pos :args (99435113324590901/329771718125498159 @t1901))
% 7.12/7.33  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.33  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.33  (step @p4499 :rule evaluate :args ((> 99435113324590901/329771718125498159 0/1)))
% 7.12/7.33  (step @p4500 :rule true_elim :premises (@p4499))
% 7.12/7.33  (step @p4501 :rule and_intro :premises (@p4500 @p3479))
% 7.12/7.33  (step @p4502 :rule modus_ponens :premises (@p4501 @p4498))
% 7.12/7.33  (step @p4503 :rule arith_mult_pos :args (10725235158084212/47110245446499737 @t1898))
% 7.12/7.33  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.33  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.33  (step @p4504 :rule evaluate :args ((> 10725235158084212/47110245446499737 0/1)))
% 7.12/7.33  (step @p4505 :rule true_elim :premises (@p4504))
% 7.12/7.33  (step @p4506 :rule and_intro :premises (@p4505 @p3453))
% 7.12/7.33  (step @p4507 :rule modus_ponens :premises (@p4506 @p4503))
% 7.12/7.33  (step @p4508 :rule arith_mult_pos :args (147611930043982709/329771718125498159 @t1900))
% 7.12/7.33  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.33  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.33  (step @p4509 :rule evaluate :args ((> 147611930043982709/329771718125498159 0/1)))
% 7.12/7.33  (step @p4510 :rule true_elim :premises (@p4509))
% 7.12/7.33  (step @p4511 :rule and_intro :premises (@p4510 @p3467))
% 7.12/7.33  (step @p4512 :rule modus_ponens :premises (@p4511 @p4508))
% 7.12/7.33  (step @p4513 :rule arith_mult_neg :args (-106605366167060955/329771718125498159 @t1203))
% 7.12/7.33  (step @p4514 :rule evaluate :args ((< -106605366167060955/329771718125498159 0/1)))
% 7.12/7.33  (step @p4515 :rule true_elim :premises (@p4514))
% 7.12/7.33  (step @p4516 :rule and_intro :premises (@p4515 @p185))
% 7.12/7.33  (step @p4517 :rule modus_ponens :premises (@p4516 @p4513))
% 7.12/7.33  (step @p4518 :rule arith_mult_neg :args (-8737747397872380/47110245446499737 @t1175))
% 7.12/7.33  (step @p4519 :rule evaluate :args ((< -8737747397872380/47110245446499737 0/1)))
% 7.12/7.33  (step @p4520 :rule true_elim :premises (@p4519))
% 7.12/7.33  (step @p4521 :rule and_intro :premises (@p4520 @p43))
% 7.12/7.33  (step @p4522 :rule modus_ponens :premises (@p4521 @p4518))
% 7.12/7.33  (step @p4523 :rule arith_mult_neg :args (-1/1 @t1191))
% 7.12/7.33  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.33  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.33  (step @p4524 :rule and_intro :premises (@p3443 @p128))
% 7.12/7.33  (step @p4525 :rule modus_ponens :premises (@p4524 @p4523))
% 7.12/7.33  (step @p4526 :rule arith_sum_ub :premises (@p4525 @p4522 @p4517 @p4512 @p4507 @p4502 @p4497 @p4492 @p4487 @p4482))
% 7.12/7.33  (step @p4527 false :rule eq_resolve :premises (@p4526 @p4474))
% 7.12/7.33  (step-pop @p12851 :rule scope :premises (@p4527))
% 7.12/7.33  (step @p4528 :rule process_scope :premises (@p12851) :args (false))
% 7.12/7.33  (step @p4530 :rule eq_resolve :premises (@p4528 @p4440))
% 7.12/7.33  (step @p4531 :rule eq_resolve :premises (@p4530 @p4439))
% 7.12/7.33  (step @p4532 false :rule contra :premises (@p128 @p4531))
% 7.12/7.33  (step-pop @p12852 :rule scope :premises (@p4532))
% 7.12/7.33  (step-pop @p12853 :rule scope :premises (@p12852))
% 7.12/7.33  (step-pop @p12854 :rule scope :premises (@p12853))
% 7.12/7.33  (step-pop @p12855 :rule scope :premises (@p12854))
% 7.12/7.33  (step-pop @p12856 :rule scope :premises (@p12855))
% 7.12/7.33  (step-pop @p12857 :rule scope :premises (@p12856))
% 7.12/7.33  (step-pop @p12858 :rule scope :premises (@p12857))
% 7.12/7.33  (step-pop @p12859 :rule scope :premises (@p12858))
% 7.12/7.33  (step-pop @p12860 :rule scope :premises (@p12859))
% 7.12/7.33  (step-pop @p12861 :rule scope :premises (@p12860))
% 7.12/7.33  (step @p4533 :rule process_scope :premises (@p12861) :args (false))
% 7.12/7.33  (assume-push @p12862 @t1175)
% 7.12/7.33  (assume-push @p12863 @t1178)
% 7.12/7.33  (assume-push @p12864 @t1857)
% 7.12/7.33  (assume-push @p12865 @t1184)
% 7.12/7.33  (assume-push @p12866 @t1249)
% 7.12/7.33  (assume-push @p12867 @t1191)
% 7.12/7.33  (assume-push @p12868 @t1927)
% 7.12/7.33  (assume-push @p12869 @t1199)
% 7.12/7.33  (assume-push @p12870 @t1203)
% 7.12/7.33  (assume-push @p12871 @t2166)
% 7.12/7.33  (step @p4554 :rule and_intro :premises (@p12871 @p3574 @p166 @p62 @p3365 @p90 @p255 @p185 @p43 @p128))
% 7.12/7.33  (step-pop @p12872 :rule scope :premises (@p4554))
% 7.12/7.33  (step-pop @p12873 :rule scope :premises (@p12872))
% 7.12/7.33  (step-pop @p12874 :rule scope :premises (@p12873))
% 7.12/7.33  (step-pop @p12875 :rule scope :premises (@p12874))
% 7.12/7.33  (step-pop @p12876 :rule scope :premises (@p12875))
% 7.12/7.33  (step-pop @p12877 :rule scope :premises (@p12876))
% 7.12/7.33  (step-pop @p12878 :rule scope :premises (@p12877))
% 7.12/7.33  (step-pop @p12879 :rule scope :premises (@p12878))
% 7.12/7.33  (step-pop @p12880 :rule scope :premises (@p12879))
% 7.12/7.33  (step-pop @p12881 :rule scope :premises (@p12880))
% 7.12/7.33  (step @p4555 :rule process_scope :premises (@p12881) :args (@t2190))
% 7.12/7.33  (step @p4566 :rule implies_elim :premises (@p4555))
% 7.12/7.33  (step @p4567 :rule resolution :premises (@p4566 @p4533) :args (true @t2190))
% 7.12/7.33  (step @p4568 :rule not_and :premises (@p4567))
% 7.12/7.33  (step @p4569 :rule eq_resolve :premises (@p4568 @p4428))
% 7.12/7.33  (step @p4570 :rule chain_m_resolution :premises (@p4569 @p43 @p62 @p3365 @p90 @p255 @p128 @p3574 @p166 @p185) :args (@t2160 @t1903 (@list @t1175 @t1178 @t1857 @t1184 @t1249 @t1191 @t1927 @t1199 @t1203)))
% 7.12/7.33  (step @p4571 :rule cnf_or_pos :args (@t2167))
% 7.12/7.33  (step @p4572 :rule reordering :premises (@p4571) :args ((or @t2166 @t2149 (not @t2167))))
% 7.12/7.33  (step @p4573 :rule chain_m_resolution :premises (@p4572 @p4570 @p4426) :args (@t2149 @t1904 (@list @t2160 @t2167)))
% 7.12/7.33  (step @p4574 :rule arith_poly_norm :args ((= (* -320006108957572477/220132361394591358 (- @t1550 @t1551)) (* 320006108957572477/1000000000000000000 @t2200))))
% 7.12/7.33  (step @p4575 :rule arith_poly_norm_rel :premises (@p4574) :args ((= @t2202 @t2201)))
% 7.12/7.33  (step @p4576 :rule arith_poly_norm :args ((= (* 320006108957572477/220132361394591358 (- @t1550 0/1)) (* 320006108957572477/1000000000000000000 @t2204))))
% 7.12/7.33  (step @p4577 :rule arith_poly_norm_rel :premises (@p4576) :args ((= (>= @t1550 0/1) @t2205)))
% 7.12/7.33  (step @p4578 :rule refl :args (0/1))
% 7.12/7.33  (step @p4579 :rule arith_poly_norm :args ((= @t2206 @t1550)))
% 7.12/7.33  (step @p4580 :rule arith_poly_norm :args ((= @t2207 @t2206)))
% 7.12/7.33  (step @p4581 :rule trans :premises (@p4580 @p4579))
% 7.12/7.33  (step @p4582 :rule cong :premises (@p4581 @p4578) :args (@t2208))
% 7.12/7.33  (step @p4583 :rule trans :premises (@p4582 @p4577))
% 7.12/7.33  (step @p4584 :rule cong :premises (@p4583) :args (@t2209))
% 7.12/7.33  (step @p4585 :rule nary_cong :premises (@p4584 @p4575) :args (@t2210))
% 7.12/7.33  (step @p4586 :rule cong :premises (@p3339 @p4585) :args ((=> @t1851 @t2210)))
% 7.12/7.33  (assume-push @p12882 @t1851)
% 7.12/7.33  (step @p4588 :rule instantiate :premises (@p3326) :args ((@list @t1550 0/1)))
% 7.12/7.33  (step-pop @p12883 :rule scope :premises (@p4588))
% 7.12/7.33  (step @p4589 :rule process_scope :premises (@p12883) :args (@t2210))
% 7.12/7.33  (step @p4591 :rule eq_resolve :premises (@p4589 @p4586))
% 7.12/7.33  (step @p4592 :rule implies_elim :premises (@p4591))
% 7.12/7.33  (step @p4593 :rule chain_m_resolution :premises (@p4592 @p3326) :args (@t2212 @t1246 @t1854))
% 7.12/7.33  (step @p4594 :rule bool-double-not-elim :args (@t2205))
% 7.12/7.33  (step @p4595 :rule nary_cong :premises (@p3375 @p3374 @p3795 @p3616 @p3371 @p3614 @p3369 @p3368 @p3948 @p4594) :args ((or @t1866 @t1865 @t1998 @t1937 @t1862 @t1935 @t1860 @t1859 @t2033 (not @t2211))))
% 7.12/7.33  (assume-push @p12884 @t1855)
% 7.12/7.33  (assume-push @p12885 @t2211)
% 7.12/7.33  (assume-push @p12886 @t1248)
% 7.12/7.33  (assume-push @p12887 @t1178)
% 7.12/7.33  (assume-push @p12888 @t1930)
% 7.12/7.33  (assume-push @p12889 @t1929)
% 7.12/7.33  (assume-push @p12890 @t1181)
% 7.12/7.33  (assume-push @p12891 @t1249)
% 7.12/7.33  (assume-push @p12892 @t1195)
% 7.12/7.33  (assume-push @p12893 @t1251)
% 7.12/7.33  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.33  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.33  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.33  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.33  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.33  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.33  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.33  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.33  (assume-push @p12894 @t2035)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p4607 :rule evaluate :args ((>= 0/1 -2087313392517451596763497258499283803/1538842830115760010000000000000000000)))
% 7.12/7.33  (step @p4608 :rule evaluate :args ((+ 20431380448199/500000000000000 -25083636347188708764667451245217/34196507335905778000000000000000 14024913069353442938510275325047/102589522007717334000000000000000 -237316167562496745704834513568803/1538842830115760010000000000000000000 1076325619200304230392869082957/34196507335905778000000000000000 -1565651224249503806391525116213/8549126833976444500000000000000 -247512964603328609747495554219/25647380501929333500000000000000 202560696239832499198459069181/4274563416988222250000000000000 -320006108957572477/307768566023152002 9062908935462730637240899854377/25647380501929333500000000000000)))
% 7.12/7.33  (step @p4609 :rule evaluate :args (@t2213))
% 7.12/7.33  (step @p4610 :rule evaluate :args (@t2214))
% 7.12/7.33  (step @p4611 :rule evaluate :args (@t2215))
% 7.12/7.33  (step @p4612 :rule evaluate :args (@t2216))
% 7.12/7.33  (step @p4613 :rule evaluate :args (@t2217))
% 7.12/7.33  (step @p4614 :rule evaluate :args (@t2218))
% 7.12/7.33  (step @p4615 :rule evaluate :args (@t2219))
% 7.12/7.33  (step @p4616 :rule evaluate :args (@t2220))
% 7.12/7.33  (step @p4617 :rule evaluate :args (@t2221))
% 7.12/7.33  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.33  (step @p4618 :rule nary_cong :premises (@p3980 @p4617 @p4616 @p4615 @p4614 @p4613 @p4612 @p4611 @p4610 @p4609) :args (@t2222))
% 7.12/7.33  (step @p4619 :rule trans :premises (@p4618 @p4608))
% 7.12/7.33  (step @p4620 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2231 @t2230 @t2229 @t2228 @t2227 @t2226 @t2225 @t2224 @t2223) 0/1)))
% 7.12/7.33  (step @p4621 :rule refl :args (@t2223))
% 7.12/7.33  (step @p4622 :rule arith_poly_norm :args ((= @t2241 @t2224)))
% 7.12/7.33  (step @p4623 :rule refl :args (@t2225))
% 7.12/7.33  (step @p4624 :rule refl :args (@t2226))
% 7.12/7.33  (step @p4625 :rule refl :args (@t2227))
% 7.12/7.33  (step @p4626 :rule refl :args (@t2228))
% 7.12/7.33  (step @p4627 :rule refl :args (@t2229))
% 7.12/7.33  (step @p4628 :rule refl :args (@t2230))
% 7.12/7.33  (step @p4629 :rule refl :args (@t2231))
% 7.12/7.33  (step @p4630 :rule nary_cong :premises (@p181 @p4629 @p4628 @p4627 @p4626 @p4625 @p4624 @p4623 @p4622 @p4621) :args (@t2242))
% 7.12/7.33  (step @p4631 :rule trans :premises (@p4630 @p4620))
% 7.12/7.33  (step @p4632 :rule cong :premises (@p4631 @p4619) :args (@t2243))
% 7.12/7.33  (step @p4633 :rule trans :premises (@p4632 @p4607))
% 7.12/7.33  (step @p4634 :rule cong :premises (@p4633) :args ((not @t2243)))
% 7.12/7.33  (step @p4635 :rule trans :premises (@p4634 @p3396))
% 7.12/7.33  (step @p4636 :rule arith-elim-lt :args (@t2242 @t2222))
% 7.12/7.33  (step @p4637 :rule trans :premises (@p4636 @p4635))
% 7.12/7.33  (step @p4638 :rule arith_mult_pos :args (110066180697295679/153884283011576001 @t1867))
% 7.12/7.33  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.33  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.33  (step @p4639 :rule evaluate :args ((> 110066180697295679/153884283011576001 0/1)))
% 7.12/7.33  (step @p4640 :rule true_elim :premises (@p4639))
% 7.12/7.33  (step @p4641 :rule and_intro :premises (@p4640 @p3503))
% 7.12/7.33  (step @p4642 :rule modus_ponens :premises (@p4641 @p4638))
% 7.12/7.33  (step @p4643 :rule arith_mult_neg :args (-110066180697295679/153884283011576001 (> @t2240 320006108957572477/220132361394591358)))
% 7.12/7.33  (step @p4644 :rule arith_poly_norm :args (@t2244))
% 7.12/7.33  (step @p4645 :rule arith_poly_norm_rel :premises (@p4644) :args (@t2246))
% 7.12/7.33  (step @p4646 :rule arith-elim-leq :args (@t2240 320006108957572477/220132361394591358))
% 7.12/7.33  (step @p4647 :rule trans :premises (@p4646 @p4645))
% 7.12/7.33  (step @p4648 :rule cong :premises (@p4647) :args (@t2248))
% 7.12/7.33  (step @p4649 :rule symm :premises (@p4646))
% 7.12/7.33  (step @p4650 :rule cong :premises (@p4649) :args (@t2249))
% 7.12/7.33  (step @p4651 :rule arith-elim-gt :args (@t2240 320006108957572477/220132361394591358))
% 7.12/7.33  (step @p4652 :rule trans :premises (@p4651 @p4650))
% 7.12/7.33  (step @p4653 :rule trans :premises (@p4652 @p4648))
% 7.12/7.33  (step @p4654 :rule symm :premises (@p4653))
% 7.12/7.33  (step @p4655 :rule eq_resolve :premises (@p12885 @p4654))
% 7.12/7.33  (step @p4656 :rule evaluate :args ((< -110066180697295679/153884283011576001 0/1)))
% 7.12/7.33  (step @p4657 :rule true_elim :premises (@p4656))
% 7.12/7.33  (step @p4658 :rule and_intro :premises (@p4657 @p4655))
% 7.12/7.33  (step @p4659 :rule modus_ponens :premises (@p4658 @p4643))
% 7.12/7.33  (step @p4660 :rule arith_mult_pos :args (5131470150642422/17098253667952889 @t1899))
% 7.12/7.33  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.33  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.33  (step @p4661 :rule evaluate :args ((> 5131470150642422/17098253667952889 0/1)))
% 7.12/7.33  (step @p4662 :rule true_elim :premises (@p4661))
% 7.12/7.33  (step @p4663 :rule and_intro :premises (@p4662 @p3460))
% 7.12/7.33  (step @p4664 :rule modus_ponens :premises (@p4663 @p4660))
% 7.12/7.33  (step @p4665 :rule arith_mult_neg :args (-8774489575474211/51294761003858667 @t1178))
% 7.12/7.33  (step @p4666 :rule evaluate :args ((< -8774489575474211/51294761003858667 0/1)))
% 7.12/7.33  (step @p4667 :rule true_elim :premises (@p4666))
% 7.12/7.33  (step @p4668 :rule and_intro :premises (@p4667 @p62))
% 7.12/7.33  (step @p4669 :rule modus_ponens :premises (@p4668 @p4665))
% 7.12/7.33  (step @p4670 :rule arith_mult_neg :args (-113228661403501463/307768566023152002 @t1930))
% 7.12/7.33  (step @p4671 :rule evaluate :args ((< -113228661403501463/307768566023152002 0/1)))
% 7.12/7.33  (step @p4672 :rule true_elim :premises (@p4671))
% 7.12/7.33  (step @p4673 :rule and_intro :premises (@p4672 @p3601))
% 7.12/7.33  (step @p4674 :rule modus_ponens :premises (@p4673 @p4670))
% 7.12/7.33  (step @p4675 :rule arith_mult_pos :args (215702653361375507/307768566023152002 @t1966))
% 7.12/7.33  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.33  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.33  (step @p4676 :rule evaluate :args ((> 215702653361375507/307768566023152002 0/1)))
% 7.12/7.33  (step @p4677 :rule true_elim :premises (@p4676))
% 7.12/7.33  (step @p4678 :rule and_intro :premises (@p4677 @p3712))
% 7.12/7.33  (step @p4679 :rule modus_ponens :premises (@p4678 @p4675))
% 7.12/7.33  (step @p4680 :rule arith_mult_neg :args (-15413236401603803/307768566023152002 @t1181))
% 7.12/7.33  (step @p4681 :rule evaluate :args ((< -15413236401603803/307768566023152002 0/1)))
% 7.12/7.33  (step @p4682 :rule true_elim :premises (@p4681))
% 7.12/7.33  (step @p4683 :rule and_intro :premises (@p4682 @p81))
% 7.12/7.33  (step @p4684 :rule modus_ponens :premises (@p4683 @p4680))
% 7.12/7.33  (step @p4685 :rule arith_mult_pos :args (121216575464961451/307768566023152002 @t1900))
% 7.12/7.33  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.33  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.33  (step @p4686 :rule evaluate :args ((> 121216575464961451/307768566023152002 0/1)))
% 7.12/7.33  (step @p4687 :rule true_elim :premises (@p4686))
% 7.12/7.33  (step @p4688 :rule and_intro :premises (@p4687 @p3467))
% 7.12/7.33  (step @p4689 :rule modus_ponens :premises (@p4688 @p4685))
% 7.12/7.33  (step @p4690 :rule arith_mult_neg :args (-25113037398173431/34196507335905778 @t1195))
% 7.12/7.33  (step @p4691 :rule evaluate :args ((< -25113037398173431/34196507335905778 0/1)))
% 7.12/7.33  (step @p4692 :rule true_elim :premises (@p4691))
% 7.12/7.33  (step @p4693 :rule and_intro :premises (@p4692 @p147))
% 7.12/7.33  (step @p4694 :rule modus_ponens :premises (@p4693 @p4690))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4695 :rule arith_sum_ub :premises (@p4058 @p4694 @p4689 @p4684 @p4679 @p4674 @p4669 @p4664 @p4659 @p4642))
% 7.12/7.33  (step @p4696 false :rule eq_resolve :premises (@p4695 @p4637))
% 7.12/7.33  (step-pop @p12895 :rule scope :premises (@p4696))
% 7.12/7.33  (step @p4697 :rule process_scope :premises (@p12895) :args (false))
% 7.12/7.33  (step @p4699 :rule eq_resolve :premises (@p4697 @p3967))
% 7.12/7.33  (step @p4700 :rule eq_resolve :premises (@p4699 @p3963))
% 7.12/7.33  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.33  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.33  (step @p4701 false :rule contra :premises (@p4058 @p4700))
% 7.12/7.33  (step-pop @p12896 :rule scope :premises (@p4701))
% 7.12/7.33  (step-pop @p12897 :rule scope :premises (@p12896))
% 7.12/7.33  (step-pop @p12898 :rule scope :premises (@p12897))
% 7.12/7.33  (step-pop @p12899 :rule scope :premises (@p12898))
% 7.12/7.33  (step-pop @p12900 :rule scope :premises (@p12899))
% 7.12/7.33  (step-pop @p12901 :rule scope :premises (@p12900))
% 7.12/7.33  (step-pop @p12902 :rule scope :premises (@p12901))
% 7.12/7.33  (step-pop @p12903 :rule scope :premises (@p12902))
% 7.12/7.33  (step-pop @p12904 :rule scope :premises (@p12903))
% 7.12/7.33  (step-pop @p12905 :rule scope :premises (@p12904))
% 7.12/7.33  (step @p4702 :rule process_scope :premises (@p12905) :args (false))
% 7.12/7.33  (assume-push @p12906 @t1248)
% 7.12/7.33  (assume-push @p12907 @t1178)
% 7.12/7.33  (assume-push @p12908 @t1181)
% 7.12/7.33  (assume-push @p12909 @t1930)
% 7.12/7.33  (assume-push @p12910 @t1249)
% 7.12/7.33  (assume-push @p12911 @t1929)
% 7.12/7.33  (assume-push @p12912 @t1195)
% 7.12/7.33  (assume-push @p12913 @t1855)
% 7.12/7.33  (assume-push @p12914 @t1251)
% 7.12/7.33  (assume-push @p12915 @t2211)
% 7.12/7.33  (step @p4723 :rule and_intro :premises (@p3356 @p12915 @p246 @p62 @p3601 @p3583 @p81 @p255 @p147 @p264))
% 7.12/7.33  (step-pop @p12916 :rule scope :premises (@p4723))
% 7.12/7.33  (step-pop @p12917 :rule scope :premises (@p12916))
% 7.12/7.33  (step-pop @p12918 :rule scope :premises (@p12917))
% 7.12/7.33  (step-pop @p12919 :rule scope :premises (@p12918))
% 7.12/7.33  (step-pop @p12920 :rule scope :premises (@p12919))
% 7.12/7.33  (step-pop @p12921 :rule scope :premises (@p12920))
% 7.12/7.33  (step-pop @p12922 :rule scope :premises (@p12921))
% 7.12/7.33  (step-pop @p12923 :rule scope :premises (@p12922))
% 7.12/7.33  (step-pop @p12924 :rule scope :premises (@p12923))
% 7.12/7.33  (step-pop @p12925 :rule scope :premises (@p12924))
% 7.12/7.33  (step @p4724 :rule process_scope :premises (@p12925) :args (@t2250))
% 7.12/7.33  (step @p4735 :rule implies_elim :premises (@p4724))
% 7.12/7.33  (step @p4736 :rule resolution :premises (@p4735 @p4702) :args (true @t2250))
% 7.12/7.33  (step @p4737 :rule not_and :premises (@p4736))
% 7.12/7.33  (step @p4738 :rule eq_resolve :premises (@p4737 @p4595))
% 7.12/7.33  (step @p4739 :rule chain_m_resolution :premises (@p4738 @p246 @p62 @p81 @p3601 @p255 @p3583 @p147 @p3356 @p264) :args (@t2205 @t1903 (@list @t1248 @t1178 @t1181 @t1930 @t1249 @t1929 @t1195 @t1855 @t1251)))
% 7.12/7.33  (step @p4740 :rule cnf_or_pos :args (@t2212))
% 7.12/7.33  (step @p4741 :rule reordering :premises (@p4740) :args ((or @t2211 @t2201 (not @t2212))))
% 7.12/7.33  (step @p4742 :rule chain_m_resolution :premises (@p4741 @p4739 @p4593) :args (@t2201 @t1904 (@list @t2205 @t2212)))
% 7.12/7.33  (step @p4743 :rule arith_poly_norm :args ((= (* -10062004514671904/5394949746438879 (- @t1655 @t1656)) (* -943312923250491/7812500000000000 @t2252))))
% 7.12/7.33  (step @p4744 :rule arith_poly_norm_rel :premises (@p4743) :args ((= @t2254 @t2253)))
% 7.12/7.33  (step @p4745 :rule arith_poly_norm :args ((= (* -10062004514671904/5394949746438879 (- @t1655 0/1)) (* -943312923250491/7812500000000000 (- @t2263 10062004514671904/5394949746438879)))))
% 7.12/7.33  (step @p4746 :rule arith_poly_norm_rel :premises (@p4745) :args ((= (>= @t1655 0/1) @t2264)))
% 7.12/7.33  (step @p4747 :rule refl :args (0/1))
% 7.12/7.33  (step @p4748 :rule arith_poly_norm :args ((= @t2265 @t1655)))
% 7.12/7.33  (step @p4749 :rule arith_poly_norm :args ((= @t2266 @t2265)))
% 7.12/7.33  (step @p4750 :rule trans :premises (@p4749 @p4748))
% 7.12/7.33  (step @p4751 :rule cong :premises (@p4750 @p4747) :args (@t2267))
% 7.12/7.33  (step @p4752 :rule trans :premises (@p4751 @p4746))
% 7.12/7.33  (step @p4753 :rule cong :premises (@p4752) :args (@t2268))
% 7.12/7.33  (step @p4754 :rule nary_cong :premises (@p4753 @p4744) :args (@t2269))
% 7.12/7.33  (step @p4755 :rule cong :premises (@p3339 @p4754) :args ((=> @t1851 @t2269)))
% 7.12/7.33  (assume-push @p12926 @t1851)
% 7.12/7.33  (step @p4757 :rule instantiate :premises (@p3326) :args ((@list @t1655 0/1)))
% 7.12/7.33  (step-pop @p12927 :rule scope :premises (@p4757))
% 7.12/7.33  (step @p4758 :rule process_scope :premises (@p12927) :args (@t2269))
% 7.12/7.33  (step @p4760 :rule eq_resolve :premises (@p4758 @p4755))
% 7.12/7.33  (step @p4761 :rule implies_elim :premises (@p4760))
% 7.12/7.33  (step @p4762 :rule chain_m_resolution :premises (@p4761 @p3326) :args (@t2271 @t1246 @t1854))
% 7.12/7.33  (step @p4763 :rule bool-double-not-elim :args (@t2264))
% 7.12/7.33  (step @p4764 :rule nary_cong :premises (@p3618 @p3617 @p3373 @p3372 @p3371 @p3614 @p3369 @p3612 @p3948 @p4763) :args ((or @t1939 @t1938 @t1864 @t1863 @t1862 @t1935 @t1860 @t1933 @t2033 (not @t2270))))
% 7.12/7.33  (assume-push @p12928 @t2270)
% 7.12/7.33  (assume-push @p12929 @t1929)
% 7.12/7.33  (assume-push @p12930 @t1195)
% 7.12/7.33  (assume-push @p12931 @t1175)
% 7.12/7.33  (assume-push @p12932 @t1932)
% 7.12/7.33  (assume-push @p12933 @t1184)
% 7.12/7.33  (assume-push @p12934 @t1199)
% 7.12/7.33  (assume-push @p12935 @t1857)
% 7.12/7.33  (assume-push @p12936 @t1249)
% 7.12/7.33  (assume-push @p12937 @t1251)
% 7.12/7.33  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.33  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.33  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.33  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.33  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.33  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.33  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.33  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.33  (assume-push @p12938 @t2035)
% 7.12/7.33  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.33  (step @p4776 :rule evaluate :args ((>= 0/1 -62121872344710872128673121293/30732060781932947500000000000000)))
% 7.12/7.33  (step @p4777 :rule evaluate :args ((+ 20431380448199/500000000000000 48502178232994560154240488220971/122928243127731790000000000000000 12584634076169530019367648417/8780588794837985000000000000000 -3981822909207158479312954403793/30732060781932947500000000000000 1219837543855528382005828502377/6146412156386589500000000000000 7649712001101096188309691447837/122928243127731790000000000000000 -11176255585134441288152094394979/122928243127731790000000000000000 -15117405842676461366781607066011/15366030390966473750000000000000 1674265991349116485851258166461/122928243127731790000000000000000 30186013544015712/61464121563865895)))
% 7.12/7.33  (step @p4778 :rule evaluate :args (@t2272))
% 7.12/7.33  (step @p4779 :rule evaluate :args (@t2273))
% 7.12/7.33  (step @p4780 :rule evaluate :args (@t2274))
% 7.12/7.33  (step @p4781 :rule evaluate :args (@t2275))
% 7.12/7.33  (step @p4782 :rule evaluate :args (@t2276))
% 7.12/7.33  (step @p4783 :rule evaluate :args (@t2277))
% 7.12/7.33  (step @p4784 :rule evaluate :args (@t2278))
% 7.12/7.33  (step @p4785 :rule evaluate :args (@t2279))
% 7.12/7.33  (step @p4786 :rule evaluate :args (@t2280))
% 7.12/7.33  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.33  (step @p4787 :rule nary_cong :premises (@p3980 @p4786 @p4785 @p4784 @p4783 @p4782 @p4781 @p4780 @p4779 @p4778) :args (@t2281))
% 7.12/7.33  (step @p4788 :rule trans :premises (@p4787 @p4777))
% 7.12/7.33  (step @p4789 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2290 @t2289 @t2288 @t2287 @t2286 @t2285 @t2284 @t2283 @t2282) 0/1)))
% 7.12/7.33  (step @p4790 :rule arith_poly_norm :args ((= @t2291 @t2282)))
% 7.12/7.33  (step @p4791 :rule refl :args (@t2283))
% 7.12/7.33  (step @p4792 :rule refl :args (@t2284))
% 7.12/7.33  (step @p4793 :rule refl :args (@t2285))
% 7.12/7.33  (step @p4794 :rule refl :args (@t2286))
% 7.12/7.33  (step @p4795 :rule refl :args (@t2287))
% 7.12/7.33  (step @p4796 :rule refl :args (@t2288))
% 7.12/7.33  (step @p4797 :rule refl :args (@t2289))
% 7.12/7.33  (step @p4798 :rule refl :args (@t2290))
% 7.12/7.33  (step @p4799 :rule nary_cong :premises (@p181 @p4798 @p4797 @p4796 @p4795 @p4794 @p4793 @p4792 @p4791 @p4790) :args (@t2292))
% 7.12/7.33  (step @p4800 :rule trans :premises (@p4799 @p4789))
% 7.12/7.33  (step @p4801 :rule cong :premises (@p4800 @p4788) :args (@t2293))
% 7.12/7.33  (step @p4802 :rule trans :premises (@p4801 @p4776))
% 7.12/7.33  (step @p4803 :rule cong :premises (@p4802) :args ((not @t2293)))
% 7.12/7.33  (step @p4804 :rule trans :premises (@p4803 @p3396))
% 7.12/7.33  (step @p4805 :rule arith-elim-lt :args (@t2292 @t2281))
% 7.12/7.33  (step @p4806 :rule trans :premises (@p4805 @p4804))
% 7.12/7.33  (step @p4807 :rule arith_mult_pos :args (16184849239316637/61464121563865895 (< @t2263 10062004514671904/5394949746438879)))
% 7.12/7.33  (step @p4808 :rule arith-elim-lt :args (@t2263 10062004514671904/5394949746438879))
% 7.12/7.33  (step @p4809 :rule symm :premises (@p4808))
% 7.12/7.33  (step @p4810 :rule eq_resolve :premises (@p12928 @p4809))
% 7.12/7.33  (step @p4811 :rule evaluate :args ((> 16184849239316637/61464121563865895 0/1)))
% 7.12/7.33  (step @p4812 :rule true_elim :premises (@p4811))
% 7.12/7.33  (step @p4813 :rule and_intro :premises (@p4812 @p4810))
% 7.12/7.33  (step @p4814 :rule modus_ponens :premises (@p4813 @p4807))
% 7.12/7.33  (step @p4815 :rule arith_mult_pos :args (37281532478479179/122928243127731790 @t1966))
% 7.12/7.33  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.33  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.33  (step @p4816 :rule evaluate :args ((> 37281532478479179/122928243127731790 0/1)))
% 7.12/7.33  (step @p4817 :rule true_elim :premises (@p4816))
% 7.12/7.33  (step @p4818 :rule and_intro :premises (@p4817 @p3712))
% 7.12/7.33  (step @p4819 :rule modus_ponens :premises (@p4818 @p4815))
% 7.12/7.33  (step @p4820 :rule arith_mult_neg :args (-60540501071815092/61464121563865895 @t1195))
% 7.12/7.33  (step @p4821 :rule evaluate :args ((< -60540501071815092/61464121563865895 0/1)))
% 7.12/7.33  (step @p4822 :rule true_elim :premises (@p4821))
% 7.12/7.33  (step @p4823 :rule and_intro :premises (@p4822 @p147))
% 7.12/7.33  (step @p4824 :rule modus_ponens :premises (@p4823 @p4820))
% 7.12/7.33  (step @p4825 :rule arith_mult_neg :args (-143380167173043749/245856486255463580 @t1175))
% 7.12/7.33  (step @p4826 :rule evaluate :args ((< -143380167173043749/245856486255463580 0/1)))
% 7.12/7.33  (step @p4827 :rule true_elim :premises (@p4826))
% 7.12/7.33  (step @p4828 :rule and_intro :premises (@p4827 @p43))
% 7.12/7.33  (step @p4829 :rule modus_ponens :premises (@p4828 @p4825))
% 7.12/7.33  (step @p4830 :rule arith_mult_pos :args (261902473627182053/245856486255463580 @t1965))
% 7.12/7.33  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.33  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.33  (step @p4831 :rule evaluate :args ((> 261902473627182053/245856486255463580 0/1)))
% 7.12/7.33  (step @p4832 :rule true_elim :premises (@p4831))
% 7.12/7.33  (step @p4833 :rule and_intro :premises (@p4832 @p3677))
% 7.12/7.33  (step @p4834 :rule modus_ponens :premises (@p4833 @p4830))
% 7.12/7.34  (step @p4835 :rule arith_mult_pos :args (9762913086169403/24585648625546358 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p4836 :rule evaluate :args ((> 9762913086169403/24585648625546358 0/1)))
% 7.12/7.34  (step @p4837 :rule true_elim :premises (@p4836))
% 7.12/7.34  (step @p4838 :rule and_intro :premises (@p4837 @p3453))
% 7.12/7.34  (step @p4839 :rule modus_ponens :premises (@p4838 @p4835))
% 7.12/7.34  (step @p4840 :rule arith_mult_neg :args (-16184849239316637/61464121563865895 @t1199))
% 7.12/7.34  (step @p4841 :rule evaluate :args ((< -16184849239316637/61464121563865895 0/1)))
% 7.12/7.34  (step @p4842 :rule true_elim :premises (@p4841))
% 7.12/7.34  (step @p4843 :rule and_intro :premises (@p4842 @p166))
% 7.12/7.34  (step @p4844 :rule modus_ponens :premises (@p4843 @p4840))
% 7.12/7.34  (step @p4845 :rule arith_mult_pos :args (2477591872186707/8780588794837985 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p4846 :rule evaluate :args ((> 2477591872186707/8780588794837985 0/1)))
% 7.12/7.34  (step @p4847 :rule true_elim :premises (@p4846))
% 7.12/7.34  (step @p4848 :rule and_intro :premises (@p4847 @p3479))
% 7.12/7.34  (step @p4849 :rule modus_ponens :premises (@p4848 @p4845))
% 7.12/7.34  (step @p4850 :rule arith_mult_pos :args (139733912999952581/122928243127731790 @t1900))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p4851 :rule evaluate :args ((> 139733912999952581/122928243127731790 0/1)))
% 7.12/7.34  (step @p4852 :rule true_elim :premises (@p4851))
% 7.12/7.34  (step @p4853 :rule and_intro :premises (@p4852 @p3467))
% 7.12/7.34  (step @p4854 :rule modus_ponens :premises (@p4853 @p4850))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p4855 :rule arith_sum_ub :premises (@p4058 @p4854 @p4849 @p4844 @p4839 @p4834 @p4829 @p4824 @p4819 @p4814))
% 7.12/7.34  (step @p4856 false :rule eq_resolve :premises (@p4855 @p4806))
% 7.12/7.34  (step-pop @p12939 :rule scope :premises (@p4856))
% 7.12/7.34  (step @p4857 :rule process_scope :premises (@p12939) :args (false))
% 7.12/7.34  (step @p4859 :rule eq_resolve :premises (@p4857 @p3967))
% 7.12/7.34  (step @p4860 :rule eq_resolve :premises (@p4859 @p3963))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p4861 false :rule contra :premises (@p4058 @p4860))
% 7.12/7.34  (step-pop @p12940 :rule scope :premises (@p4861))
% 7.12/7.34  (step-pop @p12941 :rule scope :premises (@p12940))
% 7.12/7.34  (step-pop @p12942 :rule scope :premises (@p12941))
% 7.12/7.34  (step-pop @p12943 :rule scope :premises (@p12942))
% 7.12/7.34  (step-pop @p12944 :rule scope :premises (@p12943))
% 7.12/7.34  (step-pop @p12945 :rule scope :premises (@p12944))
% 7.12/7.34  (step-pop @p12946 :rule scope :premises (@p12945))
% 7.12/7.34  (step-pop @p12947 :rule scope :premises (@p12946))
% 7.12/7.34  (step-pop @p12948 :rule scope :premises (@p12947))
% 7.12/7.34  (step-pop @p12949 :rule scope :premises (@p12948))
% 7.12/7.34  (step @p4862 :rule process_scope :premises (@p12949) :args (false))
% 7.12/7.34  (assume-push @p12950 @t1175)
% 7.12/7.34  (assume-push @p12951 @t1932)
% 7.12/7.34  (assume-push @p12952 @t1857)
% 7.12/7.34  (assume-push @p12953 @t1184)
% 7.12/7.34  (assume-push @p12954 @t1249)
% 7.12/7.34  (assume-push @p12955 @t1929)
% 7.12/7.34  (assume-push @p12956 @t1195)
% 7.12/7.34  (assume-push @p12957 @t1199)
% 7.12/7.34  (assume-push @p12958 @t1251)
% 7.12/7.34  (assume-push @p12959 @t2270)
% 7.12/7.34  (step @p4883 :rule and_intro :premises (@p12959 @p3583 @p147 @p43 @p3610 @p90 @p166 @p3365 @p255 @p264))
% 7.12/7.34  (step-pop @p12960 :rule scope :premises (@p4883))
% 7.12/7.34  (step-pop @p12961 :rule scope :premises (@p12960))
% 7.12/7.34  (step-pop @p12962 :rule scope :premises (@p12961))
% 7.12/7.34  (step-pop @p12963 :rule scope :premises (@p12962))
% 7.12/7.34  (step-pop @p12964 :rule scope :premises (@p12963))
% 7.12/7.34  (step-pop @p12965 :rule scope :premises (@p12964))
% 7.12/7.34  (step-pop @p12966 :rule scope :premises (@p12965))
% 7.12/7.34  (step-pop @p12967 :rule scope :premises (@p12966))
% 7.12/7.34  (step-pop @p12968 :rule scope :premises (@p12967))
% 7.12/7.34  (step-pop @p12969 :rule scope :premises (@p12968))
% 7.12/7.34  (step @p4884 :rule process_scope :premises (@p12969) :args (@t2294))
% 7.12/7.34  (step @p4895 :rule implies_elim :premises (@p4884))
% 7.12/7.34  (step @p4896 :rule resolution :premises (@p4895 @p4862) :args (true @t2294))
% 7.12/7.34  (step @p4897 :rule not_and :premises (@p4896))
% 7.12/7.34  (step @p4898 :rule eq_resolve :premises (@p4897 @p4764))
% 7.12/7.34  (step @p4899 :rule chain_m_resolution :premises (@p4898 @p43 @p3610 @p3365 @p90 @p255 @p3583 @p147 @p166 @p264) :args (@t2264 @t1903 (@list @t1175 @t1932 @t1857 @t1184 @t1249 @t1929 @t1195 @t1199 @t1251)))
% 7.12/7.34  (step @p4900 :rule cnf_or_pos :args (@t2271))
% 7.12/7.34  (step @p4901 :rule reordering :premises (@p4900) :args ((or @t2270 @t2253 (not @t2271))))
% 7.12/7.34  (step @p4902 :rule chain_m_resolution :premises (@p4901 @p4899 @p4762) :args (@t2253 @t1904 (@list @t2264 @t2271)))
% 7.12/7.34  (step @p4903 :rule arith_poly_norm :args ((= (* -39752094871234563/96313376306796002 (- @t1694 @t1695)) (* 119256284613703689/1000000000000000000 @t2304))))
% 7.12/7.34  (step @p4904 :rule arith_poly_norm_rel :premises (@p4903) :args ((= @t2306 @t2305)))
% 7.12/7.34  (step @p4905 :rule arith_poly_norm :args ((= (* 39752094871234563/96313376306796002 (- @t1694 0/1)) (* 119256284613703689/1000000000000000000 @t2308))))
% 7.12/7.34  (step @p4906 :rule arith_poly_norm_rel :premises (@p4905) :args ((= (>= @t1694 0/1) @t2309)))
% 7.12/7.34  (step @p4907 :rule refl :args (0/1))
% 7.12/7.34  (step @p4908 :rule arith_poly_norm :args ((= @t2310 @t1694)))
% 7.12/7.34  (step @p4909 :rule arith_poly_norm :args ((= @t2311 @t2310)))
% 7.12/7.34  (step @p4910 :rule trans :premises (@p4909 @p4908))
% 7.12/7.34  (step @p4911 :rule cong :premises (@p4910 @p4907) :args (@t2312))
% 7.12/7.34  (step @p4912 :rule trans :premises (@p4911 @p4906))
% 7.12/7.34  (step @p4913 :rule cong :premises (@p4912) :args (@t2313))
% 7.12/7.34  (step @p4914 :rule nary_cong :premises (@p4913 @p4904) :args (@t2314))
% 7.12/7.34  (step @p4915 :rule cong :premises (@p3339 @p4914) :args ((=> @t1851 @t2314)))
% 7.12/7.34  (assume-push @p12970 @t1851)
% 7.12/7.34  (step @p4917 :rule instantiate :premises (@p3326) :args ((@list @t1694 0/1)))
% 7.12/7.34  (step-pop @p12971 :rule scope :premises (@p4917))
% 7.12/7.34  (step @p4918 :rule process_scope :premises (@p12971) :args (@t2314))
% 7.12/7.34  (step @p4920 :rule eq_resolve :premises (@p4918 @p4915))
% 7.12/7.34  (step @p4921 :rule implies_elim :premises (@p4920))
% 7.12/7.34  (step @p4922 :rule chain_m_resolution :premises (@p4921 @p3326) :args (@t2316 @t1246 @t1854))
% 7.12/7.34  (step @p4923 :rule bool-double-not-elim :args (@t2309))
% 7.12/7.34  (step @p4924 :rule nary_cong :premises (@p3375 @p3617 @p3795 @p3616 @p3371 @p3614 @p3369 @p3368 @p3367 @p4923) :args ((or @t1866 @t1938 @t1998 @t1937 @t1862 @t1935 @t1860 @t1859 @t1858 (not @t2315))))
% 7.12/7.34  (assume-push @p12972 @t1195)
% 7.12/7.34  (assume-push @p12973 @t1855)
% 7.12/7.34  (assume-push @p12974 @t1929)
% 7.12/7.34  (assume-push @p12975 @t2315)
% 7.12/7.34  (assume-push @p12976 @t1181)
% 7.12/7.34  (assume-push @p12977 @t1932)
% 7.12/7.34  (assume-push @p12978 @t1930)
% 7.12/7.34  (assume-push @p12979 @t1248)
% 7.12/7.34  (assume-push @p12980 @t1249)
% 7.12/7.34  (assume-push @p12981 @t1203)
% 7.12/7.34  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.34  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.34  (assume-push @p12982 @t1203)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p4938 :rule evaluate :args ((>= 0/1 -3396042164968403338180276628964999/3395996496903023000000000000000000)))
% 7.12/7.34  (step @p4939 :rule evaluate :args ((+ -19431380448199/500000000000000 8847010108316180449345273725087/1828613498332397000000000000000 2850605004163377416793096149517/2377197547832116100000000000000 -5209763631536756651776754887143/1485748467395072562500000000000 1151046858997265133929584238031/5942993869580290250000000000000 -832479746939203522005429638095993/23771975478321161000000000000000000 -119256284613703689/23771975478321161 1512694008361034955305150720841/5942993869580290250000000000000 35687230077621985165937474275167/5942993869580290250000000000000 -465298133280656214757025173399/95087901913284644000000000000)))
% 7.12/7.34  (step @p4940 :rule evaluate :args (@t2317))
% 7.12/7.34  (step @p4941 :rule evaluate :args (@t2318))
% 7.12/7.34  (step @p4942 :rule evaluate :args (@t2319))
% 7.12/7.34  (step @p4943 :rule evaluate :args (@t2320))
% 7.12/7.34  (step @p4944 :rule evaluate :args (@t2321))
% 7.12/7.34  (step @p4945 :rule evaluate :args (@t2322))
% 7.12/7.34  (step @p4946 :rule evaluate :args (@t2323))
% 7.12/7.34  (step @p4947 :rule evaluate :args (@t2324))
% 7.12/7.34  (step @p4948 :rule evaluate :args (@t2325))
% 7.12/7.34  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.34  (step @p4950 :rule nary_cong :premises (@p4949 @p4948 @p4947 @p4946 @p4945 @p4944 @p4943 @p4942 @p4941 @p4940) :args (@t2326))
% 7.12/7.34  (step @p4951 :rule trans :premises (@p4950 @p4939))
% 7.12/7.34  (step @p4952 :rule arith_poly_norm :args ((= (+ @t1202 @t2335 @t2334 @t2333 @t2332 @t2331 @t2330 @t2329 @t2328 @t2327) 0/1)))
% 7.12/7.34  (step @p4953 :rule refl :args (@t2327))
% 7.12/7.34  (step @p4954 :rule refl :args (@t2328))
% 7.12/7.34  (step @p4955 :rule refl :args (@t2329))
% 7.12/7.34  (step @p4956 :rule arith_poly_norm :args ((= @t2345 @t2330)))
% 7.12/7.34  (step @p4957 :rule refl :args (@t2331))
% 7.12/7.34  (step @p4958 :rule refl :args (@t2332))
% 7.12/7.34  (step @p4959 :rule refl :args (@t2333))
% 7.12/7.34  (step @p4960 :rule refl :args (@t2334))
% 7.12/7.34  (step @p4961 :rule refl :args (@t2335))
% 7.12/7.34  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.34  (step @p4963 :rule nary_cong :premises (@p4962 @p4961 @p4960 @p4959 @p4958 @p4957 @p4956 @p4955 @p4954 @p4953) :args (@t2346))
% 7.12/7.34  (step @p4964 :rule trans :premises (@p4963 @p4952))
% 7.12/7.34  (step @p4965 :rule cong :premises (@p4964 @p4951) :args (@t2347))
% 7.12/7.34  (step @p4966 :rule trans :premises (@p4965 @p4938))
% 7.12/7.34  (step @p4967 :rule cong :premises (@p4966) :args ((not @t2347)))
% 7.12/7.34  (step @p4968 :rule trans :premises (@p4967 @p3396))
% 7.12/7.34  (step @p4969 :rule arith-elim-lt :args (@t2346 @t2326))
% 7.12/7.34  (step @p4970 :rule trans :premises (@p4969 @p4968))
% 7.12/7.34  (step @p4971 :rule arith_mult_neg :args (-116460879720964250/23771975478321161 @t1195))
% 7.12/7.34  (step @p4972 :rule evaluate :args ((< -116460879720964250/23771975478321161 0/1)))
% 7.12/7.34  (step @p4973 :rule true_elim :premises (@p4972))
% 7.12/7.34  (step @p4974 :rule and_intro :premises (@p4973 @p147))
% 7.12/7.34  (step @p4975 :rule modus_ponens :premises (@p4974 @p4971))
% 7.12/7.34  (step @p4976 :rule arith_mult_pos :args (288940128920388006/23771975478321161 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p4977 :rule evaluate :args ((> 288940128920388006/23771975478321161 0/1)))
% 7.12/7.34  (step @p4978 :rule true_elim :premises (@p4977))
% 7.12/7.34  (step @p4979 :rule and_intro :premises (@p4978 @p3503))
% 7.12/7.34  (step @p4980 :rule modus_ponens :premises (@p4979 @p4976))
% 7.12/7.34  (step @p4981 :rule arith_mult_pos :args (134734984988303996/23771975478321161 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p4982 :rule evaluate :args ((> 134734984988303996/23771975478321161 0/1)))
% 7.12/7.34  (step @p4983 :rule true_elim :premises (@p4982))
% 7.12/7.34  (step @p4984 :rule and_intro :premises (@p4983 @p3712))
% 7.12/7.34  (step @p4985 :rule modus_ponens :premises (@p4984 @p4981))
% 7.12/7.34  (step @p4986 :rule arith_mult_neg :args (-288940128920388006/23771975478321161 (> @t2344 39752094871234563/96313376306796002)))
% 7.12/7.34  (step @p4987 :rule arith_poly_norm :args (@t2348))
% 7.12/7.34  (step @p4988 :rule arith_poly_norm_rel :premises (@p4987) :args (@t2350))
% 7.12/7.34  (step @p4989 :rule arith-elim-leq :args (@t2344 39752094871234563/96313376306796002))
% 7.12/7.34  (step @p4990 :rule trans :premises (@p4989 @p4988))
% 7.12/7.34  (step @p4991 :rule cong :premises (@p4990) :args ((not @t2351)))
% 7.12/7.34  (step @p4992 :rule symm :premises (@p4989))
% 7.12/7.34  (step @p4993 :rule cong :premises (@p4992) :args ((not @t2349)))
% 7.12/7.34  (step @p4994 :rule arith-elim-gt :args (@t2344 39752094871234563/96313376306796002))
% 7.12/7.34  (step @p4995 :rule trans :premises (@p4994 @p4993))
% 7.12/7.34  (step @p4996 :rule trans :premises (@p4995 @p4991))
% 7.12/7.34  (step @p4997 :rule symm :premises (@p4996))
% 7.12/7.34  (step @p4998 :rule eq_resolve :premises (@p12975 @p4997))
% 7.12/7.34  (step @p4999 :rule evaluate :args ((< -288940128920388006/23771975478321161 0/1)))
% 7.12/7.34  (step @p5000 :rule true_elim :premises (@p4999))
% 7.12/7.34  (step @p5001 :rule and_intro :premises (@p5000 @p4998))
% 7.12/7.34  (step @p5002 :rule modus_ponens :premises (@p5001 @p4986))
% 7.12/7.34  (step @p5003 :rule arith_mult_neg :args (-270339928183404965/23771975478321161 @t1181))
% 7.12/7.34  (step @p5004 :rule evaluate :args ((< -270339928183404965/23771975478321161 0/1)))
% 7.12/7.34  (step @p5005 :rule true_elim :premises (@p5004))
% 7.12/7.34  (step @p5006 :rule and_intro :premises (@p5005 @p81))
% 7.12/7.34  (step @p5007 :rule modus_ponens :premises (@p5006 @p5003))
% 7.12/7.34  (step @p5008 :rule arith_mult_pos :args (78816567104432078/23771975478321161 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5009 :rule evaluate :args ((> 78816567104432078/23771975478321161 0/1)))
% 7.12/7.34  (step @p5010 :rule true_elim :premises (@p5009))
% 7.12/7.34  (step @p5011 :rule and_intro :premises (@p5010 @p3677))
% 7.12/7.34  (step @p5012 :rule modus_ponens :premises (@p5011 @p5008))
% 7.12/7.34  (step @p5013 :rule arith_mult_neg :args (-167454511534455508/23771975478321161 @t1930))
% 7.12/7.34  (step @p5014 :rule evaluate :args ((< -167454511534455508/23771975478321161 0/1)))
% 7.12/7.34  (step @p5015 :rule true_elim :premises (@p5014))
% 7.12/7.34  (step @p5016 :rule and_intro :premises (@p5015 @p3601))
% 7.12/7.34  (step @p5017 :rule modus_ponens :premises (@p5016 @p5013))
% 7.12/7.34  (step @p5018 :rule arith_mult_pos :args (180535942580106135/23771975478321161 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p5019 :rule evaluate :args ((> 180535942580106135/23771975478321161 0/1)))
% 7.12/7.34  (step @p5020 :rule true_elim :premises (@p5019))
% 7.12/7.34  (step @p5021 :rule and_intro :premises (@p5020 @p3460))
% 7.12/7.34  (step @p5022 :rule modus_ponens :premises (@p5021 @p5018))
% 7.12/7.34  (step @p5023 :rule arith_mult_pos :args (331345024402933341/23771975478321161 @t1900))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p5024 :rule evaluate :args ((> 331345024402933341/23771975478321161 0/1)))
% 7.12/7.34  (step @p5025 :rule true_elim :premises (@p5024))
% 7.12/7.34  (step @p5026 :rule and_intro :premises (@p5025 @p3467))
% 7.12/7.34  (step @p5027 :rule modus_ponens :premises (@p5026 @p5023))
% 7.12/7.34  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.34  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.34  (step @p5031 :rule arith_sum_ub :premises (@p5030 @p5027 @p5022 @p5017 @p5012 @p5007 @p5002 @p4985 @p4980 @p4975))
% 7.12/7.34  (step @p5032 false :rule eq_resolve :premises (@p5031 @p4970))
% 7.12/7.34  (step-pop @p12983 :rule scope :premises (@p5032))
% 7.12/7.34  (step @p5033 :rule process_scope :premises (@p12983) :args (false))
% 7.12/7.34  (step @p5035 :rule eq_resolve :premises (@p5033 @p4936))
% 7.12/7.34  (step @p5036 :rule eq_resolve :premises (@p5035 @p4935))
% 7.12/7.34  (step @p5037 false :rule contra :premises (@p185 @p5036))
% 7.12/7.34  (step-pop @p12984 :rule scope :premises (@p5037))
% 7.12/7.34  (step-pop @p12985 :rule scope :premises (@p12984))
% 7.12/7.34  (step-pop @p12986 :rule scope :premises (@p12985))
% 7.12/7.34  (step-pop @p12987 :rule scope :premises (@p12986))
% 7.12/7.34  (step-pop @p12988 :rule scope :premises (@p12987))
% 7.12/7.34  (step-pop @p12989 :rule scope :premises (@p12988))
% 7.12/7.34  (step-pop @p12990 :rule scope :premises (@p12989))
% 7.12/7.34  (step-pop @p12991 :rule scope :premises (@p12990))
% 7.12/7.34  (step-pop @p12992 :rule scope :premises (@p12991))
% 7.12/7.34  (step-pop @p12993 :rule scope :premises (@p12992))
% 7.12/7.34  (step @p5038 :rule process_scope :premises (@p12993) :args (false))
% 7.12/7.34  (assume-push @p12994 @t1248)
% 7.12/7.34  (assume-push @p12995 @t1932)
% 7.12/7.34  (assume-push @p12996 @t1181)
% 7.12/7.34  (assume-push @p12997 @t1930)
% 7.12/7.34  (assume-push @p12998 @t1249)
% 7.12/7.34  (assume-push @p12999 @t1929)
% 7.12/7.34  (assume-push @p13000 @t1195)
% 7.12/7.34  (assume-push @p13001 @t1855)
% 7.12/7.34  (assume-push @p13002 @t1203)
% 7.12/7.34  (assume-push @p13003 @t2315)
% 7.12/7.34  (step @p5059 :rule and_intro :premises (@p147 @p3356 @p3583 @p13003 @p81 @p3610 @p3601 @p246 @p255 @p185))
% 7.12/7.34  (step-pop @p13004 :rule scope :premises (@p5059))
% 7.12/7.34  (step-pop @p13005 :rule scope :premises (@p13004))
% 7.12/7.34  (step-pop @p13006 :rule scope :premises (@p13005))
% 7.12/7.34  (step-pop @p13007 :rule scope :premises (@p13006))
% 7.12/7.34  (step-pop @p13008 :rule scope :premises (@p13007))
% 7.12/7.34  (step-pop @p13009 :rule scope :premises (@p13008))
% 7.12/7.34  (step-pop @p13010 :rule scope :premises (@p13009))
% 7.12/7.34  (step-pop @p13011 :rule scope :premises (@p13010))
% 7.12/7.34  (step-pop @p13012 :rule scope :premises (@p13011))
% 7.12/7.34  (step-pop @p13013 :rule scope :premises (@p13012))
% 7.12/7.34  (step @p5060 :rule process_scope :premises (@p13013) :args (@t2352))
% 7.12/7.34  (step @p5071 :rule implies_elim :premises (@p5060))
% 7.12/7.34  (step @p5072 :rule resolution :premises (@p5071 @p5038) :args (true @t2352))
% 7.12/7.34  (step @p5073 :rule not_and :premises (@p5072))
% 7.12/7.34  (step @p5074 :rule eq_resolve :premises (@p5073 @p4924))
% 7.12/7.34  (step @p5075 :rule chain_m_resolution :premises (@p5074 @p246 @p3610 @p81 @p3601 @p255 @p3583 @p147 @p3356 @p185) :args (@t2309 @t1903 @t2353))
% 7.12/7.34  (step @p5076 :rule cnf_or_pos :args (@t2316))
% 7.12/7.34  (step @p5077 :rule reordering :premises (@p5076) :args ((or @t2315 @t2305 (not @t2316))))
% 7.12/7.34  (step @p5078 :rule chain_m_resolution :premises (@p5077 @p5075 @p4922) :args (@t2305 @t1904 (@list @t2309 @t2316)))
% 7.12/7.34  (step @p5079 :rule arith_poly_norm :args ((= (* -76488406458863623/274656616745850568 (- @t1713 @t1714)) (* -76488406458863623/1000000000000000000 @t2355))))
% 7.12/7.34  (step @p5080 :rule arith_poly_norm_rel :premises (@p5079) :args ((= @t2357 @t2356)))
% 7.12/7.34  (step @p5081 :rule arith_poly_norm :args ((= (* -76488406458863623/274656616745850568 (- @t1713 0/1)) (* -76488406458863623/1000000000000000000 (- @t2366 76488406458863623/274656616745850568)))))
% 7.12/7.34  (step @p5082 :rule arith_poly_norm_rel :premises (@p5081) :args ((= (>= @t1713 0/1) @t2367)))
% 7.12/7.34  (step @p5083 :rule refl :args (0/1))
% 7.12/7.34  (step @p5084 :rule arith_poly_norm :args ((= @t2368 @t1713)))
% 7.12/7.34  (step @p5085 :rule arith_poly_norm :args ((= @t2369 @t2368)))
% 7.12/7.34  (step @p5086 :rule trans :premises (@p5085 @p5084))
% 7.12/7.34  (step @p5087 :rule cong :premises (@p5086 @p5083) :args (@t2370))
% 7.12/7.34  (step @p5088 :rule trans :premises (@p5087 @p5082))
% 7.12/7.34  (step @p5089 :rule cong :premises (@p5088) :args (@t2371))
% 7.12/7.34  (step @p5090 :rule nary_cong :premises (@p5089 @p5080) :args (@t2372))
% 7.12/7.34  (step @p5091 :rule cong :premises (@p3339 @p5090) :args ((=> @t1851 @t2372)))
% 7.12/7.34  (assume-push @p13014 @t1851)
% 7.12/7.34  (step @p5093 :rule instantiate :premises (@p3326) :args ((@list @t1713 0/1)))
% 7.12/7.34  (step-pop @p13015 :rule scope :premises (@p5093))
% 7.12/7.34  (step @p5094 :rule process_scope :premises (@p13015) :args (@t2372))
% 7.12/7.34  (step @p5096 :rule eq_resolve :premises (@p5094 @p5091))
% 7.12/7.34  (step @p5097 :rule implies_elim :premises (@p5096))
% 7.12/7.34  (step @p5098 :rule chain_m_resolution :premises (@p5097 @p3326) :args (@t2374 @t1246 @t1854))
% 7.12/7.34  (step @p5099 :rule bool-double-not-elim :args (@t2367))
% 7.12/7.34  (step @p5100 :rule refl :args (@t2166))
% 7.12/7.34  (step @p5101 :rule nary_cong :premises (@p3618 @p3617 @p3373 @p3615 @p3614 @p3369 @p3612 @p3367 @p5100 @p5099) :args ((or @t1939 @t1938 @t1864 @t1936 @t1935 @t1860 @t1933 @t1858 @t2166 (not @t2373))))
% 7.12/7.34  (assume-push @p13016 @t2373)
% 7.12/7.34  (assume-push @p13017 @t1932)
% 7.12/7.34  (assume-push @p13018 @t1929)
% 7.12/7.34  (assume-push @p13019 @t1203)
% 7.12/7.34  (assume-push @p13020 @t1175)
% 7.12/7.34  (assume-push @p13021 @t1857)
% 7.12/7.34  (assume-push @p13022 @t1187)
% 7.12/7.34  (assume-push @p13023 @t2160)
% 7.12/7.34  (assume-push @p13024 @t1199)
% 7.12/7.34  (assume-push @p13025 @t1195)
% 7.12/7.34  (step @p5112 :rule arith-elim-lt :args (|tptp.'X_6'| 998829251495207/1000000000000000))
% 7.12/7.34  (step @p5113 :rule symm :premises (@p5112))
% 7.12/7.34  (assume-push @p13026 @t1195)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p5115 :rule evaluate :args ((>= 0/1 -166297857087163981083269086023612496796538483803/222130938234255804952651621440176125000000000000)))
% 7.12/7.34  (step @p5116 :rule evaluate :args ((+ -998829251495207/1000000000000000 -130939373840567781168278769276820159537800314387/177704750587404643962121297152140900000000000000 3583748982654917362575729170694149/1777047505874046439621212971521409 -366144713067065195925233864863307810011645497433/222130938234255804952651621440176125000000000000 10283303760096825670653978246938626819352007971/888523752937023219810606485760704500000000000000 -65106970208932457274906713799705808992134451263/222130938234255804952651621440176125000000000000 -19998365640392540049776512421138022540568127643/888523752937023219810606485760704500000000000000 100900613731950597353830639863154440169649786973/1777047505874046439621212971521409000000000000000 3223395303481235520113655702221506819736834439/55532734558563951238162905360044031250000000000 1435623255742269390670249700485133/1777047505874046439621212971521409)))
% 7.12/7.34  (step @p5117 :rule evaluate :args (@t2375))
% 7.12/7.34  (step @p5118 :rule evaluate :args (@t2376))
% 7.12/7.34  (step @p5119 :rule evaluate :args (@t2377))
% 7.12/7.34  (step @p5120 :rule evaluate :args (@t2378))
% 7.12/7.34  (step @p5121 :rule evaluate :args (@t2379))
% 7.12/7.34  (step @p5122 :rule evaluate :args (@t2380))
% 7.12/7.34  (step @p5123 :rule evaluate :args (@t2381))
% 7.12/7.34  (step @p5124 :rule evaluate :args (@t2382))
% 7.12/7.34  (step @p5125 :rule evaluate :args (@t2383))
% 7.12/7.34  (step @p5126 :rule evaluate :args (@t1196))
% 7.12/7.34  (step @p5127 :rule nary_cong :premises (@p5126 @p5125 @p5124 @p5123 @p5122 @p5121 @p5120 @p5119 @p5118 @p5117) :args (@t2384))
% 7.12/7.34  (step @p5128 :rule trans :premises (@p5127 @p5116))
% 7.12/7.34  (step @p5129 :rule arith_poly_norm :args ((= (+ @t1194 @t2393 @t2392 @t2391 @t2390 @t2389 @t2388 @t2387 @t2386 @t2385) 0/1)))
% 7.12/7.34  (step @p5130 :rule arith_poly_norm :args ((= @t2394 @t2385)))
% 7.12/7.34  (step @p5131 :rule refl :args (@t2386))
% 7.12/7.34  (step @p5132 :rule refl :args (@t2387))
% 7.12/7.34  (step @p5133 :rule refl :args (@t2388))
% 7.12/7.34  (step @p5134 :rule refl :args (@t2389))
% 7.12/7.34  (step @p5135 :rule refl :args (@t2390))
% 7.12/7.34  (step @p5136 :rule refl :args (@t2391))
% 7.12/7.34  (step @p5137 :rule arith_poly_norm :args ((= @t2395 @t2392)))
% 7.12/7.34  (step @p5138 :rule refl :args (@t2393))
% 7.12/7.34  (step @p5139 :rule refl :args (@t1194))
% 7.12/7.34  (step @p5140 :rule nary_cong :premises (@p5139 @p5138 @p5137 @p5136 @p5135 @p5134 @p5133 @p5132 @p5131 @p5130) :args (@t2396))
% 7.12/7.34  (step @p5141 :rule trans :premises (@p5140 @p5129))
% 7.12/7.34  (step @p5142 :rule cong :premises (@p5141 @p5128) :args (@t2397))
% 7.12/7.34  (step @p5143 :rule trans :premises (@p5142 @p5115))
% 7.12/7.34  (step @p5144 :rule cong :premises (@p5143) :args ((not @t2397)))
% 7.12/7.34  (step @p5145 :rule trans :premises (@p5144 @p3396))
% 7.12/7.34  (step @p5146 :rule arith-elim-lt :args (@t2396 @t2384))
% 7.12/7.34  (step @p5147 :rule trans :premises (@p5146 @p5145))
% 7.12/7.34  (step @p5148 :rule arith_mult_pos :args (5155074404065350529690224796056728/1777047505874046439621212971521409 (< @t2366 76488406458863623/274656616745850568)))
% 7.12/7.34  (step @p5149 :rule arith-elim-lt :args (@t2366 76488406458863623/274656616745850568))
% 7.12/7.34  (step @p5150 :rule symm :premises (@p5149))
% 7.12/7.34  (step @p5151 :rule eq_resolve :premises (@p13016 @p5150))
% 7.12/7.34  (step @p5152 :rule evaluate :args ((> 5155074404065350529690224796056728/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5153 :rule true_elim :premises (@p5152))
% 7.12/7.34  (step @p5154 :rule and_intro :premises (@p5153 @p5151))
% 7.12/7.34  (step @p5155 :rule modus_ponens :premises (@p5154 @p5148))
% 7.12/7.34  (step @p5156 :rule arith_mult_pos :args (1765745331773976975833348314998256/1777047505874046439621212971521409 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5157 :rule evaluate :args ((> 1765745331773976975833348314998256/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5158 :rule true_elim :premises (@p5157))
% 7.12/7.34  (step @p5159 :rule and_intro :premises (@p5158 @p3677))
% 7.12/7.34  (step @p5160 :rule modus_ponens :premises (@p5159 @p5156))
% 7.12/7.34  (step @p5161 :rule arith_mult_pos :args (2246793237981864900131750901221547/1777047505874046439621212971521409 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p5162 :rule evaluate :args ((> 2246793237981864900131750901221547/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5163 :rule true_elim :premises (@p5162))
% 7.12/7.34  (step @p5164 :rule and_intro :premises (@p5163 @p3712))
% 7.12/7.34  (step @p5165 :rule modus_ponens :premises (@p5164 @p5161))
% 7.12/7.34  (step @p5166 :rule arith_mult_neg :args (-1029178842630611514034467054959757/1777047505874046439621212971521409 @t1203))
% 7.12/7.34  (step @p5167 :rule evaluate :args ((< -1029178842630611514034467054959757/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5168 :rule true_elim :premises (@p5167))
% 7.12/7.34  (step @p5169 :rule and_intro :premises (@p5168 @p185))
% 7.12/7.34  (step @p5170 :rule modus_ponens :premises (@p5169 @p5166))
% 7.12/7.34  (step @p5171 :rule arith_mult_neg :args (-3341028916734395446970867771643812/1777047505874046439621212971521409 @t1175))
% 7.12/7.34  (step @p5172 :rule evaluate :args ((< -3341028916734395446970867771643812/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5173 :rule true_elim :premises (@p5172))
% 7.12/7.34  (step @p5174 :rule and_intro :premises (@p5173 @p43))
% 7.12/7.34  (step @p5175 :rule modus_ponens :premises (@p5174 @p5171))
% 7.12/7.34  (step @p5176 :rule arith_mult_pos :args (4049037844252958520058501021338482/1777047505874046439621212971521409 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p5177 :rule evaluate :args ((> 4049037844252958520058501021338482/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5178 :rule true_elim :premises (@p5177))
% 7.12/7.34  (step @p5179 :rule and_intro :premises (@p5178 @p3479))
% 7.12/7.34  (step @p5180 :rule modus_ponens :premises (@p5179 @p5176))
% 7.12/7.34  (step @p5181 :rule arith_mult_neg :args (-8487757415424707805599384014923704/1777047505874046439621212971521409 @t1187))
% 7.12/7.34  (step @p5182 :rule evaluate :args ((< -8487757415424707805599384014923704/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5183 :rule true_elim :premises (@p5182))
% 7.12/7.34  (step @p5184 :rule and_intro :premises (@p5183 @p109))
% 7.12/7.34  (step @p5185 :rule modus_ponens :premises (@p5184 @p5181))
% 7.12/7.34  (step @p5186 :rule arith_mult_neg :args (-191841457499127050671415137928601/136695961990311264586247151655493 @t2160))
% 7.12/7.34  (step @p5187 :rule evaluate :args ((< -191841457499127050671415137928601/136695961990311264586247151655493 0/1)))
% 7.12/7.34  (step @p5188 :rule true_elim :premises (@p5187))
% 7.12/7.34  (step @p5189 :rule and_intro :premises (@p5188 @p13023))
% 7.12/7.34  (step @p5190 :rule modus_ponens :premises (@p5189 @p5186))
% 7.12/7.34  (step @p5191 :rule arith_mult_neg :args (-2661135456576698870961828002984915/1777047505874046439621212971521409 @t1199))
% 7.12/7.34  (step @p5192 :rule evaluate :args ((< -2661135456576698870961828002984915/1777047505874046439621212971521409 0/1)))
% 7.12/7.34  (step @p5193 :rule true_elim :premises (@p5192))
% 7.12/7.34  (step @p5194 :rule and_intro :premises (@p5193 @p166))
% 7.12/7.34  (step @p5195 :rule modus_ponens :premises (@p5194 @p5191))
% 7.12/7.34  (step @p5196 :rule arith_mult_neg :args (-1/1 @t1195))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5197 :rule and_intro :premises (@p3443 @p147))
% 7.12/7.34  (step @p5198 :rule modus_ponens :premises (@p5197 @p5196))
% 7.12/7.34  (step @p5199 :rule arith_sum_ub :premises (@p5198 @p5195 @p5190 @p5185 @p5180 @p5175 @p5170 @p5165 @p5160 @p5155))
% 7.12/7.34  (step @p5200 false :rule eq_resolve :premises (@p5199 @p5147))
% 7.12/7.34  (step-pop @p13027 :rule scope :premises (@p5200))
% 7.12/7.34  (step @p5201 :rule process_scope :premises (@p13027) :args (false))
% 7.12/7.34  (step @p5203 :rule eq_resolve :premises (@p5201 @p5113))
% 7.12/7.34  (step @p5204 :rule eq_resolve :premises (@p5203 @p5112))
% 7.12/7.34  (step @p5205 false :rule contra :premises (@p147 @p5204))
% 7.12/7.34  (step-pop @p13028 :rule scope :premises (@p5205))
% 7.12/7.34  (step-pop @p13029 :rule scope :premises (@p13028))
% 7.12/7.34  (step-pop @p13030 :rule scope :premises (@p13029))
% 7.12/7.34  (step-pop @p13031 :rule scope :premises (@p13030))
% 7.12/7.34  (step-pop @p13032 :rule scope :premises (@p13031))
% 7.12/7.34  (step-pop @p13033 :rule scope :premises (@p13032))
% 7.12/7.34  (step-pop @p13034 :rule scope :premises (@p13033))
% 7.12/7.34  (step-pop @p13035 :rule scope :premises (@p13034))
% 7.12/7.34  (step-pop @p13036 :rule scope :premises (@p13035))
% 7.12/7.34  (step-pop @p13037 :rule scope :premises (@p13036))
% 7.12/7.34  (step @p5206 :rule process_scope :premises (@p13037) :args (false))
% 7.12/7.34  (assume-push @p13038 @t1175)
% 7.12/7.34  (assume-push @p13039 @t1932)
% 7.12/7.34  (assume-push @p13040 @t1857)
% 7.12/7.34  (assume-push @p13041 @t1187)
% 7.12/7.34  (assume-push @p13042 @t1929)
% 7.12/7.34  (assume-push @p13043 @t1195)
% 7.12/7.34  (assume-push @p13044 @t1199)
% 7.12/7.34  (assume-push @p13045 @t1203)
% 7.12/7.34  (assume-push @p13046 @t2160)
% 7.12/7.34  (assume-push @p13047 @t2373)
% 7.12/7.34  (step @p5227 :rule and_intro :premises (@p13047 @p3610 @p3583 @p185 @p43 @p3365 @p109 @p13046 @p166 @p147))
% 7.12/7.34  (step-pop @p13048 :rule scope :premises (@p5227))
% 7.12/7.34  (step-pop @p13049 :rule scope :premises (@p13048))
% 7.12/7.34  (step-pop @p13050 :rule scope :premises (@p13049))
% 7.12/7.34  (step-pop @p13051 :rule scope :premises (@p13050))
% 7.12/7.34  (step-pop @p13052 :rule scope :premises (@p13051))
% 7.12/7.34  (step-pop @p13053 :rule scope :premises (@p13052))
% 7.12/7.34  (step-pop @p13054 :rule scope :premises (@p13053))
% 7.12/7.34  (step-pop @p13055 :rule scope :premises (@p13054))
% 7.12/7.34  (step-pop @p13056 :rule scope :premises (@p13055))
% 7.12/7.34  (step-pop @p13057 :rule scope :premises (@p13056))
% 7.12/7.34  (step @p5228 :rule process_scope :premises (@p13057) :args (@t2398))
% 7.12/7.34  (step @p5239 :rule implies_elim :premises (@p5228))
% 7.12/7.34  (step @p5240 :rule resolution :premises (@p5239 @p5206) :args (true @t2398))
% 7.12/7.34  (step @p5241 :rule not_and :premises (@p5240))
% 7.12/7.34  (step @p5242 :rule eq_resolve :premises (@p5241 @p5101))
% 7.12/7.34  (step @p5243 :rule reordering :premises (@p5242) :args ((or @t1939 @t1938 @t1864 @t1936 @t1935 @t1860 @t1933 @t1858 @t2367 @t2166)))
% 7.12/7.34  (step @p5244 :rule chain_m_resolution :premises (@p5243 @p43 @p3610 @p3365 @p109 @p3583 @p147 @p166 @p185 @p4570) :args (@t2367 @t1903 (@list @t1175 @t1932 @t1857 @t1187 @t1929 @t1195 @t1199 @t1203 @t2160)))
% 7.12/7.34  (step @p5245 :rule cnf_or_pos :args (@t2374))
% 7.12/7.34  (step @p5246 :rule reordering :premises (@p5245) :args ((or @t2373 @t2356 (not @t2374))))
% 7.12/7.34  (step @p5247 :rule chain_m_resolution :premises (@p5246 @p5244 @p5098) :args (@t2356 @t1904 (@list @t2367 @t2374)))
% 7.12/7.34  (step @p5248 :rule arith_poly_norm :args ((= (* -86193136281066340/147734037206016217 (- @t1747 @t1748)) (* 4309656814053317/50000000000000000 @t2408))))
% 7.12/7.34  (step @p5249 :rule arith_poly_norm_rel :premises (@p5248) :args ((= @t2410 @t2409)))
% 7.12/7.34  (step @p5250 :rule arith_poly_norm :args ((= (* 86193136281066340/147734037206016217 (- @t1747 0/1)) (* 4309656814053317/50000000000000000 @t2412))))
% 7.12/7.34  (step @p5251 :rule arith_poly_norm_rel :premises (@p5250) :args ((= (>= @t1747 0/1) @t2413)))
% 7.12/7.34  (step @p5252 :rule refl :args (0/1))
% 7.12/7.34  (step @p5253 :rule arith_poly_norm :args ((= @t2414 @t1747)))
% 7.12/7.34  (step @p5254 :rule arith_poly_norm :args ((= @t2415 @t2414)))
% 7.12/7.34  (step @p5255 :rule trans :premises (@p5254 @p5253))
% 7.12/7.34  (step @p5256 :rule cong :premises (@p5255 @p5252) :args (@t2416))
% 7.12/7.34  (step @p5257 :rule trans :premises (@p5256 @p5251))
% 7.12/7.34  (step @p5258 :rule cong :premises (@p5257) :args (@t2417))
% 7.12/7.34  (step @p5259 :rule nary_cong :premises (@p5258 @p5249) :args (@t2418))
% 7.12/7.34  (step @p5260 :rule cong :premises (@p3339 @p5259) :args ((=> @t1851 @t2418)))
% 7.12/7.34  (assume-push @p13058 @t1851)
% 7.12/7.34  (step @p5262 :rule instantiate :premises (@p3326) :args ((@list @t1747 0/1)))
% 7.12/7.34  (step-pop @p13059 :rule scope :premises (@p5262))
% 7.12/7.34  (step @p5263 :rule process_scope :premises (@p13059) :args (@t2418))
% 7.12/7.34  (step @p5265 :rule eq_resolve :premises (@p5263 @p5260))
% 7.12/7.34  (step @p5266 :rule implies_elim :premises (@p5265))
% 7.12/7.34  (step @p5267 :rule chain_m_resolution :premises (@p5266 @p3326) :args (@t2420 @t1246 @t1854))
% 7.12/7.34  (step @p5268 :rule bool-double-not-elim :args (@t2413))
% 7.12/7.34  (step @p5269 :rule refl :args (@t2132))
% 7.12/7.34  (step @p5270 :rule nary_cong :premises (@p3618 @p3617 @p3372 @p3615 @p3614 @p3369 @p3368 @p3367 @p5269 @p5268) :args ((or @t1939 @t1938 @t1863 @t1936 @t1935 @t1860 @t1859 @t1858 @t2132 (not @t2419))))
% 7.12/7.34  (assume-push @p13060 @t2126)
% 7.12/7.34  (assume-push @p13061 @t1203)
% 7.12/7.34  (assume-push @p13062 @t1195)
% 7.12/7.34  (assume-push @p13063 @t1929)
% 7.12/7.34  (assume-push @p13064 @t1184)
% 7.12/7.34  (assume-push @p13065 @t1175)
% 7.12/7.34  (assume-push @p13066 @t1932)
% 7.12/7.34  (assume-push @p13067 @t2419)
% 7.12/7.34  (assume-push @p13068 @t1855)
% 7.12/7.34  (assume-push @p13069 @t1187)
% 7.12/7.34  (step @p5281 :rule arith-elim-lt :args (|tptp.'X_4'| 345103843238191/1000000000000000))
% 7.12/7.34  (step @p5282 :rule symm :premises (@p5281))
% 7.12/7.34  (assume-push @p13070 @t1187)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p5284 :rule evaluate :args ((>= 0/1 -412061284652508896827170283370341795454293004587/3121303778032726720207272732329138900000000000000)))
% 7.12/7.34  (step @p5285 :rule evaluate :args ((+ -345103843238191/1000000000000000 8235686182569264391421152115557459257020884625727/15606518890163633601036363661645694500000000000000 -13473704121252782188987213864156300/31213037780327267202072727323291389 8244413986504275043566075948351200552707707567/109136495735410025182072473158361500000000000000 -43046274827846903538524433139888401031833639391/312130377803272672020727273232913890000000000000 315927284515562693879501718825470687534621823299/269077911899372993121316614855960250000000000000 500912551173327594832484501990970785037491898207/15606518890163633601036363661645694500000000000000 -904695993965700969396898935091078385340241504909/2837548889120660654733884302117399000000000000000 -1214739016793236012072404281021666031127086115093/15606518890163633601036363661645694500000000000000 -1512928680736870651681048560054240/2401002906179020554005594409483953)))
% 7.12/7.34  (step @p5286 :rule evaluate :args (@t2421))
% 7.12/7.34  (step @p5287 :rule evaluate :args (@t2422))
% 7.12/7.34  (step @p5288 :rule evaluate :args (@t2423))
% 7.12/7.34  (step @p5289 :rule evaluate :args (@t2424))
% 7.12/7.34  (step @p5290 :rule evaluate :args (@t2425))
% 7.12/7.34  (step @p5291 :rule evaluate :args (@t2426))
% 7.12/7.34  (step @p5292 :rule evaluate :args (@t2427))
% 7.12/7.34  (step @p5293 :rule evaluate :args (@t2428))
% 7.12/7.34  (step @p5294 :rule evaluate :args (@t2429))
% 7.12/7.34  (step @p5295 :rule evaluate :args (@t1188))
% 7.12/7.34  (step @p5296 :rule nary_cong :premises (@p5295 @p5294 @p5293 @p5292 @p5291 @p5290 @p5289 @p5288 @p5287 @p5286) :args (@t2430))
% 7.12/7.34  (step @p5297 :rule trans :premises (@p5296 @p5285))
% 7.12/7.34  (step @p5298 :rule arith_poly_norm :args ((= (+ @t1186 @t2439 @t2438 @t2437 @t2436 @t2435 @t2434 @t2433 @t2432 @t2431) 0/1)))
% 7.12/7.34  (step @p5299 :rule arith_poly_norm :args ((= @t2440 @t2431)))
% 7.12/7.34  (step @p5300 :rule refl :args (@t2432))
% 7.12/7.34  (step @p5301 :rule refl :args (@t2433))
% 7.12/7.34  (step @p5302 :rule refl :args (@t2434))
% 7.12/7.34  (step @p5303 :rule refl :args (@t2435))
% 7.12/7.34  (step @p5304 :rule refl :args (@t2436))
% 7.12/7.34  (step @p5305 :rule refl :args (@t2437))
% 7.12/7.34  (step @p5306 :rule arith_poly_norm :args ((= @t2450 @t2438)))
% 7.12/7.34  (step @p5307 :rule refl :args (@t2439))
% 7.12/7.34  (step @p5308 :rule refl :args (@t1186))
% 7.12/7.34  (step @p5309 :rule nary_cong :premises (@p5308 @p5307 @p5306 @p5305 @p5304 @p5303 @p5302 @p5301 @p5300 @p5299) :args (@t2451))
% 7.12/7.34  (step @p5310 :rule trans :premises (@p5309 @p5298))
% 7.12/7.34  (step @p5311 :rule cong :premises (@p5310 @p5297) :args (@t2452))
% 7.12/7.34  (step @p5312 :rule trans :premises (@p5311 @p5284))
% 7.12/7.34  (step @p5313 :rule cong :premises (@p5312) :args ((not @t2452)))
% 7.12/7.34  (step @p5314 :rule trans :premises (@p5313 @p3396))
% 7.12/7.34  (step @p5315 :rule arith-elim-lt :args (@t2451 @t2430))
% 7.12/7.34  (step @p5316 :rule trans :premises (@p5315 @p5314))
% 7.12/7.34  (step @p5317 :rule arith_mult_neg :args (-27178162647575769424832542750864/82793203661345536345020496878757 @t2126))
% 7.12/7.34  (step @p5318 :rule evaluate :args ((< -27178162647575769424832542750864/82793203661345536345020496878757 0/1)))
% 7.12/7.34  (step @p5319 :rule true_elim :premises (@p5318))
% 7.12/7.34  (step @p5320 :rule and_intro :premises (@p5319 @p13060))
% 7.12/7.34  (step @p5321 :rule modus_ponens :premises (@p5320 @p5317))
% 7.12/7.34  (step @p5322 :rule arith_mult_neg :args (-62514293311869371294569090623882307/31213037780327267202072727323291389 @t1203))
% 7.12/7.34  (step @p5323 :rule evaluate :args ((< -62514293311869371294569090623882307/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5324 :rule true_elim :premises (@p5323))
% 7.12/7.34  (step @p5325 :rule and_intro :premises (@p5324 @p185))
% 7.12/7.34  (step @p5326 :rule modus_ponens :premises (@p5325 @p5322))
% 7.12/7.34  (step @p5327 :rule arith_mult_neg :args (-9963320476172963641331829077629657/31213037780327267202072727323291389 @t1195))
% 7.12/7.34  (step @p5328 :rule evaluate :args ((< -9963320476172963641331829077629657/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5329 :rule true_elim :premises (@p5328))
% 7.12/7.34  (step @p5330 :rule and_intro :premises (@p5329 @p147))
% 7.12/7.34  (step @p5331 :rule modus_ponens :premises (@p5330 @p5327))
% 7.12/7.34  (step @p5332 :rule arith_mult_pos :args (22308029479113066545508617911272946/31213037780327267202072727323291389 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p5333 :rule evaluate :args ((> 22308029479113066545508617911272946/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5334 :rule true_elim :premises (@p5333))
% 7.12/7.34  (step @p5335 :rule and_intro :premises (@p5334 @p3712))
% 7.12/7.34  (step @p5336 :rule modus_ponens :premises (@p5335 @p5332))
% 7.12/7.34  (step @p5337 :rule arith_mult_pos :args (73326770797085109826793411176515269/31213037780327267202072727323291389 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p5338 :rule evaluate :args ((> 73326770797085109826793411176515269/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5339 :rule true_elim :premises (@p5338))
% 7.12/7.34  (step @p5340 :rule and_intro :premises (@p5339 @p3453))
% 7.12/7.34  (step @p5341 :rule modus_ponens :premises (@p5340 @p5337))
% 7.12/7.34  (step @p5342 :rule arith_mult_neg :args (-27612029959313202834905444550186050/31213037780327267202072727323291389 @t1175))
% 7.12/7.34  (step @p5343 :rule evaluate :args ((< -27612029959313202834905444550186050/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5344 :rule true_elim :premises (@p5343))
% 7.12/7.34  (step @p5345 :rule and_intro :premises (@p5344 @p43))
% 7.12/7.34  (step @p5346 :rule modus_ponens :premises (@p5345 @p5342))
% 7.12/7.34  (step @p5347 :rule arith_mult_pos :args (3104895528089591556641424306784653/2401002906179020554005594409483953 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5348 :rule evaluate :args ((> 3104895528089591556641424306784653/2401002906179020554005594409483953 0/1)))
% 7.12/7.34  (step @p5349 :rule true_elim :premises (@p5348))
% 7.12/7.34  (step @p5350 :rule and_intro :premises (@p5349 @p3677))
% 7.12/7.34  (step @p5351 :rule modus_ponens :premises (@p5350 @p5347))
% 7.12/7.34  (step @p5352 :rule arith_mult_neg :args (-2099433890653459464464017890606665/2837548889120660654733884302117399 (> @t2449 86193136281066340/147734037206016217)))
% 7.12/7.34  (step @p5353 :rule arith_poly_norm :args ((= (* 86193136281066340/147734037206016217 (- 86193136281066340/147734037206016217 @t2449)) (* 86193136281066340/147734037206016217 @t2412))))
% 7.12/7.34  (step @p5354 :rule arith_poly_norm_rel :premises (@p5353) :args ((= @t2453 @t2413)))
% 7.12/7.34  (step @p5355 :rule arith-elim-leq :args (@t2449 86193136281066340/147734037206016217))
% 7.12/7.34  (step @p5356 :rule trans :premises (@p5355 @p5354))
% 7.12/7.34  (step @p5357 :rule cong :premises (@p5356) :args ((not (<= @t2449 86193136281066340/147734037206016217))))
% 7.12/7.34  (step @p5358 :rule symm :premises (@p5355))
% 7.12/7.34  (step @p5359 :rule cong :premises (@p5358) :args ((not @t2453)))
% 7.12/7.34  (step @p5360 :rule arith-elim-gt :args (@t2449 86193136281066340/147734037206016217))
% 7.12/7.34  (step @p5361 :rule trans :premises (@p5360 @p5359))
% 7.12/7.34  (step @p5362 :rule trans :premises (@p5361 @p5357))
% 7.12/7.34  (step @p5363 :rule symm :premises (@p5362))
% 7.12/7.34  (step @p5364 :rule eq_resolve :premises (@p13067 @p5363))
% 7.12/7.34  (step @p5365 :rule evaluate :args ((< -2099433890653459464464017890606665/2837548889120660654733884302117399 0/1)))
% 7.12/7.34  (step @p5366 :rule true_elim :premises (@p5365))
% 7.12/7.34  (step @p5367 :rule and_intro :premises (@p5366 @p5364))
% 7.12/7.34  (step @p5368 :rule modus_ponens :premises (@p5367 @p5352))
% 7.12/7.34  (step @p5369 :rule arith_mult_pos :args (33339940115324119182266065413749043/31213037780327267202072727323291389 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p5370 :rule evaluate :args ((> 33339940115324119182266065413749043/31213037780327267202072727323291389 0/1)))
% 7.12/7.34  (step @p5371 :rule true_elim :premises (@p5370))
% 7.12/7.34  (step @p5372 :rule and_intro :premises (@p5371 @p3503))
% 7.12/7.34  (step @p5373 :rule modus_ponens :premises (@p5372 @p5369))
% 7.12/7.34  (step @p5374 :rule arith_mult_neg :args (-1/1 @t1187))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5375 :rule and_intro :premises (@p3443 @p109))
% 7.12/7.34  (step @p5376 :rule modus_ponens :premises (@p5375 @p5374))
% 7.12/7.34  (step @p5377 :rule arith_sum_ub :premises (@p5376 @p5373 @p5368 @p5351 @p5346 @p5341 @p5336 @p5331 @p5326 @p5321))
% 7.12/7.34  (step @p5378 false :rule eq_resolve :premises (@p5377 @p5316))
% 7.12/7.34  (step-pop @p13071 :rule scope :premises (@p5378))
% 7.12/7.34  (step @p5379 :rule process_scope :premises (@p13071) :args (false))
% 7.12/7.34  (step @p5381 :rule eq_resolve :premises (@p5379 @p5282))
% 7.12/7.34  (step @p5382 :rule eq_resolve :premises (@p5381 @p5281))
% 7.12/7.34  (step @p5383 false :rule contra :premises (@p109 @p5382))
% 7.12/7.34  (step-pop @p13072 :rule scope :premises (@p5383))
% 7.12/7.34  (step-pop @p13073 :rule scope :premises (@p13072))
% 7.12/7.34  (step-pop @p13074 :rule scope :premises (@p13073))
% 7.12/7.34  (step-pop @p13075 :rule scope :premises (@p13074))
% 7.12/7.34  (step-pop @p13076 :rule scope :premises (@p13075))
% 7.12/7.34  (step-pop @p13077 :rule scope :premises (@p13076))
% 7.12/7.34  (step-pop @p13078 :rule scope :premises (@p13077))
% 7.12/7.34  (step-pop @p13079 :rule scope :premises (@p13078))
% 7.12/7.34  (step-pop @p13080 :rule scope :premises (@p13079))
% 7.12/7.34  (step-pop @p13081 :rule scope :premises (@p13080))
% 7.12/7.34  (step @p5384 :rule process_scope :premises (@p13081) :args (false))
% 7.12/7.34  (assume-push @p13082 @t1175)
% 7.12/7.34  (assume-push @p13083 @t1932)
% 7.12/7.34  (assume-push @p13084 @t1184)
% 7.12/7.34  (assume-push @p13085 @t1187)
% 7.12/7.34  (assume-push @p13086 @t1929)
% 7.12/7.34  (assume-push @p13087 @t1195)
% 7.12/7.34  (assume-push @p13088 @t1855)
% 7.12/7.34  (assume-push @p13089 @t1203)
% 7.12/7.34  (assume-push @p13090 @t2126)
% 7.12/7.34  (assume-push @p13091 @t2419)
% 7.12/7.34  (step @p5405 :rule and_intro :premises (@p13090 @p185 @p147 @p3583 @p90 @p43 @p3610 @p13091 @p3356 @p109))
% 7.12/7.34  (step-pop @p13092 :rule scope :premises (@p5405))
% 7.12/7.34  (step-pop @p13093 :rule scope :premises (@p13092))
% 7.12/7.34  (step-pop @p13094 :rule scope :premises (@p13093))
% 7.12/7.34  (step-pop @p13095 :rule scope :premises (@p13094))
% 7.12/7.34  (step-pop @p13096 :rule scope :premises (@p13095))
% 7.12/7.34  (step-pop @p13097 :rule scope :premises (@p13096))
% 7.12/7.34  (step-pop @p13098 :rule scope :premises (@p13097))
% 7.12/7.34  (step-pop @p13099 :rule scope :premises (@p13098))
% 7.12/7.34  (step-pop @p13100 :rule scope :premises (@p13099))
% 7.12/7.34  (step-pop @p13101 :rule scope :premises (@p13100))
% 7.12/7.34  (step @p5406 :rule process_scope :premises (@p13101) :args (@t2454))
% 7.12/7.34  (step @p5417 :rule implies_elim :premises (@p5406))
% 7.12/7.34  (step @p5418 :rule resolution :premises (@p5417 @p5384) :args (true @t2454))
% 7.12/7.34  (step @p5419 :rule not_and :premises (@p5418))
% 7.12/7.34  (step @p5420 :rule eq_resolve :premises (@p5419 @p5270))
% 7.12/7.34  (step @p5421 :rule reordering :premises (@p5420) :args ((or @t1939 @t1938 @t1863 @t1936 @t1935 @t1860 @t1859 @t1858 @t2413 @t2132)))
% 7.12/7.34  (step @p5422 :rule chain_m_resolution :premises (@p5421 @p43 @p3610 @p90 @p109 @p3583 @p147 @p3356 @p185 @p4403) :args (@t2413 @t1903 (@list @t1175 @t1932 @t1184 @t1187 @t1929 @t1195 @t1855 @t1203 @t2126)))
% 7.12/7.34  (step @p5423 :rule cnf_or_pos :args (@t2420))
% 7.12/7.34  (step @p5424 :rule reordering :premises (@p5423) :args ((or @t2419 @t2409 (not @t2420))))
% 7.12/7.34  (step @p5425 :rule chain_m_resolution :premises (@p5424 @p5422 @p5267) :args (@t2409 @t1904 (@list @t2413 @t2420)))
% 7.12/7.34  (step @p5426 :rule arith_poly_norm :args ((= (* 79719747766130833/144725408519543242 (- @t1786 @t1787)) (* 79719747766130833/1000000000000000000 @t2456))))
% 7.12/7.34  (step @p5427 :rule arith_poly_norm_rel :premises (@p5426) :args ((= @t2458 @t2457)))
% 7.12/7.34  (step @p5428 :rule arith_poly_norm :args ((= (* 79719747766130833/144725408519543242 (- @t1786 0/1)) (* 79719747766130833/1000000000000000000 (- @t2467 -79719747766130833/144725408519543242)))))
% 7.12/7.34  (step @p5429 :rule arith_poly_norm_rel :premises (@p5428) :args ((= (>= @t1786 0/1) @t2468)))
% 7.12/7.34  (step @p5430 :rule refl :args (0/1))
% 7.12/7.34  (step @p5431 :rule arith_poly_norm :args ((= @t2469 @t1786)))
% 7.12/7.34  (step @p5432 :rule arith_poly_norm :args ((= @t2470 @t2469)))
% 7.12/7.34  (step @p5433 :rule trans :premises (@p5432 @p5431))
% 7.12/7.34  (step @p5434 :rule cong :premises (@p5433 @p5430) :args (@t2471))
% 7.12/7.34  (step @p5435 :rule trans :premises (@p5434 @p5429))
% 7.12/7.34  (step @p5436 :rule cong :premises (@p5435) :args (@t2472))
% 7.12/7.34  (step @p5437 :rule nary_cong :premises (@p5436 @p5427) :args (@t2473))
% 7.12/7.34  (step @p5438 :rule cong :premises (@p3339 @p5437) :args ((=> @t1851 @t2473)))
% 7.12/7.34  (assume-push @p13102 @t1851)
% 7.12/7.34  (step @p5440 :rule instantiate :premises (@p3326) :args ((@list @t1786 0/1)))
% 7.12/7.34  (step-pop @p13103 :rule scope :premises (@p5440))
% 7.12/7.34  (step @p5441 :rule process_scope :premises (@p13103) :args (@t2473))
% 7.12/7.34  (step @p5443 :rule eq_resolve :premises (@p5441 @p5438))
% 7.12/7.34  (step @p5444 :rule implies_elim :premises (@p5443))
% 7.12/7.34  (step @p5445 :rule chain_m_resolution :premises (@p5444 @p3326) :args (@t2475 @t1246 @t1854))
% 7.12/7.34  (step @p5446 :rule bool-double-not-elim :args (@t2468))
% 7.12/7.34  (step @p5447 :rule refl :args (@t1996))
% 7.12/7.34  (step @p5448 :rule nary_cong :premises (@p3618 @p3374 @p3616 @p3615 @p3614 @p3613 @p3612 @p3948 @p5447 @p5446) :args ((or @t1939 @t1865 @t1937 @t1936 @t1935 @t1934 @t1933 @t2033 @t1996 (not @t2474))))
% 7.12/7.34  (assume-push @p13104 @t1990)
% 7.12/7.34  (assume-push @p13105 @t1930)
% 7.12/7.34  (assume-push @p13106 @t1929)
% 7.12/7.34  (assume-push @p13107 @t1187)
% 7.12/7.34  (assume-push @p13108 @t1178)
% 7.12/7.34  (assume-push @p13109 @t1199)
% 7.12/7.34  (assume-push @p13110 @t1251)
% 7.12/7.34  (assume-push @p13111 @t2474)
% 7.12/7.34  (assume-push @p13112 @t1175)
% 7.12/7.34  (assume-push @p13113 @t1927)
% 7.12/7.34  (step @p3630 :rule symm :premises (@p3568))
% 7.12/7.34  (step @p3631 :rule cong :premises (@p3630) :args (@t1940))
% 7.12/7.34  (step @p3632 :rule arith-elim-gt :args (|tptp.'X_6'| 1/1))
% 7.12/7.34  (step @p3633 :rule trans :premises (@p3632 @p3631))
% 7.12/7.34  (step @p3634 :rule cong :premises (@p3569) :args (@t1942))
% 7.12/7.34  (step @p3635 :rule trans :premises (@p3633 @p3634))
% 7.12/7.34  (step @p3636 :rule symm :premises (@p3635))
% 7.12/7.34  (step @p3637 :rule trans :premises (@p3634 @p3636))
% 7.12/7.34  (assume-push @p13114 @t1941)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p5460 :rule evaluate :args ((>= 0/1 -297669663302829837727479266530581021108705936389/19651340665843068177532924208188389000000000000000)))
% 7.12/7.34  (step @p5461 :rule evaluate :args ((+ 1/1 -176913708333200613067821827225212863987766310617/1786485515076642561593902200744399000000000000000 -785183055917251172656081177976623/3572971030153285123187804401488798 56498782492905531907300880336592762035321647661/9825670332921534088766462104094194500000000000000 -1502562766878692398004696424176951005666581390001/9825670332921534088766462104094194500000000000000 -618072235737903436578941307361629447962821297231/19651340665843068177532924208188389000000000000000 -2448397485049296321415899627539692514867939717789/7860536266337227271013169683275355600000000000000 44662004739995001596693946993762306530160914051/4366964592409570706118427601819642000000000000000 -23034553838187769832008872909836632549422953321/68233821756399542283100431278431906250000000000 139983157133235785578882188475435/1155961215637827539854877894599317)))
% 7.12/7.34  (step @p5462 :rule evaluate :args (@t2476))
% 7.12/7.34  (step @p5463 :rule evaluate :args (@t2477))
% 7.12/7.34  (step @p5464 :rule evaluate :args (@t2478))
% 7.12/7.34  (step @p5465 :rule evaluate :args (@t2479))
% 7.12/7.34  (step @p5466 :rule evaluate :args (@t2480))
% 7.12/7.34  (step @p5467 :rule evaluate :args (@t2481))
% 7.12/7.34  (step @p5468 :rule evaluate :args (@t2482))
% 7.12/7.34  (step @p5469 :rule evaluate :args (@t2483))
% 7.12/7.34  (step @p5470 :rule evaluate :args (@t2484))
% 7.12/7.34  (step @p5471 :rule nary_cong :premises (@p3570 @p5470 @p5469 @p5468 @p5467 @p5466 @p5465 @p5464 @p5463 @p5462) :args (@t2485))
% 7.12/7.34  (step @p5472 :rule trans :premises (@p5471 @p5461))
% 7.12/7.34  (step @p5473 :rule arith_poly_norm :args ((= (+ |tptp.'X_6'| @t2494 @t2493 @t2492 @t2491 @t2490 @t2489 @t2488 @t2487 @t2486) 0/1)))
% 7.12/7.34  (step @p5474 :rule arith_poly_norm :args ((= @t2495 @t2486)))
% 7.12/7.34  (step @p5475 :rule refl :args (@t2487))
% 7.12/7.34  (step @p5476 :rule refl :args (@t2488))
% 7.12/7.34  (step @p5477 :rule refl :args (@t2489))
% 7.12/7.34  (step @p5478 :rule refl :args (@t2490))
% 7.12/7.34  (step @p5479 :rule refl :args (@t2491))
% 7.12/7.34  (step @p5480 :rule refl :args (@t2492))
% 7.12/7.34  (step @p5481 :rule arith_poly_norm :args ((= @t2496 @t2493)))
% 7.12/7.34  (step @p5482 :rule refl :args (@t2494))
% 7.12/7.34  (step @p5483 :rule nary_cong :premises (@p143 @p5482 @p5481 @p5480 @p5479 @p5478 @p5477 @p5476 @p5475 @p5474) :args (@t2497))
% 7.12/7.34  (step @p5484 :rule trans :premises (@p5483 @p5473))
% 7.12/7.34  (step @p5485 :rule cong :premises (@p5484 @p5472) :args (@t2498))
% 7.12/7.34  (step @p5486 :rule trans :premises (@p5485 @p5460))
% 7.12/7.34  (step @p5487 :rule cong :premises (@p5486) :args ((not @t2498)))
% 7.12/7.34  (step @p5488 :rule trans :premises (@p5487 @p3396))
% 7.12/7.34  (step @p5489 :rule arith-elim-lt :args (@t2497 @t2485))
% 7.12/7.34  (step @p5490 :rule trans :premises (@p5489 @p5488))
% 7.12/7.34  (step @p5491 :rule arith_mult_neg :args (-1732493421233885543263881365855852/19651340665843068177532924208188389 @t1990))
% 7.12/7.34  (step @p5492 :rule evaluate :args ((< -1732493421233885543263881365855852/19651340665843068177532924208188389 0/1)))
% 7.12/7.34  (step @p5493 :rule true_elim :premises (@p5492))
% 7.12/7.34  (step @p5494 :rule and_intro :premises (@p5493 @p13104))
% 7.12/7.34  (step @p5495 :rule modus_ponens :premises (@p5494 @p5491))
% 7.12/7.34  (step @p5496 :rule arith_mult_neg :args (-13326961492972956359528694821820568/19651340665843068177532924208188389 @t1930))
% 7.12/7.34  (step @p5497 :rule evaluate :args ((< -13326961492972956359528694821820568/19651340665843068177532924208188389 0/1)))
% 7.12/7.34  (step @p5498 :rule true_elim :premises (@p5497))
% 7.12/7.34  (step @p5499 :rule and_intro :premises (@p5498 @p3601))
% 7.12/7.34  (step @p5500 :rule modus_ponens :premises (@p5499 @p5496))
% 7.12/7.34  (step @p5501 :rule arith_mult_pos :args (8950556183929704817040169864828701/39302681331686136355065848416376778 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p5502 :rule evaluate :args ((> 8950556183929704817040169864828701/39302681331686136355065848416376778 0/1)))
% 7.12/7.34  (step @p5503 :rule true_elim :premises (@p5502))
% 7.12/7.34  (step @p5504 :rule and_intro :premises (@p5503 @p3712))
% 7.12/7.34  (step @p5505 :rule modus_ponens :premises (@p5504 @p5501))
% 7.12/7.34  (step @p5506 :rule arith_mult_neg :args (-35473344226992714979148685875688895/39302681331686136355065848416376778 @t1187))
% 7.12/7.34  (step @p5507 :rule evaluate :args ((< -35473344226992714979148685875688895/39302681331686136355065848416376778 0/1)))
% 7.12/7.34  (step @p5508 :rule true_elim :premises (@p5507))
% 7.12/7.34  (step @p5509 :rule and_intro :premises (@p5508 @p109))
% 7.12/7.34  (step @p5510 :rule modus_ponens :premises (@p5509 @p5506))
% 7.12/7.34  (step @p5511 :rule arith_mult_neg :args (-21911047762947523042348599907380839/39302681331686136355065848416376778 @t1178))
% 7.12/7.34  (step @p5512 :rule evaluate :args ((< -21911047762947523042348599907380839/39302681331686136355065848416376778 0/1)))
% 7.12/7.34  (step @p5513 :rule true_elim :premises (@p5512))
% 7.12/7.34  (step @p5514 :rule and_intro :premises (@p5513 @p62))
% 7.12/7.34  (step @p5515 :rule modus_ponens :premises (@p5514 @p5511))
% 7.12/7.34  (step @p5516 :rule arith_mult_neg :args (-6107441844867063540445012518912509/19651340665843068177532924208188389 @t1199))
% 7.12/7.34  (step @p5517 :rule evaluate :args ((< -6107441844867063540445012518912509/19651340665843068177532924208188389 0/1)))
% 7.12/7.34  (step @p5518 :rule true_elim :premises (@p5517))
% 7.12/7.34  (step @p5519 :rule and_intro :premises (@p5518 @p166))
% 7.12/7.34  (step @p5520 :rule modus_ponens :premises (@p5519 @p5516))
% 7.12/7.34  (step @p5521 :rule arith_mult_pos :args (2765294427175420110717179267052139/19651340665843068177532924208188389 @t2035))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p5522 :rule evaluate :args ((> 2765294427175420110717179267052139/19651340665843068177532924208188389 0/1)))
% 7.12/7.34  (step @p5523 :rule true_elim :premises (@p5522))
% 7.12/7.34  (step @p5524 :rule and_intro :premises (@p5523 @p4058))
% 7.12/7.34  (step @p5525 :rule modus_ponens :premises (@p5524 @p5521))
% 7.12/7.34  (step @p5526 :rule arith_mult_pos :args (712721387827359007609899444069851/1786485515076642561593902200744399 (< @t2467 -79719747766130833/144725408519543242)))
% 7.12/7.34  (step @p5527 :rule arith-elim-lt :args (@t2467 -79719747766130833/144725408519543242))
% 7.12/7.34  (step @p5528 :rule symm :premises (@p5527))
% 7.12/7.34  (step @p5529 :rule eq_resolve :premises (@p13111 @p5528))
% 7.12/7.34  (step @p5530 :rule evaluate :args ((> 712721387827359007609899444069851/1786485515076642561593902200744399 0/1)))
% 7.12/7.34  (step @p5531 :rule true_elim :premises (@p5530))
% 7.12/7.34  (step @p5532 :rule and_intro :premises (@p5531 @p5529))
% 7.12/7.34  (step @p5533 :rule modus_ponens :premises (@p5532 @p5526))
% 7.12/7.34  (step @p5534 :rule arith_mult_neg :args (-2269625715231196144916853258475327/3572971030153285123187804401488798 @t1175))
% 7.12/7.34  (step @p5535 :rule evaluate :args ((< -2269625715231196144916853258475327/3572971030153285123187804401488798 0/1)))
% 7.12/7.34  (step @p5536 :rule true_elim :premises (@p5535))
% 7.12/7.34  (step @p5537 :rule and_intro :premises (@p5536 @p43))
% 7.12/7.34  (step @p5538 :rule modus_ponens :premises (@p5537 @p5534))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p5539 :rule arith_sum_ub :premises (@p3731 @p5538 @p5533 @p5525 @p5520 @p5515 @p5510 @p5505 @p5500 @p5495))
% 7.12/7.34  (step @p5540 false :rule eq_resolve :premises (@p5539 @p5490))
% 7.12/7.34  (step-pop @p13115 :rule scope :premises (@p5540))
% 7.12/7.34  (step @p5541 :rule process_scope :premises (@p13115) :args (false))
% 7.12/7.34  (step @p5543 :rule eq_resolve :premises (@p5541 @p3637))
% 7.12/7.34  (step @p5544 :rule eq_resolve :premises (@p5543 @p3633))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p5545 false :rule contra :premises (@p3731 @p5544))
% 7.12/7.34  (step-pop @p13116 :rule scope :premises (@p5545))
% 7.12/7.34  (step-pop @p13117 :rule scope :premises (@p13116))
% 7.12/7.34  (step-pop @p13118 :rule scope :premises (@p13117))
% 7.12/7.34  (step-pop @p13119 :rule scope :premises (@p13118))
% 7.12/7.34  (step-pop @p13120 :rule scope :premises (@p13119))
% 7.12/7.34  (step-pop @p13121 :rule scope :premises (@p13120))
% 7.12/7.34  (step-pop @p13122 :rule scope :premises (@p13121))
% 7.12/7.34  (step-pop @p13123 :rule scope :premises (@p13122))
% 7.12/7.34  (step-pop @p13124 :rule scope :premises (@p13123))
% 7.12/7.34  (step-pop @p13125 :rule scope :premises (@p13124))
% 7.12/7.34  (step @p5546 :rule process_scope :premises (@p13125) :args (false))
% 7.12/7.34  (assume-push @p13126 @t1175)
% 7.12/7.34  (assume-push @p13127 @t1178)
% 7.12/7.34  (assume-push @p13128 @t1930)
% 7.12/7.34  (assume-push @p13129 @t1187)
% 7.12/7.34  (assume-push @p13130 @t1929)
% 7.12/7.34  (assume-push @p13131 @t1927)
% 7.12/7.34  (assume-push @p13132 @t1199)
% 7.12/7.34  (assume-push @p13133 @t1251)
% 7.12/7.34  (assume-push @p13134 @t1990)
% 7.12/7.34  (assume-push @p13135 @t2474)
% 7.12/7.34  (step @p5567 :rule and_intro :premises (@p13134 @p3601 @p3583 @p109 @p62 @p166 @p264 @p13135 @p43 @p3574))
% 7.12/7.34  (step-pop @p13136 :rule scope :premises (@p5567))
% 7.12/7.34  (step-pop @p13137 :rule scope :premises (@p13136))
% 7.12/7.34  (step-pop @p13138 :rule scope :premises (@p13137))
% 7.12/7.34  (step-pop @p13139 :rule scope :premises (@p13138))
% 7.12/7.34  (step-pop @p13140 :rule scope :premises (@p13139))
% 7.12/7.34  (step-pop @p13141 :rule scope :premises (@p13140))
% 7.12/7.34  (step-pop @p13142 :rule scope :premises (@p13141))
% 7.12/7.34  (step-pop @p13143 :rule scope :premises (@p13142))
% 7.12/7.34  (step-pop @p13144 :rule scope :premises (@p13143))
% 7.12/7.34  (step-pop @p13145 :rule scope :premises (@p13144))
% 7.12/7.34  (step @p5568 :rule process_scope :premises (@p13145) :args (@t2499))
% 7.12/7.34  (step @p5579 :rule implies_elim :premises (@p5568))
% 7.12/7.34  (step @p5580 :rule resolution :premises (@p5579 @p5546) :args (true @t2499))
% 7.12/7.34  (step @p5581 :rule not_and :premises (@p5580))
% 7.12/7.34  (step @p5582 :rule eq_resolve :premises (@p5581 @p5448))
% 7.12/7.34  (step @p5583 :rule reordering :premises (@p5582) :args ((or @t1939 @t1865 @t1937 @t1936 @t1935 @t1934 @t1933 @t2033 @t2468 @t1996)))
% 7.12/7.34  (step @p5584 :rule chain_m_resolution :premises (@p5583 @p43 @p62 @p3601 @p109 @p3583 @p3574 @p166 @p264 @p3923) :args (@t2468 @t1903 (@list @t1175 @t1178 @t1930 @t1187 @t1929 @t1927 @t1199 @t1251 @t1990)))
% 7.12/7.34  (step @p5585 :rule cnf_or_pos :args (@t2475))
% 7.12/7.34  (step @p5586 :rule reordering :premises (@p5585) :args ((or @t2474 @t2457 (not @t2475))))
% 7.12/7.34  (step @p5587 :rule chain_m_resolution :premises (@p5586 @p5584 @p5445) :args (@t2457 @t1904 (@list @t2468 @t2475)))
% 7.12/7.34  (step @p5588 :rule arith_poly_norm :args ((= (* 163495981361108544/194995070875606913 (- @t1801 @t1802)) (* 2554624708767321/15625000000000000 @t2501))))
% 7.12/7.34  (step @p5589 :rule arith_poly_norm_rel :premises (@p5588) :args ((= @t2503 @t2502)))
% 7.12/7.34  (step @p5590 :rule arith_poly_norm :args ((= (* 163495981361108544/194995070875606913 (- @t1801 0/1)) (* 2554624708767321/15625000000000000 (- @t2512 -163495981361108544/194995070875606913)))))
% 7.12/7.34  (step @p5591 :rule arith_poly_norm_rel :premises (@p5590) :args ((= (>= @t1801 0/1) @t2513)))
% 7.12/7.34  (step @p5592 :rule refl :args (0/1))
% 7.12/7.34  (step @p5593 :rule arith_poly_norm :args ((= @t2514 @t1801)))
% 7.12/7.34  (step @p5594 :rule arith_poly_norm :args ((= @t2515 @t2514)))
% 7.12/7.34  (step @p5595 :rule trans :premises (@p5594 @p5593))
% 7.12/7.34  (step @p5596 :rule cong :premises (@p5595 @p5592) :args (@t2516))
% 7.12/7.34  (step @p5597 :rule trans :premises (@p5596 @p5591))
% 7.12/7.34  (step @p5598 :rule cong :premises (@p5597) :args (@t2517))
% 7.12/7.34  (step @p5599 :rule nary_cong :premises (@p5598 @p5589) :args (@t2518))
% 7.12/7.34  (step @p5600 :rule cong :premises (@p3339 @p5599) :args ((=> @t1851 @t2518)))
% 7.12/7.34  (assume-push @p13146 @t1851)
% 7.12/7.34  (step @p5602 :rule instantiate :premises (@p3326) :args ((@list @t1801 0/1)))
% 7.12/7.34  (step-pop @p13147 :rule scope :premises (@p5602))
% 7.12/7.34  (step @p5603 :rule process_scope :premises (@p13147) :args (@t2518))
% 7.12/7.34  (step @p5605 :rule eq_resolve :premises (@p5603 @p5600))
% 7.12/7.34  (step @p5606 :rule implies_elim :premises (@p5605))
% 7.12/7.34  (step @p5607 :rule chain_m_resolution :premises (@p5606 @p3326) :args (@t2520 @t1246 @t1854))
% 7.12/7.34  (step @p5608 :rule bool-double-not-elim :args (@t2513))
% 7.12/7.34  (step @p5609 :rule nary_cong :premises (@p3618 @p3617 @p3795 @p3372 @p3615 @p3370 @p3613 @p3612 @p3948 @p5608) :args ((or @t1939 @t1938 @t1998 @t1863 @t1936 @t1861 @t1934 @t1933 @t2033 (not @t2519))))
% 7.12/7.34  (assume-push @p13148 @t1181)
% 7.12/7.34  (assume-push @p13149 @t1932)
% 7.12/7.34  (assume-push @p13150 @t1187)
% 7.12/7.34  (assume-push @p13151 @t1191)
% 7.12/7.34  (assume-push @p13152 @t1927)
% 7.12/7.34  (assume-push @p13153 @t1199)
% 7.12/7.34  (assume-push @p13154 @t2519)
% 7.12/7.34  (assume-push @p13155 @t1184)
% 7.12/7.34  (assume-push @p13156 @t1175)
% 7.12/7.34  (assume-push @p13157 @t1251)
% 7.12/7.34  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.34  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.34  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.34  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.34  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.34  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.34  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.34  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.34  (assume-push @p13158 @t2035)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p5621 :rule evaluate :args ((>= 0/1 -26377999820604335966006141542106701/137265574602753390000000000000000000)))
% 7.12/7.34  (step @p5622 :rule evaluate :args ((+ 20431380448199/500000000000000 -7094047507922619713569997320537/82359344761652034000000000000000 11954928178848182591919217022407/41179672380826017000000000000000 -13624665113425712/13726557460275339 -47973004191403154144025393657157/82359344761652034000000000000000 145757953775900173/82359344761652034 -2102618042299113663914504921317/41179672380826017000000000000000 -112160762971915543333175960678923/164718689523304068000000000000000 2848269846344199250227099759199/27453114920550678000000000000000 -506983045225148094367061769029201/137265574602753390000000000000000000)))
% 7.12/7.34  (step @p5623 :rule evaluate :args (@t2521))
% 7.12/7.34  (step @p5624 :rule evaluate :args (@t2522))
% 7.12/7.34  (step @p5625 :rule evaluate :args (@t2523))
% 7.12/7.34  (step @p5626 :rule evaluate :args (@t2524))
% 7.12/7.34  (step @p5627 :rule evaluate :args (@t2525))
% 7.12/7.34  (step @p5628 :rule evaluate :args (@t2526))
% 7.12/7.34  (step @p5629 :rule evaluate :args (@t2527))
% 7.12/7.34  (step @p5630 :rule evaluate :args (@t2528))
% 7.12/7.34  (step @p5631 :rule evaluate :args (@t2529))
% 7.12/7.34  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.34  (step @p5632 :rule nary_cong :premises (@p3980 @p5631 @p5630 @p5629 @p5628 @p5627 @p5626 @p5625 @p5624 @p5623) :args (@t2530))
% 7.12/7.34  (step @p5633 :rule trans :premises (@p5632 @p5622))
% 7.12/7.34  (step @p5634 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2539 @t2538 @t2537 @t2536 @t2535 @t2534 @t2533 @t2532 @t2531) 0/1)))
% 7.12/7.34  (step @p5635 :rule refl :args (@t2531))
% 7.12/7.34  (step @p5636 :rule refl :args (@t2532))
% 7.12/7.34  (step @p5637 :rule refl :args (@t2533))
% 7.12/7.34  (step @p5638 :rule refl :args (@t2534))
% 7.12/7.34  (step @p5639 :rule refl :args (@t2535))
% 7.12/7.34  (step @p5640 :rule refl :args (@t2536))
% 7.12/7.34  (step @p5641 :rule arith_poly_norm :args ((= @t2540 @t2537)))
% 7.12/7.34  (step @p5642 :rule refl :args (@t2538))
% 7.12/7.34  (step @p5643 :rule refl :args (@t2539))
% 7.12/7.34  (step @p5644 :rule nary_cong :premises (@p181 @p5643 @p5642 @p5641 @p5640 @p5639 @p5638 @p5637 @p5636 @p5635) :args (@t2541))
% 7.12/7.34  (step @p5645 :rule trans :premises (@p5644 @p5634))
% 7.12/7.34  (step @p5646 :rule cong :premises (@p5645 @p5633) :args (@t2542))
% 7.12/7.34  (step @p5647 :rule trans :premises (@p5646 @p5621))
% 7.12/7.34  (step @p5648 :rule cong :premises (@p5647) :args ((not @t2542)))
% 7.12/7.34  (step @p5649 :rule trans :premises (@p5648 @p3396))
% 7.12/7.34  (step @p5650 :rule arith-elim-lt :args (@t2541 @t2530))
% 7.12/7.34  (step @p5651 :rule trans :premises (@p5650 @p5649))
% 7.12/7.34  (step @p5652 :rule arith_mult_neg :args (-32927590260374201/27453114920550678 @t1181))
% 7.12/7.34  (step @p5653 :rule evaluate :args ((< -32927590260374201/27453114920550678 0/1)))
% 7.12/7.34  (step @p5654 :rule true_elim :premises (@p5653))
% 7.12/7.34  (step @p5655 :rule and_intro :premises (@p5654 @p81))
% 7.12/7.34  (step @p5656 :rule modus_ponens :premises (@p5655 @p5652))
% 7.12/7.34  (step @p5657 :rule arith_mult_pos :args (292547844235659493/164718689523304068 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5658 :rule evaluate :args ((> 292547844235659493/164718689523304068 0/1)))
% 7.12/7.34  (step @p5659 :rule true_elim :premises (@p5658))
% 7.12/7.34  (step @p5660 :rule and_intro :premises (@p5659 @p3677))
% 7.12/7.34  (step @p5661 :rule modus_ponens :premises (@p5660 @p5657))
% 7.12/7.34  (step @p5662 :rule arith_mult_neg :args (-325005835691322853/164718689523304068 @t1187))
% 7.12/7.34  (step @p5663 :rule evaluate :args ((< -325005835691322853/164718689523304068 0/1)))
% 7.12/7.34  (step @p5664 :rule true_elim :premises (@p5663))
% 7.12/7.34  (step @p5665 :rule and_intro :premises (@p5664 @p109))
% 7.12/7.34  (step @p5666 :rule modus_ponens :premises (@p5665 @p5662))
% 7.12/7.34  (step @p5667 :rule arith_mult_neg :args (-49002112542609763/41179672380826017 @t1191))
% 7.12/7.34  (step @p5668 :rule evaluate :args ((< -49002112542609763/41179672380826017 0/1)))
% 7.12/7.34  (step @p5669 :rule true_elim :premises (@p5668))
% 7.12/7.34  (step @p5670 :rule and_intro :premises (@p5669 @p128))
% 7.12/7.34  (step @p5671 :rule modus_ponens :premises (@p5670 @p5667))
% 7.12/7.34  (step @p5672 :rule arith_mult_pos :args (145757953775900173/82359344761652034 @t1941))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p5673 :rule evaluate :args ((> 145757953775900173/82359344761652034 0/1)))
% 7.12/7.34  (step @p5674 :rule true_elim :premises (@p5673))
% 7.12/7.34  (step @p5675 :rule and_intro :premises (@p5674 @p3731))
% 7.12/7.34  (step @p5676 :rule modus_ponens :premises (@p5675 @p5672))
% 7.12/7.34  (step @p5677 :rule arith_mult_neg :args (-194995070875606913/164718689523304068 @t1199))
% 7.12/7.34  (step @p5678 :rule evaluate :args ((< -194995070875606913/164718689523304068 0/1)))
% 7.12/7.34  (step @p5679 :rule true_elim :premises (@p5678))
% 7.12/7.34  (step @p5680 :rule and_intro :premises (@p5679 @p166))
% 7.12/7.34  (step @p5681 :rule modus_ponens :premises (@p5680 @p5677))
% 7.12/7.34  (step @p5682 :rule arith_mult_pos :args (194995070875606913/164718689523304068 (< @t2512 -163495981361108544/194995070875606913)))
% 7.12/7.34  (step @p5683 :rule arith-elim-lt :args (@t2512 -163495981361108544/194995070875606913))
% 7.12/7.34  (step @p5684 :rule symm :premises (@p5683))
% 7.12/7.34  (step @p5685 :rule eq_resolve :premises (@p13154 @p5684))
% 7.12/7.34  (step @p5686 :rule evaluate :args ((> 194995070875606913/164718689523304068 0/1)))
% 7.12/7.34  (step @p5687 :rule true_elim :premises (@p5686))
% 7.12/7.34  (step @p5688 :rule and_intro :premises (@p5687 @p5685))
% 7.12/7.34  (step @p5689 :rule modus_ponens :premises (@p5688 @p5682))
% 7.12/7.34  (step @p5690 :rule arith_mult_pos :args (95680712033663573/164718689523304068 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p5691 :rule evaluate :args ((> 95680712033663573/164718689523304068 0/1)))
% 7.12/7.34  (step @p5692 :rule true_elim :premises (@p5691))
% 7.12/7.34  (step @p5693 :rule and_intro :premises (@p5692 @p3453))
% 7.12/7.34  (step @p5694 :rule modus_ponens :premises (@p5693 @p5690))
% 7.12/7.34  (step @p5695 :rule arith_mult_neg :args (-91009525495494847/164718689523304068 @t1175))
% 7.12/7.34  (step @p5696 :rule evaluate :args ((< -91009525495494847/164718689523304068 0/1)))
% 7.12/7.34  (step @p5697 :rule true_elim :premises (@p5696))
% 7.12/7.34  (step @p5698 :rule and_intro :premises (@p5697 @p43))
% 7.12/7.34  (step @p5699 :rule modus_ponens :premises (@p5698 @p5695))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p5700 :rule arith_sum_ub :premises (@p4058 @p5699 @p5694 @p5689 @p5681 @p5676 @p5671 @p5666 @p5661 @p5656))
% 7.12/7.34  (step @p5701 false :rule eq_resolve :premises (@p5700 @p5651))
% 7.12/7.34  (step-pop @p13159 :rule scope :premises (@p5701))
% 7.12/7.34  (step @p5702 :rule process_scope :premises (@p13159) :args (false))
% 7.12/7.34  (step @p5704 :rule eq_resolve :premises (@p5702 @p3967))
% 7.12/7.34  (step @p5705 :rule eq_resolve :premises (@p5704 @p3963))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p5706 false :rule contra :premises (@p4058 @p5705))
% 7.12/7.34  (step-pop @p13160 :rule scope :premises (@p5706))
% 7.12/7.34  (step-pop @p13161 :rule scope :premises (@p13160))
% 7.12/7.34  (step-pop @p13162 :rule scope :premises (@p13161))
% 7.12/7.34  (step-pop @p13163 :rule scope :premises (@p13162))
% 7.12/7.34  (step-pop @p13164 :rule scope :premises (@p13163))
% 7.12/7.34  (step-pop @p13165 :rule scope :premises (@p13164))
% 7.12/7.34  (step-pop @p13166 :rule scope :premises (@p13165))
% 7.12/7.34  (step-pop @p13167 :rule scope :premises (@p13166))
% 7.12/7.34  (step-pop @p13168 :rule scope :premises (@p13167))
% 7.12/7.34  (step-pop @p13169 :rule scope :premises (@p13168))
% 7.12/7.34  (step @p5707 :rule process_scope :premises (@p13169) :args (false))
% 7.12/7.34  (assume-push @p13170 @t1175)
% 7.12/7.34  (assume-push @p13171 @t1932)
% 7.12/7.34  (assume-push @p13172 @t1181)
% 7.12/7.34  (assume-push @p13173 @t1184)
% 7.12/7.34  (assume-push @p13174 @t1187)
% 7.12/7.34  (assume-push @p13175 @t1191)
% 7.12/7.34  (assume-push @p13176 @t1927)
% 7.12/7.34  (assume-push @p13177 @t1199)
% 7.12/7.34  (assume-push @p13178 @t1251)
% 7.12/7.34  (assume-push @p13179 @t2519)
% 7.12/7.34  (step @p5728 :rule and_intro :premises (@p81 @p3610 @p109 @p128 @p3574 @p166 @p13179 @p90 @p43 @p264))
% 7.12/7.34  (step-pop @p13180 :rule scope :premises (@p5728))
% 7.12/7.34  (step-pop @p13181 :rule scope :premises (@p13180))
% 7.12/7.34  (step-pop @p13182 :rule scope :premises (@p13181))
% 7.12/7.34  (step-pop @p13183 :rule scope :premises (@p13182))
% 7.12/7.34  (step-pop @p13184 :rule scope :premises (@p13183))
% 7.12/7.34  (step-pop @p13185 :rule scope :premises (@p13184))
% 7.12/7.34  (step-pop @p13186 :rule scope :premises (@p13185))
% 7.12/7.34  (step-pop @p13187 :rule scope :premises (@p13186))
% 7.12/7.34  (step-pop @p13188 :rule scope :premises (@p13187))
% 7.12/7.34  (step-pop @p13189 :rule scope :premises (@p13188))
% 7.12/7.34  (step @p5729 :rule process_scope :premises (@p13189) :args (@t2543))
% 7.12/7.34  (step @p5740 :rule implies_elim :premises (@p5729))
% 7.12/7.34  (step @p5741 :rule resolution :premises (@p5740 @p5707) :args (true @t2543))
% 7.12/7.34  (step @p5742 :rule not_and :premises (@p5741))
% 7.12/7.34  (step @p5743 :rule eq_resolve :premises (@p5742 @p5609))
% 7.12/7.34  (step @p5744 :rule chain_m_resolution :premises (@p5743 @p43 @p3610 @p81 @p90 @p109 @p128 @p3574 @p166 @p264) :args (@t2513 @t1903 (@list @t1175 @t1932 @t1181 @t1184 @t1187 @t1191 @t1927 @t1199 @t1251)))
% 7.12/7.34  (step @p5745 :rule cnf_or_pos :args (@t2520))
% 7.12/7.34  (step @p5746 :rule reordering :premises (@p5745) :args ((or @t2519 @t2502 (not @t2520))))
% 7.12/7.34  (step @p5747 :rule chain_m_resolution :premises (@p5746 @p5744 @p5607) :args (@t2502 @t1904 (@list @t2513 @t2520)))
% 7.12/7.34  (step @p5748 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1281)) (* -1/1 (- @t1281 0/1)))))
% 7.12/7.34  (step @p5749 :rule arith_poly_norm_rel :premises (@p5748) :args ((= @t2545 @t2544)))
% 7.12/7.34  (step @p5750 :rule arith_poly_norm :args ((= (* -139974431335130989/73250343005372975 (- @t1280 0/1)) (* -139974431335130989/1000000000000000000 (- @t2546 139974431335130989/73250343005372975)))))
% 7.12/7.34  (step @p5751 :rule arith_poly_norm_rel :premises (@p5750) :args ((= (>= @t1280 0/1) @t2547)))
% 7.12/7.34  (step @p5752 :rule refl :args (0/1))
% 7.12/7.34  (step @p5753 :rule arith_poly_norm :args ((= @t2548 @t1280)))
% 7.12/7.34  (step @p5754 :rule arith_poly_norm :args ((= @t2549 @t2548)))
% 7.12/7.34  (step @p5755 :rule trans :premises (@p5754 @p5753))
% 7.12/7.34  (step @p5756 :rule cong :premises (@p5755 @p5752) :args (@t2550))
% 7.12/7.34  (step @p5757 :rule trans :premises (@p5756 @p5751))
% 7.12/7.34  (step @p5758 :rule nary_cong :premises (@p5757 @p5749) :args (@t2551))
% 7.12/7.34  (step @p5759 :rule cong :premises (@p229 @p5758) :args ((=> @t1244 @t2551)))
% 7.12/7.34  (assume-push @p13190 @t1244)
% 7.12/7.34  (step @p5761 :rule instantiate :premises (@p217) :args ((@list @t1280 0/1)))
% 7.12/7.34  (step-pop @p13191 :rule scope :premises (@p5761))
% 7.12/7.34  (step @p5762 :rule process_scope :premises (@p13191) :args (@t2551))
% 7.12/7.34  (step @p5764 :rule eq_resolve :premises (@p5762 @p5759))
% 7.12/7.34  (step @p5765 :rule implies_elim :premises (@p5764))
% 7.12/7.34  (step @p5766 :rule chain_m_resolution :premises (@p5765 @p217) :args (@t2552 @t1246 @t1247))
% 7.12/7.34  (assume-push @p13192 @t2554)
% 7.12/7.34  (assume-push @p13193 @t1932)
% 7.12/7.34  (assume-push @p13194 @t1930)
% 7.12/7.34  (assume-push @p13195 @t1191)
% 7.12/7.34  (assume-push @p13196 @t1199)
% 7.12/7.34  (assume-push @p13197 @t1248)
% 7.12/7.34  (assume-push @p13198 @t1857)
% 7.12/7.34  (assume-push @p13199 @t1187)
% 7.12/7.34  (assume-push @p13200 @t1195)
% 7.12/7.34  (assume-push @p13201 @t1251)
% 7.12/7.34  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.34  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.34  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.34  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.34  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.34  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.34  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.34  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.34  (assume-push @p13202 @t2035)
% 7.12/7.34  (step @p5778 :rule evaluate :args ((<= 0/1 -7088780660813403040826489974877/6796719742491739160000000000000)))
% 7.12/7.34  (step @p5779 :rule evaluate :args ((+ 20431380448199/500000000000000 -266737424629396651393365277878283/169917993562293479000000000000000 -14816352464425195759406405216629/169917993562293479000000000000000 86730400075834236377374197481/169917993562293479000000000000000 8822950618696669555413304263813/42479498390573369750000000000000 -75093389349874521973409316648361/84958996781146739500000000000000 -43012424950352198832056161029/3398359871245869580000000000000 -4274890340318098129880494658703/21239749195286684875000000000000 384934190879431345396840693713/10619874597643342437500000000000 242389984971433103/169917993562293479)))
% 7.12/7.34  (step @p5780 :rule evaluate :args (@t2555))
% 7.12/7.34  (step @p5781 :rule evaluate :args (@t2556))
% 7.12/7.34  (step @p5782 :rule evaluate :args (@t2557))
% 7.12/7.34  (step @p5783 :rule evaluate :args (@t2558))
% 7.12/7.34  (step @p5784 :rule evaluate :args (@t2559))
% 7.12/7.34  (step @p5785 :rule evaluate :args (@t2560))
% 7.12/7.34  (step @p5786 :rule evaluate :args (@t2561))
% 7.12/7.34  (step @p5787 :rule evaluate :args (@t2562))
% 7.12/7.34  (step @p5788 :rule evaluate :args (@t2563))
% 7.12/7.34  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.34  (step @p5789 :rule nary_cong :premises (@p3980 @p5788 @p5787 @p5786 @p5785 @p5784 @p5783 @p5782 @p5781 @p5780) :args (@t2564))
% 7.12/7.34  (step @p5790 :rule trans :premises (@p5789 @p5779))
% 7.12/7.34  (step @p5791 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t2573 @t2572 @t2571 @t2570 @t2569 @t2568 @t2567 @t2566 @t2565) 0/1)))
% 7.12/7.34  (step @p5792 :rule arith_poly_norm :args ((= @t2575 @t2565)))
% 7.12/7.34  (step @p5793 :rule refl :args (@t2566))
% 7.12/7.34  (step @p5794 :rule refl :args (@t2567))
% 7.12/7.34  (step @p5795 :rule refl :args (@t2568))
% 7.12/7.34  (step @p5796 :rule refl :args (@t2569))
% 7.12/7.34  (step @p5797 :rule refl :args (@t2570))
% 7.12/7.34  (step @p5798 :rule refl :args (@t2571))
% 7.12/7.34  (step @p5799 :rule refl :args (@t2572))
% 7.12/7.34  (step @p5800 :rule refl :args (@t2573))
% 7.12/7.34  (step @p5801 :rule nary_cong :premises (@p181 @p5800 @p5799 @p5798 @p5797 @p5796 @p5795 @p5794 @p5793 @p5792) :args (@t2576))
% 7.12/7.34  (step @p5802 :rule trans :premises (@p5801 @p5791))
% 7.12/7.34  (step @p5803 :rule cong :premises (@p5802 @p5790) :args ((<= @t2576 @t2564)))
% 7.12/7.34  (step @p5804 :rule trans :premises (@p5803 @p5778))
% 7.12/7.34  (step @p5805 :rule arith_mult_pos :args (305230848586137749/169917993562293479 @t2577))
% 7.12/7.34  (step @p5806 :rule arith_poly_norm :args (@t2579))
% 7.12/7.34  (step @p5807 :rule arith_poly_norm_rel :premises (@p5806) :args (@t2581))
% 7.12/7.34  (step @p5808 :rule arith-elim-leq :args (@t2574 242389984971433103/305230848586137749))
% 7.12/7.34  (step @p5809 :rule trans :premises (@p5808 @p5807))
% 7.12/7.34  (step @p5810 :rule symm :premises (@p5809))
% 7.12/7.34  (step @p5811 :rule eq_resolve :premises (@p13192 @p5810))
% 7.12/7.34  (step @p5812 :rule evaluate :args ((> 305230848586137749/169917993562293479 0/1)))
% 7.12/7.34  (step @p5813 :rule true_elim :premises (@p5812))
% 7.12/7.34  (step @p5814 :rule and_intro :premises (@p5813 @p5811))
% 7.12/7.34  (step @p5815 :rule modus_ponens :premises (@p5814 @p5805))
% 7.12/7.34  (step @p5816 :rule arith_mult_pos :args (105431646849439176/169917993562293479 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5817 :rule evaluate :args ((> 105431646849439176/169917993562293479 0/1)))
% 7.12/7.34  (step @p5818 :rule true_elim :premises (@p5817))
% 7.12/7.34  (step @p5819 :rule and_intro :premises (@p5818 @p3677))
% 7.12/7.34  (step @p5820 :rule modus_ponens :premises (@p5819 @p5816))
% 7.12/7.34  (step @p5821 :rule arith_mult_neg :args (-68702701737561434/169917993562293479 @t1930))
% 7.12/7.34  (step @p5822 :rule evaluate :args ((< -68702701737561434/169917993562293479 0/1)))
% 7.12/7.34  (step @p5823 :rule true_elim :premises (@p5822))
% 7.12/7.34  (step @p5824 :rule and_intro :premises (@p5823 @p3601))
% 7.12/7.34  (step @p5825 :rule modus_ponens :premises (@p5824 @p5821))
% 7.12/7.34  (step @p5826 :rule arith_mult_neg :args (-50120840917046550/169917993562293479 @t1191))
% 7.12/7.34  (step @p5827 :rule evaluate :args ((< -50120840917046550/169917993562293479 0/1)))
% 7.12/7.34  (step @p5828 :rule true_elim :premises (@p5827))
% 7.12/7.34  (step @p5829 :rule and_intro :premises (@p5828 @p128))
% 7.12/7.34  (step @p5830 :rule modus_ponens :premises (@p5829 @p5826))
% 7.12/7.34  (step @p5831 :rule arith_mult_neg :args (-305230848586137749/169917993562293479 @t1199))
% 7.12/7.34  (step @p5832 :rule evaluate :args ((< -305230848586137749/169917993562293479 0/1)))
% 7.12/7.34  (step @p5833 :rule true_elim :premises (@p5832))
% 7.12/7.34  (step @p5834 :rule and_intro :premises (@p5833 @p166))
% 7.12/7.34  (step @p5835 :rule modus_ponens :premises (@p5834 @p5831))
% 7.12/7.34  (step @p5836 :rule arith_mult_pos :args (223511809452060006/169917993562293479 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p5837 :rule evaluate :args ((> 223511809452060006/169917993562293479 0/1)))
% 7.12/7.34  (step @p5838 :rule true_elim :premises (@p5837))
% 7.12/7.34  (step @p5839 :rule and_intro :premises (@p5838 @p3460))
% 7.12/7.34  (step @p5840 :rule modus_ponens :premises (@p5839 @p5836))
% 7.12/7.34  (step @p5841 :rule arith_mult_pos :args (17074992645697451/169917993562293479 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p5842 :rule evaluate :args ((> 17074992645697451/169917993562293479 0/1)))
% 7.12/7.34  (step @p5843 :rule true_elim :premises (@p5842))
% 7.12/7.34  (step @p5844 :rule and_intro :premises (@p5843 @p3479))
% 7.12/7.34  (step @p5845 :rule modus_ponens :premises (@p5844 @p5841))
% 7.12/7.34  (step @p5846 :rule arith_mult_neg :args (-42933026550501019/169917993562293479 @t1187))
% 7.12/7.34  (step @p5847 :rule evaluate :args ((< -42933026550501019/169917993562293479 0/1)))
% 7.12/7.34  (step @p5848 :rule true_elim :premises (@p5847))
% 7.12/7.34  (step @p5849 :rule and_intro :premises (@p5848 @p109))
% 7.12/7.34  (step @p5850 :rule modus_ponens :premises (@p5849 @p5846))
% 7.12/7.34  (step @p5851 :rule arith_mult_neg :args (-267050073103187069/169917993562293479 @t1195))
% 7.12/7.34  (step @p5852 :rule evaluate :args ((< -267050073103187069/169917993562293479 0/1)))
% 7.12/7.34  (step @p5853 :rule true_elim :premises (@p5852))
% 7.12/7.34  (step @p5854 :rule and_intro :premises (@p5853 @p147))
% 7.12/7.34  (step @p5855 :rule modus_ponens :premises (@p5854 @p5851))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p5856 :rule arith_sum_ub :premises (@p4058 @p5855 @p5850 @p5845 @p5840 @p5835 @p5830 @p5825 @p5820 @p5815))
% 7.12/7.34  (step @p5857 false :rule eq_resolve :premises (@p5856 @p5804))
% 7.12/7.34  (step-pop @p13203 :rule scope :premises (@p5857))
% 7.12/7.34  (step @p5858 :rule process_scope :premises (@p13203) :args (false))
% 7.12/7.34  (step @p5860 :rule eq_resolve :premises (@p5858 @p3967))
% 7.12/7.34  (step @p5861 :rule eq_resolve :premises (@p5860 @p3963))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p5862 false :rule contra :premises (@p4058 @p5861))
% 7.12/7.34  (step-pop @p13204 :rule scope :premises (@p5862))
% 7.12/7.34  (step-pop @p13205 :rule scope :premises (@p13204))
% 7.12/7.34  (step-pop @p13206 :rule scope :premises (@p13205))
% 7.12/7.34  (step-pop @p13207 :rule scope :premises (@p13206))
% 7.12/7.34  (step-pop @p13208 :rule scope :premises (@p13207))
% 7.12/7.34  (step-pop @p13209 :rule scope :premises (@p13208))
% 7.12/7.34  (step-pop @p13210 :rule scope :premises (@p13209))
% 7.12/7.34  (step-pop @p13211 :rule scope :premises (@p13210))
% 7.12/7.34  (step-pop @p13212 :rule scope :premises (@p13211))
% 7.12/7.34  (step-pop @p13213 :rule scope :premises (@p13212))
% 7.12/7.34  (step @p5863 :rule process_scope :premises (@p13213) :args (false))
% 7.12/7.34  (assume-push @p13214 @t1248)
% 7.12/7.34  (assume-push @p13215 @t1932)
% 7.12/7.34  (assume-push @p13216 @t1857)
% 7.12/7.34  (assume-push @p13217 @t1930)
% 7.12/7.34  (assume-push @p13218 @t1187)
% 7.12/7.34  (assume-push @p13219 @t1191)
% 7.12/7.34  (assume-push @p13220 @t1195)
% 7.12/7.34  (assume-push @p13221 @t1199)
% 7.12/7.34  (assume-push @p13222 @t1251)
% 7.12/7.34  (assume-push @p13223 @t2554)
% 7.12/7.34  (step @p5884 :rule and_intro :premises (@p13223 @p3610 @p3601 @p128 @p166 @p246 @p3365 @p109 @p147 @p264))
% 7.12/7.34  (step-pop @p13224 :rule scope :premises (@p5884))
% 7.12/7.34  (step-pop @p13225 :rule scope :premises (@p13224))
% 7.12/7.34  (step-pop @p13226 :rule scope :premises (@p13225))
% 7.12/7.34  (step-pop @p13227 :rule scope :premises (@p13226))
% 7.12/7.34  (step-pop @p13228 :rule scope :premises (@p13227))
% 7.12/7.34  (step-pop @p13229 :rule scope :premises (@p13228))
% 7.12/7.34  (step-pop @p13230 :rule scope :premises (@p13229))
% 7.12/7.34  (step-pop @p13231 :rule scope :premises (@p13230))
% 7.12/7.34  (step-pop @p13232 :rule scope :premises (@p13231))
% 7.12/7.34  (step-pop @p13233 :rule scope :premises (@p13232))
% 7.12/7.34  (step @p5885 :rule process_scope :premises (@p13233) :args (@t2582))
% 7.12/7.34  (step @p5896 :rule implies_elim :premises (@p5885))
% 7.12/7.34  (step @p5897 :rule resolution :premises (@p5896 @p5863) :args (true @t2582))
% 7.12/7.34  (step @p5898 :rule not_and :premises (@p5897))
% 7.12/7.34  (step @p5899 :rule chain_m_resolution :premises (@p5898 @p246 @p3610 @p3365 @p3601 @p109 @p128 @p147 @p166 @p264) :args (@t2583 @t1903 @t2060))
% 7.12/7.34  (step @p5900 :rule bool-double-not-elim :args (@t2554))
% 7.12/7.34  (step @p5901 :rule refl :args (@t2584))
% 7.12/7.34  (step @p5902 :rule nary_cong :premises (@p3617 @p3795 @p3372 @p3615 @p3370 @p3613 @p3368 @p3367 @p5901 @p5900) :args ((or @t1938 @t1998 @t1863 @t1936 @t1861 @t1934 @t1859 @t1858 @t2584 (not @t2583))))
% 7.12/7.34  (assume-push @p13234 @t2583)
% 7.12/7.34  (assume-push @p13235 @t1932)
% 7.12/7.34  (assume-push @p13236 @t1181)
% 7.12/7.34  (assume-push @p13237 @t2547)
% 7.12/7.34  (assume-push @p13238 @t1855)
% 7.12/7.34  (assume-push @p13239 @t1203)
% 7.12/7.34  (assume-push @p13240 @t1184)
% 7.12/7.34  (assume-push @p13241 @t1187)
% 7.12/7.34  (assume-push @p13242 @t1191)
% 7.12/7.34  (assume-push @p13243 @t1927)
% 7.12/7.34  (step @p3630 :rule symm :premises (@p3568))
% 7.12/7.34  (step @p3631 :rule cong :premises (@p3630) :args (@t1940))
% 7.12/7.34  (step @p3632 :rule arith-elim-gt :args (|tptp.'X_6'| 1/1))
% 7.12/7.34  (step @p3633 :rule trans :premises (@p3632 @p3631))
% 7.12/7.34  (step @p3634 :rule cong :premises (@p3569) :args (@t1942))
% 7.12/7.34  (step @p3635 :rule trans :premises (@p3633 @p3634))
% 7.12/7.34  (step @p3636 :rule symm :premises (@p3635))
% 7.12/7.34  (step @p3637 :rule trans :premises (@p3634 @p3636))
% 7.12/7.34  (assume-push @p13244 @t1941)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p5914 :rule evaluate :args ((>= 0/1 -1558633587684759371175597485839087177469154739254939/14444774407180884827674960906320145000000000000000000)))
% 7.12/7.34  (step @p5915 :rule evaluate :args ((+ 1/1 -115651236083021963388371615885639471549040530457/1444477440718088482767496090632014500000000000000 -1370358881149519677442688875352726899609748747081/2888954881436176965534992181264029000000000000000 597274878465321924489140076998520977927430969043/180559680089761060345937011329001812500000000000 -26144939516507237064467884846495859722421369897/1444477440718088482767496090632014500000000000000 4648089030195309311999674353207577266589679861811/1444477440718088482767496090632014500000000000000 -10428646141579418290851667966041978/2888954881436176965534992181264029 -15909909062579905823671340668200192593233141739939/14444774407180884827674960906320145000000000000000000 7286855851715799936446651196785022558627647727/32829032743592920062897638423454875000000000000 -1515531667717053757091176687306829/412707840205168137933570311609147)))
% 7.12/7.34  (step @p5916 :rule evaluate :args (@t2585))
% 7.12/7.34  (step @p5917 :rule evaluate :args (@t2586))
% 7.12/7.34  (step @p5918 :rule evaluate :args (@t2587))
% 7.12/7.34  (step @p5919 :rule evaluate :args (@t2588))
% 7.12/7.34  (step @p5920 :rule evaluate :args (@t2589))
% 7.12/7.34  (step @p5921 :rule evaluate :args (@t2590))
% 7.12/7.34  (step @p5922 :rule evaluate :args (@t2591))
% 7.12/7.34  (step @p5923 :rule evaluate :args (@t2592))
% 7.12/7.34  (step @p5924 :rule evaluate :args (@t2593))
% 7.12/7.34  (step @p5925 :rule nary_cong :premises (@p3570 @p5924 @p5923 @p5922 @p5921 @p5920 @p5919 @p5918 @p5917 @p5916) :args (@t2594))
% 7.12/7.34  (step @p5926 :rule trans :premises (@p5925 @p5915))
% 7.12/7.34  (step @p5927 :rule arith_poly_norm :args ((= (+ |tptp.'X_6'| @t2603 @t2602 @t2601 @t2600 @t2599 @t2598 @t2597 @t2596 @t2595) 0/1)))
% 7.12/7.34  (step @p5928 :rule arith_poly_norm :args ((= @t2604 @t2595)))
% 7.12/7.34  (step @p5929 :rule refl :args (@t2596))
% 7.12/7.34  (step @p5930 :rule refl :args (@t2597))
% 7.12/7.34  (step @p5931 :rule arith_poly_norm :args ((= @t2605 @t2598)))
% 7.12/7.34  (step @p5932 :rule refl :args (@t2599))
% 7.12/7.34  (step @p5933 :rule refl :args (@t2600))
% 7.12/7.34  (step @p5934 :rule refl :args (@t2601))
% 7.12/7.34  (step @p5935 :rule refl :args (@t2602))
% 7.12/7.34  (step @p5936 :rule refl :args (@t2603))
% 7.12/7.34  (step @p5937 :rule nary_cong :premises (@p143 @p5936 @p5935 @p5934 @p5933 @p5932 @p5931 @p5930 @p5929 @p5928) :args (@t2606))
% 7.12/7.34  (step @p5938 :rule trans :premises (@p5937 @p5927))
% 7.12/7.34  (step @p5939 :rule cong :premises (@p5938 @p5926) :args (@t2607))
% 7.12/7.34  (step @p5940 :rule trans :premises (@p5939 @p5914))
% 7.12/7.34  (step @p5941 :rule cong :premises (@p5940) :args ((not @t2607)))
% 7.12/7.34  (step @p5942 :rule trans :premises (@p5941 @p3396))
% 7.12/7.34  (step @p5943 :rule arith-elim-lt :args (@t2606 @t2594))
% 7.12/7.34  (step @p5944 :rule trans :premises (@p5943 @p5942))
% 7.12/7.34  (step @p5945 :rule arith_mult_neg :args (-1214462537737092534289973622585259/262632261948743360503181107387639 (> @t2574 242389984971433103/305230848586137749)))
% 7.12/7.34  (step @p5806 :rule arith_poly_norm :args (@t2579))
% 7.12/7.34  (step @p5807 :rule arith_poly_norm_rel :premises (@p5806) :args (@t2581))
% 7.12/7.34  (step @p5808 :rule arith-elim-leq :args (@t2574 242389984971433103/305230848586137749))
% 7.12/7.34  (step @p5809 :rule trans :premises (@p5808 @p5807))
% 7.12/7.34  (step @p5946 :rule cong :premises (@p5809) :args ((not @t2577)))
% 7.12/7.34  (step @p5947 :rule symm :premises (@p5808))
% 7.12/7.34  (step @p5948 :rule cong :premises (@p5947) :args ((not @t2580)))
% 7.12/7.34  (step @p5949 :rule arith-elim-gt :args (@t2574 242389984971433103/305230848586137749))
% 7.12/7.34  (step @p5950 :rule trans :premises (@p5949 @p5948))
% 7.12/7.34  (step @p5951 :rule trans :premises (@p5950 @p5946))
% 7.12/7.34  (step @p5952 :rule symm :premises (@p5951))
% 7.12/7.34  (step @p5953 :rule eq_resolve :premises (@p13234 @p5952))
% 7.12/7.34  (step @p5954 :rule evaluate :args ((< -1214462537737092534289973622585259/262632261948743360503181107387639 0/1)))
% 7.12/7.34  (step @p5955 :rule true_elim :premises (@p5954))
% 7.12/7.34  (step @p5956 :rule and_intro :premises (@p5955 @p5953))
% 7.12/7.34  (step @p5957 :rule modus_ponens :premises (@p5956 @p5945))
% 7.12/7.34  (step @p5958 :rule arith_mult_pos :args (10977093670871850132304033993560372/2888954881436176965534992181264029 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p5959 :rule evaluate :args ((> 10977093670871850132304033993560372/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5960 :rule true_elim :premises (@p5959))
% 7.12/7.34  (step @p5961 :rule and_intro :premises (@p5960 @p3677))
% 7.12/7.34  (step @p5962 :rule modus_ponens :premises (@p5961 @p5958))
% 7.12/7.34  (step @p5963 :rule arith_mult_neg :args (-1033318513560538591877375383694939/2888954881436176965534992181264029 @t1181))
% 7.12/7.34  (step @p5964 :rule evaluate :args ((< -1033318513560538591877375383694939/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5965 :rule true_elim :premises (@p5964))
% 7.12/7.34  (step @p5966 :rule and_intro :premises (@p5965 @p81))
% 7.12/7.34  (step @p5967 :rule modus_ponens :premises (@p5966 @p5963))
% 7.12/7.34  (step @p5968 :rule arith_mult_neg :args (-5457438902704986953490913370245950/2888954881436176965534992181264029 @t2547))
% 7.12/7.34  (step @p5969 :rule evaluate :args ((< -5457438902704986953490913370245950/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5970 :rule true_elim :premises (@p5969))
% 7.12/7.34  (step @p5971 :rule and_intro :premises (@p5970 @p13237))
% 7.12/7.34  (step @p5972 :rule modus_ponens :premises (@p5971 @p5968))
% 7.12/7.34  (step @p5973 :rule arith_mult_pos :args (18816526817813004830680623218683799/2888954881436176965534992181264029 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p5974 :rule evaluate :args ((> 18816526817813004830680623218683799/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5975 :rule true_elim :premises (@p5974))
% 7.12/7.34  (step @p5976 :rule and_intro :premises (@p5975 @p3503))
% 7.12/7.34  (step @p5977 :rule modus_ponens :premises (@p5976 @p5973))
% 7.12/7.34  (step @p5978 :rule arith_mult_neg :args (-1345500881226916853020474008514703/2888954881436176965534992181264029 @t1203))
% 7.12/7.34  (step @p5979 :rule evaluate :args ((< -1345500881226916853020474008514703/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5980 :rule true_elim :premises (@p5979))
% 7.12/7.34  (step @p5981 :rule and_intro :premises (@p5980 @p185))
% 7.12/7.34  (step @p5982 :rule modus_ponens :premises (@p5981 @p5978))
% 7.12/7.34  (step @p5983 :rule arith_mult_pos :args (19121046917703143973801646489191908/2888954881436176965534992181264029 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p5984 :rule evaluate :args ((> 19121046917703143973801646489191908/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5985 :rule true_elim :premises (@p5984))
% 7.12/7.34  (step @p5986 :rule and_intro :premises (@p5985 @p3453))
% 7.12/7.34  (step @p5987 :rule modus_ponens :premises (@p5986 @p5983))
% 7.12/7.34  (step @p5988 :rule arith_mult_neg :args (-3970859519532202594526871168918791/2888954881436176965534992181264029 @t1187))
% 7.12/7.34  (step @p5989 :rule evaluate :args ((< -3970859519532202594526871168918791/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5990 :rule true_elim :premises (@p5989))
% 7.12/7.34  (step @p5991 :rule and_intro :premises (@p5990 @p109))
% 7.12/7.34  (step @p5992 :rule modus_ponens :premises (@p5991 @p5988))
% 7.12/7.34  (step @p5993 :rule arith_mult_neg :args (-5390570015308540547707502334988446/2888954881436176965534992181264029 @t1191))
% 7.12/7.34  (step @p5994 :rule evaluate :args ((< -5390570015308540547707502334988446/2888954881436176965534992181264029 0/1)))
% 7.12/7.34  (step @p5995 :rule true_elim :premises (@p5994))
% 7.12/7.34  (step @p5996 :rule and_intro :premises (@p5995 @p128))
% 7.12/7.34  (step @p5997 :rule modus_ponens :premises (@p5996 @p5993))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p5998 :rule arith_sum_ub :premises (@p3731 @p5997 @p5992 @p5987 @p5982 @p5977 @p5972 @p5967 @p5962 @p5957))
% 7.12/7.34  (step @p5999 false :rule eq_resolve :premises (@p5998 @p5944))
% 7.12/7.34  (step-pop @p13245 :rule scope :premises (@p5999))
% 7.12/7.34  (step @p6000 :rule process_scope :premises (@p13245) :args (false))
% 7.12/7.34  (step @p6002 :rule eq_resolve :premises (@p6000 @p3637))
% 7.12/7.34  (step @p6003 :rule eq_resolve :premises (@p6002 @p3633))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p6004 false :rule contra :premises (@p3731 @p6003))
% 7.12/7.34  (step-pop @p13246 :rule scope :premises (@p6004))
% 7.12/7.34  (step-pop @p13247 :rule scope :premises (@p13246))
% 7.12/7.34  (step-pop @p13248 :rule scope :premises (@p13247))
% 7.12/7.34  (step-pop @p13249 :rule scope :premises (@p13248))
% 7.12/7.34  (step-pop @p13250 :rule scope :premises (@p13249))
% 7.12/7.34  (step-pop @p13251 :rule scope :premises (@p13250))
% 7.12/7.34  (step-pop @p13252 :rule scope :premises (@p13251))
% 7.12/7.34  (step-pop @p13253 :rule scope :premises (@p13252))
% 7.12/7.34  (step-pop @p13254 :rule scope :premises (@p13253))
% 7.12/7.34  (step-pop @p13255 :rule scope :premises (@p13254))
% 7.12/7.34  (step @p6005 :rule process_scope :premises (@p13255) :args (false))
% 7.12/7.34  (assume-push @p13256 @t1932)
% 7.12/7.34  (assume-push @p13257 @t1181)
% 7.12/7.34  (assume-push @p13258 @t1184)
% 7.12/7.34  (assume-push @p13259 @t1187)
% 7.12/7.34  (assume-push @p13260 @t1191)
% 7.12/7.34  (assume-push @p13261 @t1927)
% 7.12/7.34  (assume-push @p13262 @t1855)
% 7.12/7.34  (assume-push @p13263 @t1203)
% 7.12/7.34  (assume-push @p13264 @t2547)
% 7.12/7.34  (assume-push @p13265 @t2583)
% 7.12/7.34  (step @p6026 :rule and_intro :premises (@p13265 @p3610 @p81 @p13264 @p3356 @p185 @p90 @p109 @p128 @p3574))
% 7.12/7.34  (step-pop @p13266 :rule scope :premises (@p6026))
% 7.12/7.34  (step-pop @p13267 :rule scope :premises (@p13266))
% 7.12/7.34  (step-pop @p13268 :rule scope :premises (@p13267))
% 7.12/7.34  (step-pop @p13269 :rule scope :premises (@p13268))
% 7.12/7.34  (step-pop @p13270 :rule scope :premises (@p13269))
% 7.12/7.34  (step-pop @p13271 :rule scope :premises (@p13270))
% 7.12/7.34  (step-pop @p13272 :rule scope :premises (@p13271))
% 7.12/7.34  (step-pop @p13273 :rule scope :premises (@p13272))
% 7.12/7.34  (step-pop @p13274 :rule scope :premises (@p13273))
% 7.12/7.34  (step-pop @p13275 :rule scope :premises (@p13274))
% 7.12/7.34  (step @p6027 :rule process_scope :premises (@p13275) :args (@t2608))
% 7.12/7.34  (step @p6038 :rule implies_elim :premises (@p6027))
% 7.12/7.34  (step @p6039 :rule resolution :premises (@p6038 @p6005) :args (true @t2608))
% 7.12/7.34  (step @p6040 :rule not_and :premises (@p6039))
% 7.12/7.34  (step @p6041 :rule eq_resolve :premises (@p6040 @p5902))
% 7.12/7.34  (step @p6042 :rule reordering :premises (@p6041) :args ((or @t1938 @t1998 @t1863 @t1936 @t1861 @t1934 @t1859 @t1858 @t2554 @t2584)))
% 7.12/7.34  (step @p6043 :rule chain_m_resolution :premises (@p6042 @p3610 @p81 @p90 @p109 @p128 @p3574 @p3356 @p185 @p5899) :args (@t2584 @t2609 (@list @t1932 @t1181 @t1184 @t1187 @t1191 @t1927 @t1855 @t1203 @t2554)))
% 7.12/7.34  (step @p6044 :rule cnf_or_pos :args (@t2552))
% 7.12/7.34  (step @p6045 :rule reordering :premises (@p6044) :args ((or @t2547 @t2544 (not @t2552))))
% 7.12/7.34  (step @p6046 :rule chain_m_resolution :premises (@p6045 @p6043 @p5766) :args (@t2544 @t2610 (@list @t2547 @t2552)))
% 7.12/7.34  (step @p6047 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1676)) (* -1/1 (- @t1676 0/1)))))
% 7.12/7.34  (step @p6048 :rule arith_poly_norm_rel :premises (@p6047) :args ((= @t2612 @t2611)))
% 7.12/7.34  (step @p6049 :rule arith_poly_norm :args ((= (* -19538281083179770/10790671351306287 (- @t1675 0/1)) (* -25399765408133701/100000000000000000 (- @t2613 19538281083179770/10790671351306287)))))
% 7.12/7.34  (step @p6050 :rule arith_poly_norm_rel :premises (@p6049) :args ((= (>= @t1675 0/1) @t2614)))
% 7.12/7.34  (step @p6051 :rule refl :args (0/1))
% 7.12/7.34  (step @p6052 :rule arith_poly_norm :args ((= @t2615 @t1675)))
% 7.12/7.34  (step @p6053 :rule arith_poly_norm :args ((= @t2616 @t2615)))
% 7.12/7.34  (step @p6054 :rule trans :premises (@p6053 @p6052))
% 7.12/7.34  (step @p6055 :rule cong :premises (@p6054 @p6051) :args (@t2617))
% 7.12/7.34  (step @p6056 :rule trans :premises (@p6055 @p6050))
% 7.12/7.34  (step @p6057 :rule nary_cong :premises (@p6056 @p6048) :args (@t2618))
% 7.12/7.34  (step @p6058 :rule cong :premises (@p229 @p6057) :args ((=> @t1244 @t2618)))
% 7.12/7.34  (assume-push @p13276 @t1244)
% 7.12/7.34  (step @p6060 :rule instantiate :premises (@p217) :args ((@list @t1675 0/1)))
% 7.12/7.34  (step-pop @p13277 :rule scope :premises (@p6060))
% 7.12/7.34  (step @p6061 :rule process_scope :premises (@p13277) :args (@t2618))
% 7.12/7.34  (step @p6063 :rule eq_resolve :premises (@p6061 @p6058))
% 7.12/7.34  (step @p6064 :rule implies_elim :premises (@p6063))
% 7.12/7.34  (step @p6065 :rule chain_m_resolution :premises (@p6064 @p217) :args (@t2619 @t1246 @t1247))
% 7.12/7.34  (step @p6066 :rule bool-double-not-elim :args (@t2620))
% 7.12/7.34  (step @p6067 :rule refl :args (@t2621))
% 7.12/7.34  (step @p6068 :rule refl :args (@t1852))
% 7.12/7.34  (step @p6069 :rule nary_cong :premises (@p6068 @p6067 @p6066) :args ((or @t1852 @t2621 (not @t2622))))
% 7.12/7.34  (assume-push @p13278 @t1841)
% 7.12/7.34  (assume-push @p13279 @t2622)
% 7.12/7.34  (assume-push @p13280 @t1845)
% 7.12/7.34  (step @p3432 :rule arith-elim-leq :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.34  (step @p3435 :rule symm :premises (@p3432))
% 7.12/7.34  (step @p3436 :rule cong :premises (@p3435) :args (@t1896))
% 7.12/7.34  (step @p3437 :rule arith-elim-gt :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.34  (step @p3438 :rule trans :premises (@p3437 @p3436))
% 7.12/7.34  (step @p3430 :rule arith_poly_norm :args (@t1891))
% 7.12/7.34  (step @p3431 :rule arith_poly_norm_rel :premises (@p3430) :args (@t1893))
% 7.12/7.34  (step @p3433 :rule trans :premises (@p3432 @p3431))
% 7.12/7.34  (step @p3434 :rule cong :premises (@p3433) :args (@t1895))
% 7.12/7.34  (step @p3439 :rule trans :premises (@p3438 @p3434))
% 7.12/7.34  (step @p3440 :rule symm :premises (@p3439))
% 7.12/7.34  (step @p6073 :rule trans :premises (@p3434 @p3440))
% 7.12/7.34  (assume-push @p13281 @t1894)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6075 :rule evaluate :args (@t2623))
% 7.12/7.34  (step @p6076 :rule evaluate :args ((+ 10289172780368663/658010872166645 0/1 -10289172780368663/658010872166645)))
% 7.12/7.34  (step @p3399 :rule evaluate :args (@t1869))
% 7.12/7.34  (step @p6077 :rule evaluate :args (@t2624))
% 7.12/7.34  (step @p6078 :rule refl :args (10289172780368663/658010872166645))
% 7.12/7.34  (step @p6079 :rule nary_cong :premises (@p6078 @p6077 @p3399) :args (@t2625))
% 7.12/7.34  (step @p6080 :rule trans :premises (@p6079 @p6076))
% 7.12/7.34  (step @p6081 :rule evaluate :args ((+ 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1)))
% 7.12/7.34  (step @p6082 :rule arith_poly_norm :args (@t2627))
% 7.12/7.34  (step @p6083 :rule arith_poly_norm :args (@t2629))
% 7.12/7.34  (step @p6084 :rule arith_poly_norm :args (@t2631))
% 7.12/7.34  (step @p6085 :rule arith_poly_norm :args (@t2633))
% 7.12/7.34  (step @p6086 :rule arith_poly_norm :args (@t2635))
% 7.12/7.34  (step @p6087 :rule arith_poly_norm :args (@t2637))
% 7.12/7.34  (step @p6088 :rule arith_poly_norm :args (@t2639))
% 7.12/7.34  (step @p6089 :rule arith_poly_norm :args (@t2641))
% 7.12/7.34  (step @p6090 :rule arith_poly_norm :args (@t2643))
% 7.12/7.34  (step @p6091 :rule arith_poly_norm :args ((= @t2644 0/1)))
% 7.12/7.34  (step @p6092 :rule nary_cong :premises (@p6091 @p6090 @p6089 @p6088 @p6087 @p6086 @p6085 @p6084 @p6083 @p6082) :args (@t2645))
% 7.12/7.34  (step @p6093 :rule trans :premises (@p6092 @p6081))
% 7.12/7.34  (step @p6094 :rule arith_poly_norm :args ((= @t2648 @t2645)))
% 7.12/7.34  (step @p6095 :rule trans :premises (@p6094 @p6093))
% 7.12/7.34  (step @p6096 :rule cong :premises (@p6095 @p6080) :args (@t2649))
% 7.12/7.34  (step @p6097 :rule trans :premises (@p6096 @p6075))
% 7.12/7.34  (step @p6098 :rule cong :premises (@p6097) :args ((not @t2649)))
% 7.12/7.34  (step @p6099 :rule trans :premises (@p6098 @p3396))
% 7.12/7.34  (step @p6100 :rule arith-elim-lt :args (@t2648 @t2625))
% 7.12/7.34  (step @p6101 :rule trans :premises (@p6100 @p6099))
% 7.12/7.34  (step @p6102 :rule arith_mult_neg :args (-1/1 @t2650))
% 7.12/7.34  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.34  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.34  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.34  (step @p6106 :rule eq_resolve :premises (@p13278 @p6105))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p6107 :rule and_intro :premises (@p3443 @p6106))
% 7.12/7.34  (step @p6108 :rule modus_ponens :premises (@p6107 @p6102))
% 7.12/7.34  (step @p6109 :rule arith_mult_pos :args (6250000000000000/131602174433329 (< @t1263 0/1)))
% 7.12/7.34  (step @p6110 :rule arith-elim-lt :args (@t1263 0/1))
% 7.12/7.34  (step @p6111 :rule symm :premises (@p6110))
% 7.12/7.34  (step @p6112 :rule eq_resolve :premises (@p13279 @p6111))
% 7.12/7.34  (step @p6113 :rule evaluate :args ((> 6250000000000000/131602174433329 0/1)))
% 7.12/7.34  (step @p6114 :rule true_elim :premises (@p6113))
% 7.12/7.34  (step @p6115 :rule and_intro :premises (@p6114 @p6112))
% 7.12/7.34  (step @p6116 :rule modus_ponens :premises (@p6115 @p6109))
% 7.12/7.34  (step @p6117 :rule arith_sum_ub :premises (@p13281 @p6116 @p6108))
% 7.12/7.34  (step @p6118 false :rule eq_resolve :premises (@p6117 @p6101))
% 7.12/7.34  (step-pop @p13282 :rule scope :premises (@p6118))
% 7.12/7.34  (step @p6119 :rule process_scope :premises (@p13282) :args (false))
% 7.12/7.34  (step @p6121 :rule eq_resolve :premises (@p6119 @p6073))
% 7.12/7.34  (step @p6122 :rule eq_resolve :premises (@p6121 @p3438))
% 7.12/7.34  (step @p6123 :rule symm :premises (@p3433))
% 7.12/7.34  (step @p6124 :rule eq_resolve :premises (@p13280 @p6123))
% 7.12/7.34  (step @p6125 false :rule contra :premises (@p6124 @p6122))
% 7.12/7.34  (step-pop @p13283 :rule scope :premises (@p6125))
% 7.12/7.34  (step-pop @p13284 :rule scope :premises (@p13283))
% 7.12/7.34  (step-pop @p13285 :rule scope :premises (@p13284))
% 7.12/7.34  (step @p6126 :rule process_scope :premises (@p13285) :args (false))
% 7.12/7.34  (assume-push @p13286 @t1845)
% 7.12/7.34  (assume-push @p13287 @t1841)
% 7.12/7.34  (assume-push @p13288 @t2622)
% 7.12/7.34  (step @p6133 :rule and_intro :premises (@p13287 @p13288 @p13286))
% 7.12/7.34  (step-pop @p13289 :rule scope :premises (@p6133))
% 7.12/7.34  (step-pop @p13290 :rule scope :premises (@p13289))
% 7.12/7.34  (step-pop @p13291 :rule scope :premises (@p13290))
% 7.12/7.34  (step @p6134 :rule process_scope :premises (@p13291) :args (@t2653))
% 7.12/7.34  (step @p6138 :rule implies_elim :premises (@p6134))
% 7.12/7.34  (step @p6139 :rule resolution :premises (@p6138 @p6126) :args (true @t2653))
% 7.12/7.34  (step @p6140 :rule not_and :premises (@p6139))
% 7.12/7.34  (step @p6141 :rule eq_resolve :premises (@p6140 @p6069))
% 7.12/7.34  (step @p6142 :rule chain_m_resolution :premises (@p6141 @p3542 @p3545) :args (@t2620 @t1904 (@list @t1845 @t1841)))
% 7.12/7.34  (assume-push @p13292 @t2655)
% 7.12/7.34  (assume-push @p13293 @t1929)
% 7.12/7.34  (assume-push @p13294 @t1855)
% 7.12/7.34  (assume-push @p13295 @t1184)
% 7.12/7.34  (assume-push @p13296 @t1857)
% 7.12/7.34  (assume-push @p13297 @t1175)
% 7.12/7.34  (assume-push @p13298 @t1932)
% 7.12/7.34  (assume-push @p13299 @t1249)
% 7.12/7.34  (assume-push @p13300 @t1195)
% 7.12/7.34  (assume-push @p13301 @t1203)
% 7.12/7.34  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.34  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.34  (assume-push @p13302 @t1203)
% 7.12/7.34  (step @p6154 :rule evaluate :args ((<= 0/1 -133661390348313552502640985868933/198533216177367772000000000000000)))
% 7.12/7.34  (step @p6155 :rule evaluate :args ((+ -19431380448199/500000000000000 -820051383632346769296742053639/19853321617736777200000000000000 5989645351952827032924732629769/19853321617736777200000000000000 1869931625094824530324881907287/19853321617736777200000000000000 -7883570976999747300894269759169/99266608088683886000000000000000 232729849145569828683317059853/39706643235473554400000000000000 3134753889794990639815339666869/12408326011085485750000000000000 9844712316658699511546536459641/24816652022170971500000000000000 3880658573747156878357676627097/99266608088683886000000000000000 -79603170645346194/49633304044341943)))
% 7.12/7.34  (step @p6156 :rule evaluate :args (@t2656))
% 7.12/7.34  (step @p6157 :rule evaluate :args (@t2657))
% 7.12/7.34  (step @p6158 :rule evaluate :args (@t2658))
% 7.12/7.34  (step @p6159 :rule evaluate :args (@t2659))
% 7.12/7.34  (step @p6160 :rule evaluate :args (@t2660))
% 7.12/7.34  (step @p6161 :rule evaluate :args (@t2661))
% 7.12/7.34  (step @p6162 :rule evaluate :args (@t2662))
% 7.12/7.34  (step @p6163 :rule evaluate :args (@t2663))
% 7.12/7.34  (step @p6164 :rule evaluate :args (@t2664))
% 7.12/7.34  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.34  (step @p6165 :rule nary_cong :premises (@p4949 @p6164 @p6163 @p6162 @p6161 @p6160 @p6159 @p6158 @p6157 @p6156) :args (@t2665))
% 7.12/7.34  (step @p6166 :rule trans :premises (@p6165 @p6155))
% 7.12/7.34  (step @p6167 :rule arith_poly_norm :args ((= (+ @t1202 @t2674 @t2673 @t2672 @t2671 @t2670 @t2669 @t2668 @t2667 @t2666) 0/1)))
% 7.12/7.34  (step @p6168 :rule arith_poly_norm :args ((= @t2675 @t2666)))
% 7.12/7.34  (step @p6169 :rule refl :args (@t2667))
% 7.12/7.34  (step @p6170 :rule refl :args (@t2668))
% 7.12/7.34  (step @p6171 :rule refl :args (@t2669))
% 7.12/7.34  (step @p6172 :rule refl :args (@t2670))
% 7.12/7.34  (step @p6173 :rule refl :args (@t2671))
% 7.12/7.34  (step @p6174 :rule refl :args (@t2672))
% 7.12/7.34  (step @p6175 :rule refl :args (@t2673))
% 7.12/7.34  (step @p6176 :rule refl :args (@t2674))
% 7.12/7.34  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.34  (step @p6177 :rule nary_cong :premises (@p4962 @p6176 @p6175 @p6174 @p6173 @p6172 @p6171 @p6170 @p6169 @p6168) :args (@t2676))
% 7.12/7.34  (step @p6178 :rule trans :premises (@p6177 @p6167))
% 7.12/7.34  (step @p6179 :rule cong :premises (@p6178 @p6166) :args ((<= @t2676 @t2665)))
% 7.12/7.34  (step @p6180 :rule trans :premises (@p6179 @p6154))
% 7.12/7.34  (step @p6181 :rule arith_mult_neg :args (-39853645684639269/49633304044341943 @t2655))
% 7.12/7.34  (step @p6182 :rule evaluate :args ((< -39853645684639269/49633304044341943 0/1)))
% 7.12/7.34  (step @p6183 :rule true_elim :premises (@p6182))
% 7.12/7.34  (step @p6184 :rule and_intro :premises (@p6183 @p13292))
% 7.12/7.34  (step @p6185 :rule modus_ponens :premises (@p6184 @p6181))
% 7.12/7.34  (step @p6186 :rule arith_mult_pos :args (86412134871391183/99266608088683886 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p6187 :rule evaluate :args ((> 86412134871391183/99266608088683886 0/1)))
% 7.12/7.34  (step @p6188 :rule true_elim :premises (@p6187))
% 7.12/7.34  (step @p6189 :rule and_intro :premises (@p6188 @p3712))
% 7.12/7.34  (step @p6190 :rule modus_ponens :premises (@p6189 @p6186))
% 7.12/7.34  (step @p6191 :rule arith_mult_pos :args (39853645684639269/49633304044341943 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p6192 :rule evaluate :args ((> 39853645684639269/49633304044341943 0/1)))
% 7.12/7.34  (step @p6193 :rule true_elim :premises (@p6192))
% 7.12/7.34  (step @p6194 :rule and_intro :premises (@p6193 @p3503))
% 7.12/7.34  (step @p6195 :rule modus_ponens :premises (@p6194 @p6191))
% 7.12/7.34  (step @p6196 :rule arith_mult_pos :args (25088857058677791/49633304044341943 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p6197 :rule evaluate :args ((> 25088857058677791/49633304044341943 0/1)))
% 7.12/7.34  (step @p6198 :rule true_elim :premises (@p6197))
% 7.12/7.34  (step @p6199 :rule and_intro :premises (@p6198 @p3453))
% 7.12/7.34  (step @p6200 :rule modus_ponens :premises (@p6199 @p6196))
% 7.12/7.34  (step @p6201 :rule arith_mult_pos :args (229092709080107315/198533216177367772 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p6202 :rule evaluate :args ((> 229092709080107315/198533216177367772 0/1)))
% 7.12/7.34  (step @p6203 :rule true_elim :premises (@p6202))
% 7.12/7.34  (step @p6204 :rule and_intro :premises (@p6203 @p3479))
% 7.12/7.34  (step @p6205 :rule modus_ponens :premises (@p6204 @p6201))
% 7.12/7.34  (step @p6206 :rule arith_mult_neg :args (-101138320969167639/198533216177367772 @t1175))
% 7.12/7.34  (step @p6207 :rule evaluate :args ((< -101138320969167639/198533216177367772 0/1)))
% 7.12/7.34  (step @p6208 :rule true_elim :premises (@p6207))
% 7.12/7.34  (step @p6209 :rule and_intro :premises (@p6208 @p43))
% 7.12/7.34  (step @p6210 :rule modus_ponens :premises (@p6209 @p6206))
% 7.12/7.34  (step @p6211 :rule arith_mult_pos :args (320103369940945515/198533216177367772 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p6212 :rule evaluate :args ((> 320103369940945515/198533216177367772 0/1)))
% 7.12/7.34  (step @p6213 :rule true_elim :premises (@p6212))
% 7.12/7.34  (step @p6214 :rule and_intro :premises (@p6213 @p3677))
% 7.12/7.34  (step @p6215 :rule modus_ponens :premises (@p6214 @p6211))
% 7.12/7.34  (step @p6216 :rule arith_mult_pos :args (86280308740957795/99266608088683886 @t1900))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p6217 :rule evaluate :args ((> 86280308740957795/99266608088683886 0/1)))
% 7.12/7.34  (step @p6218 :rule true_elim :premises (@p6217))
% 7.12/7.34  (step @p6219 :rule and_intro :premises (@p6218 @p3467))
% 7.12/7.34  (step @p6220 :rule modus_ponens :premises (@p6219 @p6216))
% 7.12/7.34  (step @p6221 :rule arith_mult_neg :args (-4105062914430885/99266608088683886 @t1195))
% 7.12/7.34  (step @p6222 :rule evaluate :args ((< -4105062914430885/99266608088683886 0/1)))
% 7.12/7.34  (step @p6223 :rule true_elim :premises (@p6222))
% 7.12/7.34  (step @p6224 :rule and_intro :premises (@p6223 @p147))
% 7.12/7.34  (step @p6225 :rule modus_ponens :premises (@p6224 @p6221))
% 7.12/7.34  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.34  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.34  (step @p6226 :rule arith_sum_ub :premises (@p5030 @p6225 @p6220 @p6215 @p6210 @p6205 @p6200 @p6195 @p6190 @p6185))
% 7.12/7.34  (step @p6227 false :rule eq_resolve :premises (@p6226 @p6180))
% 7.12/7.34  (step-pop @p13303 :rule scope :premises (@p6227))
% 7.12/7.34  (step @p6228 :rule process_scope :premises (@p13303) :args (false))
% 7.12/7.34  (step @p6230 :rule eq_resolve :premises (@p6228 @p4936))
% 7.12/7.34  (step @p6231 :rule eq_resolve :premises (@p6230 @p4935))
% 7.12/7.34  (step @p6232 false :rule contra :premises (@p185 @p6231))
% 7.12/7.34  (step-pop @p13304 :rule scope :premises (@p6232))
% 7.12/7.34  (step-pop @p13305 :rule scope :premises (@p13304))
% 7.12/7.34  (step-pop @p13306 :rule scope :premises (@p13305))
% 7.12/7.34  (step-pop @p13307 :rule scope :premises (@p13306))
% 7.12/7.34  (step-pop @p13308 :rule scope :premises (@p13307))
% 7.12/7.34  (step-pop @p13309 :rule scope :premises (@p13308))
% 7.12/7.34  (step-pop @p13310 :rule scope :premises (@p13309))
% 7.12/7.34  (step-pop @p13311 :rule scope :premises (@p13310))
% 7.12/7.34  (step-pop @p13312 :rule scope :premises (@p13311))
% 7.12/7.34  (step-pop @p13313 :rule scope :premises (@p13312))
% 7.12/7.34  (step @p6233 :rule process_scope :premises (@p13313) :args (false))
% 7.12/7.34  (assume-push @p13314 @t1175)
% 7.12/7.34  (assume-push @p13315 @t1932)
% 7.12/7.34  (assume-push @p13316 @t1857)
% 7.12/7.34  (assume-push @p13317 @t1184)
% 7.12/7.34  (assume-push @p13318 @t1249)
% 7.12/7.34  (assume-push @p13319 @t1929)
% 7.12/7.34  (assume-push @p13320 @t1195)
% 7.12/7.34  (assume-push @p13321 @t1855)
% 7.12/7.34  (assume-push @p13322 @t1203)
% 7.12/7.34  (assume-push @p13323 @t2655)
% 7.12/7.34  (step @p6254 :rule and_intro :premises (@p13323 @p3583 @p3356 @p90 @p3365 @p43 @p3610 @p255 @p147 @p185))
% 7.12/7.34  (step-pop @p13324 :rule scope :premises (@p6254))
% 7.12/7.34  (step-pop @p13325 :rule scope :premises (@p13324))
% 7.12/7.34  (step-pop @p13326 :rule scope :premises (@p13325))
% 7.12/7.34  (step-pop @p13327 :rule scope :premises (@p13326))
% 7.12/7.34  (step-pop @p13328 :rule scope :premises (@p13327))
% 7.12/7.34  (step-pop @p13329 :rule scope :premises (@p13328))
% 7.12/7.34  (step-pop @p13330 :rule scope :premises (@p13329))
% 7.12/7.34  (step-pop @p13331 :rule scope :premises (@p13330))
% 7.12/7.34  (step-pop @p13332 :rule scope :premises (@p13331))
% 7.12/7.34  (step-pop @p13333 :rule scope :premises (@p13332))
% 7.12/7.34  (step @p6255 :rule process_scope :premises (@p13333) :args (@t2677))
% 7.12/7.34  (step @p6266 :rule implies_elim :premises (@p6255))
% 7.12/7.34  (step @p6267 :rule resolution :premises (@p6266 @p6233) :args (true @t2677))
% 7.12/7.34  (step @p6268 :rule not_and :premises (@p6267))
% 7.12/7.34  (step @p6269 :rule chain_m_resolution :premises (@p6268 @p43 @p3610 @p3365 @p90 @p255 @p3583 @p147 @p3356 @p185) :args (@t2678 @t1903 (@list @t1175 @t1932 @t1857 @t1184 @t1249 @t1929 @t1195 @t1855 @t1203)))
% 7.12/7.34  (step @p6270 :rule refl :args (@t2622))
% 7.12/7.34  (step @p6271 :rule bool-double-not-elim :args (@t2655))
% 7.12/7.34  (step @p6272 :rule refl :args (@t2679))
% 7.12/7.34  (step @p6273 :rule nary_cong :premises (@p3618 @p3795 @p3372 @p3370 @p3369 @p3612 @p3948 @p6272 @p6271 @p6067 @p6270) :args ((or @t1939 @t1998 @t1863 @t1861 @t1860 @t1933 @t2033 @t2679 (not @t2678) @t2621 @t2622)))
% 7.12/7.34  (assume-push @p13334 @t2620)
% 7.12/7.34  (assume-push @p13335 @t1841)
% 7.12/7.34  (assume-push @p13336 @t1175)
% 7.12/7.34  (assume-push @p13337 @t2678)
% 7.12/7.34  (assume-push @p13338 @t1199)
% 7.12/7.34  (assume-push @p13339 @t1181)
% 7.12/7.34  (assume-push @p13340 @t1184)
% 7.12/7.34  (assume-push @p13341 @t1191)
% 7.12/7.34  (assume-push @p13342 @t1251)
% 7.12/7.34  (assume-push @p13343 @t2614)
% 7.12/7.34  (assume-push @p13344 @t1195)
% 7.12/7.34  (step @p5112 :rule arith-elim-lt :args (|tptp.'X_6'| 998829251495207/1000000000000000))
% 7.12/7.34  (step @p5113 :rule symm :premises (@p5112))
% 7.12/7.34  (assume-push @p13345 @t1195)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6286 :rule evaluate :args ((>= 0/1 -93007110937942486746475175906346064265190988055352706087189756559697/683547685721338525326631882126852911570535696611642250000000000000000)))
% 7.12/7.34  (step @p6287 :rule evaluate :args ((+ -998829251495207/1000000000000000 -2922447653673686170159584515491376714148707453582965/2734190742885354101306527528507411646282142786446569 91999518860545799473122365061443732661005772937210328970265153107/3417738428606692626633159410634264557852678483058211250000000000000 -602388270657151299083402119415798466967772307659731281596469472209/27341907428853541013065275285074116462821427864465690000000000000000 3037172588723596787145955806563773390521629512225265355615749417609/6835476857213385253266318821268529115705356966116422500000000000000 -2275079269589049958221872843017136209783133851271311883607608641011/341773842860669262663315941063426455785267848305821125000000000000000 -97609884932011320519294137738375513543680339739316558774048324369/13670953714426770506532637642537058231410713932232845000000000000000 15655305206660097073273722141314378904489549602668368/13670953714426770506532637642537058231410713932232845 -1933751212473070108991373888530998283407213463140571730751441698811/13670953714426770506532637642537058231410713932232845000000000000000 1346590891876767480648112530023684730032037632922048/2734190742885354101306527528507411646282142786446569 0/1)))
% 7.12/7.34  (step @p6288 :rule evaluate :args (@t2680))
% 7.12/7.34  (step @p6289 :rule evaluate :args (@t2681))
% 7.12/7.34  (step @p6290 :rule evaluate :args (@t2682))
% 7.12/7.34  (step @p6291 :rule evaluate :args (@t2683))
% 7.12/7.34  (step @p6292 :rule evaluate :args (@t2684))
% 7.12/7.34  (step @p6293 :rule evaluate :args (@t2685))
% 7.12/7.34  (step @p6294 :rule evaluate :args (@t2686))
% 7.12/7.34  (step @p6295 :rule evaluate :args (@t2687))
% 7.12/7.34  (step @p6296 :rule evaluate :args (@t2688))
% 7.12/7.34  (step @p6297 :rule evaluate :args (@t2689))
% 7.12/7.34  (step @p5126 :rule evaluate :args (@t1196))
% 7.12/7.34  (step @p6298 :rule nary_cong :premises (@p5126 @p6297 @p6296 @p6295 @p6294 @p6293 @p6292 @p6291 @p6290 @p6289 @p6288) :args (@t2690))
% 7.12/7.34  (step @p6299 :rule trans :premises (@p6298 @p6287))
% 7.12/7.34  (step @p6300 :rule arith_poly_norm :args ((= (+ @t1194 @t2700 @t2699 @t2698 @t2697 @t2696 @t2695 @t2694 @t2693 @t2692 @t2691) 0/1)))
% 7.12/7.34  (step @p6301 :rule refl :args (@t2691))
% 7.12/7.34  (step @p6302 :rule arith_poly_norm :args ((= @t2701 @t2692)))
% 7.12/7.34  (step @p6303 :rule refl :args (@t2693))
% 7.12/7.34  (step @p6304 :rule arith_poly_norm :args ((= @t2702 @t2694)))
% 7.12/7.34  (step @p6305 :rule refl :args (@t2695))
% 7.12/7.34  (step @p6306 :rule refl :args (@t2696))
% 7.12/7.34  (step @p6307 :rule refl :args (@t2697))
% 7.12/7.34  (step @p6308 :rule refl :args (@t2698))
% 7.12/7.34  (step @p6309 :rule refl :args (@t2699))
% 7.12/7.34  (step @p6310 :rule arith_poly_norm :args ((= @t2703 @t2700)))
% 7.12/7.34  (step @p5139 :rule refl :args (@t1194))
% 7.12/7.34  (step @p6311 :rule nary_cong :premises (@p5139 @p6310 @p6309 @p6308 @p6307 @p6306 @p6305 @p6304 @p6303 @p6302 @p6301) :args (@t2704))
% 7.12/7.34  (step @p6312 :rule trans :premises (@p6311 @p6300))
% 7.12/7.34  (step @p6313 :rule cong :premises (@p6312 @p6299) :args (@t2705))
% 7.12/7.34  (step @p6314 :rule trans :premises (@p6313 @p6286))
% 7.12/7.34  (step @p6315 :rule cong :premises (@p6314) :args ((not @t2705)))
% 7.12/7.34  (step @p6316 :rule trans :premises (@p6315 @p3396))
% 7.12/7.34  (step @p6317 :rule arith-elim-lt :args (@t2704 @t2690))
% 7.12/7.34  (step @p6318 :rule trans :premises (@p6317 @p6316))
% 7.12/7.34  (step @p6319 :rule arith_mult_neg :args (-4089829791899093257299020800943778000000000000000000/2734190742885354101306527528507411646282142786446569 @t2620))
% 7.12/7.34  (step @p6320 :rule evaluate :args ((< -4089829791899093257299020800943778000000000000000000/2734190742885354101306527528507411646282142786446569 0/1)))
% 7.12/7.34  (step @p6321 :rule true_elim :premises (@p6320))
% 7.12/7.34  (step @p6322 :rule and_intro :premises (@p6321 @p13334))
% 7.12/7.34  (step @p6323 :rule modus_ponens :premises (@p6322 @p6319))
% 7.12/7.34  (step @p6324 :rule arith_mult_pos :args (86116878988180818429301550010807971396086140313920/2734190742885354101306527528507411646282142786446569 @t2650))
% 7.12/7.34  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.34  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.34  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.34  (step @p6325 :rule eq_resolve :premises (@p13335 @p6105))
% 7.12/7.34  (step @p6326 :rule evaluate :args ((> 86116878988180818429301550010807971396086140313920/2734190742885354101306527528507411646282142786446569 0/1)))
% 7.12/7.34  (step @p6327 :rule true_elim :premises (@p6326))
% 7.12/7.34  (step @p6328 :rule and_intro :premises (@p6327 @p6325))
% 7.12/7.34  (step @p6329 :rule modus_ponens :premises (@p6328 @p6324))
% 7.12/7.34  (step @p6330 :rule arith_mult_neg :args (-24808091583396766322292370028808311495769354632257741/27341907428853541013065275285074116462821427864465690 @t1175))
% 7.12/7.34  (step @p6331 :rule evaluate :args ((< -24808091583396766322292370028808311495769354632257741/27341907428853541013065275285074116462821427864465690 0/1)))
% 7.12/7.34  (step @p6332 :rule true_elim :premises (@p6331))
% 7.12/7.34  (step @p6333 :rule and_intro :premises (@p6332 @p43))
% 7.12/7.34  (step @p6334 :rule modus_ponens :premises (@p6333 @p6330))
% 7.12/7.34  (step @p6335 :rule arith_mult_pos :args (7837891150980125964985427598170031269508682176789768/13670953714426770506532637642537058231410713932232845 (< @t2654 3790627173587914/1897792651649489)))
% 7.12/7.34  (step @p6336 :rule arith-elim-lt :args (@t2654 3790627173587914/1897792651649489))
% 7.12/7.34  (step @p6337 :rule symm :premises (@p6336))
% 7.12/7.34  (step @p6338 :rule eq_resolve :premises (@p13337 @p6337))
% 7.12/7.34  (step @p6339 :rule evaluate :args ((> 7837891150980125964985427598170031269508682176789768/13670953714426770506532637642537058231410713932232845 0/1)))
% 7.12/7.34  (step @p6340 :rule true_elim :premises (@p6339))
% 7.12/7.34  (step @p6341 :rule and_intro :premises (@p6340 @p6338))
% 7.12/7.34  (step @p6342 :rule modus_ponens :premises (@p6341 @p6335))
% 7.12/7.34  (step @p6343 :rule arith_mult_neg :args (-396753273039511030668992914384094576322577252441821/27341907428853541013065275285074116462821427864465690 @t1199))
% 7.12/7.34  (step @p6344 :rule evaluate :args ((< -396753273039511030668992914384094576322577252441821/27341907428853541013065275285074116462821427864465690 0/1)))
% 7.12/7.34  (step @p6345 :rule true_elim :premises (@p6344))
% 7.12/7.34  (step @p6346 :rule and_intro :premises (@p6345 @p166))
% 7.12/7.34  (step @p6347 :rule modus_ponens :premises (@p6346 @p6343))
% 7.12/7.34  (step @p6348 :rule arith_mult_neg :args (-5910483887336413622608149812375072407038917777440440/2734190742885354101306527528507411646282142786446569 @t1181))
% 7.12/7.34  (step @p6349 :rule evaluate :args ((< -5910483887336413622608149812375072407038917777440440/2734190742885354101306527528507411646282142786446569 0/1)))
% 7.12/7.34  (step @p6350 :rule true_elim :premises (@p6349))
% 7.12/7.34  (step @p6351 :rule and_intro :premises (@p6350 @p81))
% 7.12/7.34  (step @p6352 :rule modus_ponens :premises (@p6351 @p6348))
% 7.12/7.34  (step @p6353 :rule arith_mult_pos :args (24307869650974115711206540220480994708102092743210651/27341907428853541013065275285074116462821427864465690 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p6354 :rule evaluate :args ((> 24307869650974115711206540220480994708102092743210651/27341907428853541013065275285074116462821427864465690 0/1)))
% 7.12/7.34  (step @p6355 :rule true_elim :premises (@p6354))
% 7.12/7.34  (step @p6356 :rule and_intro :premises (@p6355 @p3453))
% 7.12/7.34  (step @p6357 :rule modus_ponens :premises (@p6356 @p6353))
% 7.12/7.34  (step @p6358 :rule arith_mult_neg :args (-14038830276949840979569953612604767929649300463812951/27341907428853541013065275285074116462821427864465690 @t1191))
% 7.12/7.34  (step @p6359 :rule evaluate :args ((< -14038830276949840979569953612604767929649300463812951/27341907428853541013065275285074116462821427864465690 0/1)))
% 7.12/7.34  (step @p6360 :rule true_elim :premises (@p6359))
% 7.12/7.34  (step @p6361 :rule and_intro :premises (@p6360 @p128))
% 7.12/7.34  (step @p6362 :rule modus_ponens :premises (@p6361 @p6358))
% 7.12/7.34  (step @p6363 :rule arith_mult_pos :args (9005707577498067600876119453400191393214710099218986/13670953714426770506532637642537058231410713932232845 @t2035))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p6364 :rule evaluate :args ((> 9005707577498067600876119453400191393214710099218986/13670953714426770506532637642537058231410713932232845 0/1)))
% 7.12/7.34  (step @p6365 :rule true_elim :premises (@p6364))
% 7.12/7.34  (step @p6366 :rule and_intro :premises (@p6365 @p4058))
% 7.12/7.34  (step @p6367 :rule modus_ponens :premises (@p6366 @p6363))
% 7.12/7.34  (step @p6368 :rule arith_mult_neg :args (-3228039563760509816718975556412809535331129700855383/5468381485770708202613055057014823292564285572893138 @t2614))
% 7.12/7.34  (step @p6369 :rule evaluate :args ((< -3228039563760509816718975556412809535331129700855383/5468381485770708202613055057014823292564285572893138 0/1)))
% 7.12/7.34  (step @p6370 :rule true_elim :premises (@p6369))
% 7.12/7.34  (step @p6371 :rule and_intro :premises (@p6370 @p13343))
% 7.12/7.34  (step @p6372 :rule modus_ponens :premises (@p6371 @p6368))
% 7.12/7.34  (step @p5196 :rule arith_mult_neg :args (-1/1 @t1195))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5197 :rule and_intro :premises (@p3443 @p147))
% 7.12/7.34  (step @p5198 :rule modus_ponens :premises (@p5197 @p5196))
% 7.12/7.34  (step @p6373 :rule arith_sum_ub :premises (@p5198 @p6372 @p6367 @p6362 @p6357 @p6352 @p6347 @p6342 @p6334 @p6329 @p6323))
% 7.12/7.34  (step @p6374 false :rule eq_resolve :premises (@p6373 @p6318))
% 7.12/7.34  (step-pop @p13346 :rule scope :premises (@p6374))
% 7.12/7.34  (step @p6375 :rule process_scope :premises (@p13346) :args (false))
% 7.12/7.34  (step @p6377 :rule eq_resolve :premises (@p6375 @p5113))
% 7.12/7.34  (step @p6378 :rule eq_resolve :premises (@p6377 @p5112))
% 7.12/7.34  (step @p6379 false :rule contra :premises (@p147 @p6378))
% 7.12/7.34  (step-pop @p13347 :rule scope :premises (@p6379))
% 7.12/7.34  (step-pop @p13348 :rule scope :premises (@p13347))
% 7.12/7.34  (step-pop @p13349 :rule scope :premises (@p13348))
% 7.12/7.34  (step-pop @p13350 :rule scope :premises (@p13349))
% 7.12/7.34  (step-pop @p13351 :rule scope :premises (@p13350))
% 7.12/7.34  (step-pop @p13352 :rule scope :premises (@p13351))
% 7.12/7.34  (step-pop @p13353 :rule scope :premises (@p13352))
% 7.12/7.34  (step-pop @p13354 :rule scope :premises (@p13353))
% 7.12/7.34  (step-pop @p13355 :rule scope :premises (@p13354))
% 7.12/7.34  (step-pop @p13356 :rule scope :premises (@p13355))
% 7.12/7.34  (step-pop @p13357 :rule scope :premises (@p13356))
% 7.12/7.34  (step @p6380 :rule process_scope :premises (@p13357) :args (false))
% 7.12/7.34  (assume-push @p13358 @t1175)
% 7.12/7.34  (assume-push @p13359 @t1181)
% 7.12/7.34  (assume-push @p13360 @t1184)
% 7.12/7.34  (assume-push @p13361 @t1191)
% 7.12/7.34  (assume-push @p13362 @t1195)
% 7.12/7.34  (assume-push @p13363 @t1199)
% 7.12/7.34  (assume-push @p13364 @t1251)
% 7.12/7.34  (assume-push @p13365 @t2614)
% 7.12/7.34  (assume-push @p13366 @t2678)
% 7.12/7.34  (assume-push @p13367 @t1841)
% 7.12/7.34  (assume-push @p13368 @t2620)
% 7.12/7.34  (step @p6403 :rule and_intro :premises (@p13368 @p13367 @p43 @p13366 @p166 @p81 @p90 @p128 @p264 @p13365 @p147))
% 7.12/7.34  (step-pop @p13369 :rule scope :premises (@p6403))
% 7.12/7.34  (step-pop @p13370 :rule scope :premises (@p13369))
% 7.12/7.34  (step-pop @p13371 :rule scope :premises (@p13370))
% 7.12/7.34  (step-pop @p13372 :rule scope :premises (@p13371))
% 7.12/7.34  (step-pop @p13373 :rule scope :premises (@p13372))
% 7.12/7.34  (step-pop @p13374 :rule scope :premises (@p13373))
% 7.12/7.34  (step-pop @p13375 :rule scope :premises (@p13374))
% 7.12/7.34  (step-pop @p13376 :rule scope :premises (@p13375))
% 7.12/7.34  (step-pop @p13377 :rule scope :premises (@p13376))
% 7.12/7.34  (step-pop @p13378 :rule scope :premises (@p13377))
% 7.12/7.34  (step-pop @p13379 :rule scope :premises (@p13378))
% 7.12/7.34  (step @p6404 :rule process_scope :premises (@p13379) :args (@t2706))
% 7.12/7.34  (step @p6416 :rule implies_elim :premises (@p6404))
% 7.12/7.34  (step @p6417 :rule resolution :premises (@p6416 @p6380) :args (true @t2706))
% 7.12/7.34  (step @p6418 :rule not_and :premises (@p6417))
% 7.12/7.34  (step @p6419 :rule eq_resolve :premises (@p6418 @p6273))
% 7.12/7.34  (step @p6420 :rule reordering :premises (@p6419) :args ((or @t1939 @t1998 @t1863 @t1861 @t1860 @t1933 @t2033 @t2655 @t2679 @t2621 @t2622)))
% 7.12/7.34  (step @p6421 :rule chain_m_resolution :premises (@p6420 @p43 @p81 @p90 @p128 @p147 @p166 @p264 @p6269 @p3545 @p6142) :args (@t2679 (@list false false false false false false false true false false) (@list @t1175 @t1181 @t1184 @t1191 @t1195 @t1199 @t1251 @t2655 @t1841 @t2620)))
% 7.12/7.34  (step @p6422 :rule cnf_or_pos :args (@t2619))
% 7.12/7.34  (step @p6423 :rule reordering :premises (@p6422) :args ((or @t2614 @t2611 (not @t2619))))
% 7.12/7.34  (step @p6424 :rule chain_m_resolution :premises (@p6423 @p6421 @p6065) :args (@t2611 @t2610 (@list @t2614 @t2619)))
% 7.12/7.34  (step @p6425 :rule arith_poly_norm :args ((= (* -15339382018912906/691199727160241 (- @t1729 @t1730)) (* 23009073028369359/100000000000000000 @t2716))))
% 7.12/7.34  (step @p6426 :rule arith_poly_norm_rel :premises (@p6425) :args ((= @t2718 @t2717)))
% 7.12/7.34  (step @p6427 :rule arith_poly_norm :args ((= (* 15339382018912906/691199727160241 (- @t1729 0/1)) (* 23009073028369359/100000000000000000 @t2720))))
% 7.12/7.34  (step @p6428 :rule arith_poly_norm_rel :premises (@p6427) :args ((= (>= @t1729 0/1) @t2721)))
% 7.12/7.34  (step @p6429 :rule refl :args (0/1))
% 7.12/7.34  (step @p6430 :rule arith_poly_norm :args ((= @t2722 @t1729)))
% 7.12/7.34  (step @p6431 :rule arith_poly_norm :args ((= @t2723 @t2722)))
% 7.12/7.34  (step @p6432 :rule trans :premises (@p6431 @p6430))
% 7.12/7.34  (step @p6433 :rule cong :premises (@p6432 @p6429) :args (@t2724))
% 7.12/7.34  (step @p6434 :rule trans :premises (@p6433 @p6428))
% 7.12/7.34  (step @p6435 :rule cong :premises (@p6434) :args (@t2725))
% 7.12/7.34  (step @p6436 :rule nary_cong :premises (@p6435 @p6426) :args (@t2726))
% 7.12/7.34  (step @p6437 :rule cong :premises (@p3339 @p6436) :args ((=> @t1851 @t2726)))
% 7.12/7.34  (assume-push @p13380 @t1851)
% 7.12/7.34  (step @p6439 :rule instantiate :premises (@p3326) :args ((@list @t1729 0/1)))
% 7.12/7.34  (step-pop @p13381 :rule scope :premises (@p6439))
% 7.12/7.34  (step @p6440 :rule process_scope :premises (@p13381) :args (@t2726))
% 7.12/7.34  (step @p6442 :rule eq_resolve :premises (@p6440 @p6437))
% 7.12/7.34  (step @p6443 :rule implies_elim :premises (@p6442))
% 7.12/7.34  (step @p6444 :rule chain_m_resolution :premises (@p6443 @p3326) :args (@t2728 @t1246 @t1854))
% 7.12/7.34  (assume-push @p13382 @t1195)
% 7.12/7.34  (assume-push @p13383 @t1248)
% 7.12/7.34  (assume-push @p13384 @t1930)
% 7.12/7.34  (assume-push @p13385 @t1855)
% 7.12/7.34  (assume-push @p13386 @t2730)
% 7.12/7.34  (assume-push @p13387 @t1181)
% 7.12/7.34  (assume-push @p13388 @t1932)
% 7.12/7.34  (assume-push @p13389 @t1249)
% 7.12/7.34  (assume-push @p13390 @t1929)
% 7.12/7.34  (assume-push @p13391 @t1203)
% 7.12/7.34  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.34  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.34  (assume-push @p13392 @t1203)
% 7.12/7.34  (step @p6456 :rule evaluate :args ((<= 0/1 -27196965389287820802137216745878539/44958615269729621000000000000000000)))
% 7.12/7.34  (step @p6457 :rule evaluate :args ((+ -19431380448199/500000000000000 2614201263145837413778719440601/17983446107891848400000000000000 36199999598728474686096255036987/44958615269729621000000000000000 2087650453849015779773873819919/44958615269729621000000000000000 -361377312284218146891883356242539/44958615269729621000000000000000000 10544643658587344/44958615269729621 7427437879296563426028469326921/4495861526972962100000000000000 -29037206112508515013101467666613/22479307634864810500000000000000 15941107206391084630464975009701/44958615269729621000000000000000 -225194485609824138367479881977143/89917230539459242000000000000000)))
% 7.12/7.34  (step @p6458 :rule evaluate :args (@t2731))
% 7.12/7.34  (step @p6459 :rule evaluate :args (@t2732))
% 7.12/7.34  (step @p6460 :rule evaluate :args (@t2733))
% 7.12/7.34  (step @p6461 :rule evaluate :args (@t2734))
% 7.12/7.34  (step @p6462 :rule evaluate :args (@t2735))
% 7.12/7.34  (step @p6463 :rule evaluate :args (@t2736))
% 7.12/7.34  (step @p6464 :rule evaluate :args (@t2737))
% 7.12/7.34  (step @p6465 :rule evaluate :args (@t2738))
% 7.12/7.34  (step @p6466 :rule evaluate :args (@t2739))
% 7.12/7.34  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.34  (step @p6467 :rule nary_cong :premises (@p4949 @p6466 @p6465 @p6464 @p6463 @p6462 @p6461 @p6460 @p6459 @p6458) :args (@t2740))
% 7.12/7.34  (step @p6468 :rule trans :premises (@p6467 @p6457))
% 7.12/7.34  (step @p6469 :rule arith_poly_norm :args ((= (+ @t1202 @t2749 @t2748 @t2747 @t2746 @t2745 @t2744 @t2743 @t2742 @t2741) 0/1)))
% 7.12/7.34  (step @p6470 :rule refl :args (@t2741))
% 7.12/7.34  (step @p6471 :rule refl :args (@t2742))
% 7.12/7.34  (step @p6472 :rule refl :args (@t2743))
% 7.12/7.34  (step @p6473 :rule refl :args (@t2744))
% 7.12/7.34  (step @p6474 :rule arith_poly_norm :args ((= @t2750 @t2745)))
% 7.12/7.34  (step @p6475 :rule refl :args (@t2746))
% 7.12/7.34  (step @p6476 :rule refl :args (@t2747))
% 7.12/7.34  (step @p6477 :rule refl :args (@t2748))
% 7.12/7.34  (step @p6478 :rule refl :args (@t2749))
% 7.12/7.34  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.34  (step @p6479 :rule nary_cong :premises (@p4962 @p6478 @p6477 @p6476 @p6475 @p6474 @p6473 @p6472 @p6471 @p6470) :args (@t2751))
% 7.12/7.34  (step @p6480 :rule trans :premises (@p6479 @p6469))
% 7.12/7.34  (step @p6481 :rule cong :premises (@p6480 @p6468) :args ((<= @t2751 @t2740)))
% 7.12/7.34  (step @p6482 :rule trans :premises (@p6481 @p6456))
% 7.12/7.34  (step @p6483 :rule arith_mult_neg :args (-225458440742216049/89917230539459242 @t1195))
% 7.12/7.34  (step @p6484 :rule evaluate :args ((< -225458440742216049/89917230539459242 0/1)))
% 7.12/7.34  (step @p6485 :rule true_elim :premises (@p6484))
% 7.12/7.34  (step @p6486 :rule and_intro :premises (@p6485 @p147))
% 7.12/7.34  (step @p6487 :rule modus_ponens :premises (@p6486 @p6483))
% 7.12/7.34  (step @p6488 :rule arith_mult_pos :args (201918035720349331/89917230539459242 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p6489 :rule evaluate :args ((> 201918035720349331/89917230539459242 0/1)))
% 7.12/7.34  (step @p6490 :rule true_elim :premises (@p6489))
% 7.12/7.34  (step @p6491 :rule and_intro :premises (@p6490 @p3460))
% 7.12/7.34  (step @p6492 :rule modus_ponens :premises (@p6491 @p6488))
% 7.12/7.34  (step @p6493 :rule arith_mult_neg :args (-233331659063250207/89917230539459242 @t1930))
% 7.12/7.34  (step @p6494 :rule evaluate :args ((< -233331659063250207/89917230539459242 0/1)))
% 7.12/7.34  (step @p6495 :rule true_elim :premises (@p6494))
% 7.12/7.34  (step @p6496 :rule and_intro :premises (@p6495 @p3601))
% 7.12/7.34  (step @p6497 :rule modus_ponens :premises (@p6496 @p6493))
% 7.12/7.34  (step @p6498 :rule arith_mult_pos :args (150339831203223945/44958615269729621 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p6499 :rule evaluate :args ((> 150339831203223945/44958615269729621 0/1)))
% 7.12/7.34  (step @p6500 :rule true_elim :premises (@p6499))
% 7.12/7.34  (step @p6501 :rule and_intro :premises (@p6500 @p3503))
% 7.12/7.34  (step @p6502 :rule modus_ponens :premises (@p6501 @p6498))
% 7.12/7.34  (step @p6503 :rule arith_mult_neg :args (-150339831203223945/44958615269729621 @t2730))
% 7.12/7.34  (step @p6504 :rule evaluate :args ((< -150339831203223945/44958615269729621 0/1)))
% 7.12/7.34  (step @p6505 :rule true_elim :premises (@p6504))
% 7.12/7.34  (step @p6506 :rule and_intro :premises (@p6505 @p13386))
% 7.12/7.34  (step @p6507 :rule modus_ponens :premises (@p6506 @p6503))
% 7.12/7.34  (step @p6508 :rule arith_mult_neg :args (-117353865975987695/44958615269729621 @t1181))
% 7.12/7.34  (step @p6509 :rule evaluate :args ((< -117353865975987695/44958615269729621 0/1)))
% 7.12/7.34  (step @p6510 :rule true_elim :premises (@p6509))
% 7.12/7.34  (step @p6511 :rule and_intro :premises (@p6510 @p81))
% 7.12/7.34  (step @p6512 :rule modus_ponens :premises (@p6511 @p6508))
% 7.12/7.34  (step @p6513 :rule arith_mult_pos :args (71474693145737511/89917230539459242 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p6514 :rule evaluate :args ((> 71474693145737511/89917230539459242 0/1)))
% 7.12/7.34  (step @p6515 :rule true_elim :premises (@p6514))
% 7.12/7.34  (step @p6516 :rule and_intro :premises (@p6515 @p3677))
% 7.12/7.34  (step @p6517 :rule modus_ponens :premises (@p6516 @p6513))
% 7.12/7.34  (step @p6518 :rule arith_mult_pos :args (104291555117951157/44958615269729621 @t1900))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p6519 :rule evaluate :args ((> 104291555117951157/44958615269729621 0/1)))
% 7.12/7.34  (step @p6520 :rule true_elim :premises (@p6519))
% 7.12/7.34  (step @p6521 :rule and_intro :premises (@p6520 @p3467))
% 7.12/7.34  (step @p6522 :rule modus_ponens :premises (@p6521 @p6518))
% 7.12/7.34  (step @p6523 :rule arith_mult_pos :args (291057185061493195/89917230539459242 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p6524 :rule evaluate :args ((> 291057185061493195/89917230539459242 0/1)))
% 7.12/7.34  (step @p6525 :rule true_elim :premises (@p6524))
% 7.12/7.34  (step @p6526 :rule and_intro :premises (@p6525 @p3712))
% 7.12/7.34  (step @p6527 :rule modus_ponens :premises (@p6526 @p6523))
% 7.12/7.34  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.34  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.34  (step @p6528 :rule arith_sum_ub :premises (@p5030 @p6527 @p6522 @p6517 @p6512 @p6507 @p6502 @p6497 @p6492 @p6487))
% 7.12/7.34  (step @p6529 false :rule eq_resolve :premises (@p6528 @p6482))
% 7.12/7.34  (step-pop @p13393 :rule scope :premises (@p6529))
% 7.12/7.34  (step @p6530 :rule process_scope :premises (@p13393) :args (false))
% 7.12/7.34  (step @p6532 :rule eq_resolve :premises (@p6530 @p4936))
% 7.12/7.34  (step @p6533 :rule eq_resolve :premises (@p6532 @p4935))
% 7.12/7.34  (step @p6534 false :rule contra :premises (@p185 @p6533))
% 7.12/7.34  (step-pop @p13394 :rule scope :premises (@p6534))
% 7.12/7.34  (step-pop @p13395 :rule scope :premises (@p13394))
% 7.12/7.34  (step-pop @p13396 :rule scope :premises (@p13395))
% 7.12/7.34  (step-pop @p13397 :rule scope :premises (@p13396))
% 7.12/7.34  (step-pop @p13398 :rule scope :premises (@p13397))
% 7.12/7.34  (step-pop @p13399 :rule scope :premises (@p13398))
% 7.12/7.34  (step-pop @p13400 :rule scope :premises (@p13399))
% 7.12/7.34  (step-pop @p13401 :rule scope :premises (@p13400))
% 7.12/7.34  (step-pop @p13402 :rule scope :premises (@p13401))
% 7.12/7.34  (step-pop @p13403 :rule scope :premises (@p13402))
% 7.12/7.34  (step @p6535 :rule process_scope :premises (@p13403) :args (false))
% 7.12/7.34  (assume-push @p13404 @t1248)
% 7.12/7.34  (assume-push @p13405 @t1932)
% 7.12/7.34  (assume-push @p13406 @t1181)
% 7.12/7.34  (assume-push @p13407 @t1930)
% 7.12/7.34  (assume-push @p13408 @t1249)
% 7.12/7.34  (assume-push @p13409 @t1929)
% 7.12/7.34  (assume-push @p13410 @t1195)
% 7.12/7.34  (assume-push @p13411 @t1855)
% 7.12/7.34  (assume-push @p13412 @t1203)
% 7.12/7.34  (assume-push @p13413 @t2730)
% 7.12/7.34  (step @p6556 :rule and_intro :premises (@p147 @p246 @p3601 @p3356 @p13413 @p81 @p3610 @p255 @p3583 @p185))
% 7.12/7.34  (step-pop @p13414 :rule scope :premises (@p6556))
% 7.12/7.34  (step-pop @p13415 :rule scope :premises (@p13414))
% 7.12/7.34  (step-pop @p13416 :rule scope :premises (@p13415))
% 7.12/7.34  (step-pop @p13417 :rule scope :premises (@p13416))
% 7.12/7.34  (step-pop @p13418 :rule scope :premises (@p13417))
% 7.12/7.34  (step-pop @p13419 :rule scope :premises (@p13418))
% 7.12/7.34  (step-pop @p13420 :rule scope :premises (@p13419))
% 7.12/7.34  (step-pop @p13421 :rule scope :premises (@p13420))
% 7.12/7.34  (step-pop @p13422 :rule scope :premises (@p13421))
% 7.12/7.34  (step-pop @p13423 :rule scope :premises (@p13422))
% 7.12/7.34  (step @p6557 :rule process_scope :premises (@p13423) :args (@t2752))
% 7.12/7.34  (step @p6568 :rule implies_elim :premises (@p6557))
% 7.12/7.34  (step @p6569 :rule resolution :premises (@p6568 @p6535) :args (true @t2752))
% 7.12/7.34  (step @p6570 :rule not_and :premises (@p6569))
% 7.12/7.34  (step @p6571 :rule chain_m_resolution :premises (@p6570 @p246 @p3610 @p81 @p3601 @p255 @p3583 @p147 @p3356 @p185) :args (@t2753 @t1903 @t2353))
% 7.12/7.34  (step @p6572 :rule bool-double-not-elim :args (@t2730))
% 7.12/7.34  (step @p6573 :rule bool-double-not-elim :args (@t2721))
% 7.12/7.34  (step @p6574 :rule refl :args (@t2315))
% 7.12/7.34  (step @p6575 :rule nary_cong :premises (@p3375 @p3374 @p3795 @p3372 @p3612 @p3367 @p6574 @p5269 @p6573 @p6572) :args ((or @t1866 @t1865 @t1998 @t1863 @t1933 @t1858 @t2315 @t2132 (not @t2727) @t2754)))
% 7.12/7.34  (assume-push @p13424 @t1184)
% 7.12/7.34  (assume-push @p13425 @t1203)
% 7.12/7.34  (assume-push @p13426 @t1199)
% 7.12/7.34  (assume-push @p13427 @t2727)
% 7.12/7.34  (assume-push @p13428 @t2753)
% 7.12/7.34  (assume-push @p13429 @t2309)
% 7.12/7.34  (assume-push @p13430 @t1181)
% 7.12/7.34  (assume-push @p13431 @t1248)
% 7.12/7.34  (assume-push @p13432 @t1178)
% 7.12/7.34  (assume-push @p13433 @t2126)
% 7.12/7.34  (step @p4316 :rule arith-elim-lt :args (@t2125 98795597942528790/51467992545904201))
% 7.12/7.34  (step @p4317 :rule symm :premises (@p4316))
% 7.12/7.34  (assume-push @p13434 @t2126)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6587 :rule evaluate :args ((>= 0/1 -1485045499603310688575747498033856782122680071234091527490649534581425679320940795339197/822658046507205720613388469304022144631743466840420830895639205971992000000000000000000)))
% 7.12/7.34  (step @p6588 :rule evaluate :args ((+ -98795597942528790/51467992545904201 -38037217761689379816297699142612062759258251819070023580605122268571271888491460513/102832255813400715076673558663002768078967933355052603861954900746499000000000000000 2391402497298356976828957395165053803422937045936151862155947792682595075354246861/12854031976675089384584194832875346009870991669381575482744362593312375000000000000 -1431518941016598092547407818678380909859252043284843886953034204629207467188341869197/822658046507205720613388469304022144631743466840420830895639205971992000000000000000000 156131805986833840717927205580563371586520756035190922236585384822171/822658046507205720613388469304022144631743466840420830895639205971992 -245079417266876186585220241613097924753672751463433188976161021084/1685774685465585493060222273163979804573244809099223014130408208959 -1898084857374178574772528057841992938139177916142385802328642695460115/411329023253602860306694234652011072315871733420210415447819602985996 -268100392428604156971027597920238365883175674926180972997116159587309537295930844533/411329023253602860306694234652011072315871733420210415447819602985996000000000000000 -23892081052427872776912340598256072242031266904231045934608702135329293185099092493/205664511626801430153347117326005536157935866710105207723909801492998000000000000000 19992139786277858039490067919989615153730175605044469048283136204037736490361058149/3545939855634507416437019264241474761343721839829400133170858646431000000000000000)))
% 7.12/7.34  (step @p6589 :rule evaluate :args (@t2755))
% 7.12/7.34  (step @p6590 :rule evaluate :args (@t2756))
% 7.12/7.34  (step @p6591 :rule evaluate :args (@t2757))
% 7.12/7.34  (step @p6592 :rule evaluate :args (@t2758))
% 7.12/7.34  (step @p6593 :rule evaluate :args (@t2759))
% 7.12/7.34  (step @p6594 :rule evaluate :args (@t2760))
% 7.12/7.34  (step @p6595 :rule evaluate :args (@t2761))
% 7.12/7.34  (step @p6596 :rule evaluate :args (@t2762))
% 7.12/7.34  (step @p6597 :rule evaluate :args (@t2763))
% 7.12/7.34  (step @p6598 :rule evaluate :args (@t2764))
% 7.12/7.34  (step @p6599 :rule nary_cong :premises (@p6598 @p6597 @p6596 @p6595 @p6594 @p6593 @p6592 @p6591 @p6590 @p6589) :args (@t2765))
% 7.12/7.34  (step @p6600 :rule trans :premises (@p6599 @p6588))
% 7.12/7.34  (step @p6601 :rule arith_poly_norm :args ((= (+ @t2775 @t2774 @t2773 @t2772 @t2771 @t2770 @t2769 @t2768 @t2767 @t2766) 0/1)))
% 7.12/7.34  (step @p6602 :rule refl :args (@t2766))
% 7.12/7.34  (step @p6603 :rule refl :args (@t2767))
% 7.12/7.34  (step @p6604 :rule refl :args (@t2768))
% 7.12/7.34  (step @p6605 :rule arith_poly_norm :args ((= @t2785 @t2769)))
% 7.12/7.34  (step @p6606 :rule arith_poly_norm :args ((= @t2786 @t2770)))
% 7.12/7.34  (step @p6607 :rule arith_poly_norm :args ((= @t2787 @t2771)))
% 7.12/7.34  (step @p6608 :rule refl :args (@t2772))
% 7.12/7.34  (step @p6609 :rule refl :args (@t2773))
% 7.12/7.34  (step @p6610 :rule refl :args (@t2774))
% 7.12/7.34  (step @p6611 :rule arith_poly_norm :args ((= @t2788 @t2775)))
% 7.12/7.34  (step @p6612 :rule nary_cong :premises (@p6611 @p6610 @p6609 @p6608 @p6607 @p6606 @p6605 @p6604 @p6603 @p6602) :args (@t2789))
% 7.12/7.34  (step @p6613 :rule trans :premises (@p6612 @p6601))
% 7.12/7.34  (step @p6614 :rule cong :premises (@p6613 @p6600) :args (@t2790))
% 7.12/7.34  (step @p6615 :rule trans :premises (@p6614 @p6587))
% 7.12/7.34  (step @p6616 :rule cong :premises (@p6615) :args ((not @t2790)))
% 7.12/7.34  (step @p6617 :rule trans :premises (@p6616 @p3396))
% 7.12/7.34  (step @p6618 :rule arith-elim-lt :args (@t2789 @t2765))
% 7.12/7.34  (step @p6619 :rule trans :premises (@p6618 @p6617))
% 7.12/7.34  (step @p6620 :rule arith_mult_pos :args (4640178685736365734311650089025673104318296844548862147544378271745619/411329023253602860306694234652011072315871733420210415447819602985996 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p6621 :rule evaluate :args ((> 4640178685736365734311650089025673104318296844548862147544378271745619/411329023253602860306694234652011072315871733420210415447819602985996 0/1)))
% 7.12/7.34  (step @p6622 :rule true_elim :premises (@p6621))
% 7.12/7.34  (step @p6623 :rule and_intro :premises (@p6622 @p3453))
% 7.12/7.34  (step @p6624 :rule modus_ponens :premises (@p6623 @p6620))
% 7.12/7.34  (step @p6625 :rule arith_mult_neg :args (-1229561693577067160302789427086812867184359867650580535890202164224907/411329023253602860306694234652011072315871733420210415447819602985996 @t1203))
% 7.12/7.34  (step @p6626 :rule evaluate :args ((< -1229561693577067160302789427086812867184359867650580535890202164224907/411329023253602860306694234652011072315871733420210415447819602985996 0/1)))
% 7.12/7.34  (step @p6627 :rule true_elim :premises (@p6626))
% 7.12/7.34  (step @p6628 :rule and_intro :premises (@p6627 @p185))
% 7.12/7.34  (step @p6629 :rule modus_ponens :premises (@p6628 @p6625))
% 7.12/7.34  (step @p6630 :rule arith_mult_neg :args (-1089743198379101071148199253447929500482942986745175182575773565133297/822658046507205720613388469304022144631743466840420830895639205971992 @t1199))
% 7.12/7.34  (step @p6631 :rule evaluate :args ((< -1089743198379101071148199253447929500482942986745175182575773565133297/822658046507205720613388469304022144631743466840420830895639205971992 0/1)))
% 7.12/7.34  (step @p6632 :rule true_elim :premises (@p6631))
% 7.12/7.34  (step @p6633 :rule and_intro :premises (@p6632 @p166))
% 7.12/7.34  (step @p6634 :rule modus_ponens :premises (@p6633 @p6630))
% 7.12/7.34  (step @p6635 :rule arith_mult_neg :args (-171057182607020670810180982015494759641687649182279947521495596387655/822658046507205720613388469304022144631743466840420830895639205971992 (> @t2784 15339382018912906/691199727160241)))
% 7.12/7.34  (step @p6636 :rule arith_poly_norm :args ((= (* 15339382018912906/691199727160241 (- 15339382018912906/691199727160241 @t2784)) (* 15339382018912906/691199727160241 @t2720))))
% 7.12/7.34  (step @p6637 :rule arith_poly_norm_rel :premises (@p6636) :args ((= @t2791 @t2721)))
% 7.12/7.34  (step @p6638 :rule arith-elim-leq :args (@t2784 15339382018912906/691199727160241))
% 7.12/7.34  (step @p6639 :rule trans :premises (@p6638 @p6637))
% 7.12/7.34  (step @p6640 :rule cong :premises (@p6639) :args ((not (<= @t2784 15339382018912906/691199727160241))))
% 7.12/7.34  (step @p6641 :rule symm :premises (@p6638))
% 7.12/7.34  (step @p6642 :rule cong :premises (@p6641) :args ((not @t2791)))
% 7.12/7.34  (step @p6643 :rule arith-elim-gt :args (@t2784 15339382018912906/691199727160241))
% 7.12/7.34  (step @p6644 :rule trans :premises (@p6643 @p6642))
% 7.12/7.34  (step @p6645 :rule trans :premises (@p6644 @p6640))
% 7.12/7.34  (step @p6646 :rule symm :premises (@p6645))
% 7.12/7.34  (step @p6647 :rule eq_resolve :premises (@p13427 @p6646))
% 7.12/7.34  (step @p6648 :rule evaluate :args ((< -171057182607020670810180982015494759641687649182279947521495596387655/822658046507205720613388469304022144631743466840420830895639205971992 0/1)))
% 7.12/7.34  (step @p6649 :rule true_elim :premises (@p6648))
% 7.12/7.34  (step @p6650 :rule and_intro :premises (@p6649 @p6647))
% 7.12/7.34  (step @p6651 :rule modus_ponens :premises (@p6650 @p6635))
% 7.12/7.34  (step @p6652 :rule arith_mult_pos :args (13976839584628607688574258484529759827584451582623177371778937348955/6743098741862341972240889092655919218292979236396892056521632835836 @t2792))
% 7.12/7.34  (step @p6653 :rule arith-elim-lt :args (@t2729 -10544643658587344/150339831203223945))
% 7.12/7.34  (step @p6654 :rule symm :premises (@p6653))
% 7.12/7.34  (step @p6655 :rule eq_resolve :premises (@p13428 @p6654))
% 7.12/7.34  (step @p6656 :rule evaluate :args ((> 13976839584628607688574258484529759827584451582623177371778937348955/6743098741862341972240889092655919218292979236396892056521632835836 0/1)))
% 7.12/7.34  (step @p6657 :rule true_elim :premises (@p6656))
% 7.12/7.34  (step @p6658 :rule and_intro :premises (@p6657 @p6655))
% 7.12/7.34  (step @p6659 :rule modus_ponens :premises (@p6658 @p6652))
% 7.12/7.34  (step @p6660 :rule arith_mult_pos :args (189141999084318662282854584827407852895535504843924160817939005460217/411329023253602860306694234652011072315871733420210415447819602985996 @t2351))
% 7.12/7.34  (step @p4987 :rule arith_poly_norm :args (@t2348))
% 7.12/7.34  (step @p4988 :rule arith_poly_norm_rel :premises (@p4987) :args (@t2350))
% 7.12/7.34  (step @p4989 :rule arith-elim-leq :args (@t2344 39752094871234563/96313376306796002))
% 7.12/7.34  (step @p4990 :rule trans :premises (@p4989 @p4988))
% 7.12/7.34  (step @p6661 :rule symm :premises (@p4990))
% 7.12/7.34  (step @p6662 :rule eq_resolve :premises (@p13429 @p6661))
% 7.12/7.34  (step @p6663 :rule evaluate :args ((> 189141999084318662282854584827407852895535504843924160817939005460217/411329023253602860306694234652011072315871733420210415447819602985996 0/1)))
% 7.12/7.34  (step @p6664 :rule true_elim :premises (@p6663))
% 7.12/7.34  (step @p6665 :rule and_intro :premises (@p6664 @p6662))
% 7.12/7.34  (step @p6666 :rule modus_ponens :premises (@p6665 @p6660))
% 7.12/7.34  (step @p6667 :rule arith_mult_neg :args (-464872243595703537933929516805169776255917423805664040161792819170985/822658046507205720613388469304022144631743466840420830895639205971992 @t1181))
% 7.12/7.34  (step @p6668 :rule evaluate :args ((< -464872243595703537933929516805169776255917423805664040161792819170985/822658046507205720613388469304022144631743466840420830895639205971992 0/1)))
% 7.12/7.34  (step @p6669 :rule true_elim :premises (@p6668))
% 7.12/7.34  (step @p6670 :rule and_intro :premises (@p6669 @p81))
% 7.12/7.34  (step @p6671 :rule modus_ponens :premises (@p6670 @p6667))
% 7.12/7.34  (step @p6672 :rule arith_mult_pos :args (121162799702553110446348671819610253560860285428156096930617901909164/102832255813400715076673558663002768078967933355052603861954900746499 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p6673 :rule evaluate :args ((> 121162799702553110446348671819610253560860285428156096930617901909164/102832255813400715076673558663002768078967933355052603861954900746499 0/1)))
% 7.12/7.34  (step @p6674 :rule true_elim :premises (@p6673))
% 7.12/7.34  (step @p6675 :rule and_intro :premises (@p6674 @p3460))
% 7.12/7.34  (step @p6676 :rule modus_ponens :premises (@p6675 @p6672))
% 7.12/7.34  (step @p6677 :rule arith_mult_neg :args (-1348443186662463512520343411370391186454387221949249382286201348409097/205664511626801430153347117326005536157935866710105207723909801492998 @t1178))
% 7.12/7.34  (step @p6678 :rule evaluate :args ((< -1348443186662463512520343411370391186454387221949249382286201348409097/205664511626801430153347117326005536157935866710105207723909801492998 0/1)))
% 7.12/7.34  (step @p6679 :rule true_elim :premises (@p6678))
% 7.12/7.34  (step @p6680 :rule and_intro :premises (@p6679 @p62))
% 7.12/7.34  (step @p6681 :rule modus_ponens :premises (@p6680 @p6677))
% 7.12/7.34  (step @p6682 :rule arith_mult_neg :args (-1/1 @t2126))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p6683 :rule and_intro :premises (@p3443 @p13433))
% 7.12/7.34  (step @p6684 :rule modus_ponens :premises (@p6683 @p6682))
% 7.12/7.34  (step @p6685 :rule arith_sum_ub :premises (@p6684 @p6681 @p6676 @p6671 @p6666 @p6659 @p6651 @p6634 @p6629 @p6624))
% 7.12/7.34  (step @p6686 false :rule eq_resolve :premises (@p6685 @p6619))
% 7.12/7.34  (step-pop @p13435 :rule scope :premises (@p6686))
% 7.12/7.34  (step @p6687 :rule process_scope :premises (@p13435) :args (false))
% 7.12/7.34  (step @p6689 :rule eq_resolve :premises (@p6687 @p4317))
% 7.12/7.34  (step @p6690 :rule eq_resolve :premises (@p6689 @p4316))
% 7.12/7.34  (step @p6691 false :rule contra :premises (@p13433 @p6690))
% 7.12/7.34  (step-pop @p13436 :rule scope :premises (@p6691))
% 7.12/7.34  (step-pop @p13437 :rule scope :premises (@p13436))
% 7.12/7.34  (step-pop @p13438 :rule scope :premises (@p13437))
% 7.12/7.34  (step-pop @p13439 :rule scope :premises (@p13438))
% 7.12/7.34  (step-pop @p13440 :rule scope :premises (@p13439))
% 7.12/7.34  (step-pop @p13441 :rule scope :premises (@p13440))
% 7.12/7.34  (step-pop @p13442 :rule scope :premises (@p13441))
% 7.12/7.34  (step-pop @p13443 :rule scope :premises (@p13442))
% 7.12/7.34  (step-pop @p13444 :rule scope :premises (@p13443))
% 7.12/7.34  (step-pop @p13445 :rule scope :premises (@p13444))
% 7.12/7.34  (step @p6692 :rule process_scope :premises (@p13445) :args (false))
% 7.12/7.34  (assume-push @p13446 @t1248)
% 7.12/7.34  (assume-push @p13447 @t1178)
% 7.12/7.34  (assume-push @p13448 @t1181)
% 7.12/7.34  (assume-push @p13449 @t1184)
% 7.12/7.34  (assume-push @p13450 @t1199)
% 7.12/7.34  (assume-push @p13451 @t1203)
% 7.12/7.34  (assume-push @p13452 @t2309)
% 7.12/7.34  (assume-push @p13453 @t2126)
% 7.12/7.34  (assume-push @p13454 @t2727)
% 7.12/7.34  (assume-push @p13455 @t2753)
% 7.12/7.34  (step @p6713 :rule and_intro :premises (@p90 @p185 @p166 @p13454 @p13455 @p13452 @p81 @p246 @p62 @p13453))
% 7.12/7.34  (step-pop @p13456 :rule scope :premises (@p6713))
% 7.12/7.34  (step-pop @p13457 :rule scope :premises (@p13456))
% 7.12/7.34  (step-pop @p13458 :rule scope :premises (@p13457))
% 7.12/7.34  (step-pop @p13459 :rule scope :premises (@p13458))
% 7.12/7.34  (step-pop @p13460 :rule scope :premises (@p13459))
% 7.12/7.34  (step-pop @p13461 :rule scope :premises (@p13460))
% 7.12/7.34  (step-pop @p13462 :rule scope :premises (@p13461))
% 7.12/7.34  (step-pop @p13463 :rule scope :premises (@p13462))
% 7.12/7.34  (step-pop @p13464 :rule scope :premises (@p13463))
% 7.12/7.34  (step-pop @p13465 :rule scope :premises (@p13464))
% 7.12/7.34  (step @p6714 :rule process_scope :premises (@p13465) :args (@t2793))
% 7.12/7.34  (step @p6725 :rule implies_elim :premises (@p6714))
% 7.12/7.34  (step @p6726 :rule resolution :premises (@p6725 @p6692) :args (true @t2793))
% 7.12/7.34  (step @p6727 :rule not_and :premises (@p6726))
% 7.12/7.34  (step @p6728 :rule eq_resolve :premises (@p6727 @p6575))
% 7.12/7.34  (step @p6729 :rule reordering :premises (@p6728) :args ((or @t1866 @t1865 @t1998 @t1863 @t1933 @t1858 @t2721 @t2730 @t2315 @t2132)))
% 7.12/7.34  (step @p6730 :rule chain_m_resolution :premises (@p6729 @p246 @p62 @p81 @p90 @p166 @p185 @p6571 @p5075 @p4403) :args (@t2721 (@list false false false false false false true false false) (@list @t1248 @t1178 @t1181 @t1184 @t1199 @t1203 @t2730 @t2309 @t2126)))
% 7.12/7.34  (step @p6731 :rule cnf_or_pos :args (@t2728))
% 7.12/7.34  (step @p6732 :rule reordering :premises (@p6731) :args ((or @t2727 @t2717 (not @t2728))))
% 7.12/7.34  (step @p6733 :rule chain_m_resolution :premises (@p6732 @p6730 @p6444) :args (@t2717 @t1904 (@list @t2721 @t2728)))
% 7.12/7.34  (step @p6734 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1317)) (* -1/1 (- @t1317 0/1)))))
% 7.12/7.34  (step @p6735 :rule arith_poly_norm_rel :premises (@p6734) :args ((= @t2795 @t2794)))
% 7.12/7.34  (step @p6736 :rule arith_poly_norm :args ((= (* 10544643658587344/150339831203223945 (- @t1316 0/1)) (* 659040228661709/31250000000000000 (- @t2729 -10544643658587344/150339831203223945)))))
% 7.12/7.34  (step @p6737 :rule arith_poly_norm_rel :premises (@p6736) :args ((= (>= @t1316 0/1) @t2730)))
% 7.12/7.34  (step @p6738 :rule refl :args (0/1))
% 7.12/7.34  (step @p6739 :rule arith_poly_norm :args ((= @t2796 @t1316)))
% 7.12/7.34  (step @p6740 :rule arith_poly_norm :args ((= @t2797 @t2796)))
% 7.12/7.34  (step @p6741 :rule trans :premises (@p6740 @p6739))
% 7.12/7.34  (step @p6742 :rule cong :premises (@p6741 @p6738) :args (@t2798))
% 7.12/7.34  (step @p6743 :rule trans :premises (@p6742 @p6737))
% 7.12/7.34  (step @p6744 :rule nary_cong :premises (@p6743 @p6735) :args (@t2799))
% 7.12/7.34  (step @p6745 :rule cong :premises (@p229 @p6744) :args ((=> @t1244 @t2799)))
% 7.12/7.34  (assume-push @p13466 @t1244)
% 7.12/7.34  (step @p6747 :rule instantiate :premises (@p217) :args ((@list @t1316 0/1)))
% 7.12/7.34  (step-pop @p13467 :rule scope :premises (@p6747))
% 7.12/7.34  (step @p6748 :rule process_scope :premises (@p13467) :args (@t2799))
% 7.12/7.34  (step @p6750 :rule eq_resolve :premises (@p6748 @p6745))
% 7.12/7.34  (step @p6751 :rule implies_elim :premises (@p6750))
% 7.12/7.34  (step @p6752 :rule chain_m_resolution :premises (@p6751 @p217) :args (@t2800 @t1246 @t1247))
% 7.12/7.34  (step @p6753 :rule cnf_or_pos :args (@t2800))
% 7.12/7.34  (step @p6754 :rule reordering :premises (@p6753) :args ((or @t2730 @t2794 (not @t2800))))
% 7.12/7.34  (step @p6755 :rule chain_m_resolution :premises (@p6754 @p6571 @p6752) :args (@t2794 @t2610 (@list @t2730 @t2800)))
% 7.12/7.34  (step @p6756 :rule arith_poly_norm :args ((= (* -57596787297800822/85141609050742445 (- @t1333 @t1334)) (* -28798393648900411/250000000000000000 @t2803))))
% 7.12/7.34  (step @p6757 :rule arith_poly_norm_rel :premises (@p6756) :args ((= @t2805 @t2804)))
% 7.12/7.34  (step @p6758 :rule arith_poly_norm :args ((= (* -57596787297800822/85141609050742445 (- @t1333 0/1)) (* -28798393648900411/250000000000000000 (- @t2814 57596787297800822/85141609050742445)))))
% 7.12/7.34  (step @p6759 :rule arith_poly_norm_rel :premises (@p6758) :args ((= (>= @t1333 0/1) @t2815)))
% 7.12/7.34  (step @p6760 :rule refl :args (0/1))
% 7.12/7.34  (step @p6761 :rule arith_poly_norm :args ((= @t2816 @t1333)))
% 7.12/7.34  (step @p6762 :rule arith_poly_norm :args ((= @t2817 @t2816)))
% 7.12/7.34  (step @p6763 :rule trans :premises (@p6762 @p6761))
% 7.12/7.34  (step @p6764 :rule cong :premises (@p6763 @p6760) :args (@t2818))
% 7.12/7.34  (step @p6765 :rule trans :premises (@p6764 @p6759))
% 7.12/7.34  (step @p6766 :rule cong :premises (@p6765) :args (@t2819))
% 7.12/7.34  (step @p6767 :rule nary_cong :premises (@p6766 @p6757) :args (@t2820))
% 7.12/7.34  (step @p6768 :rule cong :premises (@p3339 @p6767) :args ((=> @t1851 @t2820)))
% 7.12/7.34  (assume-push @p13468 @t1851)
% 7.12/7.34  (step @p6770 :rule instantiate :premises (@p3326) :args ((@list @t1333 0/1)))
% 7.12/7.34  (step-pop @p13469 :rule scope :premises (@p6770))
% 7.12/7.34  (step @p6771 :rule process_scope :premises (@p13469) :args (@t2820))
% 7.12/7.34  (step @p6773 :rule eq_resolve :premises (@p6771 @p6768))
% 7.12/7.34  (step @p6774 :rule implies_elim :premises (@p6773))
% 7.12/7.34  (step @p6775 :rule chain_m_resolution :premises (@p6774 @p3326) :args (@t2822 @t1246 @t1854))
% 7.12/7.34  (step @p6776 :rule bool-double-not-elim :args (@t2815))
% 7.12/7.34  (step @p6777 :rule nary_cong :premises (@p3375 @p3617 @p3373 @p3372 @p3615 @p3614 @p3369 @p3612 @p6068 @p6776) :args ((or @t1866 @t1938 @t1864 @t1863 @t1936 @t1935 @t1860 @t1933 @t1852 (not @t2821))))
% 7.12/7.34  (assume-push @p13470 @t1195)
% 7.12/7.34  (assume-push @p13471 @t2821)
% 7.12/7.34  (assume-push @p13472 @t1857)
% 7.12/7.34  (assume-push @p13473 @t1199)
% 7.12/7.34  (assume-push @p13474 @t1248)
% 7.12/7.34  (assume-push @p13475 @t1932)
% 7.12/7.34  (assume-push @p13476 @t1184)
% 7.12/7.34  (assume-push @p13477 @t1187)
% 7.12/7.34  (assume-push @p13478 @t1929)
% 7.12/7.34  (assume-push @p13479 @t1845)
% 7.12/7.34  (step @p3432 :rule arith-elim-leq :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.34  (step @p3435 :rule symm :premises (@p3432))
% 7.12/7.34  (step @p3436 :rule cong :premises (@p3435) :args (@t1896))
% 7.12/7.34  (step @p3437 :rule arith-elim-gt :args (@t1887 10289172780368663/658010872166645))
% 7.12/7.34  (step @p3438 :rule trans :premises (@p3437 @p3436))
% 7.12/7.34  (step @p3430 :rule arith_poly_norm :args (@t1891))
% 7.12/7.34  (step @p3431 :rule arith_poly_norm_rel :premises (@p3430) :args (@t1893))
% 7.12/7.34  (step @p3433 :rule trans :premises (@p3432 @p3431))
% 7.12/7.34  (step @p3434 :rule cong :premises (@p3433) :args (@t1895))
% 7.12/7.34  (step @p3439 :rule trans :premises (@p3438 @p3434))
% 7.12/7.34  (step @p3440 :rule symm :premises (@p3439))
% 7.12/7.34  (step @p6073 :rule trans :premises (@p3434 @p3440))
% 7.12/7.34  (assume-push @p13480 @t1894)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6789 :rule evaluate :args ((>= 0/1 -911131788608110460848308022884915930826885112087/545437411071345599801867955289120000000000000000)))
% 7.12/7.34  (step @p6790 :rule evaluate :args ((+ 10289172780368663/658010872166645 3319021555756376700185129886988130797695489231/8522459547989774996904186801392500000000000000 -7578739497094624452719011756656821747684732601587/1636312233214036799405603865867360000000000000000 2371074692564664219401980459735721391406218863101/409078058303509199851400966466840000000000000000 94488685202066234917537518079175023577197852881/68179676383918199975233494411140000000000000000 1059859965787040232912829419443797219508487078151/818156116607018399702801932933680000000000000000 -41721242803281205478005643777612854565490660281/5113475728793864998142512080835500000000000000 54693711740950973899451451447724802991870884501/818156116607018399702801932933680000000000000000 539009858207003503932195589704884/51134757287938649981425120808355 -19628609280825311351212264256864367936737392611979/818156116607018399702801932933680000000000000000)))
% 7.12/7.34  (step @p6791 :rule evaluate :args (@t2823))
% 7.12/7.34  (step @p6792 :rule evaluate :args (@t2824))
% 7.12/7.34  (step @p6793 :rule evaluate :args (@t2825))
% 7.12/7.34  (step @p6794 :rule evaluate :args (@t2826))
% 7.12/7.34  (step @p6795 :rule evaluate :args (@t2827))
% 7.12/7.34  (step @p6796 :rule evaluate :args (@t2828))
% 7.12/7.34  (step @p6797 :rule evaluate :args (@t2829))
% 7.12/7.34  (step @p6798 :rule evaluate :args (@t2830))
% 7.12/7.34  (step @p6799 :rule evaluate :args (@t2831))
% 7.12/7.34  (step @p6078 :rule refl :args (10289172780368663/658010872166645))
% 7.12/7.34  (step @p6800 :rule nary_cong :premises (@p6078 @p6799 @p6798 @p6797 @p6796 @p6795 @p6794 @p6793 @p6792 @p6791) :args (@t2832))
% 7.12/7.34  (step @p6801 :rule trans :premises (@p6800 @p6790))
% 7.12/7.34  (step @p6802 :rule arith_poly_norm :args ((= @t2841 0/1)))
% 7.12/7.34  (step @p6803 :rule arith_poly_norm :args ((= @t2842 @t2841)))
% 7.12/7.34  (step @p6804 :rule trans :premises (@p6803 @p6802))
% 7.12/7.34  (step @p6805 :rule cong :premises (@p6804 @p6801) :args (@t2843))
% 7.12/7.34  (step @p6806 :rule trans :premises (@p6805 @p6789))
% 7.12/7.34  (step @p6807 :rule cong :premises (@p6806) :args ((not @t2843)))
% 7.12/7.34  (step @p6808 :rule trans :premises (@p6807 @p3396))
% 7.12/7.34  (step @p6809 :rule arith-elim-lt :args (@t2842 @t2832))
% 7.12/7.34  (step @p6810 :rule trans :premises (@p6809 @p6808))
% 7.12/7.34  (step @p6811 :rule arith_mult_neg :args (-19651616381320507961242796513676797/818156116607018399702801932933680 @t1195))
% 7.12/7.34  (step @p6812 :rule evaluate :args ((< -19651616381320507961242796513676797/818156116607018399702801932933680 0/1)))
% 7.12/7.34  (step @p6813 :rule true_elim :premises (@p6812))
% 7.12/7.34  (step @p6814 :rule and_intro :premises (@p6813 @p147))
% 7.12/7.34  (step @p6815 :rule modus_ponens :premises (@p6814 @p6811))
% 7.12/7.34  (step @p6816 :rule arith_mult_pos :args (159356689062096628787636045883358/10226951457587729996285024161671 (< @t2814 57596787297800822/85141609050742445)))
% 7.12/7.34  (step @p6817 :rule arith-elim-lt :args (@t2814 57596787297800822/85141609050742445))
% 7.12/7.34  (step @p6818 :rule symm :premises (@p6817))
% 7.12/7.34  (step @p6819 :rule eq_resolve :premises (@p13471 @p6818))
% 7.12/7.34  (step @p6820 :rule evaluate :args ((> 159356689062096628787636045883358/10226951457587729996285024161671 0/1)))
% 7.12/7.34  (step @p6821 :rule true_elim :premises (@p6820))
% 7.12/7.34  (step @p6822 :rule and_intro :premises (@p6821 @p6819))
% 7.12/7.34  (step @p6823 :rule modus_ponens :premises (@p6822 @p6816))
% 7.12/7.34  (step @p6824 :rule arith_mult_pos :args (10767789897499228462422635298021871/818156116607018399702801932933680 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p6825 :rule evaluate :args ((> 10767789897499228462422635298021871/818156116607018399702801932933680 0/1)))
% 7.12/7.34  (step @p6826 :rule true_elim :premises (@p6825))
% 7.12/7.34  (step @p6827 :rule and_intro :premises (@p6826 @p3479))
% 7.12/7.34  (step @p6828 :rule modus_ponens :premises (@p6827 @p6824))
% 7.12/7.34  (step @p6829 :rule arith_mult_neg :args (-169583640519684358783921070045029/10226951457587729996285024161671 @t1199))
% 7.12/7.34  (step @p6830 :rule evaluate :args ((< -169583640519684358783921070045029/10226951457587729996285024161671 0/1)))
% 7.12/7.34  (step @p6831 :rule true_elim :premises (@p6830))
% 7.12/7.34  (step @p6832 :rule and_intro :premises (@p6831 @p166))
% 7.12/7.34  (step @p6833 :rule modus_ponens :premises (@p6832 @p6829))
% 7.12/7.34  (step @p6834 :rule arith_mult_pos :args (13424716342448114979084140472141281/1636312233214036799405603865867360 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p6835 :rule evaluate :args ((> 13424716342448114979084140472141281/1636312233214036799405603865867360 0/1)))
% 7.12/7.34  (step @p6836 :rule true_elim :premises (@p6835))
% 7.12/7.34  (step @p6837 :rule and_intro :premises (@p6836 @p3460))
% 7.12/7.34  (step @p6838 :rule modus_ponens :premises (@p6837 @p6834))
% 7.12/7.34  (step @p6839 :rule arith_mult_pos :args (3235000269374744139284628268405689/136359352767836399950466988822280 @t1965))
% 7.12/7.34  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.34  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.34  (step @p6840 :rule evaluate :args ((> 3235000269374744139284628268405689/136359352767836399950466988822280 0/1)))
% 7.12/7.34  (step @p6841 :rule true_elim :premises (@p6840))
% 7.12/7.34  (step @p6842 :rule and_intro :premises (@p6841 @p3677))
% 7.12/7.34  (step @p6843 :rule modus_ponens :premises (@p6842 @p6839))
% 7.12/7.34  (step @p6844 :rule arith_mult_pos :args (18976786098220191660930935983778039/1636312233214036799405603865867360 @t1898))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p6845 :rule evaluate :args ((> 18976786098220191660930935983778039/1636312233214036799405603865867360 0/1)))
% 7.12/7.34  (step @p6846 :rule true_elim :premises (@p6845))
% 7.12/7.34  (step @p6847 :rule and_intro :premises (@p6846 @p3453))
% 7.12/7.34  (step @p6848 :rule modus_ponens :premises (@p6847 @p6844))
% 7.12/7.34  (step @p6849 :rule arith_mult_neg :args (-21960750787303667499119573384101757/1636312233214036799405603865867360 @t1187))
% 7.12/7.34  (step @p6850 :rule evaluate :args ((< -21960750787303667499119573384101757/1636312233214036799405603865867360 0/1)))
% 7.12/7.34  (step @p6851 :rule true_elim :premises (@p6850))
% 7.12/7.34  (step @p6852 :rule and_intro :premises (@p6851 @p109))
% 7.12/7.34  (step @p6853 :rule modus_ponens :premises (@p6852 @p6849))
% 7.12/7.34  (step @p6854 :rule arith_mult_pos :args (443435668766094171365749088627254/51134757287938649981425120808355 @t1966))
% 7.12/7.34  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.34  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.34  (step @p6855 :rule evaluate :args ((> 443435668766094171365749088627254/51134757287938649981425120808355 0/1)))
% 7.12/7.34  (step @p6856 :rule true_elim :premises (@p6855))
% 7.12/7.34  (step @p6857 :rule and_intro :premises (@p6856 @p3712))
% 7.12/7.34  (step @p6858 :rule modus_ponens :premises (@p6857 @p6854))
% 7.12/7.34  (step @p6859 :rule arith_sum_ub :premises (@p13480 @p6858 @p6853 @p6848 @p6843 @p6838 @p6833 @p6828 @p6823 @p6815))
% 7.12/7.34  (step @p6860 false :rule eq_resolve :premises (@p6859 @p6810))
% 7.12/7.34  (step-pop @p13481 :rule scope :premises (@p6860))
% 7.12/7.34  (step @p6861 :rule process_scope :premises (@p13481) :args (false))
% 7.12/7.34  (step @p6863 :rule eq_resolve :premises (@p6861 @p6073))
% 7.12/7.34  (step @p6864 :rule eq_resolve :premises (@p6863 @p3438))
% 7.12/7.34  (step @p6123 :rule symm :premises (@p3433))
% 7.12/7.34  (step @p6865 :rule eq_resolve :premises (@p13479 @p6123))
% 7.12/7.34  (step @p6866 false :rule contra :premises (@p6865 @p6864))
% 7.12/7.34  (step-pop @p13482 :rule scope :premises (@p6866))
% 7.12/7.34  (step-pop @p13483 :rule scope :premises (@p13482))
% 7.12/7.34  (step-pop @p13484 :rule scope :premises (@p13483))
% 7.12/7.34  (step-pop @p13485 :rule scope :premises (@p13484))
% 7.12/7.34  (step-pop @p13486 :rule scope :premises (@p13485))
% 7.12/7.34  (step-pop @p13487 :rule scope :premises (@p13486))
% 7.12/7.34  (step-pop @p13488 :rule scope :premises (@p13487))
% 7.12/7.34  (step-pop @p13489 :rule scope :premises (@p13488))
% 7.12/7.34  (step-pop @p13490 :rule scope :premises (@p13489))
% 7.12/7.34  (step-pop @p13491 :rule scope :premises (@p13490))
% 7.12/7.34  (step @p6867 :rule process_scope :premises (@p13491) :args (false))
% 7.12/7.34  (assume-push @p13492 @t1248)
% 7.12/7.34  (assume-push @p13493 @t1932)
% 7.12/7.34  (assume-push @p13494 @t1857)
% 7.12/7.34  (assume-push @p13495 @t1184)
% 7.12/7.34  (assume-push @p13496 @t1187)
% 7.12/7.34  (assume-push @p13497 @t1929)
% 7.12/7.34  (assume-push @p13498 @t1195)
% 7.12/7.34  (assume-push @p13499 @t1199)
% 7.12/7.34  (assume-push @p13500 @t1845)
% 7.12/7.34  (assume-push @p13501 @t2821)
% 7.12/7.34  (step @p6888 :rule and_intro :premises (@p147 @p13501 @p3365 @p166 @p246 @p3610 @p90 @p109 @p3583 @p13500))
% 7.12/7.34  (step-pop @p13502 :rule scope :premises (@p6888))
% 7.12/7.34  (step-pop @p13503 :rule scope :premises (@p13502))
% 7.12/7.34  (step-pop @p13504 :rule scope :premises (@p13503))
% 7.12/7.34  (step-pop @p13505 :rule scope :premises (@p13504))
% 7.12/7.34  (step-pop @p13506 :rule scope :premises (@p13505))
% 7.12/7.34  (step-pop @p13507 :rule scope :premises (@p13506))
% 7.12/7.34  (step-pop @p13508 :rule scope :premises (@p13507))
% 7.12/7.34  (step-pop @p13509 :rule scope :premises (@p13508))
% 7.12/7.34  (step-pop @p13510 :rule scope :premises (@p13509))
% 7.12/7.34  (step-pop @p13511 :rule scope :premises (@p13510))
% 7.12/7.34  (step @p6889 :rule process_scope :premises (@p13511) :args (@t2844))
% 7.12/7.34  (step @p6900 :rule implies_elim :premises (@p6889))
% 7.12/7.34  (step @p6901 :rule resolution :premises (@p6900 @p6867) :args (true @t2844))
% 7.12/7.34  (step @p6902 :rule not_and :premises (@p6901))
% 7.12/7.34  (step @p6903 :rule eq_resolve :premises (@p6902 @p6777))
% 7.12/7.34  (step @p6904 :rule reordering :premises (@p6903) :args ((or @t1866 @t1938 @t1864 @t1863 @t1936 @t1935 @t1860 @t1933 @t2815 @t1852)))
% 7.12/7.34  (step @p6905 :rule chain_m_resolution :premises (@p6904 @p246 @p3610 @p3365 @p90 @p109 @p3583 @p147 @p166 @p3542) :args (@t2815 @t1903 (@list @t1248 @t1932 @t1857 @t1184 @t1187 @t1929 @t1195 @t1199 @t1845)))
% 7.12/7.34  (step @p6906 :rule cnf_or_pos :args (@t2822))
% 7.12/7.34  (step @p6907 :rule reordering :premises (@p6906) :args ((or @t2821 @t2804 (not @t2822))))
% 7.12/7.34  (step @p6908 :rule chain_m_resolution :premises (@p6907 @p6905 @p6775) :args (@t2804 @t1904 (@list @t2815 @t2822)))
% 7.12/7.34  (step @p6909 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1820)) (* -1/1 (- @t1820 0/1)))))
% 7.12/7.34  (step @p6910 :rule arith_poly_norm_rel :premises (@p6909) :args ((= @t2846 @t2845)))
% 7.12/7.34  (step @p6911 :rule arith_poly_norm :args ((= (* -116075326504841009/115572328993913870 (- @t1819 0/1)) (* -116075326504841009/500000000000000000 (- @t2847 116075326504841009/115572328993913870)))))
% 7.12/7.34  (step @p6912 :rule arith_poly_norm_rel :premises (@p6911) :args ((= (>= @t1819 0/1) @t2848)))
% 7.12/7.34  (step @p6913 :rule refl :args (0/1))
% 7.12/7.34  (step @p6914 :rule arith_poly_norm :args ((= @t2849 @t1819)))
% 7.12/7.34  (step @p6915 :rule arith_poly_norm :args ((= @t2850 @t2849)))
% 7.12/7.34  (step @p6916 :rule trans :premises (@p6915 @p6914))
% 7.12/7.34  (step @p6917 :rule cong :premises (@p6916 @p6913) :args (@t2851))
% 7.12/7.34  (step @p6918 :rule trans :premises (@p6917 @p6912))
% 7.12/7.34  (step @p6919 :rule nary_cong :premises (@p6918 @p6910) :args (@t2852))
% 7.12/7.34  (step @p6920 :rule cong :premises (@p229 @p6919) :args ((=> @t1244 @t2852)))
% 7.12/7.34  (assume-push @p13512 @t1244)
% 7.12/7.34  (step @p6922 :rule instantiate :premises (@p217) :args ((@list @t1819 0/1)))
% 7.12/7.34  (step-pop @p13513 :rule scope :premises (@p6922))
% 7.12/7.34  (step @p6923 :rule process_scope :premises (@p13513) :args (@t2852))
% 7.12/7.34  (step @p6925 :rule eq_resolve :premises (@p6923 @p6920))
% 7.12/7.34  (step @p6926 :rule implies_elim :premises (@p6925))
% 7.12/7.34  (step @p6927 :rule chain_m_resolution :premises (@p6926 @p217) :args (@t2853 @t1246 @t1247))
% 7.12/7.34  (step @p6928 :rule refl :args (@t2270))
% 7.12/7.34  (step @p6929 :rule refl :args (@t2854))
% 7.12/7.34  (step @p6930 :rule nary_cong :premises (@p3618 @p3374 @p3795 @p3372 @p3615 @p3370 @p3613 @p6929 @p6928 @p6572) :args ((or @t1939 @t1865 @t1998 @t1863 @t1936 @t1861 @t1934 @t2854 @t2270 @t2754)))
% 7.12/7.34  (assume-push @p13514 @t2264)
% 7.12/7.34  (assume-push @p13515 @t1927)
% 7.12/7.34  (assume-push @p13516 @t2848)
% 7.12/7.34  (assume-push @p13517 @t2753)
% 7.12/7.34  (assume-push @p13518 @t1175)
% 7.12/7.34  (assume-push @p13519 @t1187)
% 7.12/7.34  (assume-push @p13520 @t1178)
% 7.12/7.34  (assume-push @p13521 @t1181)
% 7.12/7.34  (assume-push @p13522 @t1191)
% 7.12/7.34  (assume-push @p13523 @t1184)
% 7.12/7.34  (step @p6941 :rule symm :premises (@p84))
% 7.12/7.34  (step @p6942 :rule cong :premises (@p6941) :args ((not @t1185)))
% 7.12/7.34  (step @p6943 :rule arith-elim-gt :args (|tptp.'X_3'| 124946062009259/250000000000000))
% 7.12/7.34  (step @p6944 :rule trans :premises (@p6943 @p6942))
% 7.12/7.34  (step @p6945 :rule cong :premises (@p85) :args ((not @t1898)))
% 7.12/7.34  (step @p6946 :rule trans :premises (@p6944 @p6945))
% 7.12/7.34  (step @p6947 :rule symm :premises (@p6946))
% 7.12/7.34  (step @p6948 :rule trans :premises (@p6945 @p6947))
% 7.12/7.34  (assume-push @p13524 @t1898)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6950 :rule evaluate :args ((>= 0/1 -4456379068237727174466355569623268466716240666285153008280822107356273/351796775087048265063848385533819828561544585791432500000000000000000)))
% 7.12/7.34  (step @p6951 :rule evaluate :args ((+ 124946062009259/250000000000000 -45736962060359682852755944819820607986247436821148985209364791099/70359355017409653012769677106763965712308917158286500000000000000 -1770386583378770838758899068190521837374393694503020850239137847523/351796775087048265063848385533819828561544585791432500000000000000000 -175164751226006912587250194322050009851050072232279985500751200799/281437420069638612051078708427055862849235668633146000000000000000 -411654631932170071419649681776445085179322159840731056662671083469/56287484013927722410215741685411172569847133726629200000000000000 -103430107535660154155903810305945317211415238257380134000605788323/281437420069638612051078708427055862849235668633146000000000000000 -94724833384345398077014979610842567368794197430416/140718710034819306025539354213527931424617834316573 -988132684877689134608063451222995759345849172178782/140718710034819306025539354213527931424617834316573 2348977613463278761250675589184172099399219166610149/281437420069638612051078708427055862849235668633146 -683895822478860010587790558343502872641180207722720/140718710034819306025539354213527931424617834316573)))
% 7.12/7.34  (step @p6952 :rule evaluate :args (@t2855))
% 7.12/7.34  (step @p6953 :rule evaluate :args (@t2856))
% 7.12/7.34  (step @p6954 :rule evaluate :args (@t2857))
% 7.12/7.34  (step @p6955 :rule evaluate :args (@t2858))
% 7.12/7.34  (step @p6956 :rule evaluate :args (@t2859))
% 7.12/7.34  (step @p6957 :rule evaluate :args (@t2860))
% 7.12/7.34  (step @p6958 :rule evaluate :args (@t2861))
% 7.12/7.34  (step @p6959 :rule evaluate :args (@t2862))
% 7.12/7.34  (step @p6960 :rule evaluate :args (@t2863))
% 7.12/7.34  (step @p6961 :rule refl :args (124946062009259/250000000000000))
% 7.12/7.34  (step @p6962 :rule nary_cong :premises (@p6961 @p6960 @p6959 @p6958 @p6957 @p6956 @p6955 @p6954 @p6953 @p6952) :args (@t2864))
% 7.12/7.34  (step @p6963 :rule trans :premises (@p6962 @p6951))
% 7.12/7.34  (step @p6964 :rule arith_poly_norm :args ((= (+ |tptp.'X_3'| @t2873 @t2872 @t2871 @t2870 @t2869 @t2868 @t2867 @t2866 @t2865) 0/1)))
% 7.12/7.34  (step @p6965 :rule arith_poly_norm :args ((= @t2874 @t2865)))
% 7.12/7.34  (step @p6966 :rule refl :args (@t2866))
% 7.12/7.34  (step @p6967 :rule arith_poly_norm :args ((= @t2875 @t2867)))
% 7.12/7.34  (step @p6968 :rule arith_poly_norm :args ((= @t2876 @t2868)))
% 7.12/7.34  (step @p6969 :rule refl :args (@t2869))
% 7.12/7.34  (step @p6970 :rule refl :args (@t2870))
% 7.12/7.34  (step @p6971 :rule refl :args (@t2871))
% 7.12/7.34  (step @p6972 :rule refl :args (@t2872))
% 7.12/7.34  (step @p6973 :rule refl :args (@t2873))
% 7.12/7.34  (step @p6974 :rule nary_cong :premises (@p310 @p6973 @p6972 @p6971 @p6970 @p6969 @p6968 @p6967 @p6966 @p6965) :args (@t2877))
% 7.12/7.34  (step @p6975 :rule trans :premises (@p6974 @p6964))
% 7.12/7.34  (step @p6976 :rule cong :premises (@p6975 @p6963) :args (@t2878))
% 7.12/7.34  (step @p6977 :rule trans :premises (@p6976 @p6950))
% 7.12/7.34  (step @p6978 :rule cong :premises (@p6977) :args ((not @t2878)))
% 7.12/7.34  (step @p6979 :rule trans :premises (@p6978 @p3396))
% 7.12/7.34  (step @p6980 :rule arith-elim-lt :args (@t2877 @t2864))
% 7.12/7.34  (step @p6981 :rule trans :premises (@p6980 @p6979))
% 7.12/7.34  (step @p6982 :rule arith_mult_neg :args (-366684748420950417192471090249994678201325172231345/140718710034819306025539354213527931424617834316573 @t2264))
% 7.12/7.34  (step @p6983 :rule evaluate :args ((< -366684748420950417192471090249994678201325172231345/140718710034819306025539354213527931424617834316573 0/1)))
% 7.12/7.34  (step @p6984 :rule true_elim :premises (@p6983))
% 7.12/7.34  (step @p6985 :rule and_intro :premises (@p6984 @p13514))
% 7.12/7.34  (step @p6986 :rule modus_ponens :premises (@p6985 @p6982))
% 7.12/7.34  (step @p6987 :rule arith_mult_pos :args (2348977613463278761250675589184172099399219166610149/281437420069638612051078708427055862849235668633146 @t1941))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p6988 :rule evaluate :args ((> 2348977613463278761250675589184172099399219166610149/281437420069638612051078708427055862849235668633146 0/1)))
% 7.12/7.34  (step @p6989 :rule true_elim :premises (@p6988))
% 7.12/7.34  (step @p6990 :rule and_intro :premises (@p6989 @p3731))
% 7.12/7.34  (step @p6991 :rule modus_ponens :premises (@p6990 @p6987))
% 7.12/7.34  (step @p6992 :rule arith_mult_neg :args (-983850738869650124703367678955158655428812948316260/140718710034819306025539354213527931424617834316573 @t2848))
% 7.12/7.34  (step @p6993 :rule evaluate :args ((< -983850738869650124703367678955158655428812948316260/140718710034819306025539354213527931424617834316573 0/1)))
% 7.12/7.34  (step @p6994 :rule true_elim :premises (@p6993))
% 7.12/7.34  (step @p6995 :rule and_intro :premises (@p6994 @p13516))
% 7.12/7.34  (step @p6996 :rule modus_ponens :premises (@p6995 @p6992))
% 7.12/7.34  (step @p6997 :rule arith_mult_pos :args (1350535487290600541895838769205153333630138120547605/140718710034819306025539354213527931424617834316573 @t2792))
% 7.12/7.34  (step @p6653 :rule arith-elim-lt :args (@t2729 -10544643658587344/150339831203223945))
% 7.12/7.34  (step @p6654 :rule symm :premises (@p6653))
% 7.12/7.34  (step @p6998 :rule eq_resolve :premises (@p13517 @p6654))
% 7.12/7.34  (step @p6999 :rule evaluate :args ((> 1350535487290600541895838769205153333630138120547605/140718710034819306025539354213527931424617834316573 0/1)))
% 7.12/7.34  (step @p7000 :rule true_elim :premises (@p6999))
% 7.12/7.34  (step @p7001 :rule and_intro :premises (@p7000 @p6998))
% 7.12/7.34  (step @p7002 :rule modus_ponens :premises (@p7001 @p6997))
% 7.12/7.34  (step @p7003 :rule arith_mult_neg :args (-1326904704015003442487948974403650566483120850275813/562874840139277224102157416854111725698471337266292 @t1175))
% 7.12/7.34  (step @p7004 :rule evaluate :args ((< -1326904704015003442487948974403650566483120850275813/562874840139277224102157416854111725698471337266292 0/1)))
% 7.12/7.34  (step @p7005 :rule true_elim :premises (@p7004))
% 7.12/7.34  (step @p7006 :rule and_intro :premises (@p7005 @p43))
% 7.12/7.34  (step @p7007 :rule modus_ponens :premises (@p7006 @p7003))
% 7.12/7.34  (step @p7008 :rule arith_mult_neg :args (-5964213960492547368226693606239966006790330225561295/281437420069638612051078708427055862849235668633146 @t1187))
% 7.12/7.34  (step @p7009 :rule evaluate :args ((< -5964213960492547368226693606239966006790330225561295/281437420069638612051078708427055862849235668633146 0/1)))
% 7.12/7.34  (step @p7010 :rule true_elim :premises (@p7009))
% 7.12/7.34  (step @p7011 :rule and_intro :premises (@p7010 @p109))
% 7.12/7.34  (step @p7012 :rule modus_ponens :premises (@p7011 @p7008))
% 7.12/7.34  (step @p7013 :rule arith_mult_neg :args (-6209700110401657347777943007189298434825160342530231/562874840139277224102157416854111725698471337266292 @t1178))
% 7.12/7.34  (step @p7014 :rule evaluate :args ((< -6209700110401657347777943007189298434825160342530231/562874840139277224102157416854111725698471337266292 0/1)))
% 7.12/7.34  (step @p7015 :rule true_elim :premises (@p7014))
% 7.12/7.34  (step @p7016 :rule and_intro :premises (@p7015 @p62))
% 7.12/7.34  (step @p7017 :rule modus_ponens :premises (@p7016 @p7013))
% 7.12/7.34  (step @p7018 :rule arith_mult_neg :args (-229966522821573691089523935522702505041990848565046/140718710034819306025539354213527931424617834316573 @t1181))
% 7.12/7.34  (step @p7019 :rule evaluate :args ((< -229966522821573691089523935522702505041990848565046/140718710034819306025539354213527931424617834316573 0/1)))
% 7.12/7.34  (step @p7020 :rule true_elim :premises (@p7019))
% 7.12/7.34  (step @p7021 :rule and_intro :premises (@p7020 @p81))
% 7.12/7.34  (step @p7022 :rule modus_ponens :premises (@p7021 @p7018))
% 7.12/7.34  (step @p7023 :rule arith_mult_neg :args (-2131825863900761639956911166790968828012482521155322/140718710034819306025539354213527931424617834316573 @t1191))
% 7.12/7.34  (step @p7024 :rule evaluate :args ((< -2131825863900761639956911166790968828012482521155322/140718710034819306025539354213527931424617834316573 0/1)))
% 7.12/7.34  (step @p7025 :rule true_elim :premises (@p7024))
% 7.12/7.34  (step @p7026 :rule and_intro :premises (@p7025 @p128))
% 7.12/7.34  (step @p7027 :rule modus_ponens :premises (@p7026 @p7023))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p7028 :rule arith_sum_ub :premises (@p3453 @p7027 @p7022 @p7017 @p7012 @p7007 @p7002 @p6996 @p6991 @p6986))
% 7.12/7.34  (step @p7029 false :rule eq_resolve :premises (@p7028 @p6981))
% 7.12/7.34  (step-pop @p13525 :rule scope :premises (@p7029))
% 7.12/7.34  (step @p7030 :rule process_scope :premises (@p13525) :args (false))
% 7.12/7.34  (step @p7032 :rule eq_resolve :premises (@p7030 @p6948))
% 7.12/7.34  (step @p7033 :rule eq_resolve :premises (@p7032 @p6944))
% 7.12/7.34  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.34  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.34  (step @p7034 false :rule contra :premises (@p3453 @p7033))
% 7.12/7.34  (step-pop @p13526 :rule scope :premises (@p7034))
% 7.12/7.34  (step-pop @p13527 :rule scope :premises (@p13526))
% 7.12/7.34  (step-pop @p13528 :rule scope :premises (@p13527))
% 7.12/7.34  (step-pop @p13529 :rule scope :premises (@p13528))
% 7.12/7.34  (step-pop @p13530 :rule scope :premises (@p13529))
% 7.12/7.34  (step-pop @p13531 :rule scope :premises (@p13530))
% 7.12/7.34  (step-pop @p13532 :rule scope :premises (@p13531))
% 7.12/7.34  (step-pop @p13533 :rule scope :premises (@p13532))
% 7.12/7.34  (step-pop @p13534 :rule scope :premises (@p13533))
% 7.12/7.34  (step-pop @p13535 :rule scope :premises (@p13534))
% 7.12/7.34  (step @p7035 :rule process_scope :premises (@p13535) :args (false))
% 7.12/7.34  (assume-push @p13536 @t1175)
% 7.12/7.34  (assume-push @p13537 @t1178)
% 7.12/7.34  (assume-push @p13538 @t1181)
% 7.12/7.34  (assume-push @p13539 @t1184)
% 7.12/7.34  (assume-push @p13540 @t1187)
% 7.12/7.34  (assume-push @p13541 @t1191)
% 7.12/7.34  (assume-push @p13542 @t1927)
% 7.12/7.34  (assume-push @p13543 @t2848)
% 7.12/7.34  (assume-push @p13544 @t2264)
% 7.12/7.34  (assume-push @p13545 @t2753)
% 7.12/7.34  (step @p7056 :rule and_intro :premises (@p13544 @p3574 @p13543 @p13545 @p43 @p109 @p62 @p81 @p128 @p90))
% 7.12/7.34  (step-pop @p13546 :rule scope :premises (@p7056))
% 7.12/7.34  (step-pop @p13547 :rule scope :premises (@p13546))
% 7.12/7.34  (step-pop @p13548 :rule scope :premises (@p13547))
% 7.12/7.34  (step-pop @p13549 :rule scope :premises (@p13548))
% 7.12/7.34  (step-pop @p13550 :rule scope :premises (@p13549))
% 7.12/7.34  (step-pop @p13551 :rule scope :premises (@p13550))
% 7.12/7.34  (step-pop @p13552 :rule scope :premises (@p13551))
% 7.12/7.34  (step-pop @p13553 :rule scope :premises (@p13552))
% 7.12/7.34  (step-pop @p13554 :rule scope :premises (@p13553))
% 7.12/7.34  (step-pop @p13555 :rule scope :premises (@p13554))
% 7.12/7.34  (step @p7057 :rule process_scope :premises (@p13555) :args (@t2879))
% 7.12/7.34  (step @p7068 :rule implies_elim :premises (@p7057))
% 7.12/7.34  (step @p7069 :rule resolution :premises (@p7068 @p7035) :args (true @t2879))
% 7.12/7.34  (step @p7070 :rule not_and :premises (@p7069))
% 7.12/7.34  (step @p7071 :rule eq_resolve :premises (@p7070 @p6930))
% 7.12/7.34  (step @p7072 :rule reordering :premises (@p7071) :args ((or @t1939 @t1865 @t1998 @t1863 @t1936 @t1861 @t1934 @t2730 @t2854 @t2270)))
% 7.12/7.34  (step @p7073 :rule chain_m_resolution :premises (@p7072 @p43 @p62 @p81 @p90 @p109 @p128 @p3574 @p6571 @p4899) :args (@t2854 (@list false false false false false false false true false) (@list @t1175 @t1178 @t1181 @t1184 @t1187 @t1191 @t1927 @t2730 @t2264)))
% 7.12/7.34  (step @p7074 :rule cnf_or_pos :args (@t2853))
% 7.12/7.34  (step @p7075 :rule reordering :premises (@p7074) :args ((or @t2848 @t2845 (not @t2853))))
% 7.12/7.34  (step @p7076 :rule chain_m_resolution :premises (@p7075 @p7073 @p6927) :args (@t2845 @t2610 (@list @t2848 @t2853)))
% 7.12/7.34  (step @p7077 :rule arith_poly_norm :args ((= (* -72700159991135757/79314432884171518 (- @t1607 @t1608)) (* 72700159991135757/250000000000000000 @t2889))))
% 7.12/7.34  (step @p7078 :rule arith_poly_norm_rel :premises (@p7077) :args ((= @t2891 @t2890)))
% 7.12/7.34  (step @p7079 :rule arith_poly_norm :args ((= (* 72700159991135757/79314432884171518 (- @t1607 0/1)) (* 72700159991135757/250000000000000000 @t2893))))
% 7.12/7.34  (step @p7080 :rule arith_poly_norm_rel :premises (@p7079) :args ((= (>= @t1607 0/1) @t2894)))
% 7.12/7.34  (step @p7081 :rule refl :args (0/1))
% 7.12/7.34  (step @p7082 :rule arith_poly_norm :args ((= @t2895 @t1607)))
% 7.12/7.34  (step @p7083 :rule arith_poly_norm :args ((= @t2896 @t2895)))
% 7.12/7.34  (step @p7084 :rule trans :premises (@p7083 @p7082))
% 7.12/7.34  (step @p7085 :rule cong :premises (@p7084 @p7081) :args (@t2897))
% 7.12/7.34  (step @p7086 :rule trans :premises (@p7085 @p7080))
% 7.12/7.34  (step @p7087 :rule cong :premises (@p7086) :args (@t2898))
% 7.12/7.34  (step @p7088 :rule nary_cong :premises (@p7087 @p7078) :args (@t2899))
% 7.12/7.34  (step @p7089 :rule cong :premises (@p3339 @p7088) :args ((=> @t1851 @t2899)))
% 7.12/7.34  (assume-push @p13556 @t1851)
% 7.12/7.34  (step @p7091 :rule instantiate :premises (@p3326) :args ((@list @t1607 0/1)))
% 7.12/7.34  (step-pop @p13557 :rule scope :premises (@p7091))
% 7.12/7.34  (step @p7092 :rule process_scope :premises (@p13557) :args (@t2899))
% 7.12/7.34  (step @p7094 :rule eq_resolve :premises (@p7092 @p7089))
% 7.12/7.34  (step @p7095 :rule implies_elim :premises (@p7094))
% 7.12/7.34  (step @p7096 :rule chain_m_resolution :premises (@p7095 @p3326) :args (@t2901 @t1246 @t1854))
% 7.12/7.34  (step @p7097 :rule bool-double-not-elim :args (@t2894))
% 7.12/7.34  (step @p7098 :rule nary_cong :premises (@p3375 @p3795 @p3616 @p3615 @p3370 @p3613 @p3368 @p3948 @p7097 @p6572) :args ((or @t1866 @t1998 @t1937 @t1936 @t1861 @t1934 @t1859 @t2033 (not @t2900) @t2754)))
% 7.12/7.34  (assume-push @p13558 @t2753)
% 7.12/7.34  (assume-push @p13559 @t1248)
% 7.12/7.34  (assume-push @p13560 @t1187)
% 7.12/7.34  (assume-push @p13561 @t2900)
% 7.12/7.34  (assume-push @p13562 @t1855)
% 7.12/7.34  (assume-push @p13563 @t1181)
% 7.12/7.34  (assume-push @p13564 @t1930)
% 7.12/7.34  (assume-push @p13565 @t1191)
% 7.12/7.34  (assume-push @p13566 @t1251)
% 7.12/7.34  (assume-push @p13567 @t1927)
% 7.12/7.34  (step @p3630 :rule symm :premises (@p3568))
% 7.12/7.34  (step @p3631 :rule cong :premises (@p3630) :args (@t1940))
% 7.12/7.34  (step @p3632 :rule arith-elim-gt :args (|tptp.'X_6'| 1/1))
% 7.12/7.34  (step @p3633 :rule trans :premises (@p3632 @p3631))
% 7.12/7.34  (step @p3634 :rule cong :premises (@p3569) :args (@t1942))
% 7.12/7.34  (step @p3635 :rule trans :premises (@p3633 @p3634))
% 7.12/7.34  (step @p3636 :rule symm :premises (@p3635))
% 7.12/7.34  (step @p3637 :rule trans :premises (@p3634 @p3636))
% 7.12/7.34  (assume-push @p13568 @t1941)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p7110 :rule evaluate :args ((>= 0/1 -6819039861445526839297442751688731051323357892077943/30611768877946115869009215261049060000000000000000000)))
% 7.12/7.34  (step @p7111 :rule evaluate :args ((+ 1/1 425222693229855073154390329292727533717415253291/9183530663383834760702764578314718000000000000000 -366111054083312859463364159266267196881332031351/9183530663383834760702764578314718000000000000000 -41492418540734738863094446188216368277590700513/95661777743581612090653797690778312500000000000 -173956019547256461914856366990173562493476008673829/91835306633838347607027645783147180000000000000000000 176263744574820671360009720319281400616393691727/382647110974326448362615190763113250000000000000 -1732073875670817106435836096093609/1530588443897305793450460763052453 -74484238532652822935650084902070335569622030397/306117688779461158690092152610490600000000000000 651804270259286112633988928925748755480088285507/4591765331691917380351382289157359000000000000000 -97327239704277730179081562485248/4591765331691917380351382289157359)))
% 7.12/7.34  (step @p7112 :rule evaluate :args (@t2902))
% 7.12/7.34  (step @p7113 :rule evaluate :args (@t2903))
% 7.12/7.34  (step @p7114 :rule evaluate :args (@t2904))
% 7.12/7.34  (step @p7115 :rule evaluate :args (@t2905))
% 7.12/7.34  (step @p7116 :rule evaluate :args (@t2906))
% 7.12/7.34  (step @p7117 :rule evaluate :args (@t2907))
% 7.12/7.34  (step @p7118 :rule evaluate :args (@t2908))
% 7.12/7.34  (step @p7119 :rule evaluate :args (@t2909))
% 7.12/7.34  (step @p7120 :rule evaluate :args (@t2910))
% 7.12/7.34  (step @p7121 :rule nary_cong :premises (@p3570 @p7120 @p7119 @p7118 @p7117 @p7116 @p7115 @p7114 @p7113 @p7112) :args (@t2911))
% 7.12/7.34  (step @p7122 :rule trans :premises (@p7121 @p7111))
% 7.12/7.34  (step @p7123 :rule arith_poly_norm :args ((= (+ |tptp.'X_6'| @t2920 @t2919 @t2918 @t2917 @t2916 @t2915 @t2914 @t2913 @t2912) 0/1)))
% 7.12/7.34  (step @p7124 :rule arith_poly_norm :args ((= @t2921 @t2912)))
% 7.12/7.34  (step @p7125 :rule refl :args (@t2913))
% 7.12/7.34  (step @p7126 :rule refl :args (@t2914))
% 7.12/7.34  (step @p7127 :rule arith_poly_norm :args ((= @t2931 @t2915)))
% 7.12/7.34  (step @p7128 :rule refl :args (@t2916))
% 7.12/7.34  (step @p7129 :rule refl :args (@t2917))
% 7.12/7.34  (step @p7130 :rule refl :args (@t2918))
% 7.12/7.34  (step @p7131 :rule refl :args (@t2919))
% 7.12/7.34  (step @p7132 :rule refl :args (@t2920))
% 7.12/7.34  (step @p7133 :rule nary_cong :premises (@p143 @p7132 @p7131 @p7130 @p7129 @p7128 @p7127 @p7126 @p7125 @p7124) :args (@t2932))
% 7.12/7.34  (step @p7134 :rule trans :premises (@p7133 @p7123))
% 7.12/7.34  (step @p7135 :rule cong :premises (@p7134 @p7122) :args (@t2933))
% 7.12/7.34  (step @p7136 :rule trans :premises (@p7135 @p7110))
% 7.12/7.34  (step @p7137 :rule cong :premises (@p7136) :args ((not @t2933)))
% 7.12/7.34  (step @p7138 :rule trans :premises (@p7137 @p3396))
% 7.12/7.34  (step @p7139 :rule arith-elim-lt :args (@t2932 @t2911))
% 7.12/7.34  (step @p7140 :rule trans :premises (@p7139 @p7138))
% 7.12/7.34  (step @p7141 :rule arith_mult_pos :args (462546396773389127780527322784480/1530588443897305793450460763052453 @t2792))
% 7.12/7.34  (step @p6653 :rule arith-elim-lt :args (@t2729 -10544643658587344/150339831203223945))
% 7.12/7.34  (step @p6654 :rule symm :premises (@p6653))
% 7.12/7.34  (step @p7142 :rule eq_resolve :premises (@p13558 @p6654))
% 7.12/7.34  (step @p7143 :rule evaluate :args ((> 462546396773389127780527322784480/1530588443897305793450460763052453 0/1)))
% 7.12/7.34  (step @p7144 :rule true_elim :premises (@p7143))
% 7.12/7.34  (step @p7145 :rule and_intro :premises (@p7144 @p7142))
% 7.12/7.34  (step @p7146 :rule modus_ponens :premises (@p7145 @p7141))
% 7.12/7.34  (step @p7147 :rule arith_mult_pos :args (8256078842009510091933238985550917/9183530663383834760702764578314718 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p7148 :rule evaluate :args ((> 8256078842009510091933238985550917/9183530663383834760702764578314718 0/1)))
% 7.12/7.34  (step @p7149 :rule true_elim :premises (@p7148))
% 7.12/7.34  (step @p7150 :rule and_intro :premises (@p7149 @p3460))
% 7.12/7.34  (step @p7151 :rule modus_ponens :premises (@p7150 @p7147))
% 7.12/7.34  (step @p7152 :rule arith_mult_neg :args (-1079156897149414398695450805138335/1530588443897305793450460763052453 @t1187))
% 7.12/7.34  (step @p7153 :rule evaluate :args ((< -1079156897149414398695450805138335/1530588443897305793450460763052453 0/1)))
% 7.12/7.34  (step @p7154 :rule true_elim :premises (@p7153))
% 7.12/7.34  (step @p7155 :rule and_intro :premises (@p7154 @p109))
% 7.12/7.34  (step @p7156 :rule modus_ponens :premises (@p7155 @p7152))
% 7.12/7.34  (step @p7157 :rule arith_mult_neg :args (-1889658250808117281103227443470566/1530588443897305793450460763052453 (> @t2930 72700159991135757/79314432884171518)))
% 7.12/7.34  (step @p7158 :rule arith_poly_norm :args ((= (* 72700159991135757/79314432884171518 (- 72700159991135757/79314432884171518 @t2930)) (* 72700159991135757/79314432884171518 @t2893))))
% 7.12/7.34  (step @p7159 :rule arith_poly_norm_rel :premises (@p7158) :args ((= @t2934 @t2894)))
% 7.12/7.34  (step @p7160 :rule arith-elim-leq :args (@t2930 72700159991135757/79314432884171518))
% 7.12/7.34  (step @p7161 :rule trans :premises (@p7160 @p7159))
% 7.12/7.34  (step @p7162 :rule cong :premises (@p7161) :args ((not (<= @t2930 72700159991135757/79314432884171518))))
% 7.12/7.34  (step @p7163 :rule symm :premises (@p7160))
% 7.12/7.34  (step @p7164 :rule cong :premises (@p7163) :args ((not @t2934)))
% 7.12/7.34  (step @p7165 :rule arith-elim-gt :args (@t2930 72700159991135757/79314432884171518))
% 7.12/7.34  (step @p7166 :rule trans :premises (@p7165 @p7164))
% 7.12/7.34  (step @p7167 :rule trans :premises (@p7166 @p7162))
% 7.12/7.34  (step @p7168 :rule symm :premises (@p7167))
% 7.12/7.34  (step @p7169 :rule eq_resolve :premises (@p13561 @p7168))
% 7.12/7.34  (step @p7170 :rule evaluate :args ((< -1889658250808117281103227443470566/1530588443897305793450460763052453 0/1)))
% 7.12/7.34  (step @p7171 :rule true_elim :premises (@p7170))
% 7.12/7.34  (step @p7172 :rule and_intro :premises (@p7171 @p7169))
% 7.12/7.34  (step @p7173 :rule modus_ponens :premises (@p7172 @p7157))
% 7.12/7.34  (step @p7174 :rule arith_mult_pos :args (1427111854034728153322700120686086/1530588443897305793450460763052453 @t1867))
% 7.12/7.34  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.34  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.34  (step @p7175 :rule evaluate :args ((> 1427111854034728153322700120686086/1530588443897305793450460763052453 0/1)))
% 7.12/7.34  (step @p7176 :rule true_elim :premises (@p7175))
% 7.12/7.34  (step @p7177 :rule and_intro :premises (@p7176 @p3503))
% 7.12/7.34  (step @p7178 :rule modus_ponens :premises (@p7177 @p7174))
% 7.12/7.34  (step @p7179 :rule arith_mult_neg :args (-11298114579815893121147716572678829/18367061326767669521405529156629436 @t1181))
% 7.12/7.34  (step @p7180 :rule evaluate :args ((< -11298114579815893121147716572678829/18367061326767669521405529156629436 0/1)))
% 7.12/7.34  (step @p7181 :rule true_elim :premises (@p7180))
% 7.12/7.34  (step @p7182 :rule and_intro :premises (@p7181 @p81))
% 7.12/7.34  (step @p7183 :rule modus_ponens :premises (@p7182 @p7179))
% 7.12/7.34  (step @p7184 :rule arith_mult_neg :args (-1333667546270692982164895169049228/1530588443897305793450460763052453 @t1930))
% 7.12/7.34  (step @p7185 :rule evaluate :args ((< -1333667546270692982164895169049228/1530588443897305793450460763052453 0/1)))
% 7.12/7.34  (step @p7186 :rule true_elim :premises (@p7185))
% 7.12/7.34  (step @p7187 :rule and_intro :premises (@p7186 @p3601))
% 7.12/7.34  (step @p7188 :rule modus_ponens :premises (@p7187 @p7184))
% 7.12/7.34  (step @p7189 :rule arith_mult_neg :args (-8532322425839743714991760217737889/9183530663383834760702764578314718 @t1191))
% 7.12/7.34  (step @p7190 :rule evaluate :args ((< -8532322425839743714991760217737889/9183530663383834760702764578314718 0/1)))
% 7.12/7.34  (step @p7191 :rule true_elim :premises (@p7190))
% 7.12/7.34  (step @p7192 :rule and_intro :premises (@p7191 @p128))
% 7.12/7.34  (step @p7193 :rule modus_ponens :premises (@p7192 @p7189))
% 7.12/7.34  (step @p7194 :rule arith_mult_pos :args (20812235096299521384656403248880509/18367061326767669521405529156629436 @t2035))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p7195 :rule evaluate :args ((> 20812235096299521384656403248880509/18367061326767669521405529156629436 0/1)))
% 7.12/7.34  (step @p7196 :rule true_elim :premises (@p7195))
% 7.12/7.34  (step @p7197 :rule and_intro :premises (@p7196 @p4058))
% 7.12/7.34  (step @p7198 :rule modus_ponens :premises (@p7197 @p7194))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p7199 :rule arith_sum_ub :premises (@p3731 @p7198 @p7193 @p7188 @p7183 @p7178 @p7173 @p7156 @p7151 @p7146))
% 7.12/7.34  (step @p7200 false :rule eq_resolve :premises (@p7199 @p7140))
% 7.12/7.34  (step-pop @p13569 :rule scope :premises (@p7200))
% 7.12/7.34  (step @p7201 :rule process_scope :premises (@p13569) :args (false))
% 7.12/7.34  (step @p7203 :rule eq_resolve :premises (@p7201 @p3637))
% 7.12/7.34  (step @p7204 :rule eq_resolve :premises (@p7203 @p3633))
% 7.12/7.34  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.34  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.34  (step @p7205 false :rule contra :premises (@p3731 @p7204))
% 7.12/7.34  (step-pop @p13570 :rule scope :premises (@p7205))
% 7.12/7.34  (step-pop @p13571 :rule scope :premises (@p13570))
% 7.12/7.34  (step-pop @p13572 :rule scope :premises (@p13571))
% 7.12/7.34  (step-pop @p13573 :rule scope :premises (@p13572))
% 7.12/7.34  (step-pop @p13574 :rule scope :premises (@p13573))
% 7.12/7.34  (step-pop @p13575 :rule scope :premises (@p13574))
% 7.12/7.34  (step-pop @p13576 :rule scope :premises (@p13575))
% 7.12/7.34  (step-pop @p13577 :rule scope :premises (@p13576))
% 7.12/7.34  (step-pop @p13578 :rule scope :premises (@p13577))
% 7.12/7.34  (step-pop @p13579 :rule scope :premises (@p13578))
% 7.12/7.34  (step @p7206 :rule process_scope :premises (@p13579) :args (false))
% 7.12/7.34  (assume-push @p13580 @t1248)
% 7.12/7.34  (assume-push @p13581 @t1181)
% 7.12/7.34  (assume-push @p13582 @t1930)
% 7.12/7.34  (assume-push @p13583 @t1187)
% 7.12/7.34  (assume-push @p13584 @t1191)
% 7.12/7.34  (assume-push @p13585 @t1927)
% 7.12/7.34  (assume-push @p13586 @t1855)
% 7.12/7.34  (assume-push @p13587 @t1251)
% 7.12/7.34  (assume-push @p13588 @t2900)
% 7.12/7.34  (assume-push @p13589 @t2753)
% 7.12/7.34  (step @p7227 :rule and_intro :premises (@p13589 @p246 @p109 @p13588 @p3356 @p81 @p3601 @p128 @p264 @p3574))
% 7.12/7.34  (step-pop @p13590 :rule scope :premises (@p7227))
% 7.12/7.34  (step-pop @p13591 :rule scope :premises (@p13590))
% 7.12/7.34  (step-pop @p13592 :rule scope :premises (@p13591))
% 7.12/7.34  (step-pop @p13593 :rule scope :premises (@p13592))
% 7.12/7.34  (step-pop @p13594 :rule scope :premises (@p13593))
% 7.12/7.34  (step-pop @p13595 :rule scope :premises (@p13594))
% 7.12/7.34  (step-pop @p13596 :rule scope :premises (@p13595))
% 7.12/7.34  (step-pop @p13597 :rule scope :premises (@p13596))
% 7.12/7.34  (step-pop @p13598 :rule scope :premises (@p13597))
% 7.12/7.34  (step-pop @p13599 :rule scope :premises (@p13598))
% 7.12/7.34  (step @p7228 :rule process_scope :premises (@p13599) :args (@t2935))
% 7.12/7.34  (step @p7239 :rule implies_elim :premises (@p7228))
% 7.12/7.34  (step @p7240 :rule resolution :premises (@p7239 @p7206) :args (true @t2935))
% 7.12/7.34  (step @p7241 :rule not_and :premises (@p7240))
% 7.12/7.34  (step @p7242 :rule eq_resolve :premises (@p7241 @p7098))
% 7.12/7.34  (step @p7243 :rule chain_m_resolution :premises (@p7242 @p246 @p81 @p3601 @p109 @p128 @p3574 @p3356 @p264 @p6571) :args (@t2894 @t2609 (@list @t1248 @t1181 @t1930 @t1187 @t1191 @t1927 @t1855 @t1251 @t2730)))
% 7.12/7.34  (step @p7244 :rule cnf_or_pos :args (@t2901))
% 7.12/7.34  (step @p7245 :rule reordering :premises (@p7244) :args ((or @t2900 @t2890 (not @t2901))))
% 7.12/7.34  (step @p7246 :rule chain_m_resolution :premises (@p7245 @p7243 @p7096) :args (@t2890 @t1904 (@list @t2894 @t2901)))
% 7.12/7.34  (step @p7247 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1498)) (* -1/1 (- @t1498 0/1)))))
% 7.12/7.34  (step @p7248 :rule arith_poly_norm_rel :premises (@p7247) :args ((= @t2937 @t2936)))
% 7.12/7.34  (step @p7249 :rule arith_poly_norm :args ((= (* 31051434808709824/33312152788765037 (- @t1497 0/1)) (* 485178668886091/3906250000000000 @t2939))))
% 7.12/7.34  (step @p7250 :rule arith_poly_norm_rel :premises (@p7249) :args ((= (>= @t1497 0/1) @t2940)))
% 7.12/7.34  (step @p7251 :rule refl :args (0/1))
% 7.12/7.34  (step @p7252 :rule arith_poly_norm :args ((= @t2941 @t1497)))
% 7.12/7.34  (step @p7253 :rule arith_poly_norm :args ((= @t2942 @t2941)))
% 7.12/7.34  (step @p7254 :rule trans :premises (@p7253 @p7252))
% 7.12/7.34  (step @p7255 :rule cong :premises (@p7254 @p7251) :args (@t2943))
% 7.12/7.34  (step @p7256 :rule trans :premises (@p7255 @p7250))
% 7.12/7.34  (step @p7257 :rule nary_cong :premises (@p7256 @p7248) :args (@t2944))
% 7.12/7.34  (step @p7258 :rule cong :premises (@p229 @p7257) :args ((=> @t1244 @t2944)))
% 7.12/7.34  (assume-push @p13600 @t1244)
% 7.12/7.34  (step @p7260 :rule instantiate :premises (@p217) :args ((@list @t1497 0/1)))
% 7.12/7.34  (step-pop @p13601 :rule scope :premises (@p7260))
% 7.12/7.34  (step @p7261 :rule process_scope :premises (@p13601) :args (@t2944))
% 7.12/7.34  (step @p7263 :rule eq_resolve :premises (@p7261 @p7258))
% 7.12/7.34  (step @p7264 :rule implies_elim :premises (@p7263))
% 7.12/7.34  (step @p7265 :rule chain_m_resolution :premises (@p7264 @p217) :args (@t2945 @t1246 @t1247))
% 7.12/7.34  (assume-push @p13602 @t2940)
% 7.12/7.34  (assume-push @p13603 @t1930)
% 7.12/7.34  (assume-push @p13604 @t1248)
% 7.12/7.34  (assume-push @p13605 @t1178)
% 7.12/7.34  (assume-push @p13606 @t1195)
% 7.12/7.34  (assume-push @p13607 @t1251)
% 7.12/7.34  (assume-push @p13608 @t1857)
% 7.12/7.34  (assume-push @p13609 @t1199)
% 7.12/7.34  (assume-push @p13610 @t1191)
% 7.12/7.34  (assume-push @p13611 @t1249)
% 7.12/7.34  (step @p7276 :rule symm :premises (@p249))
% 7.12/7.34  (step @p7277 :rule cong :premises (@p7276) :args ((not @t1250)))
% 7.12/7.34  (step @p7278 :rule arith-elim-gt :args (|tptp.'X_4'| 347103843238191/1000000000000000))
% 7.12/7.34  (step @p7279 :rule trans :premises (@p7278 @p7277))
% 7.12/7.34  (step @p7280 :rule cong :premises (@p250) :args ((not @t1900)))
% 7.12/7.34  (step @p7281 :rule trans :premises (@p7279 @p7280))
% 7.12/7.34  (step @p7282 :rule symm :premises (@p7281))
% 7.12/7.34  (step @p7283 :rule trans :premises (@p7280 @p7282))
% 7.12/7.34  (assume-push @p13612 @t1900)
% 7.12/7.34  (step @p7285 :rule evaluate :args ((<= 0/1 -19507421553111467679916977865011/75581470319119201000000000000000)))
% 7.12/7.34  (step @p7286 :rule evaluate :args ((+ 347103843238191/1000000000000000 -1373137995684143240222568139541/75581470319119201000000000000000 -8195509959221236794878992231393/37790735159559600500000000000000 396587100310699011639586516197/75581470319119201000000000000000 1157735266510678270410207316153/37790735159559600500000000000000 -24216879316432701801982137845017/75581470319119201000000000000000 -206937108010048519342850486203/15116294063823840200000000000000 3031471197016684378472615516749/75581470319119201000000000000000 -7904256249384001484228683251459/15116294063823840200000000000000 31051434808709824/75581470319119201)))
% 7.12/7.34  (step @p7287 :rule evaluate :args (@t2946))
% 7.12/7.34  (step @p7288 :rule evaluate :args (@t2947))
% 7.12/7.34  (step @p7289 :rule evaluate :args (@t2948))
% 7.12/7.34  (step @p7290 :rule evaluate :args (@t2949))
% 7.12/7.34  (step @p7291 :rule evaluate :args (@t2950))
% 7.12/7.34  (step @p7292 :rule evaluate :args (@t2951))
% 7.12/7.34  (step @p7293 :rule evaluate :args (@t2952))
% 7.12/7.34  (step @p7294 :rule evaluate :args (@t2953))
% 7.12/7.34  (step @p7295 :rule evaluate :args (@t2954))
% 7.12/7.34  (step @p7296 :rule refl :args (347103843238191/1000000000000000))
% 7.12/7.34  (step @p7297 :rule nary_cong :premises (@p7296 @p7295 @p7294 @p7293 @p7292 @p7291 @p7290 @p7289 @p7288 @p7287) :args (@t2955))
% 7.12/7.34  (step @p7298 :rule trans :premises (@p7297 @p7286))
% 7.12/7.34  (step @p7299 :rule arith_poly_norm :args ((= (+ |tptp.'X_4'| @t2964 @t2963 @t2962 @t2961 @t2960 @t2959 @t2958 @t2957 @t2956) 0/1)))
% 7.12/7.34  (step @p7300 :rule arith_poly_norm :args ((= @t2966 @t2956)))
% 7.12/7.34  (step @p7301 :rule refl :args (@t2957))
% 7.12/7.34  (step @p7302 :rule refl :args (@t2958))
% 7.12/7.34  (step @p7303 :rule refl :args (@t2959))
% 7.12/7.34  (step @p7304 :rule refl :args (@t2960))
% 7.12/7.34  (step @p7305 :rule refl :args (@t2961))
% 7.12/7.34  (step @p7306 :rule refl :args (@t2962))
% 7.12/7.34  (step @p7307 :rule refl :args (@t2963))
% 7.12/7.34  (step @p7308 :rule refl :args (@t2964))
% 7.12/7.34  (step @p7309 :rule nary_cong :premises (@p105 @p7308 @p7307 @p7306 @p7305 @p7304 @p7303 @p7302 @p7301 @p7300) :args (@t2967))
% 7.12/7.34  (step @p7310 :rule trans :premises (@p7309 @p7299))
% 7.12/7.34  (step @p7311 :rule cong :premises (@p7310 @p7298) :args ((<= @t2967 @t2955)))
% 7.12/7.34  (step @p7312 :rule trans :premises (@p7311 @p7285))
% 7.12/7.34  (step @p7313 :rule arith_mult_pos :args (33312152788765037/75581470319119201 (<= @t2965 31051434808709824/33312152788765037)))
% 7.12/7.34  (step @p7314 :rule arith_poly_norm :args ((= (* 31051434808709824/33312152788765037 (- 31051434808709824/33312152788765037 @t2965)) (* 31051434808709824/33312152788765037 @t2939))))
% 7.12/7.34  (step @p7315 :rule arith_poly_norm_rel :premises (@p7314) :args ((= (>= 31051434808709824/33312152788765037 @t2965) @t2940)))
% 7.12/7.34  (step @p7316 :rule arith-elim-leq :args (@t2965 31051434808709824/33312152788765037))
% 7.12/7.34  (step @p7317 :rule trans :premises (@p7316 @p7315))
% 7.12/7.34  (step @p7318 :rule symm :premises (@p7317))
% 7.12/7.34  (step @p7319 :rule eq_resolve :premises (@p13602 @p7318))
% 7.12/7.34  (step @p7320 :rule evaluate :args ((> 33312152788765037/75581470319119201 0/1)))
% 7.12/7.34  (step @p7321 :rule true_elim :premises (@p7320))
% 7.12/7.34  (step @p7322 :rule and_intro :premises (@p7321 @p7319))
% 7.12/7.34  (step @p7323 :rule modus_ponens :premises (@p7322 @p7313))
% 7.12/7.34  (step @p7324 :rule arith_mult_neg :args (-317577596340329005/302325881276476804 @t1930))
% 7.12/7.34  (step @p7325 :rule evaluate :args ((< -317577596340329005/302325881276476804 0/1)))
% 7.12/7.34  (step @p7326 :rule true_elim :premises (@p7325))
% 7.12/7.34  (step @p7327 :rule and_intro :premises (@p7326 @p3601))
% 7.12/7.34  (step @p7328 :rule modus_ponens :premises (@p7327 @p7324))
% 7.12/7.34  (step @p7329 :rule arith_mult_pos :args (38398130162440619/151162940638238402 @t1899))
% 7.12/7.34  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.34  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.34  (step @p7330 :rule evaluate :args ((> 38398130162440619/151162940638238402 0/1)))
% 7.12/7.34  (step @p7331 :rule true_elim :premises (@p7330))
% 7.12/7.34  (step @p7332 :rule and_intro :premises (@p7331 @p3460))
% 7.12/7.34  (step @p7333 :rule modus_ponens :premises (@p7332 @p7329))
% 7.12/7.34  (step @p7334 :rule arith_mult_neg :args (-36680250263313535/151162940638238402 @t1178))
% 7.12/7.34  (step @p7335 :rule evaluate :args ((< -36680250263313535/151162940638238402 0/1)))
% 7.12/7.34  (step @p7336 :rule true_elim :premises (@p7335))
% 7.12/7.34  (step @p7337 :rule and_intro :premises (@p7336 @p62))
% 7.12/7.34  (step @p7338 :rule modus_ponens :premises (@p7337 @p7334))
% 7.12/7.34  (step @p7339 :rule arith_mult_neg :args (-24245264423504831/75581470319119201 @t1195))
% 7.12/7.34  (step @p7340 :rule evaluate :args ((< -24245264423504831/75581470319119201 0/1)))
% 7.12/7.34  (step @p7341 :rule true_elim :premises (@p7340))
% 7.12/7.34  (step @p7342 :rule and_intro :premises (@p7341 @p147))
% 7.12/7.34  (step @p7343 :rule modus_ponens :premises (@p7342 @p7339))
% 7.12/7.34  (step @p7344 :rule arith_mult_pos :args (56664564073189247/75581470319119201 @t2035))
% 7.12/7.34  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.34  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.34  (step @p7345 :rule evaluate :args ((> 56664564073189247/75581470319119201 0/1)))
% 7.12/7.34  (step @p7346 :rule true_elim :premises (@p7345))
% 7.12/7.34  (step @p7347 :rule and_intro :premises (@p7346 @p4058))
% 7.12/7.34  (step @p7348 :rule modus_ponens :premises (@p7347 @p7344))
% 7.12/7.34  (step @p7349 :rule arith_mult_pos :args (78077834476293087/75581470319119201 @t1901))
% 7.12/7.34  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.34  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.34  (step @p7350 :rule evaluate :args ((> 78077834476293087/75581470319119201 0/1)))
% 7.12/7.34  (step @p7351 :rule true_elim :premises (@p7350))
% 7.12/7.34  (step @p7352 :rule and_intro :premises (@p7351 @p3479))
% 7.12/7.34  (step @p7353 :rule modus_ponens :premises (@p7352 @p7349))
% 7.12/7.34  (step @p7354 :rule arith_mult_neg :args (-33312152788765037/75581470319119201 @t1199))
% 7.12/7.34  (step @p7355 :rule evaluate :args ((< -33312152788765037/75581470319119201 0/1)))
% 7.12/7.34  (step @p7356 :rule true_elim :premises (@p7355))
% 7.12/7.34  (step @p7357 :rule and_intro :premises (@p7356 @p166))
% 7.12/7.34  (step @p7358 :rule modus_ponens :premises (@p7357 @p7354))
% 7.12/7.34  (step @p7359 :rule arith_mult_neg :args (-32001372216645299/75581470319119201 @t1191))
% 7.12/7.34  (step @p7360 :rule evaluate :args ((< -32001372216645299/75581470319119201 0/1)))
% 7.12/7.34  (step @p7361 :rule true_elim :premises (@p7360))
% 7.12/7.34  (step @p7362 :rule and_intro :premises (@p7361 @p128))
% 7.12/7.34  (step @p7363 :rule modus_ponens :premises (@p7362 @p7359))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p7364 :rule arith_sum_ub :premises (@p3467 @p7363 @p7358 @p7353 @p7348 @p7343 @p7338 @p7333 @p7328 @p7323))
% 7.12/7.34  (step @p7365 false :rule eq_resolve :premises (@p7364 @p7312))
% 7.12/7.34  (step-pop @p13613 :rule scope :premises (@p7365))
% 7.12/7.34  (step @p7366 :rule process_scope :premises (@p13613) :args (false))
% 7.12/7.34  (step @p7368 :rule eq_resolve :premises (@p7366 @p7283))
% 7.12/7.34  (step @p7369 :rule eq_resolve :premises (@p7368 @p7279))
% 7.12/7.34  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.34  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.34  (step @p7370 false :rule contra :premises (@p3467 @p7369))
% 7.12/7.34  (step-pop @p13614 :rule scope :premises (@p7370))
% 7.12/7.34  (step-pop @p13615 :rule scope :premises (@p13614))
% 7.12/7.34  (step-pop @p13616 :rule scope :premises (@p13615))
% 7.12/7.34  (step-pop @p13617 :rule scope :premises (@p13616))
% 7.12/7.34  (step-pop @p13618 :rule scope :premises (@p13617))
% 7.12/7.34  (step-pop @p13619 :rule scope :premises (@p13618))
% 7.12/7.34  (step-pop @p13620 :rule scope :premises (@p13619))
% 7.12/7.34  (step-pop @p13621 :rule scope :premises (@p13620))
% 7.12/7.34  (step-pop @p13622 :rule scope :premises (@p13621))
% 7.12/7.34  (step-pop @p13623 :rule scope :premises (@p13622))
% 7.12/7.34  (step @p7371 :rule process_scope :premises (@p13623) :args (false))
% 7.12/7.34  (assume-push @p13624 @t1248)
% 7.12/7.34  (assume-push @p13625 @t1178)
% 7.12/7.34  (assume-push @p13626 @t1857)
% 7.12/7.34  (assume-push @p13627 @t1930)
% 7.12/7.34  (assume-push @p13628 @t1249)
% 7.12/7.34  (assume-push @p13629 @t1191)
% 7.12/7.34  (assume-push @p13630 @t1195)
% 7.12/7.34  (assume-push @p13631 @t1199)
% 7.12/7.34  (assume-push @p13632 @t1251)
% 7.12/7.34  (assume-push @p13633 @t2940)
% 7.12/7.34  (step @p7392 :rule and_intro :premises (@p13633 @p3601 @p246 @p62 @p147 @p264 @p3365 @p166 @p128 @p255))
% 7.12/7.34  (step-pop @p13634 :rule scope :premises (@p7392))
% 7.12/7.34  (step-pop @p13635 :rule scope :premises (@p13634))
% 7.12/7.34  (step-pop @p13636 :rule scope :premises (@p13635))
% 7.12/7.34  (step-pop @p13637 :rule scope :premises (@p13636))
% 7.12/7.34  (step-pop @p13638 :rule scope :premises (@p13637))
% 7.12/7.34  (step-pop @p13639 :rule scope :premises (@p13638))
% 7.12/7.34  (step-pop @p13640 :rule scope :premises (@p13639))
% 7.12/7.34  (step-pop @p13641 :rule scope :premises (@p13640))
% 7.12/7.34  (step-pop @p13642 :rule scope :premises (@p13641))
% 7.12/7.34  (step-pop @p13643 :rule scope :premises (@p13642))
% 7.12/7.34  (step @p7393 :rule process_scope :premises (@p13643) :args (@t2968))
% 7.12/7.34  (step @p7404 :rule implies_elim :premises (@p7393))
% 7.12/7.34  (step @p7405 :rule resolution :premises (@p7404 @p7371) :args (true @t2968))
% 7.12/7.34  (step @p7406 :rule not_and :premises (@p7405))
% 7.12/7.34  (step @p7407 :rule chain_m_resolution :premises (@p7406 @p246 @p62 @p3365 @p3601 @p255 @p128 @p147 @p166 @p264) :args ((not @t2940) @t1903 (@list @t1248 @t1178 @t1857 @t1930 @t1249 @t1191 @t1195 @t1199 @t1251)))
% 7.12/7.34  (step @p7408 :rule cnf_or_pos :args (@t2945))
% 7.12/7.34  (step @p7409 :rule reordering :premises (@p7408) :args ((or @t2940 @t2936 (not @t2945))))
% 7.12/7.34  (step @p7410 :rule chain_m_resolution :premises (@p7409 @p7407 @p7265) :args (@t2936 @t2610 (@list @t2940 @t2945)))
% 7.12/7.34  (step @p7411 :rule arith_poly_norm :args ((= (* 19422843769854953/132190663274553838 (- @t1403 @t1404)) (* 19422843769854953/500000000000000000 @t2970))))
% 7.12/7.34  (step @p7412 :rule arith_poly_norm_rel :premises (@p7411) :args ((= @t2972 @t2971)))
% 7.12/7.34  (step @p7413 :rule arith_poly_norm :args ((= (* 19422843769854953/132190663274553838 (- @t1403 0/1)) (* 19422843769854953/500000000000000000 (- @t2981 -19422843769854953/132190663274553838)))))
% 7.12/7.34  (step @p7414 :rule arith_poly_norm_rel :premises (@p7413) :args ((= (>= @t1403 0/1) @t2982)))
% 7.12/7.34  (step @p7415 :rule refl :args (0/1))
% 7.12/7.34  (step @p7416 :rule arith_poly_norm :args ((= @t2983 @t1403)))
% 7.12/7.34  (step @p7417 :rule arith_poly_norm :args ((= @t2984 @t2983)))
% 7.12/7.34  (step @p7418 :rule trans :premises (@p7417 @p7416))
% 7.12/7.34  (step @p7419 :rule cong :premises (@p7418 @p7415) :args (@t2985))
% 7.12/7.34  (step @p7420 :rule trans :premises (@p7419 @p7414))
% 7.12/7.34  (step @p7421 :rule cong :premises (@p7420) :args (@t2986))
% 7.12/7.34  (step @p7422 :rule nary_cong :premises (@p7421 @p7412) :args (@t2987))
% 7.12/7.34  (step @p7423 :rule cong :premises (@p3339 @p7422) :args ((=> @t1851 @t2987)))
% 7.12/7.34  (assume-push @p13644 @t1851)
% 7.12/7.34  (step @p7425 :rule instantiate :premises (@p3326) :args ((@list @t1403 0/1)))
% 7.12/7.34  (step-pop @p13645 :rule scope :premises (@p7425))
% 7.12/7.34  (step @p7426 :rule process_scope :premises (@p13645) :args (@t2987))
% 7.12/7.34  (step @p7428 :rule eq_resolve :premises (@p7426 @p7423))
% 7.12/7.34  (step @p7429 :rule implies_elim :premises (@p7428))
% 7.12/7.34  (step @p7430 :rule chain_m_resolution :premises (@p7429 @p3326) :args (@t2989 @t1246 @t1854))
% 7.12/7.34  (step @p7431 :rule bool-double-not-elim :args (@t2990))
% 7.12/7.34  (step @p7432 :rule refl :args (@t2991))
% 7.12/7.34  (step @p7433 :rule refl :args (@t2821))
% 7.12/7.34  (step @p7434 :rule nary_cong :premises (@p7433 @p7432 @p7431) :args ((or @t2821 @t2991 (not @t2992))))
% 7.12/7.34  (assume-push @p13646 @t2804)
% 7.12/7.34  (assume-push @p13647 @t2992)
% 7.12/7.34  (assume-push @p13648 @t2815)
% 7.12/7.34  (step @p6817 :rule arith-elim-lt :args (@t2814 57596787297800822/85141609050742445))
% 7.12/7.34  (step @p6818 :rule symm :premises (@p6817))
% 7.12/7.34  (assume-push @p13649 @t2815)
% 7.12/7.34  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.34  (step @p6075 :rule evaluate :args (@t2623))
% 7.12/7.34  (step @p7439 :rule evaluate :args ((+ -57596787297800822/85141609050742445 0/1 57596787297800822/85141609050742445)))
% 7.12/7.34  (step @p7440 :rule refl :args (57596787297800822/85141609050742445))
% 7.12/7.34  (step @p7441 :rule evaluate :args (@t2993))
% 7.12/7.34  (step @p7442 :rule evaluate :args (@t2994))
% 7.12/7.34  (step @p7443 :rule nary_cong :premises (@p7442 @p7441 @p7440) :args (@t2995))
% 7.12/7.34  (step @p7444 :rule trans :premises (@p7443 @p7439))
% 7.12/7.34  (step @p7445 :rule arith_poly_norm :args ((= (+ @t2996 @t2801 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1) 0/1)))
% 7.12/7.34  (step @p6082 :rule arith_poly_norm :args (@t2627))
% 7.12/7.34  (step @p6083 :rule arith_poly_norm :args (@t2629))
% 7.12/7.34  (step @p6084 :rule arith_poly_norm :args (@t2631))
% 7.12/7.34  (step @p6085 :rule arith_poly_norm :args (@t2633))
% 7.12/7.34  (step @p6086 :rule arith_poly_norm :args (@t2635))
% 7.12/7.34  (step @p6087 :rule arith_poly_norm :args (@t2637))
% 7.12/7.34  (step @p6088 :rule arith_poly_norm :args (@t2639))
% 7.12/7.34  (step @p6089 :rule arith_poly_norm :args (@t2641))
% 7.12/7.34  (step @p6090 :rule arith_poly_norm :args (@t2643))
% 7.12/7.34  (step @p7446 :rule refl :args (@t2801))
% 7.12/7.34  (step @p7447 :rule refl :args (@t2996))
% 7.12/7.34  (step @p7448 :rule nary_cong :premises (@p7447 @p7446 @p6090 @p6089 @p6088 @p6087 @p6086 @p6085 @p6084 @p6083 @p6082) :args (@t2997))
% 7.12/7.34  (step @p7449 :rule trans :premises (@p7448 @p7445))
% 7.12/7.34  (step @p7450 :rule arith_poly_norm :args ((= @t2999 @t2997)))
% 7.12/7.34  (step @p7451 :rule trans :premises (@p7450 @p7449))
% 7.12/7.34  (step @p7452 :rule cong :premises (@p7451 @p7444) :args (@t3000))
% 7.12/7.34  (step @p7453 :rule trans :premises (@p7452 @p6075))
% 7.12/7.34  (step @p7454 :rule cong :premises (@p7453) :args ((not @t3000)))
% 7.12/7.34  (step @p7455 :rule trans :premises (@p7454 @p3396))
% 7.12/7.34  (step @p7456 :rule arith-elim-lt :args (@t2999 @t2995))
% 7.12/7.34  (step @p7457 :rule trans :premises (@p7456 @p7455))
% 7.12/7.34  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.34  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.34  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.34  (step @p7461 :rule eq_resolve :premises (@p13646 @p7460))
% 7.12/7.34  (step @p7462 :rule arith_mult_pos :args (100000000000000000/17028321810148489 (< @t1334 0/1)))
% 7.12/7.34  (step @p7463 :rule arith-elim-lt :args (@t1334 0/1))
% 7.12/7.34  (step @p7464 :rule symm :premises (@p7463))
% 7.12/7.34  (step @p7465 :rule eq_resolve :premises (@p13647 @p7464))
% 7.12/7.34  (step @p7466 :rule evaluate :args ((> 100000000000000000/17028321810148489 0/1)))
% 7.12/7.34  (step @p7467 :rule true_elim :premises (@p7466))
% 7.12/7.34  (step @p7468 :rule and_intro :premises (@p7467 @p7465))
% 7.12/7.34  (step @p7469 :rule modus_ponens :premises (@p7468 @p7462))
% 7.12/7.34  (step @p7470 :rule arith_mult_neg :args (-1/1 @t2815))
% 7.12/7.34  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.34  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.34  (step @p7471 :rule and_intro :premises (@p3443 @p13648))
% 7.12/7.34  (step @p7472 :rule modus_ponens :premises (@p7471 @p7470))
% 7.12/7.34  (step @p7473 :rule arith_sum_ub :premises (@p7472 @p7469 @p7461))
% 7.12/7.34  (step @p7474 false :rule eq_resolve :premises (@p7473 @p7457))
% 7.12/7.34  (step-pop @p13650 :rule scope :premises (@p7474))
% 7.12/7.34  (step @p7475 :rule process_scope :premises (@p13650) :args (false))
% 7.12/7.34  (step @p7477 :rule eq_resolve :premises (@p7475 @p6818))
% 7.12/7.34  (step @p7478 :rule eq_resolve :premises (@p7477 @p6817))
% 7.12/7.34  (step @p7479 false :rule contra :premises (@p13648 @p7478))
% 7.12/7.35  (step-pop @p13651 :rule scope :premises (@p7479))
% 7.12/7.35  (step-pop @p13652 :rule scope :premises (@p13651))
% 7.12/7.35  (step-pop @p13653 :rule scope :premises (@p13652))
% 7.12/7.35  (step @p7480 :rule process_scope :premises (@p13653) :args (false))
% 7.12/7.35  (assume-push @p13654 @t2815)
% 7.12/7.35  (assume-push @p13655 @t2804)
% 7.12/7.35  (assume-push @p13656 @t2992)
% 7.12/7.35  (step @p7487 :rule and_intro :premises (@p13655 @p13656 @p13654))
% 7.12/7.35  (step-pop @p13657 :rule scope :premises (@p7487))
% 7.12/7.35  (step-pop @p13658 :rule scope :premises (@p13657))
% 7.12/7.35  (step-pop @p13659 :rule scope :premises (@p13658))
% 7.12/7.35  (step @p7488 :rule process_scope :premises (@p13659) :args (@t3004))
% 7.12/7.35  (step @p7492 :rule implies_elim :premises (@p7488))
% 7.12/7.35  (step @p7493 :rule resolution :premises (@p7492 @p7480) :args (true @t3004))
% 7.12/7.35  (step @p7494 :rule not_and :premises (@p7493))
% 7.12/7.35  (step @p7495 :rule eq_resolve :premises (@p7494 @p7434))
% 7.12/7.35  (step @p7496 :rule chain_m_resolution :premises (@p7495 @p6905 @p6908) :args (@t2990 @t1904 (@list @t2815 @t2804)))
% 7.12/7.35  (step @p7497 :rule refl :args (@t2992))
% 7.12/7.35  (step @p7498 :rule bool-double-not-elim :args (@t2982))
% 7.12/7.35  (step @p7499 :rule refl :args (@t2031))
% 7.12/7.35  (step @p7500 :rule nary_cong :premises (@p3375 @p3374 @p3795 @p3616 @p3371 @p3614 @p3612 @p7499 @p7498 @p7432 @p7497) :args ((or @t1866 @t1865 @t1998 @t1937 @t1862 @t1935 @t1933 @t2031 (not @t2988) @t2991 @t2992)))
% 7.12/7.35  (assume-push @p13660 @t2990)
% 7.12/7.35  (assume-push @p13661 @t2804)
% 7.12/7.35  (assume-push @p13662 @t2025)
% 7.12/7.35  (assume-push @p13663 @t1178)
% 7.12/7.35  (assume-push @p13664 @t1929)
% 7.12/7.35  (assume-push @p13665 @t2988)
% 7.12/7.35  (assume-push @p13666 @t1930)
% 7.12/7.35  (assume-push @p13667 @t1248)
% 7.12/7.35  (assume-push @p13668 @t1249)
% 7.12/7.35  (assume-push @p13669 @t1181)
% 7.12/7.35  (assume-push @p13670 @t1199)
% 7.12/7.35  (step @p3807 :rule arith-elim-lt :args (|tptp.'X_7'| 246021624936389/500000000000000))
% 7.12/7.35  (step @p3808 :rule symm :premises (@p3807))
% 7.12/7.35  (assume-push @p13671 @t1199)
% 7.12/7.35  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.35  (step @p7513 :rule evaluate :args ((>= 0/1 -18187572671211571218268403047025314887933544032019296712894546546522477/13719985583142789159976379909906863676733621065318360000000000000000000)))
% 7.12/7.35  (step @p7514 :rule evaluate :args ((+ -246021624936389/500000000000000 -81835517738652400433998786541115470949715549595059911613361936734977/13719985583142789159976379909906863676733621065318360000000000000000000 133125583887546522061431223417542865179281877663749394559522620693/685999279157139457998818995495343183836681053265918000000000000000 17043993700851554764813182961930321910291534633347797882285243061/1371998558314278915997637990990686367673362106531836000000000000000 -498112213254407306561108968871738677246579748183782197233192182593/1371998558314278915997637990990686367673362106531836000000000000000 -193371314597760280927778505309048329859110450335491/685999279157139457998818995495343183836681053265918 348430457434920198670579152397511683594090217462303945547836161479/5487994233257115663990551963962745470693448426127344000000000000000 -361474607252165811859610005859209781131948801706351432586818085589/2743997116628557831995275981981372735346724213063672000000000000000 179823137415890139606917068961596008138621359958197/1371998558314278915997637990990686367673362106531836 -620124853068121976951111333327493155882728074562473/1371998558314278915997637990990686367673362106531836 0/1)))
% 7.12/7.35  (step @p7515 :rule evaluate :args (@t3005))
% 7.12/7.35  (step @p7516 :rule evaluate :args (@t3006))
% 7.12/7.35  (step @p7517 :rule evaluate :args (@t3007))
% 7.12/7.35  (step @p7518 :rule evaluate :args (@t3008))
% 7.12/7.35  (step @p7519 :rule evaluate :args (@t3009))
% 7.12/7.35  (step @p7520 :rule evaluate :args (@t3010))
% 7.12/7.35  (step @p7521 :rule evaluate :args (@t3011))
% 7.12/7.35  (step @p7522 :rule evaluate :args (@t3012))
% 7.12/7.35  (step @p7523 :rule evaluate :args (@t3013))
% 7.12/7.35  (step @p7524 :rule evaluate :args (@t3014))
% 7.12/7.35  (step @p3821 :rule evaluate :args (@t1200))
% 7.12/7.35  (step @p7525 :rule nary_cong :premises (@p3821 @p7524 @p7523 @p7522 @p7521 @p7520 @p7519 @p7518 @p7517 @p7516 @p7515) :args (@t3015))
% 7.12/7.35  (step @p7526 :rule trans :premises (@p7525 @p7514))
% 7.12/7.35  (step @p7527 :rule arith_poly_norm :args ((= (+ @t1198 @t3025 @t3024 @t3023 @t3022 @t3021 @t3020 @t3019 @t3018 @t3017 @t3016) 0/1)))
% 7.12/7.35  (step @p7528 :rule refl :args (@t3016))
% 7.12/7.35  (step @p7529 :rule arith_poly_norm :args ((= @t3026 @t3017)))
% 7.12/7.35  (step @p7530 :rule arith_poly_norm :args ((= @t3027 @t3018)))
% 7.12/7.35  (step @p7531 :rule refl :args (@t3019))
% 7.12/7.35  (step @p7532 :rule refl :args (@t3020))
% 7.12/7.35  (step @p7533 :rule arith_poly_norm :args ((= @t3028 @t3021)))
% 7.12/7.35  (step @p7534 :rule refl :args (@t3022))
% 7.12/7.35  (step @p7535 :rule refl :args (@t3023))
% 7.12/7.35  (step @p7536 :rule refl :args (@t3024))
% 7.12/7.35  (step @p7537 :rule refl :args (@t3025))
% 7.12/7.35  (step @p7538 :rule refl :args (@t1198))
% 7.12/7.35  (step @p7539 :rule nary_cong :premises (@p7538 @p7537 @p7536 @p7535 @p7534 @p7533 @p7532 @p7531 @p7530 @p7529 @p7528) :args (@t3029))
% 7.12/7.35  (step @p7540 :rule trans :premises (@p7539 @p7527))
% 7.12/7.35  (step @p7541 :rule cong :premises (@p7540 @p7526) :args (@t3030))
% 7.12/7.35  (step @p7542 :rule trans :premises (@p7541 @p7513))
% 7.12/7.35  (step @p7543 :rule cong :premises (@p7542) :args ((not @t3030)))
% 7.12/7.35  (step @p7544 :rule trans :premises (@p7543 @p3396))
% 7.12/7.35  (step @p7545 :rule arith-elim-lt :args (@t3029 @t3015))
% 7.12/7.35  (step @p7546 :rule trans :premises (@p7545 @p7544))
% 7.12/7.35  (step @p7547 :rule arith_mult_neg :args (-1345832124849695766269790205847302687500000000000000/342999639578569728999409497747671591918340526632959 @t2990))
% 7.12/7.35  (step @p7548 :rule evaluate :args ((< -1345832124849695766269790205847302687500000000000000/342999639578569728999409497747671591918340526632959 0/1)))
% 7.12/7.35  (step @p7549 :rule true_elim :premises (@p7548))
% 7.12/7.35  (step @p7550 :rule and_intro :premises (@p7549 @p13660))
% 7.12/7.35  (step @p7551 :rule modus_ponens :premises (@p7550 @p7547))
% 7.12/7.35  (step @p7552 :rule arith_mult_neg :args (-1833381001950124692401866990479331900888313960301135/2743997116628557831995275981981372735346724213063672 @t3002))
% 7.12/7.35  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.35  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.35  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.35  (step @p7553 :rule eq_resolve :premises (@p13661 @p7460))
% 7.12/7.35  (step @p7554 :rule evaluate :args ((< -1833381001950124692401866990479331900888313960301135/2743997116628557831995275981981372735346724213063672 0/1)))
% 7.12/7.35  (step @p7555 :rule true_elim :premises (@p7554))
% 7.12/7.35  (step @p7556 :rule and_intro :premises (@p7555 @p7553))
% 7.12/7.35  (step @p7557 :rule modus_ponens :premises (@p7556 @p7552))
% 7.12/7.35  (step @p7558 :rule arith_mult_neg :args (-686914306946241293427724487281606611780403772453537/2743997116628557831995275981981372735346724213063672 @t2025))
% 7.12/7.35  (step @p7559 :rule evaluate :args ((< -686914306946241293427724487281606611780403772453537/2743997116628557831995275981981372735346724213063672 0/1)))
% 7.12/7.35  (step @p7560 :rule true_elim :premises (@p7559))
% 7.12/7.35  (step @p7561 :rule and_intro :premises (@p7560 @p13662))
% 7.12/7.35  (step @p7562 :rule modus_ponens :premises (@p7561 @p7558))
% 7.12/7.35  (step @p7563 :rule arith_mult_neg :args (-12814501164478028614052815015478845997883582182651741/5487994233257115663990551963962745470693448426127344 @t1178))
% 7.12/7.35  (step @p7564 :rule evaluate :args ((< -12814501164478028614052815015478845997883582182651741/5487994233257115663990551963962745470693448426127344 0/1)))
% 7.12/7.35  (step @p7565 :rule true_elim :premises (@p7564))
% 7.12/7.35  (step @p7566 :rule and_intro :premises (@p7565 @p62))
% 7.12/7.35  (step @p7567 :rule modus_ponens :premises (@p7566 @p7563))
% 7.12/7.35  (step @p7568 :rule arith_mult_pos :args (7758636609995303050959563973209644902548079286198481/5487994233257115663990551963962745470693448426127344 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p7569 :rule evaluate :args ((> 7758636609995303050959563973209644902548079286198481/5487994233257115663990551963962745470693448426127344 0/1)))
% 7.12/7.35  (step @p7570 :rule true_elim :premises (@p7569))
% 7.12/7.35  (step @p7571 :rule and_intro :premises (@p7570 @p3712))
% 7.12/7.35  (step @p7572 :rule modus_ponens :premises (@p7571 @p7568))
% 7.12/7.35  (step @p7573 :rule arith_mult_pos :args (658036553190615477228108432467788906001930243227293/342999639578569728999409497747671591918340526632959 (< @t2981 -19422843769854953/132190663274553838)))
% 7.12/7.35  (step @p7574 :rule arith-elim-lt :args (@t2981 -19422843769854953/132190663274553838))
% 7.12/7.35  (step @p7575 :rule symm :premises (@p7574))
% 7.12/7.35  (step @p7576 :rule eq_resolve :premises (@p13665 @p7575))
% 7.12/7.35  (step @p7577 :rule evaluate :args ((> 658036553190615477228108432467788906001930243227293/342999639578569728999409497747671591918340526632959 0/1)))
% 7.12/7.35  (step @p7578 :rule true_elim :premises (@p7577))
% 7.12/7.35  (step @p7579 :rule and_intro :premises (@p7578 @p7576))
% 7.12/7.35  (step @p7580 :rule modus_ponens :premises (@p7579 @p7573))
% 7.12/7.35  (step @p7581 :rule arith_mult_neg :args (-4002635400526751142897810458957293885338807780831427/5487994233257115663990551963962745470693448426127344 @t1930))
% 7.12/7.35  (step @p7582 :rule evaluate :args ((< -4002635400526751142897810458957293885338807780831427/5487994233257115663990551963962745470693448426127344 0/1)))
% 7.12/7.35  (step @p7583 :rule true_elim :premises (@p7582))
% 7.12/7.35  (step @p7584 :rule and_intro :premises (@p7583 @p3601))
% 7.12/7.35  (step @p7585 :rule modus_ponens :premises (@p7584 @p7581))
% 7.12/7.35  (step @p7586 :rule arith_mult_pos :args (215887747591722886051693736249165897467404947679491/2743997116628557831995275981981372735346724213063672 @t1899))
% 7.12/7.35  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.35  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.35  (step @p7587 :rule evaluate :args ((> 215887747591722886051693736249165897467404947679491/2743997116628557831995275981981372735346724213063672 0/1)))
% 7.12/7.35  (step @p7588 :rule true_elim :premises (@p7587))
% 7.12/7.35  (step @p7589 :rule and_intro :premises (@p7588 @p3460))
% 7.12/7.35  (step @p7590 :rule modus_ponens :premises (@p7589 @p7586))
% 7.12/7.35  (step @p7591 :rule arith_mult_pos :args (383532439876191594556564075029616746663051020035323/685999279157139457998818995495343183836681053265918 @t1900))
% 7.12/7.35  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.35  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.35  (step @p7592 :rule evaluate :args ((> 383532439876191594556564075029616746663051020035323/685999279157139457998818995495343183836681053265918 0/1)))
% 7.12/7.35  (step @p7593 :rule true_elim :premises (@p7592))
% 7.12/7.35  (step @p7594 :rule and_intro :premises (@p7593 @p3467))
% 7.12/7.35  (step @p7595 :rule modus_ponens :premises (@p7594 @p7591))
% 7.12/7.35  (step @p7596 :rule arith_mult_neg :args (-5315062154883808437844112331496861883233739112799977/2743997116628557831995275981981372735346724213063672 @t1181))
% 7.12/7.35  (step @p7597 :rule evaluate :args ((< -5315062154883808437844112331496861883233739112799977/2743997116628557831995275981981372735346724213063672 0/1)))
% 7.12/7.35  (step @p7598 :rule true_elim :premises (@p7597))
% 7.12/7.35  (step @p7599 :rule and_intro :premises (@p7598 @p81))
% 7.12/7.35  (step @p7600 :rule modus_ponens :premises (@p7599 @p7596))
% 7.12/7.35  (step @p3876 :rule arith_mult_neg :args (-1/1 @t1199))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p3877 :rule and_intro :premises (@p3443 @p166))
% 7.12/7.35  (step @p3878 :rule modus_ponens :premises (@p3877 @p3876))
% 7.12/7.35  (step @p7601 :rule arith_sum_ub :premises (@p3878 @p7600 @p7595 @p7590 @p7585 @p7580 @p7572 @p7567 @p7562 @p7557 @p7551))
% 7.12/7.35  (step @p7602 false :rule eq_resolve :premises (@p7601 @p7546))
% 7.12/7.35  (step-pop @p13672 :rule scope :premises (@p7602))
% 7.12/7.35  (step @p7603 :rule process_scope :premises (@p13672) :args (false))
% 7.12/7.35  (step @p7605 :rule eq_resolve :premises (@p7603 @p3808))
% 7.12/7.35  (step @p7606 :rule eq_resolve :premises (@p7605 @p3807))
% 7.12/7.35  (step @p7607 false :rule contra :premises (@p166 @p7606))
% 7.12/7.35  (step-pop @p13673 :rule scope :premises (@p7607))
% 7.12/7.35  (step-pop @p13674 :rule scope :premises (@p13673))
% 7.12/7.35  (step-pop @p13675 :rule scope :premises (@p13674))
% 7.12/7.35  (step-pop @p13676 :rule scope :premises (@p13675))
% 7.12/7.35  (step-pop @p13677 :rule scope :premises (@p13676))
% 7.12/7.35  (step-pop @p13678 :rule scope :premises (@p13677))
% 7.12/7.35  (step-pop @p13679 :rule scope :premises (@p13678))
% 7.12/7.35  (step-pop @p13680 :rule scope :premises (@p13679))
% 7.12/7.35  (step-pop @p13681 :rule scope :premises (@p13680))
% 7.12/7.35  (step-pop @p13682 :rule scope :premises (@p13681))
% 7.12/7.35  (step-pop @p13683 :rule scope :premises (@p13682))
% 7.12/7.35  (step @p7608 :rule process_scope :premises (@p13683) :args (false))
% 7.12/7.35  (assume-push @p13684 @t1248)
% 7.12/7.35  (assume-push @p13685 @t1178)
% 7.12/7.35  (assume-push @p13686 @t1181)
% 7.12/7.35  (assume-push @p13687 @t1930)
% 7.12/7.35  (assume-push @p13688 @t1249)
% 7.12/7.35  (assume-push @p13689 @t1929)
% 7.12/7.35  (assume-push @p13690 @t1199)
% 7.12/7.35  (assume-push @p13691 @t2025)
% 7.12/7.35  (assume-push @p13692 @t2988)
% 7.12/7.35  (assume-push @p13693 @t2804)
% 7.12/7.35  (assume-push @p13694 @t2990)
% 7.12/7.35  (step @p7631 :rule and_intro :premises (@p13694 @p13693 @p13691 @p62 @p3583 @p13692 @p3601 @p246 @p255 @p81 @p166))
% 7.12/7.35  (step-pop @p13695 :rule scope :premises (@p7631))
% 7.12/7.35  (step-pop @p13696 :rule scope :premises (@p13695))
% 7.12/7.35  (step-pop @p13697 :rule scope :premises (@p13696))
% 7.12/7.35  (step-pop @p13698 :rule scope :premises (@p13697))
% 7.12/7.35  (step-pop @p13699 :rule scope :premises (@p13698))
% 7.12/7.35  (step-pop @p13700 :rule scope :premises (@p13699))
% 7.12/7.35  (step-pop @p13701 :rule scope :premises (@p13700))
% 7.12/7.35  (step-pop @p13702 :rule scope :premises (@p13701))
% 7.12/7.35  (step-pop @p13703 :rule scope :premises (@p13702))
% 7.12/7.35  (step-pop @p13704 :rule scope :premises (@p13703))
% 7.12/7.35  (step-pop @p13705 :rule scope :premises (@p13704))
% 7.12/7.35  (step @p7632 :rule process_scope :premises (@p13705) :args (@t3031))
% 7.12/7.35  (step @p7644 :rule implies_elim :premises (@p7632))
% 7.12/7.35  (step @p7645 :rule resolution :premises (@p7644 @p7608) :args (true @t3031))
% 7.12/7.35  (step @p7646 :rule not_and :premises (@p7645))
% 7.12/7.35  (step @p7647 :rule eq_resolve :premises (@p7646 @p7500))
% 7.12/7.35  (step @p7648 :rule reordering :premises (@p7647) :args ((or @t1866 @t1865 @t1998 @t1937 @t1862 @t1935 @t1933 @t2982 @t2031 @t2991 @t2992)))
% 7.12/7.35  (step @p7649 :rule chain_m_resolution :premises (@p7648 @p246 @p62 @p81 @p3601 @p255 @p3583 @p166 @p4097 @p6908 @p7496) :args (@t2982 @t3032 (@list @t1248 @t1178 @t1181 @t1930 @t1249 @t1929 @t1199 @t2025 @t2804 @t2990)))
% 7.12/7.35  (step @p7650 :rule cnf_or_pos :args (@t2989))
% 7.12/7.35  (step @p7651 :rule reordering :premises (@p7650) :args ((or @t2988 @t2971 (not @t2989))))
% 7.12/7.35  (step @p7652 :rule chain_m_resolution :premises (@p7651 @p7649 @p7430) :args (@t2971 @t1904 (@list @t2982 @t2989)))
% 7.12/7.35  (step @p7653 :rule arith_poly_norm :args ((= (* -1874788278166085/25076445958720379 (- @t1516 @t1517)) (* -1124872966899651/50000000000000000 @t3034))))
% 7.12/7.35  (step @p7654 :rule arith_poly_norm_rel :premises (@p7653) :args ((= @t3036 @t3035)))
% 7.12/7.35  (step @p7655 :rule arith_poly_norm :args ((= (* -1874788278166085/25076445958720379 (- @t1516 0/1)) (* -1124872966899651/50000000000000000 (- @t3045 1874788278166085/25076445958720379)))))
% 7.12/7.35  (step @p7656 :rule arith_poly_norm_rel :premises (@p7655) :args ((= (>= @t1516 0/1) @t3046)))
% 7.12/7.35  (step @p7657 :rule refl :args (0/1))
% 7.12/7.35  (step @p7658 :rule arith_poly_norm :args ((= @t3047 @t1516)))
% 7.12/7.35  (step @p7659 :rule arith_poly_norm :args ((= @t3048 @t3047)))
% 7.12/7.35  (step @p7660 :rule trans :premises (@p7659 @p7658))
% 7.12/7.35  (step @p7661 :rule cong :premises (@p7660 @p7657) :args (@t3049))
% 7.12/7.35  (step @p7662 :rule trans :premises (@p7661 @p7656))
% 7.12/7.35  (step @p7663 :rule cong :premises (@p7662) :args (@t3050))
% 7.12/7.35  (step @p7664 :rule nary_cong :premises (@p7663 @p7654) :args (@t3051))
% 7.12/7.35  (step @p7665 :rule cong :premises (@p3339 @p7664) :args ((=> @t1851 @t3051)))
% 7.12/7.35  (assume-push @p13706 @t1851)
% 7.12/7.35  (step @p7667 :rule instantiate :premises (@p3326) :args ((@list @t1516 0/1)))
% 7.12/7.35  (step-pop @p13707 :rule scope :premises (@p7667))
% 7.12/7.35  (step @p7668 :rule process_scope :premises (@p13707) :args (@t3051))
% 7.12/7.35  (step @p7670 :rule eq_resolve :premises (@p7668 @p7665))
% 7.12/7.35  (step @p7671 :rule implies_elim :premises (@p7670))
% 7.12/7.35  (step @p7672 :rule chain_m_resolution :premises (@p7671 @p3326) :args (@t3053 @t1246 @t1854))
% 7.12/7.35  (step @p7673 :rule bool-double-not-elim :args (@t3046))
% 7.12/7.35  (step @p7674 :rule nary_cong :premises (@p3618 @p3795 @p3616 @p3615 @p3614 @p3369 @p3612 @p3948 @p7673 @p6067 @p6270) :args ((or @t1939 @t1998 @t1937 @t1936 @t1935 @t1860 @t1933 @t2033 (not @t3052) @t2621 @t2622)))
% 7.12/7.35  (assume-push @p13708 @t1930)
% 7.12/7.35  (assume-push @p13709 @t1841)
% 7.12/7.35  (assume-push @p13710 @t2620)
% 7.12/7.35  (assume-push @p13711 @t1929)
% 7.12/7.35  (assume-push @p13712 @t3052)
% 7.12/7.35  (assume-push @p13713 @t1175)
% 7.12/7.35  (assume-push @p13714 @t1181)
% 7.12/7.35  (assume-push @p13715 @t1187)
% 7.12/7.35  (assume-push @p13716 @t1195)
% 7.12/7.35  (assume-push @p13717 @t1199)
% 7.12/7.35  (assume-push @p13718 @t1251)
% 7.12/7.35  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.35  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.35  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.35  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.35  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.35  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.35  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.35  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.35  (assume-push @p13719 @t2035)
% 7.12/7.35  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.35  (step @p7687 :rule evaluate :args ((>= 0/1 -1987841780597168358818018652977923336203469725433653/8825511039968586279575560159188207500000000000000000)))
% 7.12/7.35  (step @p7688 :rule evaluate :args ((+ 20431380448199/500000000000000 -1131752326129651067032859777314409736356782852653/882551103996858627957556015918820750000000000000 -5646165627753967875114365377711448797181268934443/7060408831974869023660448127350566000000000000000 -2451124919728120931390601909371650985396773077369/2824163532789947609464179250940226400000000000000 -23195947309618398294622681823489598765766001244639/4412755519984293139787780079594103750000000000000000 -453570978001669837833190515399124007717272778287/1008629833139267003380064018192938000000000000000 639145719820577100498108658400310/3530204415987434511830224063675283 1361849800554607957316641603434816945504916390449/7060408831974869023660448127350566000000000000000 0/1 10186779793797092289351167342578584/3530204415987434511830224063675283 -60883939455780724087286436842799431834074666641/504314916569633501690032009096469000000000000000)))
% 7.12/7.35  (step @p7689 :rule evaluate :args (@t3054))
% 7.12/7.35  (step @p7690 :rule evaluate :args (@t3055))
% 7.12/7.35  (step @p7691 :rule evaluate :args (@t3056))
% 7.12/7.35  (step @p7692 :rule evaluate :args (@t3057))
% 7.12/7.35  (step @p7693 :rule evaluate :args (@t3058))
% 7.12/7.35  (step @p7694 :rule evaluate :args (@t3059))
% 7.12/7.35  (step @p7695 :rule evaluate :args (@t3060))
% 7.12/7.35  (step @p7696 :rule evaluate :args (@t3061))
% 7.12/7.35  (step @p7697 :rule evaluate :args (@t3062))
% 7.12/7.35  (step @p7698 :rule evaluate :args (@t3063))
% 7.12/7.35  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.35  (step @p7699 :rule nary_cong :premises (@p3980 @p7698 @p7697 @p7696 @p7695 @p7694 @p7693 @p7692 @p7691 @p7690 @p7689) :args (@t3064))
% 7.12/7.35  (step @p7700 :rule trans :premises (@p7699 @p7688))
% 7.12/7.35  (step @p7701 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t3074 @t3073 @t3072 @t3071 @t3070 @t3069 @t3068 @t3067 @t3066 @t3065) 0/1)))
% 7.12/7.35  (step @p7702 :rule refl :args (@t3065))
% 7.12/7.35  (step @p7703 :rule arith_poly_norm :args ((= @t3075 @t3066)))
% 7.12/7.35  (step @p7704 :rule refl :args (@t3067))
% 7.12/7.35  (step @p7705 :rule refl :args (@t3068))
% 7.12/7.35  (step @p7706 :rule arith_poly_norm :args ((= @t3076 @t3069)))
% 7.12/7.35  (step @p7707 :rule refl :args (@t3070))
% 7.12/7.35  (step @p7708 :rule refl :args (@t3071))
% 7.12/7.35  (step @p7709 :rule refl :args (@t3072))
% 7.12/7.35  (step @p7710 :rule refl :args (@t3073))
% 7.12/7.35  (step @p7711 :rule refl :args (@t3074))
% 7.12/7.35  (step @p7712 :rule nary_cong :premises (@p181 @p7711 @p7710 @p7709 @p7708 @p7707 @p7706 @p7705 @p7704 @p7703 @p7702) :args (@t3077))
% 7.12/7.35  (step @p7713 :rule trans :premises (@p7712 @p7701))
% 7.12/7.35  (step @p7714 :rule cong :premises (@p7713 @p7700) :args (@t3078))
% 7.12/7.35  (step @p7715 :rule trans :premises (@p7714 @p7687))
% 7.12/7.35  (step @p7716 :rule cong :premises (@p7715) :args ((not @t3078)))
% 7.12/7.35  (step @p7717 :rule trans :premises (@p7716 @p3396))
% 7.12/7.35  (step @p7718 :rule arith-elim-lt :args (@t3077 @t3064))
% 7.12/7.35  (step @p7719 :rule trans :premises (@p7718 @p7717))
% 7.12/7.35  (step @p7720 :rule arith_mult_neg :args (-489239582778046080641302319250099/2017259666278534006760128036385876 @t1930))
% 7.12/7.35  (step @p7721 :rule evaluate :args ((< -489239582778046080641302319250099/2017259666278534006760128036385876 0/1)))
% 7.12/7.35  (step @p7722 :rule true_elim :premises (@p7721))
% 7.12/7.35  (step @p7723 :rule and_intro :premises (@p7722 @p3601))
% 7.12/7.35  (step @p7724 :rule modus_ponens :premises (@p7723 @p7720))
% 7.12/7.35  (step @p7725 :rule arith_mult_pos :args (651462658832502434556705688524360/3530204415987434511830224063675283 @t2650))
% 7.12/7.35  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.35  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.35  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.35  (step @p7726 :rule eq_resolve :premises (@p13709 @p6105))
% 7.12/7.35  (step @p7727 :rule evaluate :args ((> 651462658832502434556705688524360/3530204415987434511830224063675283 0/1)))
% 7.12/7.35  (step @p7728 :rule true_elim :premises (@p7727))
% 7.12/7.35  (step @p7729 :rule and_intro :premises (@p7728 @p7726))
% 7.12/7.35  (step @p7730 :rule modus_ponens :premises (@p7729 @p7725))
% 7.12/7.35  (step @p7731 :rule arith_mult_neg :args (-30939014763512705250000000000000000/3530204415987434511830224063675283 @t2620))
% 7.12/7.35  (step @p7732 :rule evaluate :args ((< -30939014763512705250000000000000000/3530204415987434511830224063675283 0/1)))
% 7.12/7.35  (step @p7733 :rule true_elim :premises (@p7732))
% 7.12/7.35  (step @p7734 :rule and_intro :premises (@p7733 @p13710))
% 7.12/7.35  (step @p7735 :rule modus_ponens :premises (@p7734 @p7731))
% 7.12/7.35  (step @p7736 :rule arith_mult_pos :args (30324839561051627057316255246072311/7060408831974869023660448127350566 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p7737 :rule evaluate :args ((> 30324839561051627057316255246072311/7060408831974869023660448127350566 0/1)))
% 7.12/7.35  (step @p7738 :rule true_elim :premises (@p7737))
% 7.12/7.35  (step @p7739 :rule and_intro :premises (@p7738 @p3712))
% 7.12/7.35  (step @p7740 :rule modus_ponens :premises (@p7739 @p7736))
% 7.12/7.35  (step @p7741 :rule arith_mult_pos :args (8548966989758553999780093954488394/3530204415987434511830224063675283 (< @t3045 1874788278166085/25076445958720379)))
% 7.12/7.35  (step @p7742 :rule arith-elim-lt :args (@t3045 1874788278166085/25076445958720379))
% 7.12/7.35  (step @p7743 :rule symm :premises (@p7742))
% 7.12/7.35  (step @p7744 :rule eq_resolve :premises (@p13712 @p7743))
% 7.12/7.35  (step @p7745 :rule evaluate :args ((> 8548966989758553999780093954488394/3530204415987434511830224063675283 0/1)))
% 7.12/7.35  (step @p7746 :rule true_elim :premises (@p7745))
% 7.12/7.35  (step @p7747 :rule and_intro :premises (@p7746 @p7744))
% 7.12/7.35  (step @p7748 :rule modus_ponens :premises (@p7747 @p7741))
% 7.12/7.35  (step @p7749 :rule arith_mult_neg :args (-5818861438460748557677695526335097/2017259666278534006760128036385876 @t1175))
% 7.12/7.35  (step @p7750 :rule evaluate :args ((< -5818861438460748557677695526335097/2017259666278534006760128036385876 0/1)))
% 7.12/7.35  (step @p7751 :rule true_elim :premises (@p7750))
% 7.12/7.35  (step @p7752 :rule and_intro :premises (@p7751 @p43))
% 7.12/7.35  (step @p7753 :rule modus_ponens :premises (@p7752 @p7749))
% 7.12/7.35  (step @p7754 :rule arith_mult_neg :args (-6026131689458379469951669058798556/3530204415987434511830224063675283 @t1181))
% 7.12/7.35  (step @p7755 :rule evaluate :args ((< -6026131689458379469951669058798556/3530204415987434511830224063675283 0/1)))
% 7.12/7.35  (step @p7756 :rule true_elim :premises (@p7755))
% 7.12/7.35  (step @p7757 :rule and_intro :premises (@p7756 @p81))
% 7.12/7.35  (step @p7758 :rule modus_ponens :premises (@p7757 @p7754))
% 7.12/7.35  (step @p7759 :rule arith_mult_neg :args (-35512860371658512455821295523775795/14120817663949738047320896254701132 @t1187))
% 7.12/7.35  (step @p7760 :rule evaluate :args ((< -35512860371658512455821295523775795/14120817663949738047320896254701132 0/1)))
% 7.12/7.35  (step @p7761 :rule true_elim :premises (@p7760))
% 7.12/7.35  (step @p7762 :rule and_intro :premises (@p7761 @p109))
% 7.12/7.35  (step @p7763 :rule modus_ponens :premises (@p7762 @p7759))
% 7.12/7.35  (step @p7764 :rule arith_mult_neg :args (-5652783615719990422191306130169949/7060408831974869023660448127350566 @t1195))
% 7.12/7.35  (step @p7765 :rule evaluate :args ((< -5652783615719990422191306130169949/7060408831974869023660448127350566 0/1)))
% 7.12/7.35  (step @p7766 :rule true_elim :premises (@p7765))
% 7.12/7.35  (step @p7767 :rule and_intro :premises (@p7766 @p147))
% 7.12/7.35  (step @p7768 :rule modus_ponens :premises (@p7767 @p7764))
% 7.12/7.35  (step @p7769 :rule arith_mult_neg :args (-9200429648591056434336799643012754/3530204415987434511830224063675283 @t1199))
% 7.12/7.35  (step @p7770 :rule evaluate :args ((< -9200429648591056434336799643012754/3530204415987434511830224063675283 0/1)))
% 7.12/7.35  (step @p7771 :rule true_elim :premises (@p7770))
% 7.12/7.35  (step @p7772 :rule and_intro :premises (@p7771 @p166))
% 7.12/7.35  (step @p7773 :rule modus_ponens :premises (@p7772 @p7769))
% 7.12/7.35  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.35  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.35  (step @p7774 :rule arith_sum_ub :premises (@p4058 @p7773 @p7768 @p7763 @p7758 @p7753 @p7748 @p7740 @p7735 @p7730 @p7724))
% 7.12/7.35  (step @p7775 false :rule eq_resolve :premises (@p7774 @p7719))
% 7.12/7.35  (step-pop @p13720 :rule scope :premises (@p7775))
% 7.12/7.35  (step @p7776 :rule process_scope :premises (@p13720) :args (false))
% 7.12/7.35  (step @p7778 :rule eq_resolve :premises (@p7776 @p3967))
% 7.12/7.35  (step @p7779 :rule eq_resolve :premises (@p7778 @p3963))
% 7.12/7.35  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.35  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.35  (step @p7780 false :rule contra :premises (@p4058 @p7779))
% 7.12/7.35  (step-pop @p13721 :rule scope :premises (@p7780))
% 7.12/7.35  (step-pop @p13722 :rule scope :premises (@p13721))
% 7.12/7.35  (step-pop @p13723 :rule scope :premises (@p13722))
% 7.12/7.35  (step-pop @p13724 :rule scope :premises (@p13723))
% 7.12/7.35  (step-pop @p13725 :rule scope :premises (@p13724))
% 7.12/7.35  (step-pop @p13726 :rule scope :premises (@p13725))
% 7.12/7.35  (step-pop @p13727 :rule scope :premises (@p13726))
% 7.12/7.35  (step-pop @p13728 :rule scope :premises (@p13727))
% 7.12/7.35  (step-pop @p13729 :rule scope :premises (@p13728))
% 7.12/7.35  (step-pop @p13730 :rule scope :premises (@p13729))
% 7.12/7.35  (step-pop @p13731 :rule scope :premises (@p13730))
% 7.12/7.35  (step @p7781 :rule process_scope :premises (@p13731) :args (false))
% 7.12/7.35  (assume-push @p13732 @t1175)
% 7.12/7.35  (assume-push @p13733 @t1181)
% 7.12/7.35  (assume-push @p13734 @t1930)
% 7.12/7.35  (assume-push @p13735 @t1187)
% 7.12/7.35  (assume-push @p13736 @t1929)
% 7.12/7.35  (assume-push @p13737 @t1195)
% 7.12/7.35  (assume-push @p13738 @t1199)
% 7.12/7.35  (assume-push @p13739 @t1251)
% 7.12/7.35  (assume-push @p13740 @t3052)
% 7.12/7.35  (assume-push @p13741 @t1841)
% 7.12/7.35  (assume-push @p13742 @t2620)
% 7.12/7.35  (step @p7804 :rule and_intro :premises (@p3601 @p13741 @p13742 @p3583 @p13740 @p43 @p81 @p109 @p147 @p166 @p264))
% 7.12/7.35  (step-pop @p13743 :rule scope :premises (@p7804))
% 7.12/7.35  (step-pop @p13744 :rule scope :premises (@p13743))
% 7.12/7.35  (step-pop @p13745 :rule scope :premises (@p13744))
% 7.12/7.35  (step-pop @p13746 :rule scope :premises (@p13745))
% 7.12/7.35  (step-pop @p13747 :rule scope :premises (@p13746))
% 7.12/7.35  (step-pop @p13748 :rule scope :premises (@p13747))
% 7.12/7.35  (step-pop @p13749 :rule scope :premises (@p13748))
% 7.12/7.35  (step-pop @p13750 :rule scope :premises (@p13749))
% 7.12/7.35  (step-pop @p13751 :rule scope :premises (@p13750))
% 7.12/7.35  (step-pop @p13752 :rule scope :premises (@p13751))
% 7.12/7.35  (step-pop @p13753 :rule scope :premises (@p13752))
% 7.12/7.35  (step @p7805 :rule process_scope :premises (@p13753) :args (@t3079))
% 7.12/7.35  (step @p7817 :rule implies_elim :premises (@p7805))
% 7.12/7.35  (step @p7818 :rule resolution :premises (@p7817 @p7781) :args (true @t3079))
% 7.12/7.35  (step @p7819 :rule not_and :premises (@p7818))
% 7.12/7.35  (step @p7820 :rule eq_resolve :premises (@p7819 @p7674))
% 7.12/7.35  (step @p7821 :rule chain_m_resolution :premises (@p7820 @p43 @p81 @p3601 @p109 @p3583 @p147 @p166 @p264 @p3545 @p6142) :args (@t3046 @t3032 (@list @t1175 @t1181 @t1930 @t1187 @t1929 @t1195 @t1199 @t1251 @t1841 @t2620)))
% 7.12/7.35  (step @p7822 :rule cnf_or_pos :args (@t3053))
% 7.12/7.35  (step @p7823 :rule reordering :premises (@p7822) :args ((or @t3052 @t3035 (not @t3053))))
% 7.12/7.35  (step @p7824 :rule chain_m_resolution :premises (@p7823 @p7821 @p7672) :args (@t3035 @t1904 (@list @t3046 @t3053)))
% 7.12/7.35  (step @p7825 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1588)) (* -1/1 (- @t1588 0/1)))))
% 7.12/7.35  (step @p7826 :rule arith_poly_norm_rel :premises (@p7825) :args ((= @t3081 @t3080)))
% 7.12/7.35  (step @p7827 :rule arith_poly_norm :args ((= (* -190489098222868414/224045703414196051 (- @t1587 0/1)) (* -95244549111434207/500000000000000000 @t3083))))
% 7.12/7.35  (step @p7828 :rule arith_poly_norm_rel :premises (@p7827) :args ((= (>= @t1587 0/1) @t3084)))
% 7.12/7.35  (step @p7829 :rule refl :args (0/1))
% 7.12/7.35  (step @p7830 :rule arith_poly_norm :args ((= @t3085 @t1587)))
% 7.12/7.35  (step @p7831 :rule arith_poly_norm :args ((= @t3086 @t3085)))
% 7.12/7.35  (step @p7832 :rule trans :premises (@p7831 @p7830))
% 7.12/7.35  (step @p7833 :rule cong :premises (@p7832 @p7829) :args (@t3087))
% 7.12/7.35  (step @p7834 :rule trans :premises (@p7833 @p7828))
% 7.12/7.35  (step @p7835 :rule nary_cong :premises (@p7834 @p7826) :args (@t3088))
% 7.12/7.35  (step @p7836 :rule cong :premises (@p229 @p7835) :args ((=> @t1244 @t3088)))
% 7.12/7.35  (assume-push @p13754 @t1244)
% 7.12/7.35  (step @p7838 :rule instantiate :premises (@p217) :args ((@list @t1587 0/1)))
% 7.12/7.35  (step-pop @p13755 :rule scope :premises (@p7838))
% 7.12/7.35  (step @p7839 :rule process_scope :premises (@p13755) :args (@t3088))
% 7.12/7.35  (step @p7841 :rule eq_resolve :premises (@p7839 @p7836))
% 7.12/7.35  (step @p7842 :rule implies_elim :premises (@p7841))
% 7.12/7.35  (step @p7843 :rule chain_m_resolution :premises (@p7842 @p217) :args (@t3089 @t1246 @t1247))
% 7.12/7.35  (assume-push @p13756 @t1929)
% 7.12/7.35  (assume-push @p13757 @t1249)
% 7.12/7.35  (assume-push @p13758 @t3084)
% 7.12/7.35  (assume-push @p13759 @t2990)
% 7.12/7.35  (assume-push @p13760 @t2804)
% 7.12/7.35  (assume-push @p13761 @t2025)
% 7.12/7.35  (assume-push @p13762 @t1178)
% 7.12/7.35  (assume-push @p13763 @t1930)
% 7.12/7.35  (assume-push @p13764 @t1175)
% 7.12/7.35  (assume-push @p13765 @t1181)
% 7.12/7.35  (assume-push @p13766 @t2205)
% 7.12/7.35  (step @p4646 :rule arith-elim-leq :args (@t2240 320006108957572477/220132361394591358))
% 7.12/7.35  (step @p4649 :rule symm :premises (@p4646))
% 7.12/7.35  (step @p4650 :rule cong :premises (@p4649) :args (@t2249))
% 7.12/7.35  (step @p4651 :rule arith-elim-gt :args (@t2240 320006108957572477/220132361394591358))
% 7.12/7.35  (step @p4652 :rule trans :premises (@p4651 @p4650))
% 7.12/7.35  (step @p4644 :rule arith_poly_norm :args (@t2244))
% 7.12/7.35  (step @p4645 :rule arith_poly_norm_rel :premises (@p4644) :args (@t2246))
% 7.12/7.35  (step @p4647 :rule trans :premises (@p4646 @p4645))
% 7.12/7.35  (step @p4648 :rule cong :premises (@p4647) :args (@t2248))
% 7.12/7.35  (step @p4653 :rule trans :premises (@p4652 @p4648))
% 7.12/7.35  (step @p4654 :rule symm :premises (@p4653))
% 7.12/7.35  (step @p7855 :rule trans :premises (@p4648 @p4654))
% 7.12/7.35  (assume-push @p13767 @t2247)
% 7.12/7.35  (step @p7857 :rule evaluate :args ((<= 0/1 -6177729370475934548715096731351185003459271861864291828955636837859110013778458821929941/818121058742427674779453432597175687331609541147818044214440084827550000000000000000000)))
% 7.12/7.35  (step @p7858 :rule evaluate :args ((+ 320006108957572477/220132361394591358 -11948629335444435578325601795132880153789794216420707964573905093353882860892611612441/818121058742427674779453432597175687331609541147818044214440084827550000000000000000000 -54226791425627177072810393451088714476283511798092075678731441869860320832936581779/81812105874242767477945343259717568733160954114781804421444008482755000000000000000 -20948363535203260829547180684765622523658071110020656262468728509368242573440223811/81812105874242767477945343259717568733160954114781804421444008482755000000000000000 -57010295739158222593546378351888701079659823509992500749308336326647536334727660031/163624211748485534955890686519435137466321908229563608842888016965510000000000000000 343741812786985111078782620599844212286799417550841458928281782845548/81812105874242767477945343259717568733160954114781804421444008482755 -271135537288790670409760156025528827019470985957756393800190505495563/81812105874242767477945343259717568733160954114781804421444008482755 0/1 -829416976308017809842993656175989637699935640679438560445908487136031/81812105874242767477945343259717568733160954114781804421444008482755 182659050131785910075131773123423645704473707582659794590304947193790538178975827231/163624211748485534955890686519435137466321908229563608842888016965510000000000000000 134613037721413420204190696303142488677620019940969115493203278050379797569984403833/327248423496971069911781373038870274932643816459127217685776033931020000000000000000)))
% 7.12/7.35  (step @p7859 :rule evaluate :args (@t3090))
% 7.12/7.35  (step @p7860 :rule evaluate :args (@t3091))
% 7.12/7.35  (step @p7861 :rule evaluate :args (@t3092))
% 7.12/7.35  (step @p7862 :rule evaluate :args (@t3093))
% 7.12/7.35  (step @p7863 :rule evaluate :args (@t3094))
% 7.12/7.35  (step @p7864 :rule evaluate :args (@t3095))
% 7.12/7.35  (step @p7865 :rule evaluate :args (@t3096))
% 7.12/7.35  (step @p7866 :rule evaluate :args (@t3097))
% 7.12/7.35  (step @p7867 :rule evaluate :args (@t3098))
% 7.12/7.35  (step @p7868 :rule evaluate :args (@t3099))
% 7.12/7.35  (step @p7869 :rule refl :args (320006108957572477/220132361394591358))
% 7.12/7.35  (step @p7870 :rule nary_cong :premises (@p7869 @p7868 @p7867 @p7866 @p7865 @p7864 @p7863 @p7862 @p7861 @p7860 @p7859) :args (@t3100))
% 7.12/7.35  (step @p7871 :rule trans :premises (@p7870 @p7858))
% 7.12/7.35  (step @p7872 :rule arith_poly_norm :args ((= (+ @t3132 @t3131 @t3130 @t3129 @t3128 @t3127 @t3126 @t3125 @t2232 @t2233 @t2234 @t2235 @t2236 @t2237 @t2238 @t2239 @t3124 @t3123 @t3122 @t3121 @t3120 @t3119 @t3118 @t3117 @t3116 @t3115 @t3114 @t3113 @t3112 @t3111 @t3110 @t3109 @t3108 @t3107 @t3106 @t3105 @t3104 @t3103 @t3102 @t3101 0/1) 0/1)))
% 7.12/7.35  (step @p6082 :rule arith_poly_norm :args (@t2627))
% 7.12/7.35  (step @p7873 :rule refl :args (@t3101))
% 7.12/7.35  (step @p7874 :rule refl :args (@t3102))
% 7.12/7.35  (step @p7875 :rule refl :args (@t3103))
% 7.12/7.35  (step @p7876 :rule refl :args (@t3104))
% 7.12/7.35  (step @p7877 :rule refl :args (@t3105))
% 7.12/7.35  (step @p7878 :rule refl :args (@t3106))
% 7.12/7.35  (step @p7879 :rule refl :args (@t3107))
% 7.12/7.35  (step @p7880 :rule refl :args (@t3108))
% 7.12/7.35  (step @p7881 :rule refl :args (@t3109))
% 7.12/7.35  (step @p7882 :rule refl :args (@t3110))
% 7.12/7.35  (step @p7883 :rule refl :args (@t3111))
% 7.12/7.35  (step @p7884 :rule refl :args (@t3112))
% 7.12/7.35  (step @p7885 :rule refl :args (@t3113))
% 7.12/7.35  (step @p7886 :rule refl :args (@t3114))
% 7.12/7.35  (step @p7887 :rule refl :args (@t3115))
% 7.12/7.35  (step @p7888 :rule refl :args (@t3116))
% 7.12/7.35  (step @p7889 :rule refl :args (@t3117))
% 7.12/7.35  (step @p7890 :rule refl :args (@t3118))
% 7.12/7.35  (step @p7891 :rule refl :args (@t3119))
% 7.12/7.35  (step @p7892 :rule refl :args (@t3120))
% 7.12/7.35  (step @p7893 :rule refl :args (@t3121))
% 7.12/7.35  (step @p7894 :rule refl :args (@t3122))
% 7.12/7.35  (step @p7895 :rule refl :args (@t3123))
% 7.12/7.35  (step @p7896 :rule refl :args (@t3124))
% 7.12/7.35  (step @p7897 :rule refl :args (@t2239))
% 7.12/7.35  (step @p7898 :rule refl :args (@t2238))
% 7.12/7.35  (step @p7899 :rule refl :args (@t2237))
% 7.12/7.35  (step @p7900 :rule refl :args (@t2236))
% 7.12/7.35  (step @p7901 :rule refl :args (@t2235))
% 7.12/7.35  (step @p7902 :rule refl :args (@t2234))
% 7.12/7.35  (step @p7903 :rule refl :args (@t2233))
% 7.12/7.35  (step @p7904 :rule refl :args (@t2232))
% 7.12/7.35  (step @p7905 :rule refl :args (@t3125))
% 7.12/7.35  (step @p7906 :rule refl :args (@t3126))
% 7.12/7.35  (step @p7907 :rule refl :args (@t3127))
% 7.12/7.35  (step @p7908 :rule refl :args (@t3128))
% 7.12/7.35  (step @p7909 :rule refl :args (@t3129))
% 7.12/7.35  (step @p7910 :rule refl :args (@t3130))
% 7.12/7.35  (step @p7911 :rule refl :args (@t3131))
% 7.12/7.35  (step @p7912 :rule refl :args (@t3132))
% 7.12/7.35  (step @p7913 :rule nary_cong :premises (@p7912 @p7911 @p7910 @p7909 @p7908 @p7907 @p7906 @p7905 @p7904 @p7903 @p7902 @p7901 @p7900 @p7899 @p7898 @p7897 @p7896 @p7895 @p7894 @p7893 @p7892 @p7891 @p7890 @p7889 @p7888 @p7887 @p7886 @p7885 @p7884 @p7883 @p7882 @p7881 @p7880 @p7879 @p7878 @p7877 @p7876 @p7875 @p7874 @p7873 @p6082) :args (@t3133))
% 7.12/7.35  (step @p7914 :rule trans :premises (@p7913 @p7872))
% 7.12/7.35  (step @p7915 :rule arith_poly_norm :args ((= @t3135 @t3133)))
% 7.12/7.35  (step @p7916 :rule trans :premises (@p7915 @p7914))
% 7.12/7.35  (step @p7917 :rule cong :premises (@p7916 @p7871) :args ((<= @t3135 @t3100)))
% 7.12/7.35  (step @p7918 :rule trans :premises (@p7917 @p7857))
% 7.12/7.35  (step @p7919 :rule arith_mult_pos :args (2997480904329703536625243747658986922886159797924202996443489130351087/327248423496971069911781373038870274932643816459127217685776033931020 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p7920 :rule evaluate :args ((> 2997480904329703536625243747658986922886159797924202996443489130351087/327248423496971069911781373038870274932643816459127217685776033931020 0/1)))
% 7.12/7.35  (step @p7921 :rule true_elim :premises (@p7920))
% 7.12/7.35  (step @p7922 :rule and_intro :premises (@p7921 @p3712))
% 7.12/7.35  (step @p7923 :rule modus_ponens :premises (@p7922 @p7919))
% 7.12/7.35  (step @p7924 :rule arith_mult_pos :args (526237475297675916531131719244482263960157976838435078718449272135441/163624211748485534955890686519435137466321908229563608842888016965510 @t1900))
% 7.12/7.35  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.35  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.35  (step @p7925 :rule evaluate :args ((> 526237475297675916531131719244482263960157976838435078718449272135441/163624211748485534955890686519435137466321908229563608842888016965510 0/1)))
% 7.12/7.35  (step @p7926 :rule true_elim :premises (@p7925))
% 7.12/7.35  (step @p7927 :rule and_intro :premises (@p7926 @p3467))
% 7.12/7.35  (step @p7928 :rule modus_ponens :premises (@p7927 @p7924))
% 7.12/7.35  (step @p7929 :rule arith_mult_pos :args (1951054539228184235186963481754383866924345640386268087779375290619283/163624211748485534955890686519435137466321908229563608842888016965510 (<= @t3134 -190489098222868414/224045703414196051)))
% 7.12/7.35  (step @p7930 :rule arith_poly_norm :args ((= (* -190489098222868414/224045703414196051 (- -190489098222868414/224045703414196051 @t3134)) (* -190489098222868414/224045703414196051 @t3083))))
% 7.12/7.35  (step @p7931 :rule arith_poly_norm_rel :premises (@p7930) :args ((= (>= -190489098222868414/224045703414196051 @t3134) @t3084)))
% 7.12/7.35  (step @p7932 :rule arith-elim-leq :args (@t3134 -190489098222868414/224045703414196051))
% 7.12/7.35  (step @p7933 :rule trans :premises (@p7932 @p7931))
% 7.12/7.35  (step @p7934 :rule symm :premises (@p7933))
% 7.12/7.35  (step @p7935 :rule eq_resolve :premises (@p13758 @p7934))
% 7.12/7.35  (step @p7936 :rule evaluate :args ((> 1951054539228184235186963481754383866924345640386268087779375290619283/163624211748485534955890686519435137466321908229563608842888016965510 0/1)))
% 7.12/7.35  (step @p7937 :rule true_elim :premises (@p7936))
% 7.12/7.35  (step @p7938 :rule and_intro :premises (@p7937 @p7935))
% 7.12/7.35  (step @p7939 :rule modus_ponens :premises (@p7938 @p7929))
% 7.12/7.35  (step @p7940 :rule arith_mult_neg :args (-470747675364079290793843301206529368790121240668101650000000000000000/16362421174848553495589068651943513746632190822956360884288801696551 @t2990))
% 7.12/7.35  (step @p7941 :rule evaluate :args ((< -470747675364079290793843301206529368790121240668101650000000000000000/16362421174848553495589068651943513746632190822956360884288801696551 0/1)))
% 7.12/7.35  (step @p7942 :rule true_elim :premises (@p7941))
% 7.12/7.35  (step @p7943 :rule and_intro :premises (@p7942 @p13759))
% 7.12/7.35  (step @p7944 :rule modus_ponens :premises (@p7943 @p7940))
% 7.12/7.35  (step @p7945 :rule arith_mult_neg :args (-160320858149577038591225417389364607258544223489103412217951044918137/32724842349697106991178137303887027493264381645912721768577603393102 @t3002))
% 7.12/7.35  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.35  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.35  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.35  (step @p7946 :rule eq_resolve :premises (@p13760 @p7460))
% 7.12/7.35  (step @p7947 :rule evaluate :args ((< -160320858149577038591225417389364607258544223489103412217951044918137/32724842349697106991178137303887027493264381645912721768577603393102 0/1)))
% 7.12/7.35  (step @p7948 :rule true_elim :premises (@p7947))
% 7.12/7.35  (step @p7949 :rule and_intro :premises (@p7948 @p7946))
% 7.12/7.35  (step @p7950 :rule modus_ponens :premises (@p7949 @p7945))
% 7.12/7.35  (step @p7951 :rule arith_mult_neg :args (-656537230114392288593363540663497984048973215585157317766254041497054/81812105874242767477945343259717568733160954114781804421444008482755 @t2025))
% 7.12/7.35  (step @p7952 :rule evaluate :args ((< -656537230114392288593363540663497984048973215585157317766254041497054/81812105874242767477945343259717568733160954114781804421444008482755 0/1)))
% 7.12/7.35  (step @p7953 :rule true_elim :premises (@p7952))
% 7.12/7.35  (step @p7954 :rule and_intro :premises (@p7953 @p13761))
% 7.12/7.35  (step @p7955 :rule modus_ponens :premises (@p7954 @p7951))
% 7.12/7.35  (step @p7956 :rule arith_mult_neg :args (-2021050680959838350942440586725158660925693456683959300243314496134039/327248423496971069911781373038870274932643816459127217685776033931020 @t1178))
% 7.12/7.35  (step @p7957 :rule evaluate :args ((< -2021050680959838350942440586725158660925693456683959300243314496134039/327248423496971069911781373038870274932643816459127217685776033931020 0/1)))
% 7.12/7.35  (step @p7958 :rule true_elim :premises (@p7957))
% 7.12/7.35  (step @p7959 :rule and_intro :premises (@p7958 @p62))
% 7.12/7.35  (step @p7960 :rule modus_ponens :premises (@p7959 @p7956))
% 7.12/7.35  (step @p7961 :rule arith_mult_neg :args (-168332876082849987891911538726507983728640072907065374454534448886729/327248423496971069911781373038870274932643816459127217685776033931020 @t1930))
% 7.12/7.35  (step @p7962 :rule evaluate :args ((< -168332876082849987891911538726507983728640072907065374454534448886729/327248423496971069911781373038870274932643816459127217685776033931020 0/1)))
% 7.12/7.35  (step @p7963 :rule true_elim :premises (@p7962))
% 7.12/7.35  (step @p7964 :rule and_intro :premises (@p7963 @p3601))
% 7.12/7.35  (step @p7965 :rule modus_ponens :premises (@p7964 @p7961))
% 7.12/7.35  (step @p7966 :rule arith_mult_neg :args (-695675430884544549533565922564211860446690566145945691378711503314549/163624211748485534955890686519435137466321908229563608842888016965510 @t1175))
% 7.12/7.35  (step @p7967 :rule evaluate :args ((< -695675430884544549533565922564211860446690566145945691378711503314549/163624211748485534955890686519435137466321908229563608842888016965510 0/1)))
% 7.12/7.35  (step @p7968 :rule true_elim :premises (@p7967))
% 7.12/7.35  (step @p7969 :rule and_intro :premises (@p7968 @p43))
% 7.12/7.35  (step @p7970 :rule modus_ponens :premises (@p7969 @p7966))
% 7.12/7.35  (step @p7971 :rule arith_mult_neg :args (-776040884672736013156078876211117154913958770059285197073107400757441/163624211748485534955890686519435137466321908229563608842888016965510 @t1181))
% 7.12/7.35  (step @p7972 :rule evaluate :args ((< -776040884672736013156078876211117154913958770059285197073107400757441/163624211748485534955890686519435137466321908229563608842888016965510 0/1)))
% 7.12/7.35  (step @p7973 :rule true_elim :premises (@p7972))
% 7.12/7.35  (step @p7974 :rule and_intro :premises (@p7973 @p81))
% 7.12/7.35  (step @p7975 :rule modus_ponens :premises (@p7974 @p7971))
% 7.12/7.35  (step @p7976 :rule arith_sum_ub :premises (@p13767 @p7975 @p7970 @p7965 @p7960 @p7955 @p7950 @p7944 @p7939 @p7928 @p7923))
% 7.12/7.35  (step @p7977 false :rule eq_resolve :premises (@p7976 @p7918))
% 7.12/7.35  (step-pop @p13768 :rule scope :premises (@p7977))
% 7.12/7.35  (step @p7978 :rule process_scope :premises (@p13768) :args (false))
% 7.12/7.35  (step @p7980 :rule eq_resolve :premises (@p7978 @p7855))
% 7.12/7.35  (step @p7981 :rule eq_resolve :premises (@p7980 @p4652))
% 7.12/7.35  (step @p7982 :rule symm :premises (@p4647))
% 7.12/7.35  (step @p7983 :rule eq_resolve :premises (@p13766 @p7982))
% 7.12/7.35  (step @p7984 false :rule contra :premises (@p7983 @p7981))
% 7.12/7.35  (step-pop @p13769 :rule scope :premises (@p7984))
% 7.12/7.35  (step-pop @p13770 :rule scope :premises (@p13769))
% 7.12/7.35  (step-pop @p13771 :rule scope :premises (@p13770))
% 7.12/7.35  (step-pop @p13772 :rule scope :premises (@p13771))
% 7.12/7.35  (step-pop @p13773 :rule scope :premises (@p13772))
% 7.12/7.35  (step-pop @p13774 :rule scope :premises (@p13773))
% 7.12/7.35  (step-pop @p13775 :rule scope :premises (@p13774))
% 7.12/7.35  (step-pop @p13776 :rule scope :premises (@p13775))
% 7.12/7.35  (step-pop @p13777 :rule scope :premises (@p13776))
% 7.12/7.35  (step-pop @p13778 :rule scope :premises (@p13777))
% 7.12/7.35  (step-pop @p13779 :rule scope :premises (@p13778))
% 7.12/7.35  (step @p7985 :rule process_scope :premises (@p13779) :args (false))
% 7.12/7.35  (assume-push @p13780 @t1175)
% 7.12/7.35  (assume-push @p13781 @t1178)
% 7.12/7.35  (assume-push @p13782 @t1181)
% 7.12/7.35  (assume-push @p13783 @t1930)
% 7.12/7.35  (assume-push @p13784 @t1249)
% 7.12/7.35  (assume-push @p13785 @t1929)
% 7.12/7.35  (assume-push @p13786 @t3084)
% 7.12/7.35  (assume-push @p13787 @t2205)
% 7.12/7.35  (assume-push @p13788 @t2025)
% 7.12/7.35  (assume-push @p13789 @t2804)
% 7.12/7.35  (assume-push @p13790 @t2990)
% 7.12/7.35  (step @p8008 :rule and_intro :premises (@p3583 @p255 @p13786 @p13790 @p13789 @p13788 @p62 @p3601 @p43 @p81 @p13787))
% 7.12/7.35  (step-pop @p13791 :rule scope :premises (@p8008))
% 7.12/7.35  (step-pop @p13792 :rule scope :premises (@p13791))
% 7.12/7.35  (step-pop @p13793 :rule scope :premises (@p13792))
% 7.12/7.35  (step-pop @p13794 :rule scope :premises (@p13793))
% 7.12/7.35  (step-pop @p13795 :rule scope :premises (@p13794))
% 7.12/7.35  (step-pop @p13796 :rule scope :premises (@p13795))
% 7.12/7.35  (step-pop @p13797 :rule scope :premises (@p13796))
% 7.12/7.35  (step-pop @p13798 :rule scope :premises (@p13797))
% 7.12/7.35  (step-pop @p13799 :rule scope :premises (@p13798))
% 7.12/7.35  (step-pop @p13800 :rule scope :premises (@p13799))
% 7.12/7.35  (step-pop @p13801 :rule scope :premises (@p13800))
% 7.12/7.35  (step @p8009 :rule process_scope :premises (@p13801) :args (@t3136))
% 7.12/7.35  (step @p8021 :rule implies_elim :premises (@p8009))
% 7.12/7.35  (step @p8022 :rule resolution :premises (@p8021 @p7985) :args (true @t3136))
% 7.12/7.35  (step @p8023 :rule not_and :premises (@p8022))
% 7.12/7.35  (step @p8024 :rule chain_m_resolution :premises (@p8023 @p43 @p62 @p81 @p3601 @p255 @p3583 @p4739 @p4097 @p6908 @p7496) :args ((not @t3084) @t3032 (@list @t1175 @t1178 @t1181 @t1930 @t1249 @t1929 @t2205 @t2025 @t2804 @t2990)))
% 7.12/7.35  (step @p8025 :rule cnf_or_pos :args (@t3089))
% 7.12/7.35  (step @p8026 :rule reordering :premises (@p8025) :args ((or @t3084 @t3080 (not @t3089))))
% 7.12/7.35  (step @p8027 :rule chain_m_resolution :premises (@p8026 @p8024 @p7843) :args (@t3080 @t2610 (@list @t3084 @t3089)))
% 7.12/7.35  (step @p8028 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1421)) (* -1/1 (- @t1421 0/1)))))
% 7.12/7.35  (step @p8029 :rule arith_poly_norm_rel :premises (@p8028) :args ((= @t3138 @t3137)))
% 7.12/7.35  (step @p8030 :rule arith_poly_norm :args ((= (* -64859166636634213/68057840762941080 (- @t1420 0/1)) (* -64859166636634213/1000000000000000000 @t3148))))
% 7.12/7.35  (step @p8031 :rule arith_poly_norm_rel :premises (@p8030) :args ((= (>= @t1420 0/1) @t3149)))
% 7.12/7.35  (step @p8032 :rule refl :args (0/1))
% 7.12/7.35  (step @p8033 :rule arith_poly_norm :args ((= @t3150 @t1420)))
% 7.12/7.35  (step @p8034 :rule arith_poly_norm :args ((= @t3151 @t3150)))
% 7.12/7.35  (step @p8035 :rule trans :premises (@p8034 @p8033))
% 7.12/7.35  (step @p8036 :rule cong :premises (@p8035 @p8032) :args (@t3152))
% 7.12/7.35  (step @p8037 :rule trans :premises (@p8036 @p8031))
% 7.12/7.35  (step @p8038 :rule nary_cong :premises (@p8037 @p8029) :args (@t3153))
% 7.12/7.35  (step @p8039 :rule cong :premises (@p229 @p8038) :args ((=> @t1244 @t3153)))
% 7.12/7.35  (assume-push @p13802 @t1244)
% 7.12/7.35  (step @p8041 :rule instantiate :premises (@p217) :args ((@list @t1420 0/1)))
% 7.12/7.35  (step-pop @p13803 :rule scope :premises (@p8041))
% 7.12/7.35  (step @p8042 :rule process_scope :premises (@p13803) :args (@t3153))
% 7.12/7.35  (step @p8044 :rule eq_resolve :premises (@p8042 @p8039))
% 7.12/7.35  (step @p8045 :rule implies_elim :premises (@p8044))
% 7.12/7.35  (step @p8046 :rule chain_m_resolution :premises (@p8045 @p217) :args (@t3154 @t1246 @t1247))
% 7.12/7.35  (assume-push @p13804 @t1199)
% 7.12/7.35  (assume-push @p13805 @t1930)
% 7.12/7.35  (assume-push @p13806 @t1929)
% 7.12/7.35  (assume-push @p13807 @t1932)
% 7.12/7.35  (assume-push @p13808 @t1203)
% 7.12/7.35  (assume-push @p13809 @t1175)
% 7.12/7.35  (assume-push @p13810 @t1857)
% 7.12/7.35  (assume-push @p13811 @t1187)
% 7.12/7.35  (assume-push @p13812 @t1927)
% 7.12/7.35  (assume-push @p13813 @t3149)
% 7.12/7.35  (step @p8057 :rule arith-elim-leq :args (@t3163 -64859166636634213/68057840762941080))
% 7.12/7.35  (step @p8058 :rule symm :premises (@p8057))
% 7.12/7.35  (step @p8059 :rule cong :premises (@p8058) :args ((not @t3164)))
% 7.12/7.35  (step @p8060 :rule arith-elim-gt :args (@t3163 -64859166636634213/68057840762941080))
% 7.12/7.35  (step @p8061 :rule trans :premises (@p8060 @p8059))
% 7.12/7.35  (step @p8062 :rule arith_poly_norm :args ((= (* -64859166636634213/68057840762941080 (- -64859166636634213/68057840762941080 @t3163)) (* -64859166636634213/68057840762941080 @t3148))))
% 7.12/7.35  (step @p8063 :rule arith_poly_norm_rel :premises (@p8062) :args ((= @t3164 @t3149)))
% 7.12/7.35  (step @p8064 :rule trans :premises (@p8057 @p8063))
% 7.12/7.35  (step @p8065 :rule cong :premises (@p8064) :args ((not @t3165)))
% 7.12/7.35  (step @p8066 :rule trans :premises (@p8061 @p8065))
% 7.12/7.35  (step @p8067 :rule symm :premises (@p8066))
% 7.12/7.35  (step @p8068 :rule trans :premises (@p8065 @p8067))
% 7.12/7.35  (assume-push @p13814 @t3165)
% 7.12/7.35  (step @p8070 :rule evaluate :args ((<= 0/1 -28337103922338013985202835538611/22685946920980360000000000000000)))
% 7.12/7.35  (step @p8071 :rule evaluate :args ((+ -64859166636634213/68057840762941080 199063337816699659/68057840762941080 -2000590970927669840717019732053/1361156815258821600000000000000 575450594309586934241624403569/68057840762941080000000000000000 -25187453867278563585160585166747/34028920381470540000000000000000 -23479078340237457467035905343/141787168256127250000000000000 30981793317532917502905640477/177233960320159062500000000000 2219083435278448895878811111853/11342973460490180000000000000000 -2076692823100677327155094258861/2835743365122545000000000000000 -246021624936389/500000000000000)))
% 7.12/7.35  (step @p3821 :rule evaluate :args (@t1200))
% 7.12/7.35  (step @p8072 :rule evaluate :args (@t3166))
% 7.12/7.35  (step @p8073 :rule evaluate :args (@t3167))
% 7.12/7.35  (step @p8074 :rule evaluate :args (@t3168))
% 7.12/7.35  (step @p8075 :rule evaluate :args (@t3169))
% 7.12/7.35  (step @p8076 :rule evaluate :args (@t3170))
% 7.12/7.35  (step @p8077 :rule evaluate :args (@t3171))
% 7.12/7.35  (step @p8078 :rule evaluate :args (@t3172))
% 7.12/7.35  (step @p8079 :rule evaluate :args (@t3173))
% 7.12/7.35  (step @p8080 :rule refl :args (-64859166636634213/68057840762941080))
% 7.12/7.35  (step @p8081 :rule nary_cong :premises (@p8080 @p8079 @p8078 @p8077 @p8076 @p8075 @p8074 @p8073 @p8072 @p3821) :args (@t3174))
% 7.12/7.35  (step @p8082 :rule trans :premises (@p8081 @p8071))
% 7.12/7.35  (step @p8083 :rule arith_poly_norm :args ((= @t3175 0/1)))
% 7.12/7.35  (step @p8084 :rule arith_poly_norm :args ((= @t3176 @t3175)))
% 7.12/7.35  (step @p8085 :rule trans :premises (@p8084 @p8083))
% 7.12/7.35  (step @p8086 :rule cong :premises (@p8085 @p8082) :args ((<= @t3176 @t3174)))
% 7.12/7.35  (step @p8087 :rule trans :premises (@p8086 @p8070))
% 7.12/7.35  (step @p3876 :rule arith_mult_neg :args (-1/1 @t1199))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p3877 :rule and_intro :premises (@p3443 @p166))
% 7.12/7.35  (step @p3878 :rule modus_ponens :premises (@p3877 @p3876))
% 7.12/7.35  (step @p8088 :rule arith_mult_neg :args (-50062479830326037/34028920381470540 @t1930))
% 7.12/7.35  (step @p8089 :rule evaluate :args ((< -50062479830326037/34028920381470540 0/1)))
% 7.12/7.35  (step @p8090 :rule true_elim :premises (@p8089))
% 7.12/7.35  (step @p8091 :rule and_intro :premises (@p8090 @p3601))
% 7.12/7.35  (step @p8092 :rule modus_ponens :premises (@p8091 @p8088))
% 7.12/7.35  (step @p8093 :rule arith_mult_pos :args (49413194553467867/11342973460490180 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p8094 :rule evaluate :args ((> 49413194553467867/11342973460490180 0/1)))
% 7.12/7.35  (step @p8095 :rule true_elim :premises (@p8094))
% 7.12/7.35  (step @p8096 :rule and_intro :premises (@p8095 @p3712))
% 7.12/7.35  (step @p8097 :rule modus_ponens :premises (@p8096 @p8093))
% 7.12/7.35  (step @p8098 :rule arith_mult_pos :args (25457298176245112/8507230095367635 @t1965))
% 7.12/7.35  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.35  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.35  (step @p8099 :rule evaluate :args ((> 25457298176245112/8507230095367635 0/1)))
% 7.12/7.35  (step @p8100 :rule true_elim :premises (@p8099))
% 7.12/7.35  (step @p8101 :rule and_intro :premises (@p8100 @p3677))
% 7.12/7.35  (step @p8102 :rule modus_ponens :premises (@p8101 @p8098))
% 7.12/7.35  (step @p8103 :rule arith_mult_neg :args (-2416614548084114/567148673024509 @t1203))
% 7.12/7.35  (step @p8104 :rule evaluate :args ((< -2416614548084114/567148673024509 0/1)))
% 7.12/7.35  (step @p8105 :rule true_elim :premises (@p8104))
% 7.12/7.35  (step @p8106 :rule and_intro :premises (@p8105 @p185))
% 7.12/7.35  (step @p8107 :rule modus_ponens :premises (@p8106 @p8103))
% 7.12/7.35  (step @p8108 :rule arith_mult_neg :args (-323129810216333357/68057840762941080 @t1175))
% 7.12/7.35  (step @p8109 :rule evaluate :args ((< -323129810216333357/68057840762941080 0/1)))
% 7.12/7.35  (step @p8110 :rule true_elim :premises (@p8109))
% 7.12/7.35  (step @p8111 :rule and_intro :premises (@p8110 @p43))
% 7.12/7.35  (step @p8112 :rule modus_ponens :premises (@p8111 @p8108))
% 7.12/7.35  (step @p8113 :rule arith_mult_pos :args (113291471700892099/68057840762941080 @t1901))
% 7.12/7.35  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.35  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.35  (step @p8114 :rule evaluate :args ((> 113291471700892099/68057840762941080 0/1)))
% 7.12/7.35  (step @p8115 :rule true_elim :premises (@p8114))
% 7.12/7.35  (step @p8116 :rule and_intro :premises (@p8115 @p3479))
% 7.12/7.35  (step @p8117 :rule modus_ponens :premises (@p8116 @p8113))
% 7.12/7.35  (step @p8118 :rule arith_mult_neg :args (-28985347600821415/6805784076294108 @t1187))
% 7.12/7.35  (step @p8119 :rule evaluate :args ((< -28985347600821415/6805784076294108 0/1)))
% 7.12/7.35  (step @p8120 :rule true_elim :premises (@p8119))
% 7.12/7.35  (step @p8121 :rule and_intro :premises (@p8120 @p109))
% 7.12/7.35  (step @p8122 :rule modus_ponens :premises (@p8121 @p8118))
% 7.12/7.35  (step @p8123 :rule arith_mult_pos :args (199063337816699659/68057840762941080 @t1941))
% 7.12/7.35  (step @p3722 :rule symm :premises (@p3569))
% 7.12/7.35  (step @p3731 :rule eq_resolve :premises (@p3574 @p3722))
% 7.12/7.35  (step @p8124 :rule evaluate :args ((> 199063337816699659/68057840762941080 0/1)))
% 7.12/7.35  (step @p8125 :rule true_elim :premises (@p8124))
% 7.12/7.35  (step @p8126 :rule and_intro :premises (@p8125 @p3731))
% 7.12/7.35  (step @p8127 :rule modus_ponens :premises (@p8126 @p8123))
% 7.12/7.35  (step @p8128 :rule arith_sum_ub :premises (@p13814 @p8127 @p8122 @p8117 @p8112 @p8107 @p8102 @p8097 @p8092 @p3878))
% 7.12/7.35  (step @p8129 false :rule eq_resolve :premises (@p8128 @p8087))
% 7.12/7.35  (step-pop @p13815 :rule scope :premises (@p8129))
% 7.12/7.35  (step @p8130 :rule process_scope :premises (@p13815) :args (false))
% 7.12/7.35  (step @p8132 :rule eq_resolve :premises (@p8130 @p8068))
% 7.12/7.35  (step @p8133 :rule eq_resolve :premises (@p8132 @p8061))
% 7.12/7.35  (step @p8134 :rule symm :premises (@p8064))
% 7.12/7.35  (step @p8135 :rule eq_resolve :premises (@p13813 @p8134))
% 7.12/7.35  (step @p8136 false :rule contra :premises (@p8135 @p8133))
% 7.12/7.35  (step-pop @p13816 :rule scope :premises (@p8136))
% 7.12/7.35  (step-pop @p13817 :rule scope :premises (@p13816))
% 7.12/7.35  (step-pop @p13818 :rule scope :premises (@p13817))
% 7.12/7.35  (step-pop @p13819 :rule scope :premises (@p13818))
% 7.12/7.35  (step-pop @p13820 :rule scope :premises (@p13819))
% 7.12/7.35  (step-pop @p13821 :rule scope :premises (@p13820))
% 7.12/7.35  (step-pop @p13822 :rule scope :premises (@p13821))
% 7.12/7.35  (step-pop @p13823 :rule scope :premises (@p13822))
% 7.12/7.35  (step-pop @p13824 :rule scope :premises (@p13823))
% 7.12/7.35  (step-pop @p13825 :rule scope :premises (@p13824))
% 7.12/7.35  (step @p8137 :rule process_scope :premises (@p13825) :args (false))
% 7.12/7.35  (assume-push @p13826 @t1175)
% 7.12/7.35  (assume-push @p13827 @t1932)
% 7.12/7.35  (assume-push @p13828 @t1857)
% 7.12/7.35  (assume-push @p13829 @t1930)
% 7.12/7.35  (assume-push @p13830 @t1187)
% 7.12/7.35  (assume-push @p13831 @t1929)
% 7.12/7.35  (assume-push @p13832 @t1927)
% 7.12/7.35  (assume-push @p13833 @t1199)
% 7.12/7.35  (assume-push @p13834 @t1203)
% 7.12/7.35  (assume-push @p13835 @t3149)
% 7.12/7.35  (step @p8158 :rule and_intro :premises (@p166 @p3601 @p3583 @p3610 @p185 @p43 @p3365 @p109 @p3574 @p13835))
% 7.12/7.35  (step-pop @p13836 :rule scope :premises (@p8158))
% 7.12/7.35  (step-pop @p13837 :rule scope :premises (@p13836))
% 7.12/7.35  (step-pop @p13838 :rule scope :premises (@p13837))
% 7.12/7.35  (step-pop @p13839 :rule scope :premises (@p13838))
% 7.12/7.35  (step-pop @p13840 :rule scope :premises (@p13839))
% 7.12/7.35  (step-pop @p13841 :rule scope :premises (@p13840))
% 7.12/7.35  (step-pop @p13842 :rule scope :premises (@p13841))
% 7.12/7.35  (step-pop @p13843 :rule scope :premises (@p13842))
% 7.12/7.35  (step-pop @p13844 :rule scope :premises (@p13843))
% 7.12/7.35  (step-pop @p13845 :rule scope :premises (@p13844))
% 7.12/7.35  (step @p8159 :rule process_scope :premises (@p13845) :args (@t3177))
% 7.12/7.35  (step @p8170 :rule implies_elim :premises (@p8159))
% 7.12/7.35  (step @p8171 :rule resolution :premises (@p8170 @p8137) :args (true @t3177))
% 7.12/7.35  (step @p8172 :rule not_and :premises (@p8171))
% 7.12/7.35  (step @p8173 :rule chain_m_resolution :premises (@p8172 @p43 @p3610 @p3365 @p3601 @p109 @p3583 @p3574 @p166 @p185) :args ((not @t3149) @t1903 @t1968))
% 7.12/7.35  (step @p8174 :rule cnf_or_pos :args (@t3154))
% 7.12/7.35  (step @p8175 :rule reordering :premises (@p8174) :args ((or @t3149 @t3137 (not @t3154))))
% 7.12/7.35  (step @p8176 :rule chain_m_resolution :premises (@p8175 @p8173 @p8046) :args (@t3137 @t2610 (@list @t3149 @t3154)))
% 7.12/7.35  (step @p8177 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1440)) (* -1/1 (- @t1440 0/1)))))
% 7.12/7.35  (step @p8178 :rule arith_poly_norm_rel :premises (@p8177) :args ((= @t3179 @t3178)))
% 7.12/7.35  (step @p8179 :rule arith_poly_norm :args ((= (* -3790627173587914/1897792651649489 (- @t1439 0/1)) (* -39801585322673097/125000000000000000 (- @t2654 3790627173587914/1897792651649489)))))
% 7.12/7.35  (step @p8180 :rule arith_poly_norm_rel :premises (@p8179) :args ((= (>= @t1439 0/1) @t2655)))
% 7.12/7.35  (step @p8181 :rule refl :args (0/1))
% 7.12/7.35  (step @p8182 :rule arith_poly_norm :args ((= @t3180 @t1439)))
% 7.12/7.35  (step @p8183 :rule arith_poly_norm :args ((= @t3181 @t3180)))
% 7.12/7.35  (step @p8184 :rule trans :premises (@p8183 @p8182))
% 7.12/7.35  (step @p8185 :rule cong :premises (@p8184 @p8181) :args (@t3182))
% 7.12/7.35  (step @p8186 :rule trans :premises (@p8185 @p8180))
% 7.12/7.35  (step @p8187 :rule nary_cong :premises (@p8186 @p8178) :args (@t3183))
% 7.12/7.35  (step @p8188 :rule cong :premises (@p229 @p8187) :args ((=> @t1244 @t3183)))
% 7.12/7.35  (assume-push @p13846 @t1244)
% 7.12/7.35  (step @p8190 :rule instantiate :premises (@p217) :args ((@list @t1439 0/1)))
% 7.12/7.35  (step-pop @p13847 :rule scope :premises (@p8190))
% 7.12/7.35  (step @p8191 :rule process_scope :premises (@p13847) :args (@t3183))
% 7.12/7.35  (step @p8193 :rule eq_resolve :premises (@p8191 @p8188))
% 7.12/7.35  (step @p8194 :rule implies_elim :premises (@p8193))
% 7.12/7.35  (step @p8195 :rule chain_m_resolution :premises (@p8194 @p217) :args (@t3184 @t1246 @t1247))
% 7.12/7.35  (step @p8196 :rule cnf_or_pos :args (@t3184))
% 7.12/7.35  (step @p8197 :rule reordering :premises (@p8196) :args ((or @t2655 @t3178 (not @t3184))))
% 7.12/7.35  (step @p8198 :rule chain_m_resolution :premises (@p8197 @p6269 @p8195) :args (@t3178 @t2610 (@list @t2655 @t3184)))
% 7.12/7.35  (step @p8199 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1458)) (* -1/1 (- @t1458 0/1)))))
% 7.12/7.35  (step @p8200 :rule arith_poly_norm_rel :premises (@p8199) :args ((= @t3186 @t3185)))
% 7.12/7.35  (step @p8201 :rule arith_poly_norm :args ((= (* -47620091562705691/139144677747215173 (- @t1457 0/1)) (* -47620091562705691/1000000000000000000 @t3188))))
% 7.12/7.35  (step @p8202 :rule arith_poly_norm_rel :premises (@p8201) :args ((= (>= @t1457 0/1) @t3189)))
% 7.12/7.35  (step @p8203 :rule refl :args (0/1))
% 7.12/7.35  (step @p8204 :rule arith_poly_norm :args ((= @t3190 @t1457)))
% 7.12/7.35  (step @p8205 :rule arith_poly_norm :args ((= @t3191 @t3190)))
% 7.12/7.35  (step @p8206 :rule trans :premises (@p8205 @p8204))
% 7.12/7.35  (step @p8207 :rule cong :premises (@p8206 @p8203) :args (@t3192))
% 7.12/7.35  (step @p8208 :rule trans :premises (@p8207 @p8202))
% 7.12/7.35  (step @p8209 :rule nary_cong :premises (@p8208 @p8200) :args (@t3193))
% 7.12/7.35  (step @p8210 :rule cong :premises (@p229 @p8209) :args ((=> @t1244 @t3193)))
% 7.12/7.35  (assume-push @p13848 @t1244)
% 7.12/7.35  (step @p8212 :rule instantiate :premises (@p217) :args ((@list @t1457 0/1)))
% 7.12/7.35  (step-pop @p13849 :rule scope :premises (@p8212))
% 7.12/7.35  (step @p8213 :rule process_scope :premises (@p13849) :args (@t3193))
% 7.12/7.35  (step @p8215 :rule eq_resolve :premises (@p8213 @p8210))
% 7.12/7.35  (step @p8216 :rule implies_elim :premises (@p8215))
% 7.12/7.35  (step @p8217 :rule chain_m_resolution :premises (@p8216 @p217) :args (@t3194 @t1246 @t1247))
% 7.12/7.35  (assume-push @p13850 @t3189)
% 7.12/7.35  (assume-push @p13851 @t1929)
% 7.12/7.35  (assume-push @p13852 @t1199)
% 7.12/7.35  (assume-push @p13853 @t1248)
% 7.12/7.35  (assume-push @p13854 @t1178)
% 7.12/7.35  (assume-push @p13855 @t1181)
% 7.12/7.35  (assume-push @p13856 @t1930)
% 7.12/7.35  (assume-push @p13857 @t1187)
% 7.12/7.35  (assume-push @p13858 @t1195)
% 7.12/7.35  (assume-push @p13859 @t1251)
% 7.12/7.35  (step @p3960 :rule symm :premises (@p258))
% 7.12/7.35  (step @p3961 :rule cong :premises (@p3960) :args (@t2034))
% 7.12/7.35  (step @p3962 :rule arith-elim-gt :args (|tptp.'X_8'| 20431380448199/500000000000000))
% 7.12/7.35  (step @p3963 :rule trans :premises (@p3962 @p3961))
% 7.12/7.35  (step @p3964 :rule cong :premises (@p259) :args (@t2036))
% 7.12/7.35  (step @p3965 :rule trans :premises (@p3963 @p3964))
% 7.12/7.35  (step @p3966 :rule symm :premises (@p3965))
% 7.12/7.35  (step @p3967 :rule trans :premises (@p3964 @p3966))
% 7.12/7.35  (assume-push @p13860 @t2035)
% 7.12/7.35  (step @p8229 :rule evaluate :args ((<= 0/1 -749714753243135243977519878645287921/406528707534701365000000000000000000)))
% 7.12/7.35  (step @p8230 :rule evaluate :args ((+ 20431380448199/500000000000000 -2072184714024634455309775528751/3048965306510260237500000000000 -7166764983164493925608109232383/16261148301388054600000000000000 -7801236642664285397530038700563/20326435376735068250000000000000 -1059985586399725287104988556713763/1219586122604104095000000000000000000 -34736089729851630753898066551/1016321768836753412500000000000 13880643061643107057346386163029/121958612260410409500000000000000 -34232599720620083989938020630297/121958612260410409500000000000000 264518129635006442698456007571/16261148301388054600000000000000 -47620091562705691/243917224520820819)))
% 7.12/7.35  (step @p8231 :rule evaluate :args (@t3195))
% 7.12/7.35  (step @p8232 :rule evaluate :args (@t3196))
% 7.12/7.35  (step @p8233 :rule evaluate :args (@t3197))
% 7.12/7.35  (step @p8234 :rule evaluate :args (@t3198))
% 7.12/7.35  (step @p8235 :rule evaluate :args (@t3199))
% 7.12/7.35  (step @p8236 :rule evaluate :args (@t3200))
% 7.12/7.35  (step @p8237 :rule evaluate :args (@t3201))
% 7.12/7.35  (step @p8238 :rule evaluate :args (@t3202))
% 7.12/7.35  (step @p8239 :rule evaluate :args (@t3203))
% 7.12/7.35  (step @p3980 :rule refl :args (20431380448199/500000000000000))
% 7.12/7.35  (step @p8240 :rule nary_cong :premises (@p3980 @p8239 @p8238 @p8237 @p8236 @p8235 @p8234 @p8233 @p8232 @p8231) :args (@t3204))
% 7.12/7.35  (step @p8241 :rule trans :premises (@p8240 @p8230))
% 7.12/7.35  (step @p8242 :rule arith_poly_norm :args ((= (+ |tptp.'X_8'| @t3213 @t3212 @t3211 @t3210 @t3209 @t3208 @t3207 @t3206 @t3205) 0/1)))
% 7.12/7.35  (step @p8243 :rule arith_poly_norm :args ((= @t3215 @t3205)))
% 7.12/7.35  (step @p8244 :rule refl :args (@t3206))
% 7.12/7.35  (step @p8245 :rule refl :args (@t3207))
% 7.12/7.35  (step @p8246 :rule refl :args (@t3208))
% 7.12/7.35  (step @p8247 :rule refl :args (@t3209))
% 7.12/7.35  (step @p8248 :rule refl :args (@t3210))
% 7.12/7.35  (step @p8249 :rule refl :args (@t3211))
% 7.12/7.35  (step @p8250 :rule refl :args (@t3212))
% 7.12/7.35  (step @p8251 :rule refl :args (@t3213))
% 7.12/7.35  (step @p8252 :rule nary_cong :premises (@p181 @p8251 @p8250 @p8249 @p8248 @p8247 @p8246 @p8245 @p8244 @p8243) :args (@t3216))
% 7.12/7.35  (step @p8253 :rule trans :premises (@p8252 @p8242))
% 7.12/7.35  (step @p8254 :rule cong :premises (@p8253 @p8241) :args ((<= @t3216 @t3204)))
% 7.12/7.35  (step @p8255 :rule trans :premises (@p8254 @p8229))
% 7.12/7.35  (step @p8256 :rule arith_mult_pos :args (139144677747215173/243917224520820819 (<= @t3214 -47620091562705691/139144677747215173)))
% 7.12/7.35  (step @p8257 :rule arith_poly_norm :args ((= (* -47620091562705691/139144677747215173 (- -47620091562705691/139144677747215173 @t3214)) (* -47620091562705691/139144677747215173 @t3188))))
% 7.12/7.35  (step @p8258 :rule arith_poly_norm_rel :premises (@p8257) :args ((= (>= -47620091562705691/139144677747215173 @t3214) @t3189)))
% 7.12/7.35  (step @p8259 :rule arith-elim-leq :args (@t3214 -47620091562705691/139144677747215173))
% 7.12/7.35  (step @p8260 :rule trans :premises (@p8259 @p8258))
% 7.12/7.35  (step @p8261 :rule symm :premises (@p8260))
% 7.12/7.35  (step @p8262 :rule eq_resolve :premises (@p13850 @p8261))
% 7.12/7.35  (step @p8263 :rule evaluate :args ((> 139144677747215173/243917224520820819 0/1)))
% 7.12/7.35  (step @p8264 :rule true_elim :premises (@p8263))
% 7.12/7.35  (step @p8265 :rule and_intro :premises (@p8264 @p8262))
% 7.12/7.35  (step @p8266 :rule modus_ponens :premises (@p8265 @p8256))
% 7.12/7.35  (step @p8267 :rule arith_mult_pos :args (29450640734772345/81305741506940273 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p8268 :rule evaluate :args ((> 29450640734772345/81305741506940273 0/1)))
% 7.12/7.35  (step @p8269 :rule true_elim :premises (@p8268))
% 7.12/7.35  (step @p8270 :rule and_intro :premises (@p8269 @p3712))
% 7.12/7.35  (step @p8271 :rule modus_ponens :premises (@p8270 @p8267))
% 7.12/7.35  (step @p8272 :rule arith_mult_neg :args (-139144677747215173/243917224520820819 @t1199))
% 7.12/7.35  (step @p8273 :rule evaluate :args ((< -139144677747215173/243917224520820819 0/1)))
% 7.12/7.35  (step @p8274 :rule true_elim :premises (@p8273))
% 7.12/7.35  (step @p8275 :rule and_intro :premises (@p8274 @p166))
% 7.12/7.35  (step @p8276 :rule modus_ponens :premises (@p8275 @p8272))
% 7.12/7.35  (step @p8277 :rule arith_mult_pos :args (175819166464083299/243917224520820819 @t1899))
% 7.12/7.35  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.35  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.35  (step @p8278 :rule evaluate :args ((> 175819166464083299/243917224520820819 0/1)))
% 7.12/7.35  (step @p8279 :rule true_elim :premises (@p8278))
% 7.12/7.35  (step @p8280 :rule and_intro :premises (@p8279 @p3460))
% 7.12/7.35  (step @p8281 :rule modus_ponens :premises (@p8280 @p8277))
% 7.12/7.35  (step @p8282 :rule arith_mult_neg :args (-49256645237276760/81305741506940273 @t1178))
% 7.12/7.35  (step @p8283 :rule evaluate :args ((< -49256645237276760/81305741506940273 0/1)))
% 7.12/7.35  (step @p8284 :rule true_elim :premises (@p8283))
% 7.12/7.35  (step @p8285 :rule and_intro :premises (@p8284 @p62))
% 7.12/7.35  (step @p8286 :rule modus_ponens :premises (@p8285 @p8282))
% 7.12/7.35  (step @p8287 :rule arith_mult_neg :args (-68844059775948763/243917224520820819 @t1181))
% 7.12/7.35  (step @p8288 :rule evaluate :args ((< -68844059775948763/243917224520820819 0/1)))
% 7.12/7.35  (step @p8289 :rule true_elim :premises (@p8288))
% 7.12/7.35  (step @p8290 :rule and_intro :premises (@p8289 @p81))
% 7.12/7.35  (step @p8291 :rule modus_ponens :premises (@p8290 @p8287))
% 7.12/7.35  (step @p8292 :rule arith_mult_neg :args (-188063081708857771/243917224520820819 @t1930))
% 7.12/7.35  (step @p8293 :rule evaluate :args ((< -188063081708857771/243917224520820819 0/1)))
% 7.12/7.35  (step @p8294 :rule true_elim :premises (@p8293))
% 7.12/7.35  (step @p8295 :rule and_intro :premises (@p8294 @p3601))
% 7.12/7.35  (step @p8296 :rule modus_ponens :premises (@p8295 @p8292))
% 7.12/7.35  (step @p8297 :rule arith_mult_neg :args (-103834905400024565/81305741506940273 @t1187))
% 7.12/7.35  (step @p8298 :rule evaluate :args ((< -103834905400024565/81305741506940273 0/1)))
% 7.12/7.35  (step @p8299 :rule true_elim :premises (@p8298))
% 7.12/7.35  (step @p8300 :rule and_intro :premises (@p8299 @p109))
% 7.12/7.35  (step @p8301 :rule modus_ponens :premises (@p8300 @p8297))
% 7.12/7.35  (step @p8302 :rule arith_mult_neg :args (-165969085180287440/243917224520820819 @t1195))
% 7.12/7.35  (step @p8303 :rule evaluate :args ((< -165969085180287440/243917224520820819 0/1)))
% 7.12/7.35  (step @p8304 :rule true_elim :premises (@p8303))
% 7.12/7.35  (step @p8305 :rule and_intro :premises (@p8304 @p147))
% 7.12/7.35  (step @p8306 :rule modus_ponens :premises (@p8305 @p8302))
% 7.12/7.35  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.35  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.35  (step @p8307 :rule arith_sum_ub :premises (@p4058 @p8306 @p8301 @p8296 @p8291 @p8286 @p8281 @p8276 @p8271 @p8266))
% 7.12/7.35  (step @p8308 false :rule eq_resolve :premises (@p8307 @p8255))
% 7.12/7.35  (step-pop @p13861 :rule scope :premises (@p8308))
% 7.12/7.35  (step @p8309 :rule process_scope :premises (@p13861) :args (false))
% 7.12/7.35  (step @p8311 :rule eq_resolve :premises (@p8309 @p3967))
% 7.12/7.35  (step @p8312 :rule eq_resolve :premises (@p8311 @p3963))
% 7.12/7.35  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.35  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.35  (step @p8313 false :rule contra :premises (@p4058 @p8312))
% 7.12/7.35  (step-pop @p13862 :rule scope :premises (@p8313))
% 7.12/7.35  (step-pop @p13863 :rule scope :premises (@p13862))
% 7.12/7.35  (step-pop @p13864 :rule scope :premises (@p13863))
% 7.12/7.35  (step-pop @p13865 :rule scope :premises (@p13864))
% 7.12/7.35  (step-pop @p13866 :rule scope :premises (@p13865))
% 7.12/7.35  (step-pop @p13867 :rule scope :premises (@p13866))
% 7.12/7.35  (step-pop @p13868 :rule scope :premises (@p13867))
% 7.12/7.35  (step-pop @p13869 :rule scope :premises (@p13868))
% 7.12/7.35  (step-pop @p13870 :rule scope :premises (@p13869))
% 7.12/7.35  (step-pop @p13871 :rule scope :premises (@p13870))
% 7.12/7.35  (step @p8314 :rule process_scope :premises (@p13871) :args (false))
% 7.12/7.35  (assume-push @p13872 @t1248)
% 7.12/7.35  (assume-push @p13873 @t1178)
% 7.12/7.35  (assume-push @p13874 @t1181)
% 7.12/7.35  (assume-push @p13875 @t1930)
% 7.12/7.35  (assume-push @p13876 @t1187)
% 7.12/7.35  (assume-push @p13877 @t1929)
% 7.12/7.35  (assume-push @p13878 @t1195)
% 7.12/7.35  (assume-push @p13879 @t1199)
% 7.12/7.35  (assume-push @p13880 @t1251)
% 7.12/7.35  (assume-push @p13881 @t3189)
% 7.12/7.35  (step @p8335 :rule and_intro :premises (@p13881 @p3583 @p166 @p246 @p62 @p81 @p3601 @p109 @p147 @p264))
% 7.12/7.35  (step-pop @p13882 :rule scope :premises (@p8335))
% 7.12/7.35  (step-pop @p13883 :rule scope :premises (@p13882))
% 7.12/7.35  (step-pop @p13884 :rule scope :premises (@p13883))
% 7.12/7.35  (step-pop @p13885 :rule scope :premises (@p13884))
% 7.12/7.35  (step-pop @p13886 :rule scope :premises (@p13885))
% 7.12/7.35  (step-pop @p13887 :rule scope :premises (@p13886))
% 7.12/7.35  (step-pop @p13888 :rule scope :premises (@p13887))
% 7.12/7.35  (step-pop @p13889 :rule scope :premises (@p13888))
% 7.12/7.35  (step-pop @p13890 :rule scope :premises (@p13889))
% 7.12/7.35  (step-pop @p13891 :rule scope :premises (@p13890))
% 7.12/7.35  (step @p8336 :rule process_scope :premises (@p13891) :args (@t3217))
% 7.12/7.35  (step @p8347 :rule implies_elim :premises (@p8336))
% 7.12/7.35  (step @p8348 :rule resolution :premises (@p8347 @p8314) :args (true @t3217))
% 7.12/7.35  (step @p8349 :rule not_and :premises (@p8348))
% 7.12/7.35  (step @p8350 :rule chain_m_resolution :premises (@p8349 @p246 @p62 @p81 @p3601 @p109 @p3583 @p147 @p166 @p264) :args ((not @t3189) @t1903 (@list @t1248 @t1178 @t1181 @t1930 @t1187 @t1929 @t1195 @t1199 @t1251)))
% 7.12/7.35  (step @p8351 :rule cnf_or_pos :args (@t3194))
% 7.12/7.35  (step @p8352 :rule reordering :premises (@p8351) :args ((or @t3189 @t3185 (not @t3194))))
% 7.12/7.35  (step @p8353 :rule chain_m_resolution :premises (@p8352 @p8350 @p8217) :args (@t3185 @t2610 (@list @t3189 @t3194)))
% 7.12/7.35  (step @p8354 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1569)) (* -1/1 (- @t1569 0/1)))))
% 7.12/7.35  (step @p8355 :rule arith_poly_norm_rel :premises (@p8354) :args ((= @t3219 @t3218)))
% 7.12/7.35  (step @p8356 :rule arith_poly_norm :args ((= (* -5245209926828789/4063345090106681 (- @t1568 0/1)) (* -36716469487801523/125000000000000000 @t3221))))
% 7.12/7.35  (step @p8357 :rule arith_poly_norm_rel :premises (@p8356) :args ((= (>= @t1568 0/1) @t3222)))
% 7.12/7.35  (step @p8358 :rule refl :args (0/1))
% 7.12/7.35  (step @p8359 :rule arith_poly_norm :args ((= @t3223 @t1568)))
% 7.12/7.35  (step @p8360 :rule arith_poly_norm :args ((= @t3224 @t3223)))
% 7.12/7.35  (step @p8361 :rule trans :premises (@p8360 @p8359))
% 7.12/7.35  (step @p8362 :rule cong :premises (@p8361 @p8358) :args (@t3225))
% 7.12/7.35  (step @p8363 :rule trans :premises (@p8362 @p8357))
% 7.12/7.35  (step @p8364 :rule nary_cong :premises (@p8363 @p8355) :args (@t3226))
% 7.12/7.35  (step @p8365 :rule cong :premises (@p229 @p8364) :args ((=> @t1244 @t3226)))
% 7.12/7.35  (assume-push @p13892 @t1244)
% 7.12/7.35  (step @p8367 :rule instantiate :premises (@p217) :args ((@list @t1568 0/1)))
% 7.12/7.35  (step-pop @p13893 :rule scope :premises (@p8367))
% 7.12/7.35  (step @p8368 :rule process_scope :premises (@p13893) :args (@t3226))
% 7.12/7.35  (step @p8370 :rule eq_resolve :premises (@p8368 @p8365))
% 7.12/7.35  (step @p8371 :rule implies_elim :premises (@p8370))
% 7.12/7.35  (step @p8372 :rule chain_m_resolution :premises (@p8371 @p217) :args (@t3227 @t1246 @t1247))
% 7.12/7.35  (step @p8373 :rule bool-double-not-elim :args (@t3228))
% 7.12/7.35  (step @p8374 :rule refl :args (@t3229))
% 7.12/7.35  (step @p8375 :rule refl :args (@t1925))
% 7.12/7.35  (step @p8376 :rule nary_cong :premises (@p8375 @p8374 @p8373) :args ((or @t1925 @t3229 (not @t3230))))
% 7.12/7.35  (assume-push @p13894 @t1908)
% 7.12/7.35  (assume-push @p13895 @t3230)
% 7.12/7.35  (assume-push @p13896 @t1919)
% 7.12/7.35  (step @p3688 :rule arith-elim-lt :args (@t1918 12600974913839602/119693318874395799))
% 7.12/7.35  (step @p3689 :rule symm :premises (@p3688))
% 7.12/7.35  (assume-push @p13897 @t1919)
% 7.12/7.35  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.35  (step @p6075 :rule evaluate :args (@t2623))
% 7.12/7.35  (step @p8381 :rule evaluate :args ((+ -12600974913839602/119693318874395799 0/1 12600974913839602/119693318874395799)))
% 7.12/7.35  (step @p8382 :rule refl :args (12600974913839602/119693318874395799))
% 7.12/7.35  (step @p8383 :rule evaluate :args (@t3231))
% 7.12/7.35  (step @p8384 :rule evaluate :args (@t3232))
% 7.12/7.35  (step @p8385 :rule nary_cong :premises (@p8384 @p8383 @p8382) :args (@t3233))
% 7.12/7.35  (step @p8386 :rule trans :premises (@p8385 @p8381))
% 7.12/7.35  (step @p8387 :rule arith_poly_norm :args ((= (+ @t3234 @t1905 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1) 0/1)))
% 7.12/7.35  (step @p6082 :rule arith_poly_norm :args (@t2627))
% 7.12/7.35  (step @p6083 :rule arith_poly_norm :args (@t2629))
% 7.12/7.35  (step @p6084 :rule arith_poly_norm :args (@t2631))
% 7.12/7.35  (step @p6085 :rule arith_poly_norm :args (@t2633))
% 7.12/7.35  (step @p6086 :rule arith_poly_norm :args (@t2635))
% 7.12/7.35  (step @p6087 :rule arith_poly_norm :args (@t2637))
% 7.12/7.35  (step @p6088 :rule arith_poly_norm :args (@t2639))
% 7.12/7.35  (step @p6089 :rule arith_poly_norm :args (@t2641))
% 7.12/7.35  (step @p6090 :rule arith_poly_norm :args (@t2643))
% 7.12/7.35  (step @p8388 :rule refl :args (@t1905))
% 7.12/7.35  (step @p8389 :rule refl :args (@t3234))
% 7.12/7.35  (step @p8390 :rule nary_cong :premises (@p8389 @p8388 @p6090 @p6089 @p6088 @p6087 @p6086 @p6085 @p6084 @p6083 @p6082) :args (@t3235))
% 7.12/7.35  (step @p8391 :rule trans :premises (@p8390 @p8387))
% 7.12/7.35  (step @p8392 :rule arith_poly_norm :args ((= @t3237 @t3235)))
% 7.12/7.35  (step @p8393 :rule trans :premises (@p8392 @p8391))
% 7.12/7.35  (step @p8394 :rule cong :premises (@p8393 @p8386) :args (@t3238))
% 7.12/7.35  (step @p8395 :rule trans :premises (@p8394 @p6075))
% 7.12/7.35  (step @p8396 :rule cong :premises (@p8395) :args ((not @t3238)))
% 7.12/7.35  (step @p8397 :rule trans :premises (@p8396 @p3396))
% 7.12/7.35  (step @p8398 :rule arith-elim-lt :args (@t3237 @t3233))
% 7.12/7.35  (step @p8399 :rule trans :premises (@p8398 @p8397))
% 7.12/7.35  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.35  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.35  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.35  (step @p8403 :rule eq_resolve :premises (@p13894 @p8402))
% 7.12/7.35  (step @p8404 :rule arith_mult_pos :args (500000000000000000/119693318874395799 (< @t1299 0/1)))
% 7.12/7.35  (step @p8405 :rule arith-elim-lt :args (@t1299 0/1))
% 7.12/7.35  (step @p8406 :rule symm :premises (@p8405))
% 7.12/7.35  (step @p8407 :rule eq_resolve :premises (@p13895 @p8406))
% 7.12/7.35  (step @p8408 :rule evaluate :args ((> 500000000000000000/119693318874395799 0/1)))
% 7.12/7.35  (step @p8409 :rule true_elim :premises (@p8408))
% 7.12/7.35  (step @p8410 :rule and_intro :premises (@p8409 @p8407))
% 7.12/7.35  (step @p8411 :rule modus_ponens :premises (@p8410 @p8404))
% 7.12/7.35  (step @p8412 :rule arith_mult_neg :args (-1/1 @t1919))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p8413 :rule and_intro :premises (@p3443 @p13896))
% 7.12/7.35  (step @p8414 :rule modus_ponens :premises (@p8413 @p8412))
% 7.12/7.35  (step @p8415 :rule arith_sum_ub :premises (@p8414 @p8411 @p8403))
% 7.12/7.35  (step @p8416 false :rule eq_resolve :premises (@p8415 @p8399))
% 7.12/7.35  (step-pop @p13898 :rule scope :premises (@p8416))
% 7.12/7.35  (step @p8417 :rule process_scope :premises (@p13898) :args (false))
% 7.12/7.35  (step @p8419 :rule eq_resolve :premises (@p8417 @p3689))
% 7.12/7.35  (step @p8420 :rule eq_resolve :premises (@p8419 @p3688))
% 7.12/7.35  (step @p8421 false :rule contra :premises (@p13896 @p8420))
% 7.12/7.35  (step-pop @p13899 :rule scope :premises (@p8421))
% 7.12/7.35  (step-pop @p13900 :rule scope :premises (@p13899))
% 7.12/7.35  (step-pop @p13901 :rule scope :premises (@p13900))
% 7.12/7.35  (step @p8422 :rule process_scope :premises (@p13901) :args (false))
% 7.12/7.35  (assume-push @p13902 @t1919)
% 7.12/7.35  (assume-push @p13903 @t1908)
% 7.12/7.35  (assume-push @p13904 @t3230)
% 7.12/7.35  (step @p8429 :rule and_intro :premises (@p13903 @p13904 @p13902))
% 7.12/7.35  (step-pop @p13905 :rule scope :premises (@p8429))
% 7.12/7.35  (step-pop @p13906 :rule scope :premises (@p13905))
% 7.12/7.35  (step-pop @p13907 :rule scope :premises (@p13906))
% 7.12/7.35  (step @p8430 :rule process_scope :premises (@p13907) :args (@t3242))
% 7.12/7.35  (step @p8434 :rule implies_elim :premises (@p8430))
% 7.12/7.35  (step @p8435 :rule resolution :premises (@p8434 @p8422) :args (true @t3242))
% 7.12/7.35  (step @p8436 :rule not_and :premises (@p8435))
% 7.12/7.35  (step @p8437 :rule eq_resolve :premises (@p8436 @p8376))
% 7.12/7.35  (step @p8438 :rule chain_m_resolution :premises (@p8437 @p3770 @p3773) :args (@t3228 @t1904 (@list @t1919 @t1908)))
% 7.12/7.35  (assume-push @p13908 @t3222)
% 7.12/7.35  (assume-push @p13909 @t1175)
% 7.12/7.35  (assume-push @p13910 @t1857)
% 7.12/7.35  (assume-push @p13911 @t1187)
% 7.12/7.35  (assume-push @p13912 @t1929)
% 7.12/7.35  (assume-push @p13913 @t1195)
% 7.12/7.35  (assume-push @p13914 @t3228)
% 7.12/7.35  (assume-push @p13915 @t1908)
% 7.12/7.35  (assume-push @p13916 @t2074)
% 7.12/7.35  (assume-push @p13917 @t1184)
% 7.12/7.35  (assume-push @p13918 @t1203)
% 7.12/7.35  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.35  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.35  (assume-push @p13919 @t1203)
% 7.12/7.35  (step @p8451 :rule evaluate :args ((<= 0/1 -1726092694506362411797745586464711985936963413432321649539862185147/1982308392464108541743196193664618093704291470848611000000000000000)))
% 7.12/7.35  (step @p8452 :rule evaluate :args ((+ -19431380448199/500000000000000 211100679187851732175091096477233791433523631198656996748363360837/247788549058013567717899524208077261713036433856076375000000000000 1195362804263560010846095547805992382896534831715361/1982308392464108541743196193664618093704291470848611 -105069912495545912197901329439534278872499302951268/1982308392464108541743196193664618093704291470848611 0/1 -932252491371502064336239237355296014233705556653407124287826234237/1982308392464108541743196193664618093704291470848611000000000000000 38533377194690957786468098235542840526781507231327868530217907517/495577098116027135435799048416154523426072867712152750000000000000 -163933160334984156772989300506910559676569056495587947571546407179/991154196232054270871598096832309046852145735424305500000000000000 1106855360773845657556169707781847396369311623354646246951777079/991154196232054270871598096832309046852145735424305500000000000000 -14452278856697682852235524815584935875429091072019542399814000537/247788549058013567717899524208077261713036433856076375000000000000 -3208763219303194312347793488204159702662912525374976/1982308392464108541743196193664618093704291470848611)))
% 7.12/7.35  (step @p8453 :rule evaluate :args (@t3243))
% 7.12/7.35  (step @p8454 :rule evaluate :args (@t3244))
% 7.12/7.35  (step @p8455 :rule evaluate :args (@t3245))
% 7.12/7.35  (step @p8456 :rule evaluate :args (@t3246))
% 7.12/7.35  (step @p8457 :rule evaluate :args (@t3247))
% 7.12/7.35  (step @p8458 :rule evaluate :args (@t3248))
% 7.12/7.35  (step @p8459 :rule evaluate :args (@t3249))
% 7.12/7.35  (step @p8460 :rule evaluate :args (@t3250))
% 7.12/7.35  (step @p8461 :rule evaluate :args (@t3251))
% 7.12/7.35  (step @p8462 :rule evaluate :args (@t3252))
% 7.12/7.35  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.35  (step @p8463 :rule nary_cong :premises (@p4949 @p8462 @p8461 @p8460 @p8459 @p8458 @p8457 @p8456 @p8455 @p8454 @p8453) :args (@t3253))
% 7.12/7.35  (step @p8464 :rule trans :premises (@p8463 @p8452))
% 7.12/7.35  (step @p8465 :rule arith_poly_norm :args ((= (+ @t1202 @t3263 @t3262 @t3261 @t3260 @t3259 @t3258 @t3257 @t3256 @t3255 @t3254) 0/1)))
% 7.12/7.35  (step @p8466 :rule arith_poly_norm :args ((= @t3265 @t3254)))
% 7.12/7.35  (step @p8467 :rule refl :args (@t3255))
% 7.12/7.35  (step @p8468 :rule refl :args (@t3256))
% 7.12/7.35  (step @p8469 :rule refl :args (@t3257))
% 7.12/7.35  (step @p8470 :rule refl :args (@t3258))
% 7.12/7.35  (step @p8471 :rule refl :args (@t3259))
% 7.12/7.35  (step @p8472 :rule refl :args (@t3260))
% 7.12/7.35  (step @p8473 :rule arith_poly_norm :args ((= @t3266 @t3261)))
% 7.12/7.35  (step @p8474 :rule arith_poly_norm :args ((= @t3267 @t3262)))
% 7.12/7.35  (step @p8475 :rule refl :args (@t3263))
% 7.12/7.35  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.35  (step @p8476 :rule nary_cong :premises (@p4962 @p8475 @p8474 @p8473 @p8472 @p8471 @p8470 @p8469 @p8468 @p8467 @p8466) :args (@t3268))
% 7.12/7.35  (step @p8477 :rule trans :premises (@p8476 @p8465))
% 7.12/7.35  (step @p8478 :rule cong :premises (@p8477 @p8464) :args ((<= @t3268 @t3253)))
% 7.12/7.35  (step @p8479 :rule trans :premises (@p8478 @p8451))
% 7.12/7.35  (step @p8480 :rule arith_mult_pos :args (2485756043009969442024316712005327807175382415445504/1982308392464108541743196193664618093704291470848611 (<= @t3264 -5245209926828789/4063345090106681)))
% 7.12/7.35  (step @p8481 :rule arith_poly_norm :args ((= (* -5245209926828789/4063345090106681 (- -5245209926828789/4063345090106681 @t3264)) (* -5245209926828789/4063345090106681 @t3221))))
% 7.12/7.35  (step @p8482 :rule arith_poly_norm_rel :premises (@p8481) :args ((= (>= -5245209926828789/4063345090106681 @t3264) @t3222)))
% 7.12/7.35  (step @p8483 :rule arith-elim-leq :args (@t3264 -5245209926828789/4063345090106681))
% 7.12/7.35  (step @p8484 :rule trans :premises (@p8483 @p8482))
% 7.12/7.35  (step @p8485 :rule symm :premises (@p8484))
% 7.12/7.35  (step @p8486 :rule eq_resolve :premises (@p13908 @p8485))
% 7.12/7.35  (step @p8487 :rule evaluate :args ((> 2485756043009969442024316712005327807175382415445504/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8488 :rule true_elim :premises (@p8487))
% 7.12/7.35  (step @p8489 :rule and_intro :premises (@p8488 @p8486))
% 7.12/7.35  (step @p8490 :rule modus_ponens :premises (@p8489 @p8480))
% 7.12/7.35  (step @p8491 :rule arith_mult_neg :args (-741633060453970577240360666490231652543899442299388/1982308392464108541743196193664618093704291470848611 @t1175))
% 7.12/7.35  (step @p8492 :rule evaluate :args ((< -741633060453970577240360666490231652543899442299388/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8493 :rule true_elim :premises (@p8492))
% 7.12/7.35  (step @p8494 :rule and_intro :premises (@p8493 @p43))
% 7.12/7.35  (step @p8495 :rule modus_ponens :premises (@p8494 @p8491))
% 7.12/7.35  (step @p8496 :rule arith_mult_pos :args (435822897819889338995116381211730155389289014368618/1982308392464108541743196193664618093704291470848611 @t1901))
% 7.12/7.35  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.35  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.35  (step @p8497 :rule evaluate :args ((> 435822897819889338995116381211730155389289014368618/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8498 :rule true_elim :premises (@p8497))
% 7.12/7.35  (step @p8499 :rule and_intro :premises (@p8498 @p3479))
% 7.12/7.35  (step @p8500 :rule modus_ponens :premises (@p8499 @p8496))
% 7.12/7.35  (step @p8501 :rule arith_mult_neg :args (-950051200802405054572669417245818436713089206984138/1982308392464108541743196193664618093704291470848611 @t1187))
% 7.12/7.35  (step @p8502 :rule evaluate :args ((< -950051200802405054572669417245818436713089206984138/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8503 :rule true_elim :premises (@p8502))
% 7.12/7.35  (step @p8504 :rule and_intro :premises (@p8503 @p109))
% 7.12/7.35  (step @p8505 :rule modus_ponens :premises (@p8504 @p8501))
% 7.12/7.35  (step @p8506 :rule arith_mult_pos :args (3432150831020026967221877735751230361653243261246252/1982308392464108541743196193664618093704291470848611 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p8507 :rule evaluate :args ((> 3432150831020026967221877735751230361653243261246252/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8508 :rule true_elim :premises (@p8507))
% 7.12/7.35  (step @p8509 :rule and_intro :premises (@p8508 @p3712))
% 7.12/7.35  (step @p8510 :rule modus_ponens :premises (@p8509 @p8506))
% 7.12/7.35  (step @p8511 :rule arith_mult_neg :args (-933345203873392556423748677006217054750119475247291/1982308392464108541743196193664618093704291470848611 @t1195))
% 7.12/7.35  (step @p8512 :rule evaluate :args ((< -933345203873392556423748677006217054750119475247291/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8513 :rule true_elim :premises (@p8512))
% 7.12/7.35  (step @p8514 :rule and_intro :premises (@p8513 @p147))
% 7.12/7.35  (step @p8515 :rule modus_ponens :premises (@p8514 @p8511))
% 7.12/7.35  (step @p8516 :rule arith_mult_neg :args (-4169118390202810172065581422341217000000000000000000/1982308392464108541743196193664618093704291470848611 @t3228))
% 7.12/7.35  (step @p8517 :rule evaluate :args ((< -4169118390202810172065581422341217000000000000000000/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8518 :rule true_elim :premises (@p8517))
% 7.12/7.35  (step @p8519 :rule and_intro :premises (@p8518 @p13914))
% 7.12/7.35  (step @p8520 :rule modus_ponens :premises (@p8519 @p8516))
% 7.12/7.35  (step @p8521 :rule arith_mult_neg :args (-998031233807305296691320652975582278151221778694766/1982308392464108541743196193664618093704291470848611 @t3240))
% 7.12/7.35  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.35  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.35  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.35  (step @p8522 :rule eq_resolve :premises (@p13915 @p8402))
% 7.12/7.35  (step @p8523 :rule evaluate :args ((< -998031233807305296691320652975582278151221778694766/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8524 :rule true_elim :premises (@p8523))
% 7.12/7.35  (step @p8525 :rule and_intro :premises (@p8524 @p8522))
% 7.12/7.35  (step @p8526 :rule modus_ponens :premises (@p8525 @p8521))
% 7.12/7.35  (step @p8527 :rule arith_mult_neg :args (-1487724809202664145332996059029745529024160636750738/1982308392464108541743196193664618093704291470848611 @t2074))
% 7.12/7.35  (step @p8528 :rule evaluate :args ((< -1487724809202664145332996059029745529024160636750738/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8529 :rule true_elim :premises (@p8528))
% 7.12/7.35  (step @p8530 :rule and_intro :premises (@p8529 @p13916))
% 7.12/7.35  (step @p8531 :rule modus_ponens :premises (@p8530 @p8527))
% 7.12/7.35  (step @p8532 :rule arith_mult_pos :args (3379068948522896743682955706156686202593103773430686/1982308392464108541743196193664618093704291470848611 @t1898))
% 7.12/7.35  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.35  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.35  (step @p8533 :rule evaluate :args ((> 3379068948522896743682955706156686202593103773430686/1982308392464108541743196193664618093704291470848611 0/1)))
% 7.12/7.35  (step @p8534 :rule true_elim :premises (@p8533))
% 7.12/7.35  (step @p8535 :rule and_intro :premises (@p8534 @p3453))
% 7.12/7.35  (step @p8536 :rule modus_ponens :premises (@p8535 @p8532))
% 7.12/7.35  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.35  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.35  (step @p8537 :rule arith_sum_ub :premises (@p5030 @p8536 @p8531 @p8526 @p8520 @p8515 @p8510 @p8505 @p8500 @p8495 @p8490))
% 7.12/7.35  (step @p8538 false :rule eq_resolve :premises (@p8537 @p8479))
% 7.12/7.35  (step-pop @p13920 :rule scope :premises (@p8538))
% 7.12/7.35  (step @p8539 :rule process_scope :premises (@p13920) :args (false))
% 7.12/7.35  (step @p8541 :rule eq_resolve :premises (@p8539 @p4936))
% 7.12/7.35  (step @p8542 :rule eq_resolve :premises (@p8541 @p4935))
% 7.12/7.35  (step @p8543 false :rule contra :premises (@p185 @p8542))
% 7.12/7.35  (step-pop @p13921 :rule scope :premises (@p8543))
% 7.12/7.35  (step-pop @p13922 :rule scope :premises (@p13921))
% 7.12/7.35  (step-pop @p13923 :rule scope :premises (@p13922))
% 7.12/7.35  (step-pop @p13924 :rule scope :premises (@p13923))
% 7.12/7.35  (step-pop @p13925 :rule scope :premises (@p13924))
% 7.12/7.35  (step-pop @p13926 :rule scope :premises (@p13925))
% 7.12/7.35  (step-pop @p13927 :rule scope :premises (@p13926))
% 7.12/7.35  (step-pop @p13928 :rule scope :premises (@p13927))
% 7.12/7.35  (step-pop @p13929 :rule scope :premises (@p13928))
% 7.12/7.35  (step-pop @p13930 :rule scope :premises (@p13929))
% 7.12/7.35  (step-pop @p13931 :rule scope :premises (@p13930))
% 7.12/7.35  (step @p8544 :rule process_scope :premises (@p13931) :args (false))
% 7.12/7.35  (assume-push @p13932 @t1175)
% 7.12/7.35  (assume-push @p13933 @t1857)
% 7.12/7.35  (assume-push @p13934 @t1184)
% 7.12/7.35  (assume-push @p13935 @t1187)
% 7.12/7.35  (assume-push @p13936 @t1929)
% 7.12/7.35  (assume-push @p13937 @t1195)
% 7.12/7.35  (assume-push @p13938 @t1203)
% 7.12/7.35  (assume-push @p13939 @t3222)
% 7.12/7.35  (assume-push @p13940 @t2074)
% 7.12/7.35  (assume-push @p13941 @t1908)
% 7.12/7.35  (assume-push @p13942 @t3228)
% 7.12/7.35  (step @p8567 :rule and_intro :premises (@p13939 @p43 @p3365 @p109 @p3583 @p147 @p13942 @p13941 @p13940 @p90 @p185))
% 7.12/7.35  (step-pop @p13943 :rule scope :premises (@p8567))
% 7.12/7.35  (step-pop @p13944 :rule scope :premises (@p13943))
% 7.12/7.35  (step-pop @p13945 :rule scope :premises (@p13944))
% 7.12/7.35  (step-pop @p13946 :rule scope :premises (@p13945))
% 7.12/7.35  (step-pop @p13947 :rule scope :premises (@p13946))
% 7.12/7.35  (step-pop @p13948 :rule scope :premises (@p13947))
% 7.12/7.35  (step-pop @p13949 :rule scope :premises (@p13948))
% 7.12/7.35  (step-pop @p13950 :rule scope :premises (@p13949))
% 7.12/7.35  (step-pop @p13951 :rule scope :premises (@p13950))
% 7.12/7.35  (step-pop @p13952 :rule scope :premises (@p13951))
% 7.12/7.35  (step-pop @p13953 :rule scope :premises (@p13952))
% 7.12/7.35  (step @p8568 :rule process_scope :premises (@p13953) :args (@t3269))
% 7.12/7.35  (step @p8580 :rule implies_elim :premises (@p8568))
% 7.12/7.35  (step @p8581 :rule resolution :premises (@p8580 @p8544) :args (true @t3269))
% 7.12/7.35  (step @p8582 :rule not_and :premises (@p8581))
% 7.12/7.35  (step @p8583 :rule chain_m_resolution :premises (@p8582 @p43 @p3365 @p90 @p109 @p3583 @p147 @p185 @p4257 @p3773 @p8438) :args ((not @t3222) @t3032 (@list @t1175 @t1857 @t1184 @t1187 @t1929 @t1195 @t1203 @t2074 @t1908 @t3228)))
% 7.12/7.35  (step @p8584 :rule cnf_or_pos :args (@t3227))
% 7.12/7.35  (step @p8585 :rule reordering :premises (@p8584) :args ((or @t3222 @t3218 (not @t3227))))
% 7.12/7.35  (step @p8586 :rule chain_m_resolution :premises (@p8585 @p8583 @p8372) :args (@t3218 @t2610 (@list @t3222 @t3227)))
% 7.12/7.35  (step @p8587 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1766)) (* -1/1 (- @t1766 0/1)))))
% 7.12/7.35  (step @p8588 :rule arith_poly_norm_rel :premises (@p8587) :args ((= @t3271 @t3270)))
% 7.12/7.35  (step @p8589 :rule arith_poly_norm :args ((= (* -95959155784354933/212094939047360098 (- @t1765 0/1)) (* -95959155784354933/1000000000000000000 @t3273))))
% 7.12/7.35  (step @p8590 :rule arith_poly_norm_rel :premises (@p8589) :args ((= (>= @t1765 0/1) @t3274)))
% 7.12/7.35  (step @p8591 :rule refl :args (0/1))
% 7.12/7.35  (step @p8592 :rule arith_poly_norm :args ((= @t3275 @t1765)))
% 7.12/7.35  (step @p8593 :rule arith_poly_norm :args ((= @t3276 @t3275)))
% 7.12/7.35  (step @p8594 :rule trans :premises (@p8593 @p8592))
% 7.12/7.35  (step @p8595 :rule cong :premises (@p8594 @p8591) :args (@t3277))
% 7.12/7.35  (step @p8596 :rule trans :premises (@p8595 @p8590))
% 7.12/7.35  (step @p8597 :rule nary_cong :premises (@p8596 @p8588) :args (@t3278))
% 7.12/7.35  (step @p8598 :rule cong :premises (@p229 @p8597) :args ((=> @t1244 @t3278)))
% 7.12/7.35  (assume-push @p13954 @t1244)
% 7.12/7.35  (step @p8600 :rule instantiate :premises (@p217) :args ((@list @t1765 0/1)))
% 7.12/7.35  (step-pop @p13955 :rule scope :premises (@p8600))
% 7.12/7.35  (step @p8601 :rule process_scope :premises (@p13955) :args (@t3278))
% 7.12/7.35  (step @p8603 :rule eq_resolve :premises (@p8601 @p8598))
% 7.12/7.35  (step @p8604 :rule implies_elim :premises (@p8603))
% 7.12/7.35  (step @p8605 :rule chain_m_resolution :premises (@p8604 @p217) :args (@t3279 @t1246 @t1247))
% 7.12/7.35  (assume-push @p13956 @t3274)
% 7.12/7.35  (assume-push @p13957 @t1929)
% 7.12/7.35  (assume-push @p13958 @t1175)
% 7.12/7.35  (assume-push @p13959 @t1181)
% 7.12/7.35  (assume-push @p13960 @t1184)
% 7.12/7.35  (assume-push @p13961 @t1195)
% 7.12/7.35  (assume-push @p13962 @t2126)
% 7.12/7.35  (assume-push @p13963 @t1178)
% 7.12/7.35  (assume-push @p13964 @t1249)
% 7.12/7.35  (assume-push @p13965 @t1203)
% 7.12/7.35  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.35  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.35  (assume-push @p13966 @t1203)
% 7.12/7.35  (step @p8617 :rule evaluate :args ((<= 0/1 -15698969201138643018198533056688885986133932168958957/29282049666676052527754883349622532000000000000000000)))
% 7.12/7.35  (step @p8618 :rule evaluate :args ((+ -19431380448199/500000000000000 78434124315692872890943062336752439398145191743/610042701389084427661560069783802750000000000000 -131698816093324742341818338506462544303127660857/7320512416669013131938720837405633000000000000000 -1746170526980678201776714321851785/2440170805556337710646240279135211 -853414155831408751649541234388236050990288099339/5856409933335210505550976669924506400000000000000 1138081291371667204530409396690778798827290817/1906383441840888836442375218074383593750000000 -55087670778341412870642651785650649646226100483957/29282049666676052527754883349622532000000000000000000 -3057571962393395640619320015247887751228403455327/14641024833338026263877441674811266000000000000000 175035761412637755438983532073140438929692378209/4880341611112675421292480558270422000000000000000 -4938825114620439683897343999773533/29282049666676052527754883349622532)))
% 7.12/7.35  (step @p8619 :rule evaluate :args (@t3280))
% 7.12/7.35  (step @p8620 :rule evaluate :args (@t3281))
% 7.12/7.35  (step @p8621 :rule evaluate :args (@t3282))
% 7.12/7.35  (step @p8622 :rule evaluate :args (@t3283))
% 7.12/7.35  (step @p8623 :rule evaluate :args (@t3284))
% 7.12/7.35  (step @p8624 :rule evaluate :args (@t3285))
% 7.12/7.35  (step @p8625 :rule evaluate :args (@t3286))
% 7.12/7.35  (step @p8626 :rule evaluate :args (@t3287))
% 7.12/7.35  (step @p8627 :rule evaluate :args (@t3288))
% 7.12/7.35  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.35  (step @p8628 :rule nary_cong :premises (@p4949 @p8627 @p8626 @p8625 @p8624 @p8623 @p8622 @p8621 @p8620 @p8619) :args (@t3289))
% 7.12/7.35  (step @p8629 :rule trans :premises (@p8628 @p8618))
% 7.12/7.35  (step @p8630 :rule arith_poly_norm :args ((= (+ @t1202 @t3298 @t3297 @t3296 @t3295 @t3294 @t3293 @t3292 @t3291 @t3290) 0/1)))
% 7.12/7.35  (step @p8631 :rule arith_poly_norm :args ((= @t3300 @t3290)))
% 7.12/7.35  (step @p8632 :rule refl :args (@t3291))
% 7.12/7.35  (step @p8633 :rule refl :args (@t3292))
% 7.12/7.35  (step @p8634 :rule refl :args (@t3293))
% 7.12/7.35  (step @p8635 :rule refl :args (@t3294))
% 7.12/7.35  (step @p8636 :rule refl :args (@t3295))
% 7.12/7.35  (step @p8637 :rule arith_poly_norm :args ((= @t3301 @t3296)))
% 7.12/7.35  (step @p8638 :rule refl :args (@t3297))
% 7.12/7.35  (step @p8639 :rule refl :args (@t3298))
% 7.12/7.35  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.35  (step @p8640 :rule nary_cong :premises (@p4962 @p8639 @p8638 @p8637 @p8636 @p8635 @p8634 @p8633 @p8632 @p8631) :args (@t3302))
% 7.12/7.35  (step @p8641 :rule trans :premises (@p8640 @p8630))
% 7.12/7.35  (step @p8642 :rule cong :premises (@p8641 @p8629) :args ((<= @t3302 @t3289)))
% 7.12/7.35  (step @p8643 :rule trans :premises (@p8642 @p8617))
% 7.12/7.35  (step @p8644 :rule arith_mult_pos :args (5458050370956767690888015728985849/14641024833338026263877441674811266 (<= @t3299 -95959155784354933/212094939047360098)))
% 7.12/7.35  (step @p8645 :rule arith_poly_norm :args ((= (* -95959155784354933/212094939047360098 (- -95959155784354933/212094939047360098 @t3299)) (* -95959155784354933/212094939047360098 @t3273))))
% 7.12/7.35  (step @p8646 :rule arith_poly_norm_rel :premises (@p8645) :args ((= (>= -95959155784354933/212094939047360098 @t3299) @t3274)))
% 7.12/7.35  (step @p8647 :rule arith-elim-leq :args (@t3299 -95959155784354933/212094939047360098))
% 7.12/7.35  (step @p8648 :rule trans :premises (@p8647 @p8646))
% 7.12/7.35  (step @p8649 :rule symm :premises (@p8648))
% 7.12/7.35  (step @p8650 :rule eq_resolve :premises (@p13956 @p8649))
% 7.12/7.35  (step @p8651 :rule evaluate :args ((> 5458050370956767690888015728985849/14641024833338026263877441674811266 0/1)))
% 7.12/7.35  (step @p8652 :rule true_elim :premises (@p8651))
% 7.12/7.35  (step @p8653 :rule and_intro :premises (@p8652 @p8650))
% 7.12/7.35  (step @p8654 :rule modus_ponens :premises (@p8653 @p8644))
% 7.12/7.35  (step @p8655 :rule arith_mult_pos :args (3897589425884643903341140208346951/4880341611112675421292480558270422 @t1966))
% 7.12/7.35  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.35  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.35  (step @p8656 :rule evaluate :args ((> 3897589425884643903341140208346951/4880341611112675421292480558270422 0/1)))
% 7.12/7.35  (step @p8657 :rule true_elim :premises (@p8656))
% 7.12/7.35  (step @p8658 :rule and_intro :premises (@p8657 @p3712))
% 7.12/7.35  (step @p8659 :rule modus_ponens :premises (@p8658 @p8655))
% 7.12/7.35  (step @p8660 :rule arith_mult_neg :args (-39225586402541362738031133044667337/29282049666676052527754883349622532 @t1175))
% 7.12/7.35  (step @p8661 :rule evaluate :args ((< -39225586402541362738031133044667337/29282049666676052527754883349622532 0/1)))
% 7.12/7.35  (step @p8662 :rule true_elim :premises (@p8661))
% 7.12/7.35  (step @p8663 :rule and_intro :premises (@p8662 @p43))
% 7.12/7.35  (step @p8664 :rule modus_ponens :premises (@p8663 @p8660))
% 7.12/7.35  (step @p8665 :rule arith_mult_neg :args (-17889200328011672601067446673244785/29282049666676052527754883349622532 @t1181))
% 7.12/7.35  (step @p8666 :rule evaluate :args ((< -17889200328011672601067446673244785/29282049666676052527754883349622532 0/1)))
% 7.12/7.35  (step @p8667 :rule true_elim :premises (@p8666))
% 7.12/7.35  (step @p8668 :rule and_intro :premises (@p8667 @p81))
% 7.12/7.35  (step @p8669 :rule modus_ponens :premises (@p8668 @p8665))
% 7.12/7.35  (step @p8670 :rule arith_mult_pos :args (2914745830180273099028057869620160/2440170805556337710646240279135211 @t1898))
% 7.12/7.35  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.35  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.35  (step @p8671 :rule evaluate :args ((> 2914745830180273099028057869620160/2440170805556337710646240279135211 0/1)))
% 7.12/7.35  (step @p8672 :rule true_elim :premises (@p8671))
% 7.12/7.35  (step @p8673 :rule and_intro :premises (@p8672 @p3453))
% 7.12/7.35  (step @p8674 :rule modus_ponens :premises (@p8673 @p8670))
% 7.12/7.35  (step @p8675 :rule arith_mult_neg :args (-4272072301416294475421051954806385/29282049666676052527754883349622532 @t1195))
% 7.12/7.35  (step @p8676 :rule evaluate :args ((< -4272072301416294475421051954806385/29282049666676052527754883349622532 0/1)))
% 7.12/7.35  (step @p8677 :rule true_elim :premises (@p8676))
% 7.12/7.35  (step @p8678 :rule and_intro :premises (@p8677 @p147))
% 7.12/7.35  (step @p8679 :rule modus_ponens :premises (@p8678 @p8675))
% 7.12/7.35  (step @p8680 :rule arith_mult_neg :args (-5458050370956767690888015728985849/14641024833338026263877441674811266 @t2126))
% 7.12/7.35  (step @p8681 :rule evaluate :args ((< -5458050370956767690888015728985849/14641024833338026263877441674811266 0/1)))
% 7.12/7.35  (step @p8682 :rule true_elim :premises (@p8681))
% 7.12/7.35  (step @p8683 :rule and_intro :premises (@p8682 @p13962))
% 7.12/7.35  (step @p8684 :rule modus_ponens :premises (@p8683 @p8680))
% 7.12/7.35  (step @p8685 :rule arith_mult_neg :args (-4668805493745165115163574614478433/14641024833338026263877441674811266 @t1178))
% 7.12/7.35  (step @p8686 :rule evaluate :args ((< -4668805493745165115163574614478433/14641024833338026263877441674811266 0/1)))
% 7.12/7.35  (step @p8687 :rule true_elim :premises (@p8686))
% 7.12/7.35  (step @p8688 :rule and_intro :premises (@p8687 @p62))
% 7.12/7.35  (step @p8689 :rule modus_ponens :premises (@p8688 @p8685))
% 7.12/7.35  (step @p8690 :rule arith_mult_pos :args (2711607808797535840322064335942476/7320512416669013131938720837405633 @t1900))
% 7.12/7.35  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.35  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.35  (step @p8691 :rule evaluate :args ((> 2711607808797535840322064335942476/7320512416669013131938720837405633 0/1)))
% 7.12/7.35  (step @p8692 :rule true_elim :premises (@p8691))
% 7.12/7.35  (step @p8693 :rule and_intro :premises (@p8692 @p3467))
% 7.12/7.35  (step @p8694 :rule modus_ponens :premises (@p8693 @p8690))
% 7.12/7.35  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.35  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.35  (step @p8695 :rule arith_sum_ub :premises (@p5030 @p8694 @p8689 @p8684 @p8679 @p8674 @p8669 @p8664 @p8659 @p8654))
% 7.12/7.35  (step @p8696 false :rule eq_resolve :premises (@p8695 @p8643))
% 7.12/7.35  (step-pop @p13967 :rule scope :premises (@p8696))
% 7.12/7.35  (step @p8697 :rule process_scope :premises (@p13967) :args (false))
% 7.12/7.35  (step @p8699 :rule eq_resolve :premises (@p8697 @p4936))
% 7.12/7.35  (step @p8700 :rule eq_resolve :premises (@p8699 @p4935))
% 7.12/7.35  (step @p8701 false :rule contra :premises (@p185 @p8700))
% 7.12/7.35  (step-pop @p13968 :rule scope :premises (@p8701))
% 7.12/7.35  (step-pop @p13969 :rule scope :premises (@p13968))
% 7.12/7.35  (step-pop @p13970 :rule scope :premises (@p13969))
% 7.12/7.35  (step-pop @p13971 :rule scope :premises (@p13970))
% 7.12/7.35  (step-pop @p13972 :rule scope :premises (@p13971))
% 7.12/7.35  (step-pop @p13973 :rule scope :premises (@p13972))
% 7.12/7.35  (step-pop @p13974 :rule scope :premises (@p13973))
% 7.12/7.35  (step-pop @p13975 :rule scope :premises (@p13974))
% 7.12/7.35  (step-pop @p13976 :rule scope :premises (@p13975))
% 7.12/7.35  (step-pop @p13977 :rule scope :premises (@p13976))
% 7.12/7.35  (step @p8702 :rule process_scope :premises (@p13977) :args (false))
% 7.12/7.35  (assume-push @p13978 @t1175)
% 7.12/7.35  (assume-push @p13979 @t1178)
% 7.12/7.35  (assume-push @p13980 @t1181)
% 7.12/7.35  (assume-push @p13981 @t1184)
% 7.12/7.35  (assume-push @p13982 @t1249)
% 7.12/7.35  (assume-push @p13983 @t1929)
% 7.12/7.35  (assume-push @p13984 @t1195)
% 7.12/7.35  (assume-push @p13985 @t1203)
% 7.12/7.35  (assume-push @p13986 @t3274)
% 7.12/7.35  (assume-push @p13987 @t2126)
% 7.12/7.35  (step @p8723 :rule and_intro :premises (@p13986 @p3583 @p43 @p81 @p90 @p147 @p13987 @p62 @p255 @p185))
% 7.12/7.35  (step-pop @p13988 :rule scope :premises (@p8723))
% 7.12/7.35  (step-pop @p13989 :rule scope :premises (@p13988))
% 7.12/7.35  (step-pop @p13990 :rule scope :premises (@p13989))
% 7.12/7.35  (step-pop @p13991 :rule scope :premises (@p13990))
% 7.12/7.35  (step-pop @p13992 :rule scope :premises (@p13991))
% 7.12/7.35  (step-pop @p13993 :rule scope :premises (@p13992))
% 7.12/7.35  (step-pop @p13994 :rule scope :premises (@p13993))
% 7.12/7.35  (step-pop @p13995 :rule scope :premises (@p13994))
% 7.12/7.35  (step-pop @p13996 :rule scope :premises (@p13995))
% 7.12/7.35  (step-pop @p13997 :rule scope :premises (@p13996))
% 7.12/7.35  (step @p8724 :rule process_scope :premises (@p13997) :args (@t3303))
% 7.12/7.35  (step @p8735 :rule implies_elim :premises (@p8724))
% 7.12/7.35  (step @p8736 :rule resolution :premises (@p8735 @p8702) :args (true @t3303))
% 7.12/7.35  (step @p8737 :rule not_and :premises (@p8736))
% 7.12/7.35  (step @p8738 :rule chain_m_resolution :premises (@p8737 @p43 @p62 @p81 @p90 @p255 @p3583 @p147 @p185 @p4403) :args ((not @t3274) @t1903 (@list @t1175 @t1178 @t1181 @t1184 @t1249 @t1929 @t1195 @t1203 @t2126)))
% 7.12/7.35  (step @p8739 :rule cnf_or_pos :args (@t3279))
% 7.12/7.35  (step @p8740 :rule reordering :premises (@p8739) :args ((or @t3274 @t3270 (not @t3279))))
% 7.12/7.35  (step @p8741 :rule chain_m_resolution :premises (@p8740 @p8738 @p8605) :args (@t3270 @t2610 (@list @t3274 @t3279)))
% 7.12/7.35  (step @p8742 :rule arith_poly_norm :args ((= (* 1/1 (- 0/1 @t1638)) (* -1/1 (- @t1638 0/1)))))
% 7.12/7.35  (step @p8743 :rule arith_poly_norm_rel :premises (@p8742) :args ((= @t3305 @t3304)))
% 7.12/7.35  (step @p8744 :rule arith_poly_norm :args ((= (* 242389984971433103/305230848586137749 (- @t1637 0/1)) (* 242389984971433103/1000000000000000000 @t2578))))
% 7.12/7.35  (step @p8745 :rule arith_poly_norm_rel :premises (@p8744) :args ((= (>= @t1637 0/1) @t2554)))
% 7.12/7.35  (step @p8746 :rule refl :args (0/1))
% 7.12/7.35  (step @p8747 :rule arith_poly_norm :args ((= @t3306 @t1637)))
% 7.12/7.35  (step @p8748 :rule arith_poly_norm :args ((= @t3307 @t3306)))
% 7.12/7.35  (step @p8749 :rule trans :premises (@p8748 @p8747))
% 7.12/7.35  (step @p8750 :rule cong :premises (@p8749 @p8746) :args (@t3308))
% 7.12/7.35  (step @p8751 :rule trans :premises (@p8750 @p8745))
% 7.12/7.35  (step @p8752 :rule nary_cong :premises (@p8751 @p8743) :args (@t3309))
% 7.12/7.35  (step @p8753 :rule cong :premises (@p229 @p8752) :args ((=> @t1244 @t3309)))
% 7.12/7.35  (assume-push @p13998 @t1244)
% 7.12/7.35  (step @p8755 :rule instantiate :premises (@p217) :args ((@list @t1637 0/1)))
% 7.12/7.35  (step-pop @p13999 :rule scope :premises (@p8755))
% 7.12/7.35  (step @p8756 :rule process_scope :premises (@p13999) :args (@t3309))
% 7.12/7.35  (step @p8758 :rule eq_resolve :premises (@p8756 @p8753))
% 7.12/7.35  (step @p8759 :rule implies_elim :premises (@p8758))
% 7.12/7.35  (step @p8760 :rule chain_m_resolution :premises (@p8759 @p217) :args (@t3310 @t1246 @t1247))
% 7.12/7.35  (step @p8761 :rule cnf_or_pos :args (@t3310))
% 7.12/7.35  (step @p8762 :rule reordering :premises (@p8761) :args ((or @t2554 @t3304 (not @t3310))))
% 7.12/7.35  (step @p8763 :rule chain_m_resolution :premises (@p8762 @p5899 @p8760) :args (@t3304 @t2610 (@list @t2554 @t3310)))
% 7.12/7.35  (assume-push @p14000 @t1248)
% 7.12/7.35  (assume-push @p14001 @t1178)
% 7.12/7.35  (assume-push @p14002 @t1181)
% 7.12/7.35  (assume-push @p14003 @t1184)
% 7.12/7.35  (assume-push @p14004 @t1249)
% 7.12/7.35  (assume-push @p14005 @t1191)
% 7.12/7.35  (assume-push @p14006 @t1195)
% 7.12/7.35  (assume-push @p14007 @t1199)
% 7.12/7.35  (assume-push @p14008 @t1251)
% 7.12/7.35  (assume-push @p14009 @t3312)
% 7.12/7.35  (assume-push @p14010 @t2845)
% 7.12/7.35  (assume-push @p14011 @t3270)
% 7.12/7.35  (assume-push @p14012 @t2611)
% 7.12/7.35  (assume-push @p14013 @t3304)
% 7.12/7.35  (assume-push @p14014 @t1234)
% 7.12/7.35  (assume-push @p14015 @t3080)
% 7.12/7.35  (assume-push @p14016 @t3218)
% 7.12/7.35  (assume-push @p14017 @t2936)
% 7.12/7.35  (assume-push @p14018 @t3185)
% 7.12/7.35  (assume-push @p14019 @t3178)
% 7.12/7.35  (assume-push @p14020 @t3137)
% 7.12/7.35  (assume-push @p14021 @t2794)
% 7.12/7.35  (assume-push @p14022 @t2544)
% 7.12/7.35  (assume-push @p14023 @t2502)
% 7.12/7.35  (assume-push @p14024 @t2457)
% 7.12/7.35  (assume-push @p14025 @t2409)
% 7.12/7.35  (assume-push @p14026 @t2717)
% 7.12/7.35  (assume-push @p14027 @t2356)
% 7.12/7.35  (assume-push @p14028 @t2305)
% 7.12/7.35  (assume-push @p14029 @t2253)
% 7.12/7.35  (assume-push @p14030 @t2890)
% 7.12/7.35  (assume-push @p14031 @t2201)
% 7.12/7.35  (assume-push @p14032 @t2149)
% 7.12/7.35  (assume-push @p14033 @t3035)
% 7.12/7.35  (assume-push @p14034 @t2115)
% 7.12/7.35  (assume-push @p14035 @t2971)
% 7.12/7.35  (assume-push @p14036 @t2063)
% 7.12/7.35  (assume-push @p14037 @t2014)
% 7.12/7.35  (assume-push @p14038 @t1979)
% 7.12/7.35  (assume-push @p14039 @t2804)
% 7.12/7.35  (assume-push @p14040 @t1908)
% 7.12/7.35  (assume-push @p14041 @t1841)
% 7.12/7.35  (assume-push @p14042 @t2845)
% 7.12/7.35  (assume-push @p14043 @t3270)
% 7.12/7.35  (assume-push @p14044 @t2611)
% 7.12/7.35  (assume-push @p14045 @t3304)
% 7.12/7.35  (assume-push @p14046 @t1234)
% 7.12/7.35  (assume-push @p14047 @t3080)
% 7.12/7.35  (assume-push @p14048 @t3218)
% 7.12/7.35  (assume-push @p14049 @t2936)
% 7.12/7.35  (assume-push @p14050 @t3185)
% 7.12/7.35  (assume-push @p14051 @t3178)
% 7.12/7.35  (assume-push @p14052 @t3137)
% 7.12/7.35  (assume-push @p14053 @t2794)
% 7.12/7.35  (assume-push @p14054 @t2544)
% 7.12/7.35  (assume-push @p14055 @t3312)
% 7.12/7.35  (assume-push @p14056 @t1841)
% 7.12/7.35  (assume-push @p14057 @t1908)
% 7.12/7.35  (assume-push @p14058 @t2804)
% 7.12/7.35  (assume-push @p14059 @t1979)
% 7.12/7.35  (assume-push @p14060 @t2014)
% 7.12/7.35  (assume-push @p14061 @t2063)
% 7.12/7.35  (assume-push @p14062 @t2971)
% 7.12/7.35  (assume-push @p14063 @t2115)
% 7.12/7.35  (assume-push @p14064 @t3035)
% 7.12/7.35  (assume-push @p14065 @t2149)
% 7.12/7.35  (assume-push @p14066 @t2201)
% 7.12/7.35  (assume-push @p14067 @t2890)
% 7.12/7.35  (assume-push @p14068 @t2253)
% 7.12/7.35  (assume-push @p14069 @t2305)
% 7.12/7.35  (assume-push @p14070 @t2356)
% 7.12/7.35  (assume-push @p14071 @t2717)
% 7.12/7.35  (assume-push @p14072 @t2409)
% 7.12/7.35  (assume-push @p14073 @t2457)
% 7.12/7.35  (assume-push @p14074 @t2502)
% 7.12/7.35  (assume-push @p14075 @t1199)
% 7.12/7.35  (assume-push @p14076 @t1178)
% 7.12/7.35  (assume-push @p14077 @t1181)
% 7.12/7.35  (assume-push @p14078 @t1249)
% 7.12/7.35  (assume-push @p14079 @t1248)
% 7.12/7.35  (assume-push @p14080 @t1184)
% 7.12/7.35  (assume-push @p14081 @t1191)
% 7.12/7.35  (assume-push @p14082 @t1251)
% 7.12/7.35  (assume-push @p14083 @t1195)
% 7.12/7.35  (step @p8848 :rule arith-elim-lt :args (|tptp.'Y_2'| 14853792042431133/10000000000000000))
% 7.12/7.35  (step @p8849 :rule symm :premises (@p8848))
% 7.12/7.35  (assume-push @p14084 @t3313)
% 7.12/7.35  (step @p8851 :rule evaluate :args ((<= 0/1 -1376910479114484241319983924214025201122258212218819247/1000000000000000000000000000000000000000000000000000000)))
% 7.12/7.35  (step @p8852 :rule evaluate :args ((+ -14853792042431133/10000000000000000 -10758063371270783180454030100361011984113345124779/1000000000000000000000000000000000000000000000000000 64493740541191453118773712447948191580352603951/250000000000000000000000000000000000000000000000000 -108842327702753326284107695253842846986272956237/20000000000000000000000000000000000000000000000000 392837439951071874572565668728054791598483006523/15625000000000000000000000000000000000000000000000 1064213562551176941651644963053062519809645363899/100000000000000000000000000000000000000000000000000 3430257606541398011242960895093062214721160137303/200000000000000000000000000000000000000000000000000 -104507697156558398151775954582085659966698127217247/1000000000000000000000000000000000000000000000000000000 -158138439363901604808879092906912174199718997663/50000000000000000000000000000000000000000000000000 -12530727237665377077737264690584814672598359180247/500000000000000000000000000000000000000000000000000 -92084240955554680293366365920221/7812500000000000000000000000000000 1734472609598066092844068268298317/250000000000000000000000000000000000 287432002191480858099419448831921/50000000000000000000000000000000000 -549158982966619727996334021361929/20000000000000000000000000000000000 -439898661466343677473848321832749/200000000000000000000000000000000000 -317766409927183674881609974424829/62500000000000000000000000000000000 -42624988976873267700962651946117/7812500000000000000000000000000000 3743077897154832703584550765590999/250000000000000000000000000000000000 2109159207918890571973070705014511/125000000000000000000000000000000000 -40191430604091213477419863717339169/1000000000000000000000000000000000000 11830001281529894823336554014731/25000000000000000000000000000000000 4703887603210039612415803594677/156250000000000000000000000000000 -2131740336847708517238820652263/31250000000000000000000000000000000 -5692231930600168834990275125245539/200000000000000000000000000000000000 47734857999725165034551058901947/3125000000000000000000000000000000 -339821202754939759843452464809381/200000000000000000000000000000000000 2034890608557587135980932383426599/250000000000000000000000000000000000 -28375988545183792505553030052189/7812500000000000000000000000000000 145007235310749194830991720585727/15625000000000000000000000000000000 118035789508800421/1000000000000000000 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1)))
% 7.12/7.35  (step @p8853 :rule evaluate :args (@t3314))
% 7.12/7.35  (step @p8854 :rule evaluate :args (@t3315))
% 7.12/7.35  (step @p8855 :rule evaluate :args (@t3316))
% 7.12/7.35  (step @p8856 :rule evaluate :args (@t3317))
% 7.12/7.35  (step @p8857 :rule evaluate :args (@t3318))
% 7.12/7.35  (step @p8858 :rule evaluate :args (@t3319))
% 7.12/7.35  (step @p8859 :rule evaluate :args (@t3320))
% 7.12/7.35  (step @p8860 :rule evaluate :args (@t3321))
% 7.12/7.35  (step @p8861 :rule evaluate :args (@t3322))
% 7.12/7.35  (step @p8862 :rule evaluate :args (@t3323))
% 7.12/7.35  (step @p8863 :rule evaluate :args (@t3324))
% 7.12/7.35  (step @p8864 :rule evaluate :args (@t3325))
% 7.12/7.35  (step @p8865 :rule evaluate :args (@t3326))
% 7.12/7.35  (step @p8866 :rule refl :args (118035789508800421/1000000000000000000))
% 7.12/7.35  (step @p8867 :rule evaluate :args (@t3327))
% 7.12/7.35  (step @p8868 :rule evaluate :args (@t3328))
% 7.12/7.35  (step @p8869 :rule evaluate :args (@t3329))
% 7.12/7.35  (step @p8870 :rule evaluate :args (@t3330))
% 7.12/7.35  (step @p8871 :rule evaluate :args (@t3331))
% 7.12/7.35  (step @p8872 :rule evaluate :args (@t3332))
% 7.12/7.35  (step @p8873 :rule evaluate :args (@t3333))
% 7.12/7.35  (step @p8874 :rule evaluate :args (@t3334))
% 7.12/7.35  (step @p8875 :rule evaluate :args (@t3335))
% 7.12/7.35  (step @p8876 :rule evaluate :args (@t3336))
% 7.12/7.35  (step @p8877 :rule evaluate :args (@t3337))
% 7.12/7.35  (step @p8878 :rule evaluate :args (@t3338))
% 7.12/7.35  (step @p8879 :rule evaluate :args (@t3339))
% 7.12/7.35  (step @p8880 :rule evaluate :args (@t3340))
% 7.12/7.35  (step @p8881 :rule evaluate :args (@t3341))
% 7.12/7.35  (step @p8882 :rule evaluate :args (@t3342))
% 7.12/7.35  (step @p8883 :rule evaluate :args (@t3343))
% 7.12/7.35  (step @p8884 :rule evaluate :args (@t3344))
% 7.12/7.35  (step @p8885 :rule evaluate :args (@t3345))
% 7.12/7.35  (step @p8886 :rule evaluate :args (@t3346))
% 7.12/7.35  (step @p8887 :rule evaluate :args (@t3347))
% 7.12/7.35  (step @p8888 :rule evaluate :args (@t3348))
% 7.12/7.35  (step @p8889 :rule evaluate :args (@t3349))
% 7.12/7.35  (step @p8890 :rule evaluate :args (@t3350))
% 7.12/7.35  (step @p8891 :rule evaluate :args (@t3351))
% 7.12/7.35  (step @p8892 :rule evaluate :args (@t3352))
% 7.12/7.35  (step @p8893 :rule evaluate :args (@t3353))
% 7.12/7.35  (step @p8894 :rule evaluate :args (@t3354))
% 7.12/7.35  (step @p8895 :rule evaluate :args (@t3355))
% 7.12/7.35  (step @p8896 :rule nary_cong :premises (@p8895 @p8894 @p8893 @p8892 @p8891 @p8890 @p8889 @p8888 @p8887 @p8886 @p8885 @p8884 @p8883 @p8882 @p8881 @p8880 @p8879 @p8878 @p8877 @p8876 @p8875 @p8874 @p8873 @p8872 @p8871 @p8870 @p8869 @p8868 @p8867 @p8866 @p8865 @p8864 @p8863 @p8862 @p8861 @p8860 @p8859 @p8858 @p8857 @p8856 @p8855 @p8854 @p8853) :args (@t3356))
% 7.12/7.35  (step @p8897 :rule trans :premises (@p8896 @p8852))
% 7.12/7.35  (step @p8898 :rule arith_poly_norm :args ((= @t3400 0/1)))
% 7.12/7.35  (step @p8899 :rule arith_poly_norm :args ((= @t3418 @t3400)))
% 7.12/7.35  (step @p8900 :rule trans :premises (@p8899 @p8898))
% 7.12/7.35  (step @p8901 :rule cong :premises (@p8900 @p8897) :args ((<= @t3418 @t3356)))
% 7.12/7.35  (step @p8902 :rule trans :premises (@p8901 @p8851))
% 7.12/7.35  (step @p8903 :rule arith_mult_pos :args (2097734458237227/100000000000000000 @t2845))
% 7.12/7.35  (step @p8904 :rule evaluate :args ((> 2097734458237227/100000000000000000 0/1)))
% 7.12/7.35  (step @p8905 :rule true_elim :premises (@p8904))
% 7.12/7.35  (step @p8906 :rule and_intro :premises (@p8905 @p14010))
% 7.12/7.35  (step @p8907 :rule modus_ponens :premises (@p8906 @p8903))
% 7.12/7.35  (step @p8908 :rule arith_mult_pos :args (14763255248747831/1000000000000000000 @t3270))
% 7.12/7.35  (step @p8909 :rule evaluate :args ((> 14763255248747831/1000000000000000000 0/1)))
% 7.12/7.35  (step @p8910 :rule true_elim :premises (@p8909))
% 7.12/7.35  (step @p8911 :rule and_intro :premises (@p8910 @p14011))
% 7.12/7.35  (step @p8912 :rule modus_ponens :premises (@p8911 @p8908))
% 7.12/7.35  (step @p8913 :rule arith_mult_pos :args (11549376491247307/500000000000000000 @t2611))
% 7.12/7.35  (step @p8914 :rule evaluate :args ((> 11549376491247307/500000000000000000 0/1)))
% 7.12/7.35  (step @p8915 :rule true_elim :premises (@p8914))
% 7.12/7.35  (step @p8916 :rule and_intro :premises (@p8915 @p14012))
% 7.12/7.35  (step @p8917 :rule modus_ponens :premises (@p8916 @p8913))
% 7.12/7.35  (step @p8918 :rule arith_mult_pos :args (5326168000353567/125000000000000000 @t3304))
% 7.12/7.35  (step @p8919 :rule evaluate :args ((> 5326168000353567/125000000000000000 0/1)))
% 7.12/7.35  (step @p8920 :rule true_elim :premises (@p8919))
% 7.12/7.35  (step @p8921 :rule and_intro :premises (@p8920 @p14013))
% 7.12/7.35  (step @p8922 :rule modus_ponens :premises (@p8921 @p8918))
% 7.12/7.35  (step @p8923 :rule arith_mult_neg :args (-31404566017481289/1000000000000000000 @t1234))
% 7.12/7.35  (step @p8924 :rule evaluate :args ((< -31404566017481289/1000000000000000000 0/1)))
% 7.12/7.35  (step @p8925 :rule true_elim :premises (@p8924))
% 7.12/7.35  (step @p8926 :rule and_intro :premises (@p8925 @p14014))
% 7.12/7.35  (step @p8927 :rule modus_ponens :premises (@p8926 @p8923))
% 7.12/7.35  (step @p8928 :rule arith_mult_pos :args (52852662371198969/500000000000000000 @t3080))
% 7.12/7.35  (step @p8929 :rule evaluate :args ((> 52852662371198969/500000000000000000 0/1)))
% 7.12/7.35  (step @p8930 :rule true_elim :premises (@p8929))
% 7.12/7.35  (step @p8931 :rule and_intro :premises (@p8930 @p14015))
% 7.12/7.35  (step @p8932 :rule modus_ponens :premises (@p8931 @p8928))
% 7.12/7.35  (step @p8933 :rule arith_mult_pos :args (2711450368763077/20000000000000000 @t3218))
% 7.12/7.35  (step @p8934 :rule evaluate :args ((> 2711450368763077/20000000000000000 0/1)))
% 7.12/7.35  (step @p8935 :rule true_elim :premises (@p8934))
% 7.12/7.35  (step @p8936 :rule and_intro :premises (@p8935 @p14016))
% 7.12/7.35  (step @p8937 :rule modus_ponens :premises (@p8936 @p8933))
% 7.12/7.35  (step @p8938 :rule arith_mult_neg :args (-90176877137669503/1000000000000000000 @t2936))
% 7.12/7.35  (step @p8939 :rule evaluate :args ((< -90176877137669503/1000000000000000000 0/1)))
% 7.12/7.35  (step @p8940 :rule true_elim :premises (@p8939))
% 7.12/7.35  (step @p8941 :rule and_intro :premises (@p8940 @p14017))
% 7.12/7.35  (step @p8942 :rule modus_ponens :premises (@p8941 @p8938))
% 7.12/7.35  (step @p8943 :rule arith_mult_neg :args (-166703466294858271/1000000000000000000 @t3185))
% 7.12/7.35  (step @p8944 :rule evaluate :args ((< -166703466294858271/1000000000000000000 0/1)))
% 7.12/7.35  (step @p8945 :rule true_elim :premises (@p8944))
% 7.12/7.35  (step @p8946 :rule and_intro :premises (@p8945 @p14018))
% 7.12/7.35  (step @p8947 :rule modus_ponens :premises (@p8946 @p8943))
% 7.12/7.35  (step @p8948 :rule arith_mult_neg :args (-6876213400862623/40000000000000000 @t3178))
% 7.12/7.35  (step @p8949 :rule evaluate :args ((< -6876213400862623/40000000000000000 0/1)))
% 7.12/7.35  (step @p8950 :rule true_elim :premises (@p8949))
% 7.12/7.35  (step @p8951 :rule and_intro :premises (@p8950 @p14019))
% 7.12/7.35  (step @p8952 :rule modus_ponens :premises (@p8951 @p8948))
% 7.12/7.35  (step @p8953 :rule arith_mult_pos :args (15167659366824987/250000000000000000 @t3137))
% 7.12/7.35  (step @p8954 :rule evaluate :args ((> 15167659366824987/250000000000000000 0/1)))
% 7.12/7.35  (step @p8955 :rule true_elim :premises (@p8954))
% 7.12/7.35  (step @p8956 :rule and_intro :premises (@p8955 @p14020))
% 7.12/7.35  (step @p8957 :rule modus_ponens :premises (@p8956 @p8953))
% 7.12/7.35  (step @p8958 :rule arith_mult_pos :args (4620919424431477/500000000000000000 @t2794))
% 7.12/7.35  (step @p8959 :rule evaluate :args ((> 4620919424431477/500000000000000000 0/1)))
% 7.12/7.35  (step @p8960 :rule true_elim :premises (@p8959))
% 7.12/7.35  (step @p8961 :rule and_intro :premises (@p8960 @p14021))
% 7.12/7.35  (step @p8962 :rule modus_ponens :premises (@p8961 @p8958))
% 7.12/7.35  (step @p8963 :rule arith_mult_pos :args (48165901753140727/1000000000000000000 @t2544))
% 7.12/7.35  (step @p8964 :rule evaluate :args ((> 48165901753140727/1000000000000000000 0/1)))
% 7.12/7.35  (step @p8965 :rule true_elim :premises (@p8964))
% 7.12/7.35  (step @p8966 :rule and_intro :premises (@p8965 @p14022))
% 7.12/7.35  (step @p8967 :rule modus_ponens :premises (@p8966 @p8963))
% 7.12/7.35  (step @p8968 :rule arith_poly_norm :args (@t3419))
% 7.12/7.35  (step @p8969 :rule arith_poly_norm_rel :premises (@p8968) :args (@t3421))
% 7.12/7.35  (step @p8970 :rule symm :premises (@p8969))
% 7.12/7.35  (step @p8971 :rule eq_resolve :premises (@p3325 @p8970))
% 7.12/7.35  (step @p8972 :rule arith_mult_pos :args (1854694044196645593511361260041/3125000000000000000000000000000000 @t2650))
% 7.12/7.35  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.35  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.35  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.35  (step @p8973 :rule eq_resolve :premises (@p14041 @p6105))
% 7.12/7.35  (step @p8974 :rule evaluate :args ((> 1854694044196645593511361260041/3125000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p8975 :rule true_elim :premises (@p8974))
% 7.12/7.35  (step @p8976 :rule and_intro :premises (@p8975 @p8973))
% 7.12/7.35  (step @p8977 :rule modus_ponens :premises (@p8976 @p8972))
% 7.12/7.35  (step @p8978 :rule arith_mult_neg :args (-539071979515587384952264977476211/15625000000000000000000000000000000 @t3240))
% 7.12/7.35  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.35  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.35  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.35  (step @p8979 :rule eq_resolve :premises (@p14040 @p8402))
% 7.12/7.35  (step @p8980 :rule evaluate :args ((< -539071979515587384952264977476211/15625000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p8981 :rule true_elim :premises (@p8980))
% 7.12/7.35  (step @p8982 :rule and_intro :premises (@p8981 @p8979))
% 7.12/7.35  (step @p8983 :rule modus_ponens :premises (@p8982 @p8978))
% 7.12/7.35  (step @p8984 :rule arith_mult_pos :args (1203218920937645382530860666723501/100000000000000000000000000000000000 @t3002))
% 7.12/7.35  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.35  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.35  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.35  (step @p8985 :rule eq_resolve :premises (@p14039 @p7460))
% 7.12/7.35  (step @p8986 :rule evaluate :args ((> 1203218920937645382530860666723501/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p8987 :rule true_elim :premises (@p8986))
% 7.12/7.35  (step @p8988 :rule and_intro :premises (@p8987 @p8985))
% 7.12/7.35  (step @p8989 :rule modus_ponens :premises (@p8988 @p8984))
% 7.12/7.35  (step @p8990 :rule arith_mult_pos :args (309248337981643654415495648014457/250000000000000000000000000000000000 @t3422))
% 7.12/7.35  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.35  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.35  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.35  (step @p8994 :rule eq_resolve :premises (@p14038 @p8993))
% 7.12/7.35  (step @p8995 :rule evaluate :args ((> 309248337981643654415495648014457/250000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p8996 :rule true_elim :premises (@p8995))
% 7.12/7.35  (step @p8997 :rule and_intro :premises (@p8996 @p8994))
% 7.12/7.35  (step @p8998 :rule modus_ponens :premises (@p8997 @p8990))
% 7.12/7.35  (step @p8999 :rule arith_mult_neg :args (-182344482313325350896602964022287/6250000000000000000000000000000000 @t3425))
% 7.12/7.35  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.35  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.35  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.35  (step @p9003 :rule eq_resolve :premises (@p14037 @p9002))
% 7.12/7.35  (step @p9004 :rule evaluate :args ((< -182344482313325350896602964022287/6250000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9005 :rule true_elim :premises (@p9004))
% 7.12/7.35  (step @p9006 :rule and_intro :premises (@p9005 @p9003))
% 7.12/7.35  (step @p9007 :rule modus_ponens :premises (@p9006 @p8999))
% 7.12/7.35  (step @p9008 :rule arith_mult_pos :args (3542219413505472427503452702800731/100000000000000000000000000000000000 @t3428))
% 7.12/7.35  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.35  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.35  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.35  (step @p9012 :rule eq_resolve :premises (@p14036 @p9011))
% 7.12/7.35  (step @p9013 :rule evaluate :args ((> 3542219413505472427503452702800731/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9014 :rule true_elim :premises (@p9013))
% 7.12/7.35  (step @p9015 :rule and_intro :premises (@p9014 @p9012))
% 7.12/7.35  (step @p9016 :rule modus_ponens :premises (@p9015 @p9008))
% 7.12/7.35  (step @p9017 :rule arith_mult_pos :args (7254245886855625550650231125049/15625000000000000000000000000000000 @t3431))
% 7.12/7.35  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.35  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.35  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.35  (step @p9021 :rule eq_resolve :premises (@p14035 @p9020))
% 7.12/7.35  (step @p9022 :rule evaluate :args ((> 7254245886855625550650231125049/15625000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9023 :rule true_elim :premises (@p9022))
% 7.12/7.35  (step @p9024 :rule and_intro :premises (@p9023 @p9021))
% 7.12/7.35  (step @p9025 :rule modus_ponens :premises (@p9024 @p9017))
% 7.12/7.35  (step @p9026 :rule arith_mult_pos :args (24505105201106156716027753217363/1562500000000000000000000000000000 @t3434))
% 7.12/7.35  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.35  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.35  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.35  (step @p9030 :rule eq_resolve :premises (@p14034 @p9029))
% 7.12/7.35  (step @p9031 :rule evaluate :args ((> 24505105201106156716027753217363/1562500000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9032 :rule true_elim :premises (@p9031))
% 7.12/7.35  (step @p9033 :rule and_intro :premises (@p9032 @p9030))
% 7.12/7.35  (step @p9034 :rule modus_ponens :premises (@p9033 @p9026))
% 7.12/7.35  (step @p9035 :rule arith_mult_pos :args (791167704862290103191053735993097/125000000000000000000000000000000000 @t3437))
% 7.12/7.35  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.35  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.35  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.35  (step @p9039 :rule eq_resolve :premises (@p14033 @p9038))
% 7.12/7.35  (step @p9040 :rule evaluate :args ((> 791167704862290103191053735993097/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9041 :rule true_elim :premises (@p9040))
% 7.12/7.35  (step @p9042 :rule and_intro :premises (@p9041 @p9039))
% 7.12/7.35  (step @p9043 :rule modus_ponens :premises (@p9042 @p9035))
% 7.12/7.35  (step @p9044 :rule arith_mult_pos :args (27969306618281681744100513488771553/1000000000000000000000000000000000000 @t3440))
% 7.12/7.35  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.35  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.35  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.35  (step @p9048 :rule eq_resolve :premises (@p14032 @p9047))
% 7.12/7.35  (step @p9049 :rule evaluate :args ((> 27969306618281681744100513488771553/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9050 :rule true_elim :premises (@p9049))
% 7.12/7.35  (step @p9051 :rule and_intro :premises (@p9050 @p9048))
% 7.12/7.35  (step @p9052 :rule modus_ponens :premises (@p9051 @p9044))
% 7.12/7.35  (step @p9053 :rule arith_mult_pos :args (725445833688582822942522188660197/62500000000000000000000000000000000 @t3443))
% 7.12/7.35  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.35  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.35  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.35  (step @p9057 :rule eq_resolve :premises (@p14031 @p9056))
% 7.12/7.35  (step @p9058 :rule evaluate :args ((> 725445833688582822942522188660197/62500000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9059 :rule true_elim :premises (@p9058))
% 7.12/7.35  (step @p9060 :rule and_intro :premises (@p9059 @p9057))
% 7.12/7.35  (step @p9061 :rule modus_ponens :premises (@p9060 @p9053))
% 7.12/7.35  (step @p9062 :rule arith_mult_pos :args (2041811879714646237254664297331213/125000000000000000000000000000000000 @t3446))
% 7.12/7.35  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.35  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.35  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.35  (step @p9066 :rule eq_resolve :premises (@p14030 @p9065))
% 7.12/7.35  (step @p9067 :rule evaluate :args ((> 2041811879714646237254664297331213/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9068 :rule true_elim :premises (@p9067))
% 7.12/7.35  (step @p9069 :rule and_intro :premises (@p9068 @p9066))
% 7.12/7.35  (step @p9070 :rule modus_ponens :premises (@p9069 @p9062))
% 7.12/7.35  (step @p9071 :rule arith_mult_neg :args (-731336339632690660099338596301219/250000000000000000000000000000000000 @t3449))
% 7.12/7.35  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.35  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.35  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.35  (step @p9075 :rule eq_resolve :premises (@p14029 @p9074))
% 7.12/7.35  (step @p9076 :rule evaluate :args ((< -731336339632690660099338596301219/250000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9077 :rule true_elim :premises (@p9076))
% 7.12/7.35  (step @p9078 :rule and_intro :premises (@p9077 @p9075))
% 7.12/7.35  (step @p9079 :rule modus_ponens :premises (@p9078 @p9071))
% 7.12/7.35  (step @p9080 :rule arith_mult_neg :args (-384950226096423423829572405408783/31250000000000000000000000000000000 @t3452))
% 7.12/7.35  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.35  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.35  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.35  (step @p9084 :rule eq_resolve :premises (@p14028 @p9083))
% 7.12/7.35  (step @p9085 :rule evaluate :args ((< -384950226096423423829572405408783/31250000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9086 :rule true_elim :premises (@p9085))
% 7.12/7.35  (step @p9087 :rule and_intro :premises (@p9086 @p9084))
% 7.12/7.35  (step @p9088 :rule modus_ponens :premises (@p9087 @p9080))
% 7.12/7.35  (step @p9089 :rule arith_mult_neg :args (-197449985662783475650041161284723/25000000000000000000000000000000000 @t3455))
% 7.12/7.35  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.35  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.35  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.35  (step @p9093 :rule eq_resolve :premises (@p14027 @p9092))
% 7.12/7.35  (step @p9094 :rule evaluate :args ((< -197449985662783475650041161284723/25000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9095 :rule true_elim :premises (@p9094))
% 7.12/7.35  (step @p9096 :rule and_intro :premises (@p9095 @p9093))
% 7.12/7.35  (step @p9097 :rule modus_ponens :premises (@p9096 @p9089))
% 7.12/7.35  (step @p9098 :rule arith_mult_neg :args (-49490721168051791399633645927013/40000000000000000000000000000000000 @t3458))
% 7.12/7.35  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.35  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.35  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.35  (step @p9102 :rule eq_resolve :premises (@p14026 @p9101))
% 7.12/7.35  (step @p9103 :rule evaluate :args ((< -49490721168051791399633645927013/40000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9104 :rule true_elim :premises (@p9103))
% 7.12/7.35  (step @p9105 :rule and_intro :premises (@p9104 @p9102))
% 7.12/7.35  (step @p9106 :rule modus_ponens :premises (@p9105 @p9098))
% 7.12/7.35  (step @p9107 :rule arith_mult_pos :args (9853102448317275698565413973909621/1000000000000000000000000000000000000 @t3461))
% 7.12/7.35  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.35  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.35  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.35  (step @p9111 :rule eq_resolve :premises (@p14025 @p9110))
% 7.12/7.35  (step @p9112 :rule evaluate :args ((> 9853102448317275698565413973909621/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9113 :rule true_elim :premises (@p9112))
% 7.12/7.35  (step @p9114 :rule and_intro :premises (@p9113 @p9111))
% 7.12/7.35  (step @p9115 :rule modus_ponens :premises (@p9114 @p9107))
% 7.12/7.35  (step @p9116 :rule arith_mult_neg :args (-1574404485864955853279944105646929/125000000000000000000000000000000000 @t3464))
% 7.12/7.35  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.35  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.35  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.35  (step @p9120 :rule eq_resolve :premises (@p14024 @p9119))
% 7.12/7.35  (step @p9121 :rule evaluate :args ((< -1574404485864955853279944105646929/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9122 :rule true_elim :premises (@p9121))
% 7.12/7.35  (step @p9123 :rule and_intro :premises (@p9122 @p9120))
% 7.12/7.35  (step @p9124 :rule modus_ponens :premises (@p9123 @p9116))
% 7.12/7.35  (step @p9125 :rule arith_mult_pos :args (7028810545060106650870117857320613/500000000000000000000000000000000000 @t3467))
% 7.12/7.35  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.35  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.35  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.35  (step @p9129 :rule eq_resolve :premises (@p14023 @p9128))
% 7.12/7.35  (step @p9130 :rule evaluate :args ((> 7028810545060106650870117857320613/500000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9131 :rule true_elim :premises (@p9130))
% 7.12/7.35  (step @p9132 :rule and_intro :premises (@p9131 @p9129))
% 7.12/7.35  (step @p9133 :rule modus_ponens :premises (@p9132 @p9125))
% 7.12/7.35  (step @p9134 :rule arith_mult_neg :args (-50933438232941124655903246599039723/1000000000000000000000000000000000000 @t1199))
% 7.12/7.35  (step @p9135 :rule evaluate :args ((< -50933438232941124655903246599039723/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9136 :rule true_elim :premises (@p9135))
% 7.12/7.35  (step @p9137 :rule and_intro :premises (@p9136 @p166))
% 7.12/7.35  (step @p9138 :rule modus_ponens :premises (@p9137 @p9134))
% 7.12/7.35  (step @p9139 :rule arith_mult_neg :args (-5606106693861864514242846796507447/100000000000000000000000000000000000 @t1178))
% 7.12/7.35  (step @p9140 :rule evaluate :args ((< -5606106693861864514242846796507447/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9141 :rule true_elim :premises (@p9140))
% 7.12/7.35  (step @p9142 :rule and_intro :premises (@p9141 @p62))
% 7.12/7.35  (step @p9143 :rule modus_ponens :premises (@p9142 @p9139))
% 7.12/7.35  (step @p9144 :rule arith_mult_neg :args (-6787577342942935669090580276432247/200000000000000000000000000000000000 @t1181))
% 7.12/7.35  (step @p9145 :rule evaluate :args ((< -6787577342942935669090580276432247/200000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9146 :rule true_elim :premises (@p9145))
% 7.12/7.35  (step @p9147 :rule and_intro :premises (@p9146 @p81))
% 7.12/7.35  (step @p9148 :rule modus_ponens :premises (@p9147 @p9144))
% 7.12/7.35  (step @p9149 :rule arith_mult_pos :args (9882511165937948990432338391347033/200000000000000000000000000000000000 @t1900))
% 7.12/7.35  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.35  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.35  (step @p9150 :rule evaluate :args ((> 9882511165937948990432338391347033/200000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9151 :rule true_elim :premises (@p9150))
% 7.12/7.35  (step @p9152 :rule and_intro :premises (@p9151 @p3467))
% 7.12/7.35  (step @p9153 :rule modus_ponens :premises (@p9152 @p9149))
% 7.12/7.35  (step @p9154 :rule arith_mult_pos :args (13479861176213521055574923556192269/200000000000000000000000000000000000 @t1899))
% 7.12/7.35  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.35  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.35  (step @p9155 :rule evaluate :args ((> 13479861176213521055574923556192269/200000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9156 :rule true_elim :premises (@p9155))
% 7.12/7.35  (step @p9157 :rule and_intro :premises (@p9156 @p3460))
% 7.12/7.35  (step @p9158 :rule modus_ponens :premises (@p9157 @p9154))
% 7.12/7.35  (step @p9159 :rule arith_mult_pos :args (3144056192198847037604086665867697/62500000000000000000000000000000000 @t1898))
% 7.12/7.35  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.35  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.35  (step @p9160 :rule evaluate :args ((> 3144056192198847037604086665867697/62500000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9161 :rule true_elim :premises (@p9160))
% 7.12/7.35  (step @p9162 :rule and_intro :premises (@p9161 @p3453))
% 7.12/7.35  (step @p9163 :rule modus_ponens :premises (@p9162 @p9159))
% 7.12/7.35  (step @p9164 :rule arith_mult_neg :args (-2536601457893891070370730408355643/20000000000000000000000000000000000 @t1191))
% 7.12/7.35  (step @p9165 :rule evaluate :args ((< -2536601457893891070370730408355643/20000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9166 :rule true_elim :premises (@p9165))
% 7.12/7.35  (step @p9167 :rule and_intro :premises (@p9166 @p128))
% 7.12/7.35  (step @p9168 :rule modus_ponens :premises (@p9167 @p9164))
% 7.12/7.35  (step @p9169 :rule arith_mult_pos :args (3156602203395243109336185127317849/500000000000000000000000000000000000 @t2035))
% 7.12/7.35  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.35  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.35  (step @p9170 :rule evaluate :args ((> 3156602203395243109336185127317849/500000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9171 :rule true_elim :premises (@p9170))
% 7.12/7.35  (step @p9172 :rule and_intro :premises (@p9171 @p4058))
% 7.12/7.35  (step @p9173 :rule modus_ponens :premises (@p9172 @p9169))
% 7.12/7.35  (step @p9174 :rule arith_mult_neg :args (-10770673120722483182824219643167197/1000000000000000000000000000000000000 @t1195))
% 7.12/7.35  (step @p9175 :rule evaluate :args ((< -10770673120722483182824219643167197/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9176 :rule true_elim :premises (@p9175))
% 7.12/7.35  (step @p9177 :rule and_intro :premises (@p9176 @p147))
% 7.12/7.35  (step @p9178 :rule modus_ponens :premises (@p9177 @p9174))
% 7.12/7.35  (step @p9179 :rule arith_mult_neg :args (-1/1 @t3313))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p9180 :rule and_intro :premises (@p3443 @p14084))
% 7.12/7.35  (step @p9181 :rule modus_ponens :premises (@p9180 @p9179))
% 7.12/7.35  (step @p9182 :rule arith_sum_ub :premises (@p9181 @p9178 @p9173 @p9168 @p9163 @p9158 @p9153 @p9148 @p9143 @p9138 @p9133 @p9124 @p9115 @p9106 @p9097 @p9088 @p9079 @p9070 @p9061 @p9052 @p9043 @p9034 @p9025 @p9016 @p9007 @p8998 @p8989 @p8983 @p8977 @p8971 @p8967 @p8962 @p8957 @p8952 @p8947 @p8942 @p8937 @p8932 @p8927 @p8922 @p8917 @p8912 @p8907))
% 7.12/7.35  (step @p9183 false :rule eq_resolve :premises (@p9182 @p8902))
% 7.12/7.35  (step-pop @p14085 :rule scope :premises (@p9183))
% 7.12/7.35  (step @p9184 :rule process_scope :premises (@p14085) :args (false))
% 7.12/7.35  (step @p9186 :rule eq_resolve :premises (@p9184 @p8849))
% 7.12/7.35  (step @p9187 :rule eq_resolve :premises (@p9186 @p8848))
% 7.12/7.35  (step-pop @p14086 :rule scope :premises (@p9187))
% 7.12/7.35  (step-pop @p14087 :rule scope :premises (@p14086))
% 7.12/7.35  (step-pop @p14088 :rule scope :premises (@p14087))
% 7.12/7.35  (step-pop @p14089 :rule scope :premises (@p14088))
% 7.12/7.35  (step-pop @p14090 :rule scope :premises (@p14089))
% 7.12/7.35  (step-pop @p14091 :rule scope :premises (@p14090))
% 7.12/7.35  (step-pop @p14092 :rule scope :premises (@p14091))
% 7.12/7.35  (step-pop @p14093 :rule scope :premises (@p14092))
% 7.12/7.35  (step-pop @p14094 :rule scope :premises (@p14093))
% 7.12/7.35  (step-pop @p14095 :rule scope :premises (@p14094))
% 7.12/7.35  (step-pop @p14096 :rule scope :premises (@p14095))
% 7.12/7.35  (step-pop @p14097 :rule scope :premises (@p14096))
% 7.12/7.35  (step-pop @p14098 :rule scope :premises (@p14097))
% 7.12/7.35  (step-pop @p14099 :rule scope :premises (@p14098))
% 7.12/7.35  (step-pop @p14100 :rule scope :premises (@p14099))
% 7.12/7.35  (step-pop @p14101 :rule scope :premises (@p14100))
% 7.12/7.35  (step-pop @p14102 :rule scope :premises (@p14101))
% 7.12/7.35  (step-pop @p14103 :rule scope :premises (@p14102))
% 7.12/7.35  (step-pop @p14104 :rule scope :premises (@p14103))
% 7.12/7.35  (step-pop @p14105 :rule scope :premises (@p14104))
% 7.12/7.35  (step-pop @p14106 :rule scope :premises (@p14105))
% 7.12/7.35  (step-pop @p14107 :rule scope :premises (@p14106))
% 7.12/7.35  (step-pop @p14108 :rule scope :premises (@p14107))
% 7.12/7.35  (step-pop @p14109 :rule scope :premises (@p14108))
% 7.12/7.35  (step-pop @p14110 :rule scope :premises (@p14109))
% 7.12/7.35  (step-pop @p14111 :rule scope :premises (@p14110))
% 7.12/7.35  (step-pop @p14112 :rule scope :premises (@p14111))
% 7.12/7.35  (step-pop @p14113 :rule scope :premises (@p14112))
% 7.12/7.35  (step-pop @p14114 :rule scope :premises (@p14113))
% 7.12/7.35  (step-pop @p14115 :rule scope :premises (@p14114))
% 7.12/7.35  (step-pop @p14116 :rule scope :premises (@p14115))
% 7.12/7.35  (step-pop @p14117 :rule scope :premises (@p14116))
% 7.12/7.35  (step-pop @p14118 :rule scope :premises (@p14117))
% 7.12/7.35  (step-pop @p14119 :rule scope :premises (@p14118))
% 7.12/7.35  (step-pop @p14120 :rule scope :premises (@p14119))
% 7.12/7.35  (step-pop @p14121 :rule scope :premises (@p14120))
% 7.12/7.35  (step-pop @p14122 :rule scope :premises (@p14121))
% 7.12/7.35  (step-pop @p14123 :rule scope :premises (@p14122))
% 7.12/7.35  (step-pop @p14124 :rule scope :premises (@p14123))
% 7.12/7.35  (step-pop @p14125 :rule scope :premises (@p14124))
% 7.12/7.35  (step-pop @p14126 :rule scope :premises (@p14125))
% 7.12/7.35  (step-pop @p14127 :rule scope :premises (@p14126))
% 7.12/7.35  (step @p9188 :rule process_scope :premises (@p14127) :args (@t3470))
% 7.12/7.35  (step @p9231 :rule and_intro :premises (@p14010 @p14011 @p14012 @p14013 @p14014 @p14015 @p14016 @p14017 @p14018 @p14019 @p14020 @p14021 @p14022 @p3325 @p14041 @p14040 @p14039 @p14038 @p14037 @p14036 @p14035 @p14034 @p14033 @p14032 @p14031 @p14030 @p14029 @p14028 @p14027 @p14026 @p14025 @p14024 @p14023 @p166 @p62 @p81 @p255 @p246 @p90 @p128 @p264 @p147))
% 7.12/7.35  (step @p9232 :rule modus_ponens :premises (@p9231 @p9188))
% 7.12/7.35  (step-pop @p14128 :rule scope :premises (@p9232))
% 7.12/7.35  (step-pop @p14129 :rule scope :premises (@p14128))
% 7.12/7.35  (step-pop @p14130 :rule scope :premises (@p14129))
% 7.12/7.35  (step-pop @p14131 :rule scope :premises (@p14130))
% 7.12/7.35  (step-pop @p14132 :rule scope :premises (@p14131))
% 7.12/7.35  (step-pop @p14133 :rule scope :premises (@p14132))
% 7.12/7.35  (step-pop @p14134 :rule scope :premises (@p14133))
% 7.12/7.35  (step-pop @p14135 :rule scope :premises (@p14134))
% 7.12/7.35  (step-pop @p14136 :rule scope :premises (@p14135))
% 7.12/7.35  (step-pop @p14137 :rule scope :premises (@p14136))
% 7.12/7.35  (step-pop @p14138 :rule scope :premises (@p14137))
% 7.12/7.35  (step-pop @p14139 :rule scope :premises (@p14138))
% 7.12/7.35  (step-pop @p14140 :rule scope :premises (@p14139))
% 7.12/7.35  (step-pop @p14141 :rule scope :premises (@p14140))
% 7.12/7.35  (step-pop @p14142 :rule scope :premises (@p14141))
% 7.12/7.35  (step-pop @p14143 :rule scope :premises (@p14142))
% 7.12/7.35  (step-pop @p14144 :rule scope :premises (@p14143))
% 7.12/7.35  (step-pop @p14145 :rule scope :premises (@p14144))
% 7.12/7.35  (step-pop @p14146 :rule scope :premises (@p14145))
% 7.12/7.35  (step-pop @p14147 :rule scope :premises (@p14146))
% 7.12/7.35  (step-pop @p14148 :rule scope :premises (@p14147))
% 7.12/7.35  (step-pop @p14149 :rule scope :premises (@p14148))
% 7.12/7.35  (step-pop @p14150 :rule scope :premises (@p14149))
% 7.12/7.35  (step-pop @p14151 :rule scope :premises (@p14150))
% 7.12/7.35  (step-pop @p14152 :rule scope :premises (@p14151))
% 7.12/7.35  (step-pop @p14153 :rule scope :premises (@p14152))
% 7.12/7.35  (step-pop @p14154 :rule scope :premises (@p14153))
% 7.12/7.35  (step-pop @p14155 :rule scope :premises (@p14154))
% 7.12/7.35  (step-pop @p14156 :rule scope :premises (@p14155))
% 7.12/7.35  (step-pop @p14157 :rule scope :premises (@p14156))
% 7.12/7.35  (step-pop @p14158 :rule scope :premises (@p14157))
% 7.12/7.35  (step-pop @p14159 :rule scope :premises (@p14158))
% 7.12/7.35  (step-pop @p14160 :rule scope :premises (@p14159))
% 7.12/7.35  (step-pop @p14161 :rule scope :premises (@p14160))
% 7.12/7.35  (step-pop @p14162 :rule scope :premises (@p14161))
% 7.12/7.35  (step-pop @p14163 :rule scope :premises (@p14162))
% 7.12/7.35  (step-pop @p14164 :rule scope :premises (@p14163))
% 7.12/7.35  (step-pop @p14165 :rule scope :premises (@p14164))
% 7.12/7.35  (step-pop @p14166 :rule scope :premises (@p14165))
% 7.12/7.35  (step-pop @p14167 :rule scope :premises (@p14166))
% 7.12/7.35  (step-pop @p14168 :rule scope :premises (@p14167))
% 7.12/7.35  (step-pop @p14169 :rule scope :premises (@p14168))
% 7.12/7.35  (step @p9233 :rule process_scope :premises (@p14169) :args (@t3470))
% 7.12/7.35  (step @p9276 :rule implies_elim :premises (@p9233))
% 7.12/7.35  (step @p9277 :rule cnf_and_neg :args (@t3471))
% 7.12/7.35  (step @p9278 :rule resolution :premises (@p9277 @p9276) :args (true @t3471))
% 7.12/7.35  (step @p9279 :rule reordering :premises (@p9278) :args ((or @t1866 @t1865 @t1998 @t1863 @t1862 @t1861 @t1860 @t1933 @t2033 @t3470 @t3501 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621)))
% 7.12/7.35  (assume-push @p14170 @t1175)
% 7.12/7.35  (assume-push @p14171 @t1932)
% 7.12/7.35  (assume-push @p14172 @t1857)
% 7.12/7.35  (assume-push @p14173 @t1930)
% 7.12/7.35  (assume-push @p14174 @t1187)
% 7.12/7.35  (assume-push @p14175 @t1929)
% 7.12/7.35  (assume-push @p14176 @t1927)
% 7.12/7.35  (assume-push @p14177 @t1855)
% 7.12/7.35  (assume-push @p14178 @t1203)
% 7.12/7.35  (assume-push @p14179 @t3312)
% 7.12/7.35  (assume-push @p14180 @t2845)
% 7.12/7.35  (assume-push @p14181 @t3270)
% 7.12/7.35  (assume-push @p14182 @t2611)
% 7.12/7.35  (assume-push @p14183 @t3304)
% 7.12/7.35  (assume-push @p14184 @t1234)
% 7.12/7.35  (assume-push @p14185 @t3080)
% 7.12/7.35  (assume-push @p14186 @t3218)
% 7.12/7.35  (assume-push @p14187 @t2936)
% 7.12/7.35  (assume-push @p14188 @t3185)
% 7.12/7.35  (assume-push @p14189 @t3178)
% 7.12/7.35  (assume-push @p14190 @t3137)
% 7.12/7.35  (assume-push @p14191 @t2794)
% 7.12/7.35  (assume-push @p14192 @t2544)
% 7.12/7.35  (assume-push @p14193 @t2502)
% 7.12/7.35  (assume-push @p14194 @t2457)
% 7.12/7.35  (assume-push @p14195 @t2409)
% 7.12/7.35  (assume-push @p14196 @t2717)
% 7.12/7.35  (assume-push @p14197 @t2356)
% 7.12/7.35  (assume-push @p14198 @t2305)
% 7.12/7.35  (assume-push @p14199 @t2253)
% 7.12/7.35  (assume-push @p14200 @t2890)
% 7.12/7.35  (assume-push @p14201 @t2201)
% 7.12/7.35  (assume-push @p14202 @t2149)
% 7.12/7.35  (assume-push @p14203 @t3035)
% 7.12/7.35  (assume-push @p14204 @t2115)
% 7.12/7.35  (assume-push @p14205 @t2971)
% 7.12/7.35  (assume-push @p14206 @t2063)
% 7.12/7.35  (assume-push @p14207 @t2014)
% 7.12/7.35  (assume-push @p14208 @t1979)
% 7.12/7.35  (assume-push @p14209 @t2804)
% 7.12/7.35  (assume-push @p14210 @t1908)
% 7.12/7.35  (assume-push @p14211 @t1841)
% 7.12/7.35  (assume-push @p14212 @t2845)
% 7.12/7.35  (assume-push @p14213 @t3270)
% 7.12/7.35  (assume-push @p14214 @t2611)
% 7.12/7.35  (assume-push @p14215 @t3304)
% 7.12/7.35  (assume-push @p14216 @t1234)
% 7.12/7.35  (assume-push @p14217 @t3080)
% 7.12/7.35  (assume-push @p14218 @t3218)
% 7.12/7.35  (assume-push @p14219 @t2936)
% 7.12/7.35  (assume-push @p14220 @t3185)
% 7.12/7.35  (assume-push @p14221 @t3178)
% 7.12/7.35  (assume-push @p14222 @t3137)
% 7.12/7.35  (assume-push @p14223 @t2794)
% 7.12/7.35  (assume-push @p14224 @t2544)
% 7.12/7.35  (assume-push @p14225 @t3312)
% 7.12/7.35  (assume-push @p14226 @t1841)
% 7.12/7.35  (assume-push @p14227 @t1908)
% 7.12/7.35  (assume-push @p14228 @t2804)
% 7.12/7.35  (assume-push @p14229 @t1979)
% 7.12/7.35  (assume-push @p14230 @t2014)
% 7.12/7.35  (assume-push @p14231 @t2063)
% 7.12/7.35  (assume-push @p14232 @t2971)
% 7.12/7.35  (assume-push @p14233 @t2115)
% 7.12/7.35  (assume-push @p14234 @t3035)
% 7.12/7.35  (assume-push @p14235 @t2149)
% 7.12/7.35  (assume-push @p14236 @t2201)
% 7.12/7.35  (assume-push @p14237 @t2890)
% 7.12/7.35  (assume-push @p14238 @t2253)
% 7.12/7.35  (assume-push @p14239 @t2305)
% 7.12/7.35  (assume-push @p14240 @t2356)
% 7.12/7.35  (assume-push @p14241 @t2717)
% 7.12/7.35  (assume-push @p14242 @t2409)
% 7.12/7.35  (assume-push @p14243 @t2457)
% 7.12/7.35  (assume-push @p14244 @t2502)
% 7.12/7.35  (assume-push @p14245 @t1855)
% 7.12/7.35  (assume-push @p14246 @t1932)
% 7.12/7.35  (assume-push @p14247 @t1857)
% 7.12/7.35  (assume-push @p14248 @t1187)
% 7.12/7.35  (assume-push @p14249 @t1175)
% 7.12/7.35  (assume-push @p14250 @t1930)
% 7.12/7.35  (assume-push @p14251 @t1929)
% 7.12/7.35  (assume-push @p14252 @t1203)
% 7.12/7.35  (assume-push @p14253 @t1927)
% 7.12/7.35  (step @p9364 :rule arith_poly_norm :args (@t3502))
% 7.12/7.35  (step @p9365 :rule arith_poly_norm_rel :premises (@p9364) :args (@t3505))
% 7.12/7.35  (step @p9366 :rule arith-elim-leq :args (|tptp.'Y_2'| -5146207957568867/10000000000000000))
% 7.12/7.35  (step @p9367 :rule trans :premises (@p9366 @p9365))
% 7.12/7.35  (step @p9368 :rule cong :premises (@p9367) :args ((not @t3506)))
% 7.12/7.35  (step @p9369 :rule symm :premises (@p9366))
% 7.12/7.35  (step @p9370 :rule cong :premises (@p9369) :args ((not @t3504)))
% 7.12/7.35  (step @p9371 :rule arith-elim-gt :args (|tptp.'Y_2'| -5146207957568867/10000000000000000))
% 7.12/7.35  (step @p9372 :rule trans :premises (@p9371 @p9370))
% 7.12/7.35  (step @p9373 :rule trans :premises (@p9372 @p9368))
% 7.12/7.35  (step @p9374 :rule symm :premises (@p9373))
% 7.12/7.35  (step @p9375 :rule trans :premises (@p9368 @p9374))
% 7.12/7.35  (assume-push @p14254 @t3506)
% 7.12/7.35  (step @p9377 :rule evaluate :args ((<= 0/1 -77774315784514582737876009147511375456868214147799/125000000000000000000000000000000000000000000000000)))
% 7.12/7.35  (step @p9378 :rule evaluate :args ((+ -5146207957568867/10000000000000000 10770673120722483182824219643167197/1000000000000000000000000000000000000 -61337138337796210009437527320630342580352603951/250000000000000000000000000000000000000000000000000 113915530618541108424849156070554132986272956237/20000000000000000000000000000000000000000000000000 -391265411854972451053763625395120943098483006523/15625000000000000000000000000000000000000000000000 -1050733701374963420596070039496870250809645363899/100000000000000000000000000000000000000000000000000 -3410492584209522113262096218310368148721160137303/200000000000000000000000000000000000000000000000000 34476694117197549611020882880694492175223570157/200000000000000000000000000000000000000000000000000 163744546057763469323121939703419621199718997663/50000000000000000000000000000000000000000000000000 12581660675898318202393167937183854395598359180247/500000000000000000000000000000000000000000000000000 92084240955554680293366365920221/7812500000000000000000000000000000 -1734472609598066092844068268298317/250000000000000000000000000000000000 -287432002191480858099419448831921/50000000000000000000000000000000000 549158982966619727996334021361929/20000000000000000000000000000000000 439898661466343677473848321832749/200000000000000000000000000000000000 317766409927183674881609974424829/62500000000000000000000000000000000 42624988976873267700962651946117/7812500000000000000000000000000000 -3743077897154832703584550765590999/250000000000000000000000000000000000 -2109159207918890571973070705014511/125000000000000000000000000000000000 40191430604091213477419863717339169/1000000000000000000000000000000000000 -11830001281529894823336554014731/25000000000000000000000000000000000 -4703887603210039612415803594677/156250000000000000000000000000000 2131740336847708517238820652263/31250000000000000000000000000000000 5692231930600168834990275125245539/200000000000000000000000000000000000 -47734857999725165034551058901947/3125000000000000000000000000000000 339821202754939759843452464809381/200000000000000000000000000000000000 -2034890608557587135980932383426599/250000000000000000000000000000000000 28375988545183792505553030052189/7812500000000000000000000000000000 -145007235310749194830991720585727/15625000000000000000000000000000000 -118035789508800421/1000000000000000000 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1)))
% 7.12/7.35  (step @p9379 :rule evaluate :args (@t3507))
% 7.12/7.35  (step @p9380 :rule evaluate :args (@t3508))
% 7.12/7.35  (step @p9381 :rule evaluate :args (@t3509))
% 7.12/7.35  (step @p9382 :rule evaluate :args (@t3510))
% 7.12/7.35  (step @p9383 :rule evaluate :args (@t3511))
% 7.12/7.35  (step @p9384 :rule evaluate :args (@t3512))
% 7.12/7.35  (step @p9385 :rule evaluate :args (@t3513))
% 7.12/7.35  (step @p9386 :rule evaluate :args (@t3514))
% 7.12/7.35  (step @p9387 :rule evaluate :args (@t3515))
% 7.12/7.35  (step @p9388 :rule evaluate :args (@t3516))
% 7.12/7.35  (step @p9389 :rule evaluate :args (@t3517))
% 7.12/7.35  (step @p9390 :rule evaluate :args (@t3518))
% 7.12/7.35  (step @p9391 :rule evaluate :args (@t3519))
% 7.12/7.35  (step @p9392 :rule evaluate :args (@t3520))
% 7.12/7.35  (step @p9393 :rule evaluate :args (@t3521))
% 7.12/7.35  (step @p9394 :rule evaluate :args (@t3522))
% 7.12/7.35  (step @p9395 :rule evaluate :args (@t3523))
% 7.12/7.35  (step @p9396 :rule evaluate :args (@t3524))
% 7.12/7.35  (step @p9397 :rule evaluate :args (@t3525))
% 7.12/7.35  (step @p9398 :rule evaluate :args (@t3526))
% 7.12/7.35  (step @p9399 :rule evaluate :args (@t3527))
% 7.12/7.35  (step @p9400 :rule evaluate :args (@t3528))
% 7.12/7.35  (step @p9401 :rule evaluate :args (@t3529))
% 7.12/7.35  (step @p9402 :rule evaluate :args (@t3530))
% 7.12/7.35  (step @p9403 :rule evaluate :args (@t3531))
% 7.12/7.35  (step @p9404 :rule evaluate :args (@t3532))
% 7.12/7.35  (step @p9405 :rule evaluate :args (@t3533))
% 7.12/7.35  (step @p9406 :rule evaluate :args (@t3534))
% 7.12/7.35  (step @p9407 :rule evaluate :args (@t3535))
% 7.12/7.35  (step @p9408 :rule evaluate :args (@t3536))
% 7.12/7.35  (step @p9409 :rule evaluate :args (@t3537))
% 7.12/7.35  (step @p9410 :rule evaluate :args (@t3538))
% 7.12/7.35  (step @p9411 :rule evaluate :args (@t3539))
% 7.12/7.35  (step @p9412 :rule evaluate :args (@t3540))
% 7.12/7.35  (step @p9413 :rule evaluate :args (@t3541))
% 7.12/7.35  (step @p9414 :rule evaluate :args (@t3542))
% 7.12/7.35  (step @p9415 :rule evaluate :args (@t3543))
% 7.12/7.35  (step @p9416 :rule evaluate :args (@t3544))
% 7.12/7.35  (step @p9417 :rule evaluate :args (@t3545))
% 7.12/7.35  (step @p9418 :rule evaluate :args (@t3546))
% 7.12/7.35  (step @p9419 :rule evaluate :args (@t3547))
% 7.12/7.35  (step @p9420 :rule evaluate :args (@t3548))
% 7.12/7.35  (step @p9421 :rule refl :args (-5146207957568867/10000000000000000))
% 7.12/7.35  (step @p9422 :rule nary_cong :premises (@p9421 @p9420 @p9419 @p9418 @p9417 @p9416 @p9415 @p9414 @p9413 @p9412 @p9411 @p9410 @p9409 @p9408 @p9407 @p9406 @p9405 @p9404 @p9403 @p9402 @p9401 @p9400 @p9399 @p9398 @p9397 @p9396 @p9395 @p9394 @p9393 @p9392 @p9391 @p9390 @p9389 @p9388 @p9387 @p9386 @p9385 @p9384 @p9383 @p9382 @p9381 @p9380 @p9379) :args (@t3549))
% 7.12/7.35  (step @p9423 :rule trans :premises (@p9422 @p9378))
% 7.12/7.35  (step @p9424 :rule arith_poly_norm :args ((= (+ |tptp.'Y_2'| @t3577 @t3576 @t3575 @t3574 @t3573 @t3572 @t3571 @t3570 @t3357 @t3569 @t3568 @t3567 @t3566 @t3565 @t3564 @t3563 @t3562 @t3561 @t3560 @t3559 @t3558 @t3557 @t3556 @t3555 @t3554 @t3553 @t3552 @t3551 @t3550 @t3389 @t3387 @t3381 @t3380 @t3379 @t3377 @t3373 @t3372 @t3370 @t3369 @t3367 @t3362 @t3359) 0/1)))
% 7.12/7.35  (step @p9425 :rule refl :args (@t3359))
% 7.12/7.35  (step @p9426 :rule refl :args (@t3362))
% 7.12/7.35  (step @p9427 :rule refl :args (@t3367))
% 7.12/7.35  (step @p9428 :rule refl :args (@t3369))
% 7.12/7.35  (step @p9429 :rule refl :args (@t3370))
% 7.12/7.35  (step @p9430 :rule refl :args (@t3372))
% 7.12/7.35  (step @p9431 :rule refl :args (@t3373))
% 7.12/7.35  (step @p9432 :rule refl :args (@t3377))
% 7.12/7.35  (step @p9433 :rule refl :args (@t3379))
% 7.12/7.35  (step @p9434 :rule refl :args (@t3380))
% 7.12/7.35  (step @p9435 :rule refl :args (@t3381))
% 7.12/7.35  (step @p9436 :rule refl :args (@t3387))
% 7.12/7.35  (step @p9437 :rule refl :args (@t3389))
% 7.12/7.35  (step @p9438 :rule arith_poly_norm :args ((= @t3578 @t3550)))
% 7.12/7.35  (step @p9439 :rule arith_poly_norm :args ((= @t3579 @t3551)))
% 7.12/7.35  (step @p9440 :rule arith_poly_norm :args ((= @t3580 @t3552)))
% 7.12/7.35  (step @p9441 :rule arith_poly_norm :args ((= @t3581 @t3553)))
% 7.12/7.35  (step @p9442 :rule arith_poly_norm :args ((= @t3582 @t3554)))
% 7.12/7.35  (step @p9443 :rule arith_poly_norm :args ((= @t3583 @t3555)))
% 7.12/7.35  (step @p9444 :rule arith_poly_norm :args ((= @t3584 @t3556)))
% 7.12/7.35  (step @p9445 :rule arith_poly_norm :args ((= @t3585 @t3557)))
% 7.12/7.35  (step @p9446 :rule arith_poly_norm :args ((= @t3586 @t3558)))
% 7.12/7.35  (step @p9447 :rule arith_poly_norm :args ((= @t3587 @t3559)))
% 7.12/7.35  (step @p9448 :rule arith_poly_norm :args ((= @t3588 @t3560)))
% 7.12/7.35  (step @p9449 :rule arith_poly_norm :args ((= @t3589 @t3561)))
% 7.12/7.35  (step @p9450 :rule arith_poly_norm :args ((= @t3590 @t3562)))
% 7.12/7.35  (step @p9451 :rule arith_poly_norm :args ((= @t3591 @t3563)))
% 7.12/7.35  (step @p9452 :rule arith_poly_norm :args ((= @t3592 @t3564)))
% 7.12/7.35  (step @p9453 :rule arith_poly_norm :args ((= @t3593 @t3565)))
% 7.12/7.35  (step @p9454 :rule arith_poly_norm :args ((= @t3594 @t3566)))
% 7.12/7.35  (step @p9455 :rule arith_poly_norm :args ((= @t3595 @t3567)))
% 7.12/7.35  (step @p9456 :rule arith_poly_norm :args ((= @t3596 @t3568)))
% 7.12/7.35  (step @p9457 :rule arith_poly_norm :args ((= @t3597 @t3569)))
% 7.12/7.35  (step @p9458 :rule refl :args (@t3357))
% 7.12/7.35  (step @p9459 :rule refl :args (@t3570))
% 7.12/7.35  (step @p9460 :rule refl :args (@t3571))
% 7.12/7.35  (step @p9461 :rule refl :args (@t3572))
% 7.12/7.35  (step @p9462 :rule refl :args (@t3573))
% 7.12/7.35  (step @p9463 :rule refl :args (@t3574))
% 7.12/7.35  (step @p9464 :rule refl :args (@t3575))
% 7.12/7.35  (step @p9465 :rule refl :args (@t3576))
% 7.12/7.35  (step @p9466 :rule refl :args (@t3577))
% 7.12/7.35  (step @p9467 :rule nary_cong :premises (@p3323 @p9466 @p9465 @p9464 @p9463 @p9462 @p9461 @p9460 @p9459 @p9458 @p9457 @p9456 @p9455 @p9454 @p9453 @p9452 @p9451 @p9450 @p9449 @p9448 @p9447 @p9446 @p9445 @p9444 @p9443 @p9442 @p9441 @p9440 @p9439 @p9438 @p9437 @p9436 @p9435 @p9434 @p9433 @p9432 @p9431 @p9430 @p9429 @p9428 @p9427 @p9426 @p9425) :args (@t3598))
% 7.12/7.35  (step @p9468 :rule trans :premises (@p9467 @p9424))
% 7.12/7.35  (step @p9469 :rule cong :premises (@p9468 @p9423) :args ((<= @t3598 @t3549)))
% 7.12/7.35  (step @p9470 :rule trans :premises (@p9469 @p9377))
% 7.12/7.35  (step @p9471 :rule arith_mult_neg :args (-2097734458237227/100000000000000000 @t2845))
% 7.12/7.35  (step @p9472 :rule evaluate :args ((< -2097734458237227/100000000000000000 0/1)))
% 7.12/7.35  (step @p9473 :rule true_elim :premises (@p9472))
% 7.12/7.35  (step @p9474 :rule and_intro :premises (@p9473 @p14180))
% 7.12/7.35  (step @p9475 :rule modus_ponens :premises (@p9474 @p9471))
% 7.12/7.35  (step @p9476 :rule arith_mult_neg :args (-14763255248747831/1000000000000000000 @t3270))
% 7.12/7.35  (step @p9477 :rule evaluate :args ((< -14763255248747831/1000000000000000000 0/1)))
% 7.12/7.35  (step @p9478 :rule true_elim :premises (@p9477))
% 7.12/7.35  (step @p9479 :rule and_intro :premises (@p9478 @p14181))
% 7.12/7.35  (step @p9480 :rule modus_ponens :premises (@p9479 @p9476))
% 7.12/7.35  (step @p9481 :rule arith_mult_neg :args (-11549376491247307/500000000000000000 @t2611))
% 7.12/7.35  (step @p9482 :rule evaluate :args ((< -11549376491247307/500000000000000000 0/1)))
% 7.12/7.35  (step @p9483 :rule true_elim :premises (@p9482))
% 7.12/7.35  (step @p9484 :rule and_intro :premises (@p9483 @p14182))
% 7.12/7.35  (step @p9485 :rule modus_ponens :premises (@p9484 @p9481))
% 7.12/7.35  (step @p9486 :rule arith_mult_neg :args (-5326168000353567/125000000000000000 @t3304))
% 7.12/7.35  (step @p9487 :rule evaluate :args ((< -5326168000353567/125000000000000000 0/1)))
% 7.12/7.35  (step @p9488 :rule true_elim :premises (@p9487))
% 7.12/7.35  (step @p9489 :rule and_intro :premises (@p9488 @p14183))
% 7.12/7.35  (step @p9490 :rule modus_ponens :premises (@p9489 @p9486))
% 7.12/7.35  (step @p9491 :rule arith_mult_pos :args (31404566017481289/1000000000000000000 @t1234))
% 7.12/7.35  (step @p9492 :rule evaluate :args ((> 31404566017481289/1000000000000000000 0/1)))
% 7.12/7.35  (step @p9493 :rule true_elim :premises (@p9492))
% 7.12/7.35  (step @p9494 :rule and_intro :premises (@p9493 @p14184))
% 7.12/7.35  (step @p9495 :rule modus_ponens :premises (@p9494 @p9491))
% 7.12/7.35  (step @p9496 :rule arith_mult_neg :args (-52852662371198969/500000000000000000 @t3080))
% 7.12/7.35  (step @p9497 :rule evaluate :args ((< -52852662371198969/500000000000000000 0/1)))
% 7.12/7.35  (step @p9498 :rule true_elim :premises (@p9497))
% 7.12/7.35  (step @p9499 :rule and_intro :premises (@p9498 @p14185))
% 7.12/7.35  (step @p9500 :rule modus_ponens :premises (@p9499 @p9496))
% 7.12/7.35  (step @p9501 :rule arith_mult_neg :args (-2711450368763077/20000000000000000 @t3218))
% 7.12/7.35  (step @p9502 :rule evaluate :args ((< -2711450368763077/20000000000000000 0/1)))
% 7.12/7.35  (step @p9503 :rule true_elim :premises (@p9502))
% 7.12/7.35  (step @p9504 :rule and_intro :premises (@p9503 @p14186))
% 7.12/7.35  (step @p9505 :rule modus_ponens :premises (@p9504 @p9501))
% 7.12/7.35  (step @p9506 :rule arith_mult_pos :args (90176877137669503/1000000000000000000 @t2936))
% 7.12/7.35  (step @p9507 :rule evaluate :args ((> 90176877137669503/1000000000000000000 0/1)))
% 7.12/7.35  (step @p9508 :rule true_elim :premises (@p9507))
% 7.12/7.35  (step @p9509 :rule and_intro :premises (@p9508 @p14187))
% 7.12/7.35  (step @p9510 :rule modus_ponens :premises (@p9509 @p9506))
% 7.12/7.35  (step @p9511 :rule arith_mult_pos :args (166703466294858271/1000000000000000000 @t3185))
% 7.12/7.35  (step @p9512 :rule evaluate :args ((> 166703466294858271/1000000000000000000 0/1)))
% 7.12/7.35  (step @p9513 :rule true_elim :premises (@p9512))
% 7.12/7.35  (step @p9514 :rule and_intro :premises (@p9513 @p14188))
% 7.12/7.35  (step @p9515 :rule modus_ponens :premises (@p9514 @p9511))
% 7.12/7.35  (step @p9516 :rule arith_mult_pos :args (6876213400862623/40000000000000000 @t3178))
% 7.12/7.35  (step @p9517 :rule evaluate :args ((> 6876213400862623/40000000000000000 0/1)))
% 7.12/7.35  (step @p9518 :rule true_elim :premises (@p9517))
% 7.12/7.35  (step @p9519 :rule and_intro :premises (@p9518 @p14189))
% 7.12/7.35  (step @p9520 :rule modus_ponens :premises (@p9519 @p9516))
% 7.12/7.35  (step @p9521 :rule arith_mult_neg :args (-15167659366824987/250000000000000000 @t3137))
% 7.12/7.35  (step @p9522 :rule evaluate :args ((< -15167659366824987/250000000000000000 0/1)))
% 7.12/7.35  (step @p9523 :rule true_elim :premises (@p9522))
% 7.12/7.35  (step @p9524 :rule and_intro :premises (@p9523 @p14190))
% 7.12/7.35  (step @p9525 :rule modus_ponens :premises (@p9524 @p9521))
% 7.12/7.35  (step @p9526 :rule arith_mult_neg :args (-4620919424431477/500000000000000000 @t2794))
% 7.12/7.35  (step @p9527 :rule evaluate :args ((< -4620919424431477/500000000000000000 0/1)))
% 7.12/7.35  (step @p9528 :rule true_elim :premises (@p9527))
% 7.12/7.35  (step @p9529 :rule and_intro :premises (@p9528 @p14191))
% 7.12/7.35  (step @p9530 :rule modus_ponens :premises (@p9529 @p9526))
% 7.12/7.35  (step @p9531 :rule arith_mult_neg :args (-48165901753140727/1000000000000000000 @t2544))
% 7.12/7.35  (step @p9532 :rule evaluate :args ((< -48165901753140727/1000000000000000000 0/1)))
% 7.12/7.35  (step @p9533 :rule true_elim :premises (@p9532))
% 7.12/7.35  (step @p9534 :rule and_intro :premises (@p9533 @p14192))
% 7.12/7.35  (step @p9535 :rule modus_ponens :premises (@p9534 @p9531))
% 7.12/7.35  (step @p9536 :rule arith_mult_neg :args (-1/1 @t3420))
% 7.12/7.35  (step @p8968 :rule arith_poly_norm :args (@t3419))
% 7.12/7.35  (step @p8969 :rule arith_poly_norm_rel :premises (@p8968) :args (@t3421))
% 7.12/7.35  (step @p8970 :rule symm :premises (@p8969))
% 7.12/7.35  (step @p8971 :rule eq_resolve :premises (@p3325 @p8970))
% 7.12/7.35  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.35  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.35  (step @p9537 :rule and_intro :premises (@p3443 @p8971))
% 7.12/7.35  (step @p9538 :rule modus_ponens :premises (@p9537 @p9536))
% 7.12/7.35  (step @p9539 :rule arith_mult_neg :args (-1854694044196645593511361260041/3125000000000000000000000000000000 @t2650))
% 7.12/7.35  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.35  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.35  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.35  (step @p9540 :rule eq_resolve :premises (@p14211 @p6105))
% 7.12/7.35  (step @p9541 :rule evaluate :args ((< -1854694044196645593511361260041/3125000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9542 :rule true_elim :premises (@p9541))
% 7.12/7.35  (step @p9543 :rule and_intro :premises (@p9542 @p9540))
% 7.12/7.35  (step @p9544 :rule modus_ponens :premises (@p9543 @p9539))
% 7.12/7.35  (step @p9545 :rule arith_mult_pos :args (539071979515587384952264977476211/15625000000000000000000000000000000 @t3240))
% 7.12/7.35  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.35  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.35  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.35  (step @p9546 :rule eq_resolve :premises (@p14210 @p8402))
% 7.12/7.35  (step @p9547 :rule evaluate :args ((> 539071979515587384952264977476211/15625000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9548 :rule true_elim :premises (@p9547))
% 7.12/7.35  (step @p9549 :rule and_intro :premises (@p9548 @p9546))
% 7.12/7.35  (step @p9550 :rule modus_ponens :premises (@p9549 @p9545))
% 7.12/7.35  (step @p9551 :rule arith_mult_neg :args (-1203218920937645382530860666723501/100000000000000000000000000000000000 @t3002))
% 7.12/7.35  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.35  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.35  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.35  (step @p9552 :rule eq_resolve :premises (@p14209 @p7460))
% 7.12/7.35  (step @p9553 :rule evaluate :args ((< -1203218920937645382530860666723501/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9554 :rule true_elim :premises (@p9553))
% 7.12/7.35  (step @p9555 :rule and_intro :premises (@p9554 @p9552))
% 7.12/7.35  (step @p9556 :rule modus_ponens :premises (@p9555 @p9551))
% 7.12/7.35  (step @p9557 :rule arith_mult_neg :args (-309248337981643654415495648014457/250000000000000000000000000000000000 @t3422))
% 7.12/7.35  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.35  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.35  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.35  (step @p9558 :rule eq_resolve :premises (@p14208 @p8993))
% 7.12/7.35  (step @p9559 :rule evaluate :args ((< -309248337981643654415495648014457/250000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9560 :rule true_elim :premises (@p9559))
% 7.12/7.35  (step @p9561 :rule and_intro :premises (@p9560 @p9558))
% 7.12/7.35  (step @p9562 :rule modus_ponens :premises (@p9561 @p9557))
% 7.12/7.35  (step @p9563 :rule arith_mult_pos :args (182344482313325350896602964022287/6250000000000000000000000000000000 @t3425))
% 7.12/7.35  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.35  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.35  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.35  (step @p9564 :rule eq_resolve :premises (@p14207 @p9002))
% 7.12/7.35  (step @p9565 :rule evaluate :args ((> 182344482313325350896602964022287/6250000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9566 :rule true_elim :premises (@p9565))
% 7.12/7.35  (step @p9567 :rule and_intro :premises (@p9566 @p9564))
% 7.12/7.35  (step @p9568 :rule modus_ponens :premises (@p9567 @p9563))
% 7.12/7.35  (step @p9569 :rule arith_mult_neg :args (-3542219413505472427503452702800731/100000000000000000000000000000000000 @t3428))
% 7.12/7.35  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.35  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.35  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.35  (step @p9570 :rule eq_resolve :premises (@p14206 @p9011))
% 7.12/7.35  (step @p9571 :rule evaluate :args ((< -3542219413505472427503452702800731/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9572 :rule true_elim :premises (@p9571))
% 7.12/7.35  (step @p9573 :rule and_intro :premises (@p9572 @p9570))
% 7.12/7.35  (step @p9574 :rule modus_ponens :premises (@p9573 @p9569))
% 7.12/7.35  (step @p9575 :rule arith_mult_neg :args (-7254245886855625550650231125049/15625000000000000000000000000000000 @t3431))
% 7.12/7.35  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.35  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.35  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.35  (step @p9576 :rule eq_resolve :premises (@p14205 @p9020))
% 7.12/7.35  (step @p9577 :rule evaluate :args ((< -7254245886855625550650231125049/15625000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9578 :rule true_elim :premises (@p9577))
% 7.12/7.35  (step @p9579 :rule and_intro :premises (@p9578 @p9576))
% 7.12/7.35  (step @p9580 :rule modus_ponens :premises (@p9579 @p9575))
% 7.12/7.35  (step @p9581 :rule arith_mult_neg :args (-24505105201106156716027753217363/1562500000000000000000000000000000 @t3434))
% 7.12/7.35  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.35  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.35  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.35  (step @p9582 :rule eq_resolve :premises (@p14204 @p9029))
% 7.12/7.35  (step @p9583 :rule evaluate :args ((< -24505105201106156716027753217363/1562500000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9584 :rule true_elim :premises (@p9583))
% 7.12/7.35  (step @p9585 :rule and_intro :premises (@p9584 @p9582))
% 7.12/7.35  (step @p9586 :rule modus_ponens :premises (@p9585 @p9581))
% 7.12/7.35  (step @p9587 :rule arith_mult_neg :args (-791167704862290103191053735993097/125000000000000000000000000000000000 @t3437))
% 7.12/7.35  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.35  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.35  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.35  (step @p9588 :rule eq_resolve :premises (@p14203 @p9038))
% 7.12/7.35  (step @p9589 :rule evaluate :args ((< -791167704862290103191053735993097/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9590 :rule true_elim :premises (@p9589))
% 7.12/7.35  (step @p9591 :rule and_intro :premises (@p9590 @p9588))
% 7.12/7.35  (step @p9592 :rule modus_ponens :premises (@p9591 @p9587))
% 7.12/7.35  (step @p9593 :rule arith_mult_neg :args (-27969306618281681744100513488771553/1000000000000000000000000000000000000 @t3440))
% 7.12/7.35  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.35  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.35  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.35  (step @p9594 :rule eq_resolve :premises (@p14202 @p9047))
% 7.12/7.35  (step @p9595 :rule evaluate :args ((< -27969306618281681744100513488771553/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9596 :rule true_elim :premises (@p9595))
% 7.12/7.35  (step @p9597 :rule and_intro :premises (@p9596 @p9594))
% 7.12/7.35  (step @p9598 :rule modus_ponens :premises (@p9597 @p9593))
% 7.12/7.35  (step @p9599 :rule arith_mult_neg :args (-725445833688582822942522188660197/62500000000000000000000000000000000 @t3443))
% 7.12/7.35  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.35  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.35  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.35  (step @p9600 :rule eq_resolve :premises (@p14201 @p9056))
% 7.12/7.35  (step @p9601 :rule evaluate :args ((< -725445833688582822942522188660197/62500000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9602 :rule true_elim :premises (@p9601))
% 7.12/7.35  (step @p9603 :rule and_intro :premises (@p9602 @p9600))
% 7.12/7.35  (step @p9604 :rule modus_ponens :premises (@p9603 @p9599))
% 7.12/7.35  (step @p9605 :rule arith_mult_neg :args (-2041811879714646237254664297331213/125000000000000000000000000000000000 @t3446))
% 7.12/7.35  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.35  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.35  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.35  (step @p9606 :rule eq_resolve :premises (@p14200 @p9065))
% 7.12/7.35  (step @p9607 :rule evaluate :args ((< -2041811879714646237254664297331213/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9608 :rule true_elim :premises (@p9607))
% 7.12/7.35  (step @p9609 :rule and_intro :premises (@p9608 @p9606))
% 7.12/7.35  (step @p9610 :rule modus_ponens :premises (@p9609 @p9605))
% 7.12/7.35  (step @p9611 :rule arith_mult_pos :args (731336339632690660099338596301219/250000000000000000000000000000000000 @t3449))
% 7.12/7.35  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.35  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.35  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.35  (step @p9612 :rule eq_resolve :premises (@p14199 @p9074))
% 7.12/7.35  (step @p9613 :rule evaluate :args ((> 731336339632690660099338596301219/250000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9614 :rule true_elim :premises (@p9613))
% 7.12/7.35  (step @p9615 :rule and_intro :premises (@p9614 @p9612))
% 7.12/7.35  (step @p9616 :rule modus_ponens :premises (@p9615 @p9611))
% 7.12/7.35  (step @p9617 :rule arith_mult_pos :args (384950226096423423829572405408783/31250000000000000000000000000000000 @t3452))
% 7.12/7.35  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.35  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.35  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.35  (step @p9618 :rule eq_resolve :premises (@p14198 @p9083))
% 7.12/7.35  (step @p9619 :rule evaluate :args ((> 384950226096423423829572405408783/31250000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9620 :rule true_elim :premises (@p9619))
% 7.12/7.35  (step @p9621 :rule and_intro :premises (@p9620 @p9618))
% 7.12/7.35  (step @p9622 :rule modus_ponens :premises (@p9621 @p9617))
% 7.12/7.35  (step @p9623 :rule arith_mult_pos :args (197449985662783475650041161284723/25000000000000000000000000000000000 @t3455))
% 7.12/7.35  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.35  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.35  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.35  (step @p9624 :rule eq_resolve :premises (@p14197 @p9092))
% 7.12/7.35  (step @p9625 :rule evaluate :args ((> 197449985662783475650041161284723/25000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9626 :rule true_elim :premises (@p9625))
% 7.12/7.35  (step @p9627 :rule and_intro :premises (@p9626 @p9624))
% 7.12/7.35  (step @p9628 :rule modus_ponens :premises (@p9627 @p9623))
% 7.12/7.35  (step @p9629 :rule arith_mult_pos :args (49490721168051791399633645927013/40000000000000000000000000000000000 @t3458))
% 7.12/7.35  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.35  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.35  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.35  (step @p9630 :rule eq_resolve :premises (@p14196 @p9101))
% 7.12/7.35  (step @p9631 :rule evaluate :args ((> 49490721168051791399633645927013/40000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9632 :rule true_elim :premises (@p9631))
% 7.12/7.35  (step @p9633 :rule and_intro :premises (@p9632 @p9630))
% 7.12/7.35  (step @p9634 :rule modus_ponens :premises (@p9633 @p9629))
% 7.12/7.35  (step @p9635 :rule arith_mult_neg :args (-9853102448317275698565413973909621/1000000000000000000000000000000000000 @t3461))
% 7.12/7.35  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.35  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.35  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.35  (step @p9636 :rule eq_resolve :premises (@p14195 @p9110))
% 7.12/7.35  (step @p9637 :rule evaluate :args ((< -9853102448317275698565413973909621/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9638 :rule true_elim :premises (@p9637))
% 7.12/7.35  (step @p9639 :rule and_intro :premises (@p9638 @p9636))
% 7.12/7.35  (step @p9640 :rule modus_ponens :premises (@p9639 @p9635))
% 7.12/7.35  (step @p9641 :rule arith_mult_pos :args (1574404485864955853279944105646929/125000000000000000000000000000000000 @t3464))
% 7.12/7.35  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.35  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.35  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.35  (step @p9642 :rule eq_resolve :premises (@p14194 @p9119))
% 7.12/7.35  (step @p9643 :rule evaluate :args ((> 1574404485864955853279944105646929/125000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9644 :rule true_elim :premises (@p9643))
% 7.12/7.35  (step @p9645 :rule and_intro :premises (@p9644 @p9642))
% 7.12/7.35  (step @p9646 :rule modus_ponens :premises (@p9645 @p9641))
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% 7.12/7.35  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.35  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.35  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.35  (step @p9648 :rule eq_resolve :premises (@p14193 @p9128))
% 7.12/7.35  (step @p9649 :rule evaluate :args ((< -7028810545060106650870117857320613/500000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9650 :rule true_elim :premises (@p9649))
% 7.12/7.35  (step @p9651 :rule and_intro :premises (@p9650 @p9648))
% 7.12/7.35  (step @p9652 :rule modus_ponens :premises (@p9651 @p9647))
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% 7.12/7.35  (step @p3494 :rule symm :premises (@p3351))
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% 7.12/7.35  (step @p9654 :rule evaluate :args ((> 50933438232941124655903246599039723/1000000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9655 :rule true_elim :premises (@p9654))
% 7.12/7.35  (step @p9656 :rule and_intro :premises (@p9655 @p3503))
% 7.12/7.35  (step @p9657 :rule modus_ponens :premises (@p9656 @p9653))
% 7.12/7.35  (step @p9658 :rule arith_mult_pos :args (5606106693861864514242846796507447/100000000000000000000000000000000000 @t1965))
% 7.12/7.35  (step @p3676 :rule symm :premises (@p3605))
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% 7.12/7.35  (step @p9659 :rule evaluate :args ((> 5606106693861864514242846796507447/100000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9660 :rule true_elim :premises (@p9659))
% 7.12/7.35  (step @p9661 :rule and_intro :premises (@p9660 @p3677))
% 7.12/7.35  (step @p9662 :rule modus_ponens :premises (@p9661 @p9658))
% 7.12/7.35  (step @p9663 :rule arith_mult_pos :args (6787577342942935669090580276432247/200000000000000000000000000000000000 @t1901))
% 7.12/7.35  (step @p3478 :rule symm :premises (@p3360))
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% 7.12/7.35  (step @p9664 :rule evaluate :args ((> 6787577342942935669090580276432247/200000000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9665 :rule true_elim :premises (@p9664))
% 7.12/7.35  (step @p9666 :rule and_intro :premises (@p9665 @p3479))
% 7.12/7.35  (step @p9667 :rule modus_ponens :premises (@p9666 @p9663))
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% 7.12/7.35  (step @p9670 :rule true_elim :premises (@p9669))
% 7.12/7.35  (step @p9671 :rule and_intro :premises (@p9670 @p109))
% 7.12/7.35  (step @p9672 :rule modus_ponens :premises (@p9671 @p9668))
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% 7.12/7.35  (step @p9675 :rule true_elim :premises (@p9674))
% 7.12/7.35  (step @p9676 :rule and_intro :premises (@p9675 @p43))
% 7.12/7.35  (step @p9677 :rule modus_ponens :premises (@p9676 @p9673))
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% 7.12/7.35  (step @p9679 :rule evaluate :args ((< -3144056192198847037604086665867697/62500000000000000000000000000000000 0/1)))
% 7.12/7.35  (step @p9680 :rule true_elim :premises (@p9679))
% 7.12/7.35  (step @p9681 :rule and_intro :premises (@p9680 @p3601))
% 7.12/7.35  (step @p9682 :rule modus_ponens :premises (@p9681 @p9678))
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% 7.12/7.35  (step @p9684 :rule evaluate :args ((> 2536601457893891070370730408355643/20000000000000000000000000000000000 0/1)))
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% 7.12/7.35  (step @p9686 :rule and_intro :premises (@p9685 @p3712))
% 7.12/7.35  (step @p9687 :rule modus_ponens :premises (@p9686 @p9683))
% 7.12/7.35  (step @p9688 :rule arith_mult_neg :args (-3156602203395243109336185127317849/500000000000000000000000000000000000 @t1203))
% 7.12/7.35  (step @p9689 :rule evaluate :args ((< -3156602203395243109336185127317849/500000000000000000000000000000000000 0/1)))
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% 7.12/7.35  (step @p9691 :rule and_intro :premises (@p9690 @p185))
% 7.12/7.35  (step @p9692 :rule modus_ponens :premises (@p9691 @p9688))
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% 7.12/7.35  (step @p9694 :rule evaluate :args ((> 10770673120722483182824219643167197/1000000000000000000000000000000000000 0/1)))
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% 7.12/7.35  (step @p9696 :rule and_intro :premises (@p9695 @p3731))
% 7.12/7.35  (step @p9697 :rule modus_ponens :premises (@p9696 @p9693))
% 7.12/7.35  (step @p9698 :rule arith_sum_ub :premises (@p14254 @p9697 @p9692 @p9687 @p9682 @p9677 @p9672 @p9667 @p9662 @p9657 @p9652 @p9646 @p9640 @p9634 @p9628 @p9622 @p9616 @p9610 @p9604 @p9598 @p9592 @p9586 @p9580 @p9574 @p9568 @p9562 @p9556 @p9550 @p9544 @p9538 @p9535 @p9530 @p9525 @p9520 @p9515 @p9510 @p9505 @p9500 @p9495 @p9490 @p9485 @p9480 @p9475))
% 7.12/7.35  (step @p9699 false :rule eq_resolve :premises (@p9698 @p9470))
% 7.12/7.35  (step-pop @p14255 :rule scope :premises (@p9699))
% 7.12/7.35  (step @p9700 :rule process_scope :premises (@p14255) :args (false))
% 7.12/7.35  (step @p9702 :rule eq_resolve :premises (@p9700 @p9375))
% 7.12/7.35  (step @p9703 :rule eq_resolve :premises (@p9702 @p9373))
% 7.12/7.35  (step-pop @p14256 :rule scope :premises (@p9703))
% 7.12/7.35  (step-pop @p14257 :rule scope :premises (@p14256))
% 7.12/7.35  (step-pop @p14258 :rule scope :premises (@p14257))
% 7.12/7.35  (step-pop @p14259 :rule scope :premises (@p14258))
% 7.12/7.35  (step-pop @p14260 :rule scope :premises (@p14259))
% 7.12/7.35  (step-pop @p14261 :rule scope :premises (@p14260))
% 7.12/7.35  (step-pop @p14262 :rule scope :premises (@p14261))
% 7.12/7.35  (step-pop @p14263 :rule scope :premises (@p14262))
% 7.12/7.35  (step-pop @p14264 :rule scope :premises (@p14263))
% 7.12/7.35  (step-pop @p14265 :rule scope :premises (@p14264))
% 7.12/7.35  (step-pop @p14266 :rule scope :premises (@p14265))
% 7.12/7.35  (step-pop @p14267 :rule scope :premises (@p14266))
% 7.12/7.35  (step-pop @p14268 :rule scope :premises (@p14267))
% 7.12/7.35  (step-pop @p14269 :rule scope :premises (@p14268))
% 7.12/7.35  (step-pop @p14270 :rule scope :premises (@p14269))
% 7.12/7.35  (step-pop @p14271 :rule scope :premises (@p14270))
% 7.12/7.35  (step-pop @p14272 :rule scope :premises (@p14271))
% 7.12/7.35  (step-pop @p14273 :rule scope :premises (@p14272))
% 7.12/7.35  (step-pop @p14274 :rule scope :premises (@p14273))
% 7.12/7.35  (step-pop @p14275 :rule scope :premises (@p14274))
% 7.12/7.35  (step-pop @p14276 :rule scope :premises (@p14275))
% 7.12/7.35  (step-pop @p14277 :rule scope :premises (@p14276))
% 7.12/7.35  (step-pop @p14278 :rule scope :premises (@p14277))
% 7.12/7.35  (step-pop @p14279 :rule scope :premises (@p14278))
% 7.12/7.35  (step-pop @p14280 :rule scope :premises (@p14279))
% 7.12/7.35  (step-pop @p14281 :rule scope :premises (@p14280))
% 7.12/7.35  (step-pop @p14282 :rule scope :premises (@p14281))
% 7.12/7.35  (step-pop @p14283 :rule scope :premises (@p14282))
% 7.12/7.35  (step-pop @p14284 :rule scope :premises (@p14283))
% 7.12/7.35  (step-pop @p14285 :rule scope :premises (@p14284))
% 7.12/7.35  (step-pop @p14286 :rule scope :premises (@p14285))
% 7.12/7.35  (step-pop @p14287 :rule scope :premises (@p14286))
% 7.12/7.35  (step-pop @p14288 :rule scope :premises (@p14287))
% 7.12/7.35  (step-pop @p14289 :rule scope :premises (@p14288))
% 7.12/7.35  (step-pop @p14290 :rule scope :premises (@p14289))
% 7.12/7.35  (step-pop @p14291 :rule scope :premises (@p14290))
% 7.12/7.35  (step-pop @p14292 :rule scope :premises (@p14291))
% 7.12/7.35  (step-pop @p14293 :rule scope :premises (@p14292))
% 7.12/7.35  (step-pop @p14294 :rule scope :premises (@p14293))
% 7.12/7.35  (step-pop @p14295 :rule scope :premises (@p14294))
% 7.12/7.35  (step-pop @p14296 :rule scope :premises (@p14295))
% 7.12/7.35  (step-pop @p14297 :rule scope :premises (@p14296))
% 7.12/7.35  (step @p9704 :rule process_scope :premises (@p14297) :args (@t3599))
% 7.12/7.35  (step @p9747 :rule and_intro :premises (@p14180 @p14181 @p14182 @p14183 @p14184 @p14185 @p14186 @p14187 @p14188 @p14189 @p14190 @p14191 @p14192 @p3325 @p14211 @p14210 @p14209 @p14208 @p14207 @p14206 @p14205 @p14204 @p14203 @p14202 @p14201 @p14200 @p14199 @p14198 @p14197 @p14196 @p14195 @p14194 @p14193 @p3356 @p3610 @p3365 @p109 @p43 @p3601 @p3583 @p185 @p3574))
% 7.12/7.35  (step @p9748 :rule modus_ponens :premises (@p9747 @p9704))
% 7.12/7.35  (step-pop @p14298 :rule scope :premises (@p9748))
% 7.12/7.35  (step-pop @p14299 :rule scope :premises (@p14298))
% 7.12/7.35  (step-pop @p14300 :rule scope :premises (@p14299))
% 7.12/7.35  (step-pop @p14301 :rule scope :premises (@p14300))
% 7.12/7.35  (step-pop @p14302 :rule scope :premises (@p14301))
% 7.12/7.35  (step-pop @p14303 :rule scope :premises (@p14302))
% 7.12/7.35  (step-pop @p14304 :rule scope :premises (@p14303))
% 7.12/7.35  (step-pop @p14305 :rule scope :premises (@p14304))
% 7.12/7.35  (step-pop @p14306 :rule scope :premises (@p14305))
% 7.12/7.35  (step-pop @p14307 :rule scope :premises (@p14306))
% 7.12/7.35  (step-pop @p14308 :rule scope :premises (@p14307))
% 7.12/7.35  (step-pop @p14309 :rule scope :premises (@p14308))
% 7.12/7.35  (step-pop @p14310 :rule scope :premises (@p14309))
% 7.12/7.35  (step-pop @p14311 :rule scope :premises (@p14310))
% 7.12/7.35  (step-pop @p14312 :rule scope :premises (@p14311))
% 7.12/7.35  (step-pop @p14313 :rule scope :premises (@p14312))
% 7.12/7.35  (step-pop @p14314 :rule scope :premises (@p14313))
% 7.12/7.35  (step-pop @p14315 :rule scope :premises (@p14314))
% 7.12/7.35  (step-pop @p14316 :rule scope :premises (@p14315))
% 7.12/7.35  (step-pop @p14317 :rule scope :premises (@p14316))
% 7.12/7.35  (step-pop @p14318 :rule scope :premises (@p14317))
% 7.12/7.35  (step-pop @p14319 :rule scope :premises (@p14318))
% 7.12/7.35  (step-pop @p14320 :rule scope :premises (@p14319))
% 7.12/7.35  (step-pop @p14321 :rule scope :premises (@p14320))
% 7.12/7.35  (step-pop @p14322 :rule scope :premises (@p14321))
% 7.12/7.35  (step-pop @p14323 :rule scope :premises (@p14322))
% 7.12/7.35  (step-pop @p14324 :rule scope :premises (@p14323))
% 7.12/7.35  (step-pop @p14325 :rule scope :premises (@p14324))
% 7.12/7.35  (step-pop @p14326 :rule scope :premises (@p14325))
% 7.12/7.35  (step-pop @p14327 :rule scope :premises (@p14326))
% 7.12/7.35  (step-pop @p14328 :rule scope :premises (@p14327))
% 7.12/7.35  (step-pop @p14329 :rule scope :premises (@p14328))
% 7.12/7.35  (step-pop @p14330 :rule scope :premises (@p14329))
% 7.12/7.35  (step-pop @p14331 :rule scope :premises (@p14330))
% 7.12/7.35  (step-pop @p14332 :rule scope :premises (@p14331))
% 7.12/7.35  (step-pop @p14333 :rule scope :premises (@p14332))
% 7.12/7.35  (step-pop @p14334 :rule scope :premises (@p14333))
% 7.12/7.35  (step-pop @p14335 :rule scope :premises (@p14334))
% 7.12/7.35  (step-pop @p14336 :rule scope :premises (@p14335))
% 7.12/7.35  (step-pop @p14337 :rule scope :premises (@p14336))
% 7.12/7.35  (step-pop @p14338 :rule scope :premises (@p14337))
% 7.12/7.35  (step-pop @p14339 :rule scope :premises (@p14338))
% 7.12/7.35  (step @p9749 :rule process_scope :premises (@p14339) :args (@t3599))
% 7.12/7.35  (step @p9792 :rule implies_elim :premises (@p9749))
% 7.12/7.35  (step @p9793 :rule cnf_and_neg :args (@t3600))
% 7.12/7.35  (step @p9794 :rule resolution :premises (@p9793 @p9792) :args (true @t3600))
% 7.12/7.35  (step @p9795 :rule reordering :premises (@p9794) :args ((or @t1939 @t1938 @t1864 @t1937 @t1936 @t1935 @t1934 @t1859 @t1858 @t3599 @t3501 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621)))
% 7.12/7.35  (step @p9796 :rule arith_poly_norm :args ((= (* @t1263 1341597130456177/125000000000000000) @t3601)))
% 7.12/7.35  (step @p9797 :rule evaluate :args (@t970))
% 7.12/7.35  (step @p9798 :rule nary_cong :premises (@p356 @p9797) :args (@t997))
% 7.12/7.35  (step @p9799 :rule trans :premises (@p9798 @p9796))
% 7.12/7.35  (step @p9800 :rule arith_poly_norm :args ((= (* @t1281 167274653008469137/1000000000000000000) @t3602)))
% 7.12/7.35  (step @p9801 :rule evaluate :args (@t942))
% 7.12/7.35  (step @p9802 :rule nary_cong :premises (@p448 @p9801) :args (@t969))
% 7.12/7.35  (step @p9803 :rule trans :premises (@p9802 @p9800))
% 7.12/7.35  (step @p9804 :rule arith_poly_norm :args ((= (* @t1299 -142184808252202699/1000000000000000000) @t3603)))
% 7.12/7.35  (step @p9805 :rule evaluate :args ((* -1/1 142184808252202699/1000000000000000000)))
% 7.12/7.35  (step @p9806 :rule evaluate :args (@t913))
% 7.12/7.35  (step @p9807 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9808 :rule nary_cong :premises (@p9807 @p9806) :args (@t3604))
% 7.12/7.35  (step @p9809 :rule trans :premises (@p9808 @p9805))
% 7.12/7.35  (step @p9810 :rule evaluate :args (@t3604))
% 7.12/7.35  (step @p9811 :rule symm :premises (@p9810))
% 7.12/7.35  (step @p9812 :rule evaluate :args (@t914))
% 7.12/7.35  (step @p9813 :rule trans :premises (@p9812 @p9811))
% 7.12/7.35  (step @p9814 :rule trans :premises (@p9813 @p9809))
% 7.12/7.35  (step @p9815 :rule nary_cong :premises (@p540 @p9814) :args (@t941))
% 7.12/7.35  (step @p9816 :rule trans :premises (@p9815 @p9804))
% 7.12/7.35  (step @p9817 :rule arith_poly_norm :args ((= (* @t1317 -1191018936497687/50000000000000000) @t3605)))
% 7.12/7.35  (step @p9818 :rule evaluate :args ((* -1/1 1191018936497687/50000000000000000)))
% 7.12/7.35  (step @p9819 :rule evaluate :args (@t885))
% 7.12/7.35  (step @p9820 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9821 :rule nary_cong :premises (@p9820 @p9819) :args (@t3606))
% 7.12/7.35  (step @p9822 :rule trans :premises (@p9821 @p9818))
% 7.12/7.35  (step @p9823 :rule evaluate :args (@t3606))
% 7.12/7.35  (step @p9824 :rule symm :premises (@p9823))
% 7.12/7.35  (step @p9825 :rule evaluate :args (@t886))
% 7.12/7.35  (step @p9826 :rule trans :premises (@p9825 @p9824))
% 7.12/7.35  (step @p9827 :rule trans :premises (@p9826 @p9822))
% 7.12/7.35  (step @p9828 :rule nary_cong :premises (@p623 @p9827) :args (@t912))
% 7.12/7.35  (step @p9829 :rule trans :premises (@p9828 @p9817))
% 7.12/7.35  (step @p9830 :rule arith_poly_norm :args ((= (* @t1334 43165332199750189/1000000000000000000) @t3607)))
% 7.12/7.35  (step @p9831 :rule evaluate :args (@t857))
% 7.12/7.35  (step @p9832 :rule nary_cong :premises (@p724 @p9831) :args (@t884))
% 7.12/7.35  (step @p9833 :rule trans :premises (@p9832 @p9830))
% 7.12/7.35  (step @p9834 :rule arith_poly_norm :args ((= (* @t1353 12537760103520673/1000000000000000000) @t3608)))
% 7.12/7.35  (step @p9835 :rule evaluate :args (@t830))
% 7.12/7.35  (step @p9836 :rule nary_cong :premises (@p816 @p9835) :args (@t856))
% 7.12/7.35  (step @p9837 :rule trans :premises (@p9836 @p9834))
% 7.12/7.35  (step @p9838 :rule arith_poly_norm :args ((= (* @t1371 29226445907193227/1000000000000000000) @t3609)))
% 7.12/7.35  (step @p9839 :rule evaluate :args (@t803))
% 7.12/7.35  (step @p9840 :rule nary_cong :premises (@p899 @p9839) :args (@t829))
% 7.12/7.35  (step @p9841 :rule trans :premises (@p9840 @p9838))
% 7.12/7.35  (step @p9842 :rule arith_poly_norm :args ((= (* @t1388 -101556012654238387/1000000000000000000) @t3610)))
% 7.12/7.35  (step @p9843 :rule evaluate :args ((* -1/1 101556012654238387/1000000000000000000)))
% 7.12/7.35  (step @p9844 :rule evaluate :args (@t777))
% 7.12/7.35  (step @p9845 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9846 :rule nary_cong :premises (@p9845 @p9844) :args (@t3611))
% 7.12/7.35  (step @p9847 :rule trans :premises (@p9846 @p9843))
% 7.12/7.35  (step @p9848 :rule evaluate :args (@t3611))
% 7.12/7.35  (step @p9849 :rule symm :premises (@p9848))
% 7.12/7.35  (step @p9850 :rule evaluate :args (@t778))
% 7.12/7.35  (step @p9851 :rule trans :premises (@p9850 @p9849))
% 7.12/7.35  (step @p9852 :rule trans :premises (@p9851 @p9847))
% 7.12/7.35  (step @p9853 :rule nary_cong :premises (@p973 @p9852) :args (@t802))
% 7.12/7.35  (step @p9854 :rule trans :premises (@p9853 @p9842))
% 7.12/7.35  (step @p9855 :rule arith_poly_norm :args ((= (* @t1404 -435029405962027/31250000000000000) @t3612)))
% 7.12/7.35  (step @p9856 :rule evaluate :args ((* -1/1 435029405962027/31250000000000000)))
% 7.12/7.35  (step @p9857 :rule evaluate :args (@t750))
% 7.12/7.35  (step @p9858 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9859 :rule nary_cong :premises (@p9858 @p9857) :args (@t3613))
% 7.12/7.35  (step @p9860 :rule trans :premises (@p9859 @p9856))
% 7.12/7.35  (step @p9861 :rule evaluate :args (@t3613))
% 7.12/7.35  (step @p9862 :rule symm :premises (@p9861))
% 7.12/7.35  (step @p9863 :rule evaluate :args (@t751))
% 7.12/7.35  (step @p9864 :rule trans :premises (@p9863 @p9862))
% 7.12/7.35  (step @p9865 :rule trans :premises (@p9864 @p9860))
% 7.12/7.35  (step @p9866 :rule nary_cong :premises (@p1056 @p9865) :args (@t776))
% 7.12/7.35  (step @p9867 :rule trans :premises (@p9866 @p9855))
% 7.12/7.35  (step @p9868 :rule arith_poly_norm :args ((= (* @t1421 19753233476163/250000000000000) @t3614)))
% 7.12/7.35  (step @p9869 :rule evaluate :args (@t721))
% 7.12/7.35  (step @p9870 :rule nary_cong :premises (@p1157 @p9869) :args (@t749))
% 7.12/7.35  (step @p9871 :rule trans :premises (@p9870 @p9868))
% 7.12/7.35  (step @p9872 :rule arith_poly_norm :args ((= (* @t1440 12625249455934473/200000000000000000) @t3615)))
% 7.12/7.35  (step @p9873 :rule evaluate :args (@t694))
% 7.12/7.35  (step @p9874 :rule nary_cong :premises (@p1249 @p9873) :args (@t720))
% 7.12/7.35  (step @p9875 :rule trans :premises (@p9874 @p9872))
% 7.12/7.35  (step @p9876 :rule arith_poly_norm :args ((= (* @t1458 -4779287213920503/125000000000000000) @t3616)))
% 7.12/7.35  (step @p9877 :rule evaluate :args ((* -1/1 4779287213920503/125000000000000000)))
% 7.12/7.35  (step @p9878 :rule evaluate :args (@t663))
% 7.12/7.35  (step @p9879 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9880 :rule nary_cong :premises (@p9879 @p9878) :args (@t3617))
% 7.12/7.35  (step @p9881 :rule trans :premises (@p9880 @p9877))
% 7.12/7.35  (step @p9882 :rule evaluate :args (@t3617))
% 7.12/7.35  (step @p9883 :rule symm :premises (@p9882))
% 7.12/7.35  (step @p9884 :rule evaluate :args (@t664))
% 7.12/7.35  (step @p9885 :rule trans :premises (@p9884 @p9883))
% 7.12/7.35  (step @p9886 :rule trans :premises (@p9885 @p9881))
% 7.12/7.35  (step @p9887 :rule nary_cong :premises (@p1368 @p9886) :args (@t693))
% 7.12/7.35  (step @p9888 :rule trans :premises (@p9887 @p9876))
% 7.12/7.35  (step @p9889 :rule arith_poly_norm :args ((= (* @t1479 39864266384938729/1000000000000000000) @t3618)))
% 7.12/7.35  (step @p9890 :rule evaluate :args (@t635))
% 7.12/7.35  (step @p9891 :rule nary_cong :premises (@p1469 @p9890) :args (@t662))
% 7.12/7.35  (step @p9892 :rule trans :premises (@p9891 @p9889))
% 7.12/7.35  (step @p9893 :rule arith_poly_norm :args ((= (* @t1498 163985334342465067/1000000000000000000) @t3619)))
% 7.12/7.35  (step @p9894 :rule evaluate :args (@t607))
% 7.12/7.35  (step @p9895 :rule nary_cong :premises (@p1570 @p9894) :args (@t634))
% 7.12/7.35  (step @p9896 :rule trans :premises (@p9895 @p9893))
% 7.12/7.35  (step @p9897 :rule arith_poly_norm :args ((= (* @t1517 5776241477540639/40000000000000000) @t3620)))
% 7.12/7.35  (step @p9898 :rule evaluate :args (@t582))
% 7.12/7.35  (step @p9899 :rule nary_cong :premises (@p1644 @p9898) :args (@t606))
% 7.12/7.35  (step @p9900 :rule trans :premises (@p9899 @p9897))
% 7.12/7.35  (step @p9901 :rule arith_poly_norm :args ((= (* @t1533 133743485380546451/1000000000000000000) @t3621)))
% 7.12/7.35  (step @p9902 :rule evaluate :args (@t555))
% 7.12/7.35  (step @p9903 :rule nary_cong :premises (@p1736 @p9902) :args (@t581))
% 7.12/7.35  (step @p9904 :rule trans :premises (@p9903 @p9901))
% 7.12/7.35  (step @p9905 :rule arith_poly_norm :args ((= (* @t1551 -13280317311547457/200000000000000000) @t3622)))
% 7.12/7.35  (step @p9906 :rule evaluate :args ((* -1/1 13280317311547457/200000000000000000)))
% 7.12/7.35  (step @p9907 :rule evaluate :args (@t526))
% 7.12/7.35  (step @p9908 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9909 :rule nary_cong :premises (@p9908 @p9907) :args (@t3623))
% 7.12/7.35  (step @p9910 :rule trans :premises (@p9909 @p9906))
% 7.12/7.35  (step @p9911 :rule evaluate :args (@t3623))
% 7.12/7.35  (step @p9912 :rule symm :premises (@p9911))
% 7.12/7.35  (step @p9913 :rule evaluate :args (@t527))
% 7.12/7.35  (step @p9914 :rule trans :premises (@p9913 @p9912))
% 7.12/7.35  (step @p9915 :rule trans :premises (@p9914 @p9910))
% 7.12/7.35  (step @p9916 :rule nary_cong :premises (@p1828 @p9915) :args (@t554))
% 7.12/7.35  (step @p9917 :rule trans :premises (@p9916 @p9905))
% 7.12/7.35  (step @p9918 :rule arith_poly_norm :args ((= (* @t1569 -164130337839928003/1000000000000000000) @t3624)))
% 7.12/7.35  (step @p9919 :rule evaluate :args ((* -1/1 164130337839928003/1000000000000000000)))
% 7.12/7.35  (step @p9920 :rule evaluate :args (@t496))
% 7.12/7.35  (step @p9921 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9922 :rule nary_cong :premises (@p9921 @p9920) :args (@t3625))
% 7.12/7.35  (step @p9923 :rule trans :premises (@p9922 @p9919))
% 7.12/7.35  (step @p9924 :rule evaluate :args (@t3625))
% 7.12/7.35  (step @p9925 :rule symm :premises (@p9924))
% 7.12/7.35  (step @p9926 :rule evaluate :args (@t497))
% 7.12/7.35  (step @p9927 :rule trans :premises (@p9926 @p9925))
% 7.12/7.35  (step @p9928 :rule trans :premises (@p9927 @p9923))
% 7.12/7.35  (step @p9929 :rule nary_cong :premises (@p1929 @p9928) :args (@t525))
% 7.12/7.35  (step @p9930 :rule trans :premises (@p9929 @p9918))
% 7.12/7.35  (step @p9931 :rule arith_poly_norm :args ((= (* @t1588 42149173997435667/250000000000000000) @t3626)))
% 7.12/7.35  (step @p9932 :rule evaluate :args (@t466))
% 7.12/7.35  (step @p9933 :rule nary_cong :premises (@p2039 @p9932) :args (@t495))
% 7.12/7.35  (step @p9934 :rule trans :premises (@p9933 @p9931))
% 7.12/7.35  (step @p9935 :rule arith_poly_norm :args ((= (* @t1608 32600747798382873/1000000000000000000) @t3627)))
% 7.12/7.35  (step @p9936 :rule evaluate :args (@t438))
% 7.12/7.35  (step @p9937 :rule nary_cong :premises (@p2131 @p9936) :args (@t465))
% 7.12/7.35  (step @p9938 :rule trans :premises (@p9937 @p9935))
% 7.12/7.35  (step @p9939 :rule arith_poly_norm :args ((= (* @t1233 122956455521180091/1000000000000000000) @t3628)))
% 7.12/7.35  (step @p9940 :rule evaluate :args (@t406))
% 7.12/7.35  (step @p9941 :rule nary_cong :premises (@p2268 @p9940) :args (@t437))
% 7.12/7.35  (step @p9942 :rule trans :premises (@p9941 @p9939))
% 7.12/7.35  (step @p9943 :rule arith_poly_norm :args ((= (* @t1638 62501369306116467/1000000000000000000) @t3629)))
% 7.12/7.35  (step @p9944 :rule evaluate :args (@t378))
% 7.12/7.35  (step @p9945 :rule nary_cong :premises (@p2360 @p9944) :args (@t405))
% 7.12/7.35  (step @p9946 :rule trans :premises (@p9945 @p9943))
% 7.12/7.35  (step @p9947 :rule arith_poly_norm :args ((= (* @t1656 -23697995251223597/200000000000000000) @t3630)))
% 7.12/7.35  (step @p9948 :rule evaluate :args ((* -1/1 23697995251223597/200000000000000000)))
% 7.12/7.35  (step @p9949 :rule evaluate :args (@t347))
% 7.12/7.35  (step @p9950 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9951 :rule nary_cong :premises (@p9950 @p9949) :args (@t3631))
% 7.12/7.35  (step @p9952 :rule trans :premises (@p9951 @p9948))
% 7.12/7.35  (step @p9953 :rule evaluate :args (@t3631))
% 7.12/7.35  (step @p9954 :rule symm :premises (@p9953))
% 7.12/7.35  (step @p9955 :rule evaluate :args (@t348))
% 7.12/7.35  (step @p9956 :rule trans :premises (@p9955 @p9954))
% 7.12/7.35  (step @p9957 :rule trans :premises (@p9956 @p9952))
% 7.12/7.35  (step @p9958 :rule nary_cong :premises (@p2470 @p9957) :args (@t377))
% 7.12/7.35  (step @p9959 :rule trans :premises (@p9958 @p9947))
% 7.12/7.35  (step @p9960 :rule arith_poly_norm :args ((= (* @t1676 157608946257712407/1000000000000000000) @t3632)))
% 7.12/7.35  (step @p9961 :rule evaluate :args (@t318))
% 7.12/7.35  (step @p9962 :rule nary_cong :premises (@p2571 @p9961) :args (@t346))
% 7.12/7.35  (step @p9963 :rule trans :premises (@p9962 @p9960))
% 7.12/7.35  (step @p9964 :rule arith_poly_norm :args ((= (* @t1695 -666265063292243/4000000000000000) @t3633)))
% 7.12/7.35  (step @p9965 :rule evaluate :args ((* -1/1 666265063292243/4000000000000000)))
% 7.12/7.35  (step @p9966 :rule evaluate :args (@t289))
% 7.12/7.35  (step @p9967 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9968 :rule nary_cong :premises (@p9967 @p9966) :args (@t3634))
% 7.12/7.35  (step @p9969 :rule trans :premises (@p9968 @p9965))
% 7.12/7.35  (step @p9970 :rule evaluate :args (@t3634))
% 7.12/7.35  (step @p9971 :rule symm :premises (@p9970))
% 7.12/7.35  (step @p9972 :rule evaluate :args (@t290))
% 7.12/7.35  (step @p9973 :rule trans :premises (@p9972 @p9971))
% 7.12/7.35  (step @p9974 :rule trans :premises (@p9973 @p9969))
% 7.12/7.35  (step @p9975 :rule nary_cong :premises (@p2672 @p9974) :args (@t317))
% 7.12/7.35  (step @p9976 :rule trans :premises (@p9975 @p9964))
% 7.12/7.35  (step @p9977 :rule arith_poly_norm :args ((= (* @t1714 -8116312787771951/200000000000000000) @t3635)))
% 7.12/7.35  (step @p9978 :rule evaluate :args ((* -1/1 8116312787771951/200000000000000000)))
% 7.12/7.35  (step @p9979 :rule evaluate :args (@t262))
% 7.12/7.35  (step @p9980 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9981 :rule nary_cong :premises (@p9980 @p9979) :args (@t3636))
% 7.12/7.35  (step @p9982 :rule trans :premises (@p9981 @p9978))
% 7.12/7.35  (step @p9983 :rule evaluate :args (@t3636))
% 7.12/7.35  (step @p9984 :rule symm :premises (@p9983))
% 7.12/7.35  (step @p9985 :rule evaluate :args (@t263))
% 7.12/7.35  (step @p9986 :rule trans :premises (@p9985 @p9984))
% 7.12/7.35  (step @p9987 :rule trans :premises (@p9986 @p9982))
% 7.12/7.35  (step @p9988 :rule nary_cong :premises (@p2746 @p9987) :args (@t288))
% 7.12/7.35  (step @p9989 :rule trans :premises (@p9988 @p9977))
% 7.12/7.35  (step @p9990 :rule arith_poly_norm :args ((= (* @t1730 -21307648287499023/200000000000000000) @t3637)))
% 7.12/7.35  (step @p9991 :rule evaluate :args ((* -1/1 21307648287499023/200000000000000000)))
% 7.12/7.35  (step @p9992 :rule evaluate :args (@t234))
% 7.12/7.35  (step @p9993 :rule refl :args (-1/1))
% 7.12/7.35  (step @p9994 :rule nary_cong :premises (@p9993 @p9992) :args (@t3638))
% 7.12/7.35  (step @p9995 :rule trans :premises (@p9994 @p9991))
% 7.12/7.35  (step @p9996 :rule evaluate :args (@t3638))
% 7.12/7.35  (step @p9997 :rule symm :premises (@p9996))
% 7.12/7.35  (step @p9998 :rule evaluate :args (@t235))
% 7.12/7.35  (step @p9999 :rule trans :premises (@p9998 @p9997))
% 7.12/7.35  (step @p10000 :rule trans :premises (@p9999 @p9995))
% 7.12/7.35  (step @p10001 :rule nary_cong :premises (@p2838 @p10000) :args (@t261))
% 7.12/7.35  (step @p10002 :rule trans :premises (@p10001 @p9990))
% 7.12/7.35  (step @p10003 :rule arith_poly_norm :args ((= (* @t1748 94850147204340401/1000000000000000000) @t3639)))
% 7.12/7.35  (step @p10004 :rule evaluate :args (@t206))
% 7.12/7.35  (step @p10005 :rule nary_cong :premises (@p2930 @p10004) :args (@t233))
% 7.12/7.35  (step @p10006 :rule trans :premises (@p10005 @p10003))
% 7.12/7.35  (step @p10007 :rule arith_poly_norm :args ((= (* @t1766 -69745330159109/1953125000000000) @t3640)))
% 7.12/7.35  (step @p10008 :rule evaluate :args ((* -1/1 69745330159109/1953125000000000)))
% 7.12/7.35  (step @p10009 :rule evaluate :args (@t174))
% 7.12/7.35  (step @p10010 :rule refl :args (-1/1))
% 7.12/7.35  (step @p10011 :rule nary_cong :premises (@p10010 @p10009) :args (@t3641))
% 7.12/7.35  (step @p10012 :rule trans :premises (@p10011 @p10008))
% 7.12/7.35  (step @p10013 :rule evaluate :args (@t3641))
% 7.12/7.35  (step @p10014 :rule symm :premises (@p10013))
% 7.12/7.35  (step @p10015 :rule evaluate :args (@t175))
% 7.12/7.35  (step @p10016 :rule trans :premises (@p10015 @p10014))
% 7.12/7.35  (step @p10017 :rule trans :premises (@p10016 @p10012))
% 7.12/7.35  (step @p10018 :rule nary_cong :premises (@p3049 @p10017) :args (@t205))
% 7.12/7.35  (step @p10019 :rule trans :premises (@p10018 @p10007))
% 7.12/7.35  (step @p10020 :rule arith_poly_norm :args ((= (* @t1787 -44100798219098847/500000000000000000) @t3642)))
% 7.12/7.35  (step @p10021 :rule evaluate :args ((* -1/1 44100798219098847/500000000000000000)))
% 7.12/7.35  (step @p10022 :rule evaluate :args (@t148))
% 7.12/7.35  (step @p10023 :rule refl :args (-1/1))
% 7.12/7.35  (step @p10024 :rule nary_cong :premises (@p10023 @p10022) :args (@t3643))
% 7.12/7.35  (step @p10025 :rule trans :premises (@p10024 @p10021))
% 7.12/7.35  (step @p10026 :rule evaluate :args (@t3643))
% 7.12/7.35  (step @p10027 :rule symm :premises (@p10026))
% 7.12/7.35  (step @p10028 :rule evaluate :args (@t149))
% 7.12/7.35  (step @p10029 :rule trans :premises (@p10028 @p10027))
% 7.12/7.35  (step @p10030 :rule trans :premises (@p10029 @p10025))
% 7.12/7.35  (step @p10031 :rule nary_cong :premises (@p3114 @p10030) :args (@t173))
% 7.12/7.35  (step @p10032 :rule trans :premises (@p10031 @p10020))
% 7.12/7.35  (step @p10033 :rule arith_poly_norm :args ((= (* @t1802 -5609239283343781/500000000000000000) @t3644)))
% 7.12/7.35  (step @p10034 :rule evaluate :args ((* -1/1 5609239283343781/500000000000000000)))
% 7.12/7.35  (step @p10035 :rule evaluate :args (@t120))
% 7.12/7.35  (step @p10036 :rule refl :args (-1/1))
% 7.12/7.35  (step @p10037 :rule nary_cong :premises (@p10036 @p10035) :args (@t3645))
% 7.12/7.35  (step @p10038 :rule trans :premises (@p10037 @p10034))
% 7.12/7.35  (step @p10039 :rule evaluate :args (@t3645))
% 7.12/7.35  (step @p10040 :rule symm :premises (@p10039))
% 7.12/7.35  (step @p10041 :rule evaluate :args (@t121))
% 7.12/7.35  (step @p10042 :rule trans :premises (@p10041 @p10040))
% 7.12/7.35  (step @p10043 :rule trans :premises (@p10042 @p10038))
% 7.12/7.35  (step @p10044 :rule nary_cong :premises (@p3206 @p10043) :args (@t147))
% 7.12/7.35  (step @p10045 :rule trans :premises (@p10044 @p10033))
% 7.12/7.35  (step @p10046 :rule arith_poly_norm :args ((= (* @t1820 5371026002642443/500000000000000000) @t3646)))
% 7.12/7.35  (step @p10047 :rule evaluate :args (@t90))
% 7.12/7.35  (step @p10048 :rule nary_cong :premises (@p3316 @p10047) :args (@t119))
% 7.12/7.35  (step @p10049 :rule trans :premises (@p10048 @p10046))
% 7.12/7.35  (step @p10050 :rule evaluate :args (@t89))
% 7.12/7.35  (step @p10051 :rule nary_cong :premises (@p10050 @p10049 @p10045 @p10032 @p10019 @p10006 @p10002 @p9989 @p9976 @p9963 @p9959 @p9946 @p9942 @p9938 @p9934 @p9930 @p9917 @p9904 @p9900 @p9896 @p9892 @p9888 @p9875 @p9871 @p9867 @p9854 @p9841 @p9837 @p9833 @p9829 @p9816 @p9803 @p9799) :args (@t3647))
% 7.12/7.35  (step @p10052 :rule arith_poly_norm :args ((= @t998 @t3647)))
% 7.12/7.35  (step @p10053 :rule trans :premises (@p10052 @p10051))
% 7.12/7.35  (step @p10054 :rule refl :args (|tptp.'Y_0'|))
% 7.12/7.35  (step @p10055 :rule cong :premises (@p10054 @p10053) :args (@t999))
% 7.12/7.35  (step @p10056 :rule eq_resolve :premises (@p20 @p10055))
% 7.12/7.35  (assume-push @p14340 @t1175)
% 7.12/7.35  (assume-push @p14341 @t1932)
% 7.12/7.35  (assume-push @p14342 @t1181)
% 7.12/7.35  (assume-push @p14343 @t1930)
% 7.12/7.35  (assume-push @p14344 @t1249)
% 7.12/7.35  (assume-push @p14345 @t1929)
% 7.12/7.35  (assume-push @p14346 @t1195)
% 7.12/7.35  (assume-push @p14347 @t1855)
% 7.12/7.35  (assume-push @p14348 @t1251)
% 7.12/7.35  (assume-push @p14349 @t3649)
% 7.12/7.35  (assume-push @p14350 @t2845)
% 7.12/7.35  (assume-push @p14351 @t3270)
% 7.12/7.35  (assume-push @p14352 @t2611)
% 7.12/7.35  (assume-push @p14353 @t3304)
% 7.12/7.35  (assume-push @p14354 @t1234)
% 7.12/7.35  (assume-push @p14355 @t3080)
% 7.12/7.35  (assume-push @p14356 @t3218)
% 7.12/7.35  (assume-push @p14357 @t2936)
% 7.12/7.35  (assume-push @p14358 @t3185)
% 7.12/7.35  (assume-push @p14359 @t3178)
% 7.12/7.35  (assume-push @p14360 @t3137)
% 7.12/7.35  (assume-push @p14361 @t2794)
% 7.12/7.35  (assume-push @p14362 @t2544)
% 7.12/7.35  (assume-push @p14363 @t2502)
% 7.12/7.35  (assume-push @p14364 @t2457)
% 7.12/7.35  (assume-push @p14365 @t2409)
% 7.12/7.35  (assume-push @p14366 @t2717)
% 7.12/7.35  (assume-push @p14367 @t2356)
% 7.12/7.35  (assume-push @p14368 @t2305)
% 7.12/7.35  (assume-push @p14369 @t2253)
% 7.12/7.35  (assume-push @p14370 @t2890)
% 7.12/7.35  (assume-push @p14371 @t2201)
% 7.12/7.35  (assume-push @p14372 @t2149)
% 7.12/7.35  (assume-push @p14373 @t3035)
% 7.12/7.35  (assume-push @p14374 @t2115)
% 7.12/7.35  (assume-push @p14375 @t2971)
% 7.12/7.35  (assume-push @p14376 @t2063)
% 7.12/7.35  (assume-push @p14377 @t2014)
% 7.12/7.35  (assume-push @p14378 @t1979)
% 7.12/7.35  (assume-push @p14379 @t2804)
% 7.12/7.35  (assume-push @p14380 @t1908)
% 7.12/7.35  (assume-push @p14381 @t1841)
% 7.12/7.35  (assume-push @p14382 @t2457)
% 7.12/7.35  (assume-push @p14383 @t3649)
% 7.12/7.35  (assume-push @p14384 @t2544)
% 7.12/7.35  (assume-push @p14385 @t2794)
% 7.12/7.35  (assume-push @p14386 @t3137)
% 7.12/7.35  (assume-push @p14387 @t3178)
% 7.12/7.35  (assume-push @p14388 @t3185)
% 7.12/7.35  (assume-push @p14389 @t2936)
% 7.12/7.35  (assume-push @p14390 @t3218)
% 7.12/7.35  (assume-push @p14391 @t3080)
% 7.12/7.35  (assume-push @p14392 @t1234)
% 7.12/7.35  (assume-push @p14393 @t3304)
% 7.12/7.35  (assume-push @p14394 @t2611)
% 7.12/7.35  (assume-push @p14395 @t3270)
% 7.12/7.35  (assume-push @p14396 @t1841)
% 7.12/7.35  (assume-push @p14397 @t1908)
% 7.12/7.35  (assume-push @p14398 @t2804)
% 7.12/7.35  (assume-push @p14399 @t1979)
% 7.12/7.35  (assume-push @p14400 @t2014)
% 7.12/7.35  (assume-push @p14401 @t2063)
% 7.12/7.35  (assume-push @p14402 @t2971)
% 7.12/7.35  (assume-push @p14403 @t2115)
% 7.12/7.35  (assume-push @p14404 @t3035)
% 7.12/7.35  (assume-push @p14405 @t2149)
% 7.12/7.35  (assume-push @p14406 @t2201)
% 7.12/7.35  (assume-push @p14407 @t2890)
% 7.12/7.35  (assume-push @p14408 @t2253)
% 7.12/7.35  (assume-push @p14409 @t2305)
% 7.12/7.35  (assume-push @p14410 @t2356)
% 7.12/7.35  (assume-push @p14411 @t2717)
% 7.12/7.35  (assume-push @p14412 @t2409)
% 7.12/7.35  (assume-push @p14413 @t2502)
% 7.12/7.35  (assume-push @p14414 @t2845)
% 7.12/7.35  (assume-push @p14415 @t1855)
% 7.12/7.35  (assume-push @p14416 @t1932)
% 7.12/7.35  (assume-push @p14417 @t1181)
% 7.12/7.35  (assume-push @p14418 @t1249)
% 7.12/7.35  (assume-push @p14419 @t1175)
% 7.12/7.35  (assume-push @p14420 @t1930)
% 7.12/7.35  (assume-push @p14421 @t1929)
% 7.12/7.35  (assume-push @p14422 @t1251)
% 7.12/7.35  (assume-push @p14423 @t1195)
% 7.12/7.35  (step @p10141 :rule arith-elim-lt :args (|tptp.'Y_0'| 50354310818207/50000000000000))
% 7.12/7.35  (step @p10142 :rule symm :premises (@p10141))
% 7.12/7.35  (assume-push @p14424 @t3650)
% 7.12/7.35  (step @p10144 :rule evaluate :args ((<= 0/1 -1126083195740549329064398055266521407091690399542780183/1250000000000000000000000000000000000000000000000000000)))
% 7.12/7.35  (step @p10145 :rule evaluate :args ((+ -50354310818207/50000000000000 -4449920937285677946257512801524178748813536420959/500000000000000000000000000000000000000000000000000 1454600038872533454106592404648430696170540697739/500000000000000000000000000000000000000000000000000 1477393030929439105779517455678132355963032501891/500000000000000000000000000000000000000000000000000 -5299560288738968707363509834652717718973776930457/250000000000000000000000000000000000000000000000000 -46275132231755477188291189614077228405153092293/62500000000000000000000000000000000000000000000000 29900705101391273243866060458444517985919654242583/1000000000000000000000000000000000000000000000000000 -262720477055440162162248078411991622038320544273933/1250000000000000000000000000000000000000000000000000000 30910112655887377117331639974661383289866112397/20000000000000000000000000000000000000000000000000 442287169494796178483806818766458231175089393123/31250000000000000000000000000000000000000000000000 0/1 -14329501270618322896875581380701/7812500000000000000000000000000000 408771583213145784843636231160117/50000000000000000000000000000000000 -490269235509874331349473995636257/20000000000000000000000000000000000 620803831458373514698373533638473/200000000000000000000000000000000000 -79456296016147033399280014184427/4000000000000000000000000000000000 22354625175607985141118281036127/1562500000000000000000000000000000 2370079580773101657893099206689861/250000000000000000000000000000000000 -4249782668590191515231835102540989/200000000000000000000000000000000000 30424310466870366571071801707397019/1000000000000000000000000000000000000 -6497537888369962398976187416989/2000000000000000000000000000000000 -393841403404027230001018746850791/50000000000000000000000000000000000 -8449508187293257263275215869731/15625000000000000000000000000000000 -20039127760245153663273606320146661/1000000000000000000000000000000000000 2061005039187024548425602201918973/500000000000000000000000000000000000 509253890937656262344971393923113/200000000000000000000000000000000000 -1243092228673962250015708739427679/250000000000000000000000000000000000 895833600957550118234028038742899/250000000000000000000000000000000000 13803924676910402594167425581351/3906250000000000000000000000000000 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 5884918656990297/50000000000000000 -3515704510311591926394825161449551/500000000000000000000000000000000000)))
% 7.12/7.35  (step @p10146 :rule evaluate :args (@t3651))
% 7.12/7.35  (step @p10147 :rule refl :args (5884918656990297/50000000000000000))
% 7.12/7.35  (step @p10148 :rule evaluate :args (@t3652))
% 7.12/7.35  (step @p10149 :rule evaluate :args (@t3653))
% 7.12/7.35  (step @p10150 :rule evaluate :args (@t3654))
% 7.12/7.35  (step @p10151 :rule evaluate :args (@t3655))
% 7.12/7.35  (step @p10152 :rule evaluate :args (@t3656))
% 7.12/7.35  (step @p10153 :rule evaluate :args (@t3657))
% 7.12/7.35  (step @p10154 :rule evaluate :args (@t3658))
% 7.12/7.35  (step @p10155 :rule evaluate :args (@t3659))
% 7.12/7.35  (step @p10156 :rule evaluate :args (@t3660))
% 7.12/7.35  (step @p10157 :rule evaluate :args (@t3661))
% 7.12/7.35  (step @p10158 :rule evaluate :args (@t3662))
% 7.12/7.35  (step @p10159 :rule evaluate :args (@t3663))
% 7.12/7.35  (step @p10160 :rule evaluate :args (@t3664))
% 7.12/7.35  (step @p10161 :rule evaluate :args (@t3665))
% 7.12/7.35  (step @p10162 :rule evaluate :args (@t3666))
% 7.12/7.35  (step @p10163 :rule evaluate :args (@t3667))
% 7.12/7.35  (step @p10164 :rule evaluate :args (@t3668))
% 7.12/7.35  (step @p10165 :rule evaluate :args (@t3669))
% 7.12/7.35  (step @p10166 :rule evaluate :args (@t3670))
% 7.12/7.35  (step @p10167 :rule evaluate :args (@t3671))
% 7.12/7.35  (step @p10168 :rule evaluate :args (@t3672))
% 7.12/7.35  (step @p10169 :rule evaluate :args (@t3673))
% 7.12/7.35  (step @p10170 :rule evaluate :args (@t3674))
% 7.12/7.35  (step @p10171 :rule evaluate :args (@t3675))
% 7.12/7.35  (step @p10172 :rule evaluate :args (@t3676))
% 7.12/7.35  (step @p10173 :rule evaluate :args (@t3677))
% 7.12/7.35  (step @p10174 :rule evaluate :args (@t3678))
% 7.12/7.35  (step @p10175 :rule evaluate :args (@t3679))
% 7.12/7.35  (step @p10176 :rule evaluate :args (@t3680))
% 7.12/7.36  (step @p10177 :rule evaluate :args (@t3681))
% 7.12/7.36  (step @p10178 :rule evaluate :args (@t3682))
% 7.12/7.36  (step @p10179 :rule evaluate :args (@t3683))
% 7.12/7.36  (step @p10180 :rule evaluate :args (@t3684))
% 7.12/7.36  (step @p10181 :rule evaluate :args (@t3685))
% 7.12/7.36  (step @p10182 :rule evaluate :args (@t3686))
% 7.12/7.36  (step @p10183 :rule evaluate :args (@t3687))
% 7.12/7.36  (step @p10184 :rule evaluate :args (@t3688))
% 7.12/7.36  (step @p10185 :rule evaluate :args (@t3689))
% 7.12/7.36  (step @p10186 :rule evaluate :args (@t3690))
% 7.12/7.36  (step @p10187 :rule evaluate :args (@t3691))
% 7.12/7.36  (step @p10188 :rule evaluate :args (@t3692))
% 7.12/7.36  (step @p10189 :rule nary_cong :premises (@p10188 @p10187 @p10186 @p10185 @p10184 @p10183 @p10182 @p10181 @p10180 @p10179 @p10178 @p10177 @p10176 @p10175 @p10174 @p10173 @p10172 @p10171 @p10170 @p10169 @p10168 @p10167 @p10166 @p10165 @p10164 @p10163 @p10162 @p10161 @p10160 @p10159 @p10158 @p10157 @p10156 @p10155 @p10154 @p10153 @p10152 @p10151 @p10150 @p10149 @p10148 @p10147 @p10146) :args (@t3693))
% 7.12/7.36  (step @p10190 :rule trans :premises (@p10189 @p10145))
% 7.12/7.36  (step @p10191 :rule arith_poly_norm :args ((= @t3736 0/1)))
% 7.12/7.36  (step @p10192 :rule arith_poly_norm :args ((= @t3738 @t3736)))
% 7.12/7.36  (step @p10193 :rule trans :premises (@p10192 @p10191))
% 7.12/7.36  (step @p10194 :rule cong :premises (@p10193 @p10190) :args ((<= @t3738 @t3693)))
% 7.12/7.36  (step @p10195 :rule trans :premises (@p10194 @p10144))
% 7.12/7.36  (step @p10196 :rule arith_mult_pos :args (3191253019148512852971508644420987/250000000000000000000000000000000000 @t3464))
% 7.12/7.36  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.36  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.36  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.36  (step @p10197 :rule eq_resolve :premises (@p14364 @p9119))
% 7.12/7.36  (step @p10198 :rule evaluate :args ((> 3191253019148512852971508644420987/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10199 :rule true_elim :premises (@p10198))
% 7.12/7.36  (step @p10200 :rule and_intro :premises (@p10199 @p10197))
% 7.12/7.36  (step @p10201 :rule modus_ponens :premises (@p10200 @p10196))
% 7.12/7.36  (step @p10202 :rule arith_poly_norm :args (@t3739))
% 7.12/7.36  (step @p10203 :rule arith_poly_norm_rel :premises (@p10202) :args (@t3741))
% 7.12/7.36  (step @p10204 :rule symm :premises (@p10203))
% 7.12/7.36  (step @p10205 :rule eq_resolve :premises (@p10056 @p10204))
% 7.12/7.36  (step @p10206 :rule arith_mult_pos :args (167274653008469137/1000000000000000000 @t2544))
% 7.12/7.36  (step @p10207 :rule evaluate :args ((> 167274653008469137/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10208 :rule true_elim :premises (@p10207))
% 7.12/7.36  (step @p10209 :rule and_intro :premises (@p10208 @p14362))
% 7.12/7.36  (step @p10210 :rule modus_ponens :premises (@p10209 @p10206))
% 7.12/7.36  (step @p10211 :rule arith_mult_neg :args (-1191018936497687/50000000000000000 @t2794))
% 7.12/7.36  (step @p10212 :rule evaluate :args ((< -1191018936497687/50000000000000000 0/1)))
% 7.12/7.36  (step @p10213 :rule true_elim :premises (@p10212))
% 7.12/7.36  (step @p10214 :rule and_intro :premises (@p10213 @p14361))
% 7.12/7.36  (step @p10215 :rule modus_ponens :premises (@p10214 @p10211))
% 7.12/7.36  (step @p10216 :rule arith_mult_pos :args (19753233476163/250000000000000 @t3137))
% 7.12/7.36  (step @p10217 :rule evaluate :args ((> 19753233476163/250000000000000 0/1)))
% 7.12/7.36  (step @p10218 :rule true_elim :premises (@p10217))
% 7.12/7.36  (step @p10219 :rule and_intro :premises (@p10218 @p14360))
% 7.12/7.36  (step @p10220 :rule modus_ponens :premises (@p10219 @p10216))
% 7.12/7.36  (step @p10221 :rule arith_mult_pos :args (12625249455934473/200000000000000000 @t3178))
% 7.12/7.36  (step @p10222 :rule evaluate :args ((> 12625249455934473/200000000000000000 0/1)))
% 7.12/7.36  (step @p10223 :rule true_elim :premises (@p10222))
% 7.12/7.36  (step @p10224 :rule and_intro :premises (@p10223 @p14359))
% 7.12/7.36  (step @p10225 :rule modus_ponens :premises (@p10224 @p10221))
% 7.12/7.36  (step @p10226 :rule arith_mult_neg :args (-4779287213920503/125000000000000000 @t3185))
% 7.12/7.36  (step @p10227 :rule evaluate :args ((< -4779287213920503/125000000000000000 0/1)))
% 7.12/7.36  (step @p10228 :rule true_elim :premises (@p10227))
% 7.12/7.36  (step @p10229 :rule and_intro :premises (@p10228 @p14358))
% 7.12/7.36  (step @p10230 :rule modus_ponens :premises (@p10229 @p10226))
% 7.12/7.36  (step @p10231 :rule arith_mult_pos :args (163985334342465067/1000000000000000000 @t2936))
% 7.12/7.36  (step @p10232 :rule evaluate :args ((> 163985334342465067/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10233 :rule true_elim :premises (@p10232))
% 7.12/7.36  (step @p10234 :rule and_intro :premises (@p10233 @p14357))
% 7.12/7.36  (step @p10235 :rule modus_ponens :premises (@p10234 @p10231))
% 7.12/7.36  (step @p10236 :rule arith_mult_neg :args (-164130337839928003/1000000000000000000 @t3218))
% 7.12/7.36  (step @p10237 :rule evaluate :args ((< -164130337839928003/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10238 :rule true_elim :premises (@p10237))
% 7.12/7.36  (step @p10239 :rule and_intro :premises (@p10238 @p14356))
% 7.12/7.36  (step @p10240 :rule modus_ponens :premises (@p10239 @p10236))
% 7.12/7.36  (step @p10241 :rule arith_mult_pos :args (42149173997435667/250000000000000000 @t3080))
% 7.12/7.36  (step @p10242 :rule evaluate :args ((> 42149173997435667/250000000000000000 0/1)))
% 7.12/7.36  (step @p10243 :rule true_elim :premises (@p10242))
% 7.12/7.36  (step @p10244 :rule and_intro :premises (@p10243 @p14355))
% 7.12/7.36  (step @p10245 :rule modus_ponens :premises (@p10244 @p10241))
% 7.12/7.36  (step @p10246 :rule arith_mult_pos :args (122956455521180091/1000000000000000000 @t1234))
% 7.12/7.36  (step @p10247 :rule evaluate :args ((> 122956455521180091/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10248 :rule true_elim :premises (@p10247))
% 7.12/7.36  (step @p10249 :rule and_intro :premises (@p10248 @p14354))
% 7.12/7.36  (step @p10250 :rule modus_ponens :premises (@p10249 @p10246))
% 7.12/7.36  (step @p10251 :rule arith_mult_pos :args (62501369306116467/1000000000000000000 @t3304))
% 7.12/7.36  (step @p10252 :rule evaluate :args ((> 62501369306116467/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10253 :rule true_elim :premises (@p10252))
% 7.12/7.36  (step @p10254 :rule and_intro :premises (@p10253 @p14353))
% 7.12/7.36  (step @p10255 :rule modus_ponens :premises (@p10254 @p10251))
% 7.12/7.36  (step @p10256 :rule arith_mult_pos :args (157608946257712407/1000000000000000000 @t2611))
% 7.12/7.36  (step @p10257 :rule evaluate :args ((> 157608946257712407/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10258 :rule true_elim :premises (@p10257))
% 7.12/7.36  (step @p10259 :rule and_intro :premises (@p10258 @p14352))
% 7.12/7.36  (step @p10260 :rule modus_ponens :premises (@p10259 @p10256))
% 7.12/7.36  (step @p10261 :rule arith_mult_neg :args (-69745330159109/1953125000000000 @t3270))
% 7.12/7.36  (step @p10262 :rule evaluate :args ((< -69745330159109/1953125000000000 0/1)))
% 7.12/7.36  (step @p10263 :rule true_elim :premises (@p10262))
% 7.12/7.36  (step @p10264 :rule and_intro :premises (@p10263 @p14351))
% 7.12/7.36  (step @p10265 :rule modus_ponens :premises (@p10264 @p10261))
% 7.12/7.36  (step @p10266 :rule arith_mult_pos :args (176557099581547447872242723233/781250000000000000000000000000000 @t2650))
% 7.12/7.36  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.36  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.36  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.36  (step @p10267 :rule eq_resolve :premises (@p14381 @p6105))
% 7.12/7.36  (step @p10268 :rule evaluate :args ((> 176557099581547447872242723233/781250000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10269 :rule true_elim :premises (@p10268))
% 7.12/7.36  (step @p10270 :rule and_intro :premises (@p10269 @p10267))
% 7.12/7.36  (step @p10271 :rule modus_ponens :premises (@p10270 @p10266))
% 7.12/7.36  (step @p10272 :rule arith_mult_pos :args (17018571593225720869211854502061501/500000000000000000000000000000000000 @t3240))
% 7.12/7.36  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.36  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.36  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.36  (step @p10273 :rule eq_resolve :premises (@p14380 @p8402))
% 7.12/7.36  (step @p10274 :rule evaluate :args ((> 17018571593225720869211854502061501/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10275 :rule true_elim :premises (@p10274))
% 7.12/7.36  (step @p10276 :rule and_intro :premises (@p10275 @p10273))
% 7.12/7.36  (step @p10277 :rule modus_ponens :premises (@p10276 @p10272))
% 7.12/7.36  (step @p10278 :rule arith_mult_neg :args (-735033167739310996913330795814421/100000000000000000000000000000000000 @t3002))
% 7.12/7.36  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.36  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.36  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.36  (step @p10279 :rule eq_resolve :premises (@p14379 @p7460))
% 7.12/7.36  (step @p10280 :rule evaluate :args ((< -735033167739310996913330795814421/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10281 :rule true_elim :premises (@p10280))
% 7.12/7.36  (step @p10282 :rule and_intro :premises (@p10281 @p10279))
% 7.12/7.36  (step @p10283 :rule modus_ponens :premises (@p10282 @p10278))
% 7.12/7.36  (step @p10284 :rule arith_mult_neg :args (-463437590434065844745164919720461/250000000000000000000000000000000000 @t3422))
% 7.12/7.36  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.36  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.36  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.36  (step @p10285 :rule eq_resolve :premises (@p14378 @p8993))
% 7.12/7.36  (step @p10286 :rule evaluate :args ((< -463437590434065844745164919720461/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10287 :rule true_elim :premises (@p10286))
% 7.12/7.36  (step @p10288 :rule and_intro :premises (@p10287 @p10285))
% 7.12/7.36  (step @p10289 :rule modus_ponens :premises (@p10288 @p10284))
% 7.12/7.36  (step @p10290 :rule arith_mult_neg :args (-7872923743019756636372244806521033/1000000000000000000000000000000000000 @t3425))
% 7.12/7.36  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.36  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.36  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.36  (step @p10291 :rule eq_resolve :premises (@p14377 @p9002))
% 7.12/7.36  (step @p10292 :rule evaluate :args ((< -7872923743019756636372244806521033/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10293 :rule true_elim :premises (@p10292))
% 7.12/7.36  (step @p10294 :rule and_intro :premises (@p10293 @p10291))
% 7.12/7.36  (step @p10295 :rule modus_ponens :premises (@p10294 @p10290))
% 7.12/7.36  (step @p10296 :rule arith_mult_pos :args (12470150241150244901713612627553069/500000000000000000000000000000000000 @t3428))
% 7.12/7.36  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.36  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.36  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.36  (step @p10297 :rule eq_resolve :premises (@p14376 @p9011))
% 7.12/7.36  (step @p10298 :rule evaluate :args ((> 12470150241150244901713612627553069/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10299 :rule true_elim :premises (@p10298))
% 7.12/7.36  (step @p10300 :rule and_intro :premises (@p10299 @p10297))
% 7.12/7.36  (step @p10301 :rule modus_ponens :premises (@p10300 @p10296))
% 7.12/7.36  (step @p10302 :rule arith_mult_pos :args (28753412859027747501817797554813/7812500000000000000000000000000000 @t3431))
% 7.12/7.36  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.36  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.36  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.36  (step @p10303 :rule eq_resolve :premises (@p14375 @p9020))
% 7.12/7.36  (step @p10304 :rule evaluate :args ((> 28753412859027747501817797554813/7812500000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10305 :rule true_elim :premises (@p10304))
% 7.12/7.36  (step @p10306 :rule and_intro :premises (@p10305 @p10303))
% 7.12/7.36  (step @p10307 :rule modus_ponens :premises (@p10306 @p10302))
% 7.12/7.36  (step @p10308 :rule arith_mult_neg :args (-2051733765147965913983303288700529/500000000000000000000000000000000000 @t3434))
% 7.12/7.36  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.36  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.36  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.36  (step @p10309 :rule eq_resolve :premises (@p14374 @p9029))
% 7.12/7.36  (step @p10310 :rule evaluate :args ((< -2051733765147965913983303288700529/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10311 :rule true_elim :premises (@p10310))
% 7.12/7.36  (step @p10312 :rule and_intro :premises (@p10311 @p10309))
% 7.12/7.36  (step @p10313 :rule modus_ponens :premises (@p10312 @p10308))
% 7.12/7.36  (step @p10314 :rule arith_mult_neg :args (-434542821768200963074909229946543/10000000000000000000000000000000000 @t3437))
% 7.12/7.36  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.36  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.36  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.36  (step @p10315 :rule eq_resolve :premises (@p14373 @p9038))
% 7.12/7.36  (step @p10316 :rule evaluate :args ((< -434542821768200963074909229946543/10000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10317 :rule true_elim :premises (@p10316))
% 7.12/7.36  (step @p10318 :rule and_intro :premises (@p10317 @p10315))
% 7.12/7.36  (step @p10319 :rule modus_ponens :premises (@p10318 @p10314))
% 7.12/7.36  (step @p10320 :rule arith_mult_neg :args (-21172345828642223044356942302007003/1000000000000000000000000000000000000 @t3440))
% 7.12/7.36  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.36  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.36  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.36  (step @p10321 :rule eq_resolve :premises (@p14372 @p9047))
% 7.12/7.36  (step @p10322 :rule evaluate :args ((< -21172345828642223044356942302007003/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10323 :rule true_elim :premises (@p10322))
% 7.12/7.36  (step @p10324 :rule and_intro :premises (@p10323 @p10321))
% 7.12/7.36  (step @p10325 :rule modus_ponens :premises (@p10324 @p10320))
% 7.12/7.36  (step @p10326 :rule arith_mult_neg :args (-1461713804930206357795198569538303/100000000000000000000000000000000000 @t3443))
% 7.12/7.36  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.36  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.36  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.36  (step @p10327 :rule eq_resolve :premises (@p14371 @p9056))
% 7.12/7.36  (step @p10328 :rule evaluate :args ((< -1461713804930206357795198569538303/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10329 :rule true_elim :premises (@p10328))
% 7.12/7.36  (step @p10330 :rule and_intro :premises (@p10329 @p10327))
% 7.12/7.36  (step @p10331 :rule modus_ponens :premises (@p10330 @p10326))
% 7.12/7.36  (step @p10332 :rule arith_mult_pos :args (1292854911614320379677239382805607/125000000000000000000000000000000000 @t3446))
% 7.12/7.36  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.36  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.36  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.36  (step @p10333 :rule eq_resolve :premises (@p14370 @p9065))
% 7.12/7.36  (step @p10334 :rule evaluate :args ((> 1292854911614320379677239382805607/125000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10335 :rule true_elim :premises (@p10334))
% 7.12/7.36  (step @p10336 :rule and_intro :premises (@p10335 @p10333))
% 7.12/7.36  (step @p10337 :rule modus_ponens :premises (@p10336 @p10332))
% 7.12/7.36  (step @p10338 :rule arith_mult_pos :args (383548480415095509846654369083289/50000000000000000000000000000000000 @t3449))
% 7.12/7.36  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.36  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.36  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.36  (step @p10339 :rule eq_resolve :premises (@p14369 @p9074))
% 7.12/7.36  (step @p10340 :rule evaluate :args ((> 383548480415095509846654369083289/50000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10341 :rule true_elim :premises (@p10340))
% 7.12/7.36  (step @p10342 :rule and_intro :premises (@p10341 @p10339))
% 7.12/7.36  (step @p10343 :rule modus_ponens :premises (@p10342 @p10338))
% 7.12/7.36  (step @p10344 :rule arith_mult_neg :args (-96255356641405583449057665018729/2000000000000000000000000000000000 @t3452))
% 7.12/7.36  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.36  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.36  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.36  (step @p10345 :rule eq_resolve :premises (@p14368 @p9083))
% 7.12/7.36  (step @p10346 :rule evaluate :args ((< -96255356641405583449057665018729/2000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10347 :rule true_elim :premises (@p10346))
% 7.12/7.36  (step @p10348 :rule and_intro :premises (@p10347 @p10345))
% 7.12/7.36  (step @p10349 :rule modus_ponens :premises (@p10348 @p10344))
% 7.12/7.36  (step @p10350 :rule arith_mult_pos :args (278649876342565843025398638477271/25000000000000000000000000000000000 @t3455))
% 7.12/7.36  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.36  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.36  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.36  (step @p10351 :rule eq_resolve :premises (@p14367 @p9092))
% 7.12/7.36  (step @p10352 :rule evaluate :args ((> 278649876342565843025398638477271/25000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10353 :rule true_elim :premises (@p10352))
% 7.12/7.36  (step @p10354 :rule and_intro :premises (@p10353 @p10351))
% 7.12/7.36  (step @p10355 :rule modus_ponens :premises (@p10354 @p10350))
% 7.12/7.36  (step @p10356 :rule arith_mult_neg :args (-44183522048237103238811555833629/40000000000000000000000000000000000 @t3458))
% 7.12/7.36  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.36  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.36  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.36  (step @p10357 :rule eq_resolve :premises (@p14366 @p9101))
% 7.12/7.36  (step @p10358 :rule evaluate :args ((< -44183522048237103238811555833629/40000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10359 :rule true_elim :premises (@p10358))
% 7.12/7.36  (step @p10360 :rule and_intro :premises (@p10359 @p10357))
% 7.12/7.36  (step @p10361 :rule modus_ponens :premises (@p10360 @p10356))
% 7.12/7.36  (step @p10362 :rule arith_mult_pos :args (14012595176082139870860172394283017/1000000000000000000000000000000000000 @t3461))
% 7.12/7.36  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.36  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.36  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.36  (step @p10363 :rule eq_resolve :premises (@p14365 @p9110))
% 7.12/7.36  (step @p10364 :rule evaluate :args ((> 14012595176082139870860172394283017/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10365 :rule true_elim :premises (@p10364))
% 7.12/7.36  (step @p10366 :rule and_intro :premises (@p10365 @p10363))
% 7.12/7.36  (step @p10367 :rule modus_ponens :premises (@p10366 @p10362))
% 7.12/7.36  (step @p10368 :rule arith_mult_pos :args (1093774011613859103326650399158053/500000000000000000000000000000000000 @t3467))
% 7.12/7.36  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.36  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.36  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.36  (step @p10369 :rule eq_resolve :premises (@p14363 @p9128))
% 7.12/7.36  (step @p10370 :rule evaluate :args ((> 1093774011613859103326650399158053/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10371 :rule true_elim :premises (@p10370))
% 7.12/7.36  (step @p10372 :rule and_intro :premises (@p10371 @p10369))
% 7.12/7.36  (step @p10373 :rule modus_ponens :premises (@p10372 @p10368))
% 7.12/7.36  (step @p10374 :rule arith_mult_pos :args (5371026002642443/500000000000000000 @t2845))
% 7.12/7.36  (step @p10375 :rule evaluate :args ((> 5371026002642443/500000000000000000 0/1)))
% 7.12/7.36  (step @p10376 :rule true_elim :premises (@p10375))
% 7.12/7.36  (step @p10377 :rule and_intro :premises (@p10376 @p14350))
% 7.12/7.36  (step @p10378 :rule modus_ponens :premises (@p10377 @p10374))
% 7.12/7.36  (step @p10379 :rule arith_mult_pos :args (1790479556632705227976578289545607/62500000000000000000000000000000000 @t1867))
% 7.12/7.36  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.36  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.36  (step @p10380 :rule evaluate :args ((> 1790479556632705227976578289545607/62500000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10381 :rule true_elim :premises (@p10380))
% 7.12/7.36  (step @p10382 :rule and_intro :premises (@p10381 @p3503))
% 7.12/7.36  (step @p10383 :rule modus_ponens :premises (@p10382 @p10379))
% 7.12/7.36  (step @p10384 :rule arith_mult_pos :args (1058266633241423550901789989780693/40000000000000000000000000000000000 @t1965))
% 7.12/7.36  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.36  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.36  (step @p10385 :rule evaluate :args ((> 1058266633241423550901789989780693/40000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10386 :rule true_elim :premises (@p10385))
% 7.12/7.36  (step @p10387 :rule and_intro :premises (@p10386 @p3677))
% 7.12/7.36  (step @p10388 :rule modus_ponens :premises (@p10387 @p10384))
% 7.12/7.36  (step @p10389 :rule arith_mult_neg :args (-17063198272537553310075512912158933/250000000000000000000000000000000000 @t1181))
% 7.12/7.36  (step @p10390 :rule evaluate :args ((< -17063198272537553310075512912158933/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10391 :rule true_elim :premises (@p10390))
% 7.12/7.36  (step @p10392 :rule and_intro :premises (@p10391 @p81))
% 7.12/7.36  (step @p10393 :rule modus_ponens :premises (@p10392 @p10389))
% 7.12/7.36  (step @p10394 :rule arith_mult_pos :args (86143399688238803880730215721897113/1000000000000000000000000000000000000 @t1900))
% 7.12/7.36  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.36  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.36  (step @p10395 :rule evaluate :args ((> 86143399688238803880730215721897113/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10396 :rule true_elim :premises (@p10395))
% 7.12/7.36  (step @p10397 :rule and_intro :premises (@p10396 @p3467))
% 7.12/7.36  (step @p10398 :rule modus_ponens :premises (@p10397 @p10394))
% 7.12/7.36  (step @p10399 :rule arith_mult_neg :args (-593663606276949015327900182240883/125000000000000000000000000000000000 @t1175))
% 7.12/7.36  (step @p10400 :rule evaluate :args ((< -593663606276949015327900182240883/125000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10401 :rule true_elim :premises (@p10400))
% 7.12/7.36  (step @p10402 :rule and_intro :premises (@p10401 @p43))
% 7.12/7.36  (step @p10403 :rule modus_ponens :premises (@p10402 @p10399))
% 7.12/7.36  (step @p10404 :rule arith_mult_neg :args (-42585198785516188947854496522232523/1000000000000000000000000000000000000 @t1930))
% 7.12/7.36  (step @p10405 :rule evaluate :args ((< -42585198785516188947854496522232523/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10406 :rule true_elim :premises (@p10405))
% 7.12/7.36  (step @p10407 :rule and_intro :premises (@p10406 @p3601))
% 7.12/7.36  (step @p10408 :rule modus_ponens :premises (@p10407 @p10404))
% 7.12/7.36  (step @p10409 :rule arith_mult_pos :args (32897685642943668835059203537496949/500000000000000000000000000000000000 @t1966))
% 7.12/7.36  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.36  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.36  (step @p10410 :rule evaluate :args ((> 32897685642943668835059203537496949/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10411 :rule true_elim :premises (@p10410))
% 7.12/7.36  (step @p10412 :rule and_intro :premises (@p10411 @p3712))
% 7.12/7.36  (step @p10413 :rule modus_ponens :premises (@p10412 @p10409))
% 7.12/7.36  (step @p10414 :rule arith_mult_pos :args (71194408158590898501927441366322461/1000000000000000000000000000000000000 @t2035))
% 7.12/7.36  (step @p4049 :rule symm :premises (@p259))
% 7.12/7.36  (step @p4058 :rule eq_resolve :premises (@p264 @p4049))
% 7.12/7.36  (step @p10415 :rule evaluate :args ((> 71194408158590898501927441366322461/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10416 :rule true_elim :premises (@p10415))
% 7.12/7.36  (step @p10417 :rule and_intro :premises (@p10416 @p4058))
% 7.12/7.36  (step @p10418 :rule modus_ponens :premises (@p10417 @p10414))
% 7.12/7.36  (step @p10419 :rule arith_mult_neg :args (-4455136782011866636700813200316937/500000000000000000000000000000000000 @t1195))
% 7.12/7.36  (step @p10420 :rule evaluate :args ((< -4455136782011866636700813200316937/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10421 :rule true_elim :premises (@p10420))
% 7.12/7.36  (step @p10422 :rule and_intro :premises (@p10421 @p147))
% 7.12/7.36  (step @p10423 :rule modus_ponens :premises (@p10422 @p10419))
% 7.12/7.36  (step @p10424 :rule arith_mult_neg :args (-1/1 @t3650))
% 7.12/7.36  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.36  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.36  (step @p10425 :rule and_intro :premises (@p3443 @p14424))
% 7.12/7.36  (step @p10426 :rule modus_ponens :premises (@p10425 @p10424))
% 7.12/7.36  (step @p10427 :rule arith_sum_ub :premises (@p10426 @p10423 @p10418 @p10413 @p10408 @p10403 @p10398 @p10393 @p10388 @p10383 @p10378 @p10373 @p10367 @p10361 @p10355 @p10349 @p10343 @p10337 @p10331 @p10325 @p10319 @p10313 @p10307 @p10301 @p10295 @p10289 @p10283 @p10277 @p10271 @p10265 @p10260 @p10255 @p10250 @p10245 @p10240 @p10235 @p10230 @p10225 @p10220 @p10215 @p10210 @p10205 @p10201))
% 7.12/7.36  (step @p10428 false :rule eq_resolve :premises (@p10427 @p10195))
% 7.12/7.36  (step-pop @p14425 :rule scope :premises (@p10428))
% 7.12/7.36  (step @p10429 :rule process_scope :premises (@p14425) :args (false))
% 7.12/7.36  (step @p10431 :rule eq_resolve :premises (@p10429 @p10142))
% 7.12/7.36  (step @p10432 :rule eq_resolve :premises (@p10431 @p10141))
% 7.12/7.36  (step-pop @p14426 :rule scope :premises (@p10432))
% 7.12/7.36  (step-pop @p14427 :rule scope :premises (@p14426))
% 7.12/7.36  (step-pop @p14428 :rule scope :premises (@p14427))
% 7.12/7.36  (step-pop @p14429 :rule scope :premises (@p14428))
% 7.12/7.36  (step-pop @p14430 :rule scope :premises (@p14429))
% 7.12/7.36  (step-pop @p14431 :rule scope :premises (@p14430))
% 7.12/7.36  (step-pop @p14432 :rule scope :premises (@p14431))
% 7.12/7.36  (step-pop @p14433 :rule scope :premises (@p14432))
% 7.12/7.36  (step-pop @p14434 :rule scope :premises (@p14433))
% 7.12/7.36  (step-pop @p14435 :rule scope :premises (@p14434))
% 7.12/7.36  (step-pop @p14436 :rule scope :premises (@p14435))
% 7.12/7.36  (step-pop @p14437 :rule scope :premises (@p14436))
% 7.12/7.36  (step-pop @p14438 :rule scope :premises (@p14437))
% 7.12/7.36  (step-pop @p14439 :rule scope :premises (@p14438))
% 7.12/7.36  (step-pop @p14440 :rule scope :premises (@p14439))
% 7.12/7.36  (step-pop @p14441 :rule scope :premises (@p14440))
% 7.12/7.36  (step-pop @p14442 :rule scope :premises (@p14441))
% 7.12/7.36  (step-pop @p14443 :rule scope :premises (@p14442))
% 7.12/7.36  (step-pop @p14444 :rule scope :premises (@p14443))
% 7.12/7.36  (step-pop @p14445 :rule scope :premises (@p14444))
% 7.12/7.36  (step-pop @p14446 :rule scope :premises (@p14445))
% 7.12/7.36  (step-pop @p14447 :rule scope :premises (@p14446))
% 7.12/7.36  (step-pop @p14448 :rule scope :premises (@p14447))
% 7.12/7.36  (step-pop @p14449 :rule scope :premises (@p14448))
% 7.12/7.36  (step-pop @p14450 :rule scope :premises (@p14449))
% 7.12/7.36  (step-pop @p14451 :rule scope :premises (@p14450))
% 7.12/7.36  (step-pop @p14452 :rule scope :premises (@p14451))
% 7.12/7.36  (step-pop @p14453 :rule scope :premises (@p14452))
% 7.12/7.36  (step-pop @p14454 :rule scope :premises (@p14453))
% 7.12/7.36  (step-pop @p14455 :rule scope :premises (@p14454))
% 7.12/7.36  (step-pop @p14456 :rule scope :premises (@p14455))
% 7.12/7.36  (step-pop @p14457 :rule scope :premises (@p14456))
% 7.12/7.36  (step-pop @p14458 :rule scope :premises (@p14457))
% 7.12/7.36  (step-pop @p14459 :rule scope :premises (@p14458))
% 7.12/7.36  (step-pop @p14460 :rule scope :premises (@p14459))
% 7.12/7.36  (step-pop @p14461 :rule scope :premises (@p14460))
% 7.12/7.36  (step-pop @p14462 :rule scope :premises (@p14461))
% 7.12/7.36  (step-pop @p14463 :rule scope :premises (@p14462))
% 7.12/7.36  (step-pop @p14464 :rule scope :premises (@p14463))
% 7.12/7.36  (step-pop @p14465 :rule scope :premises (@p14464))
% 7.12/7.36  (step-pop @p14466 :rule scope :premises (@p14465))
% 7.12/7.36  (step-pop @p14467 :rule scope :premises (@p14466))
% 7.12/7.36  (step @p10433 :rule process_scope :premises (@p14467) :args (@t3742))
% 7.12/7.36  (step @p10476 :rule and_intro :premises (@p14364 @p10056 @p14362 @p14361 @p14360 @p14359 @p14358 @p14357 @p14356 @p14355 @p14354 @p14353 @p14352 @p14351 @p14381 @p14380 @p14379 @p14378 @p14377 @p14376 @p14375 @p14374 @p14373 @p14372 @p14371 @p14370 @p14369 @p14368 @p14367 @p14366 @p14365 @p14363 @p14350 @p3356 @p3610 @p81 @p255 @p43 @p3601 @p3583 @p264 @p147))
% 7.12/7.36  (step @p10477 :rule modus_ponens :premises (@p10476 @p10433))
% 7.12/7.36  (step-pop @p14468 :rule scope :premises (@p10477))
% 7.12/7.36  (step-pop @p14469 :rule scope :premises (@p14468))
% 7.12/7.36  (step-pop @p14470 :rule scope :premises (@p14469))
% 7.12/7.36  (step-pop @p14471 :rule scope :premises (@p14470))
% 7.12/7.36  (step-pop @p14472 :rule scope :premises (@p14471))
% 7.12/7.36  (step-pop @p14473 :rule scope :premises (@p14472))
% 7.12/7.36  (step-pop @p14474 :rule scope :premises (@p14473))
% 7.12/7.36  (step-pop @p14475 :rule scope :premises (@p14474))
% 7.12/7.36  (step-pop @p14476 :rule scope :premises (@p14475))
% 7.12/7.36  (step-pop @p14477 :rule scope :premises (@p14476))
% 7.12/7.36  (step-pop @p14478 :rule scope :premises (@p14477))
% 7.12/7.36  (step-pop @p14479 :rule scope :premises (@p14478))
% 7.12/7.36  (step-pop @p14480 :rule scope :premises (@p14479))
% 7.12/7.36  (step-pop @p14481 :rule scope :premises (@p14480))
% 7.12/7.36  (step-pop @p14482 :rule scope :premises (@p14481))
% 7.12/7.36  (step-pop @p14483 :rule scope :premises (@p14482))
% 7.12/7.36  (step-pop @p14484 :rule scope :premises (@p14483))
% 7.12/7.36  (step-pop @p14485 :rule scope :premises (@p14484))
% 7.12/7.36  (step-pop @p14486 :rule scope :premises (@p14485))
% 7.12/7.36  (step-pop @p14487 :rule scope :premises (@p14486))
% 7.12/7.36  (step-pop @p14488 :rule scope :premises (@p14487))
% 7.12/7.36  (step-pop @p14489 :rule scope :premises (@p14488))
% 7.12/7.36  (step-pop @p14490 :rule scope :premises (@p14489))
% 7.12/7.36  (step-pop @p14491 :rule scope :premises (@p14490))
% 7.12/7.36  (step-pop @p14492 :rule scope :premises (@p14491))
% 7.12/7.36  (step-pop @p14493 :rule scope :premises (@p14492))
% 7.12/7.36  (step-pop @p14494 :rule scope :premises (@p14493))
% 7.12/7.36  (step-pop @p14495 :rule scope :premises (@p14494))
% 7.12/7.36  (step-pop @p14496 :rule scope :premises (@p14495))
% 7.12/7.36  (step-pop @p14497 :rule scope :premises (@p14496))
% 7.12/7.36  (step-pop @p14498 :rule scope :premises (@p14497))
% 7.12/7.36  (step-pop @p14499 :rule scope :premises (@p14498))
% 7.12/7.36  (step-pop @p14500 :rule scope :premises (@p14499))
% 7.12/7.36  (step-pop @p14501 :rule scope :premises (@p14500))
% 7.12/7.36  (step-pop @p14502 :rule scope :premises (@p14501))
% 7.12/7.36  (step-pop @p14503 :rule scope :premises (@p14502))
% 7.12/7.36  (step-pop @p14504 :rule scope :premises (@p14503))
% 7.12/7.36  (step-pop @p14505 :rule scope :premises (@p14504))
% 7.12/7.36  (step-pop @p14506 :rule scope :premises (@p14505))
% 7.12/7.36  (step-pop @p14507 :rule scope :premises (@p14506))
% 7.12/7.36  (step-pop @p14508 :rule scope :premises (@p14507))
% 7.12/7.36  (step-pop @p14509 :rule scope :premises (@p14508))
% 7.12/7.36  (step @p10478 :rule process_scope :premises (@p14509) :args (@t3742))
% 7.12/7.36  (step @p10521 :rule implies_elim :premises (@p10478))
% 7.12/7.36  (step @p10522 :rule cnf_and_neg :args (@t3743))
% 7.12/7.36  (step @p10523 :rule resolution :premises (@p10522 @p10521) :args (true @t3743))
% 7.12/7.36  (step @p10524 :rule reordering :premises (@p10523) :args ((or @t1939 @t1938 @t1998 @t1937 @t1862 @t1935 @t1860 @t1859 @t2033 @t3742 @t3744 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621)))
% 7.12/7.36  (step @p10525 :rule arith_poly_norm :args ((= (* @t1263 -23527516613588699/250000000000000000) @t3745)))
% 7.12/7.36  (step @p10526 :rule evaluate :args ((* -1/1 23527516613588699/250000000000000000)))
% 7.12/7.36  (step @p10527 :rule evaluate :args (@t1076))
% 7.12/7.36  (step @p10528 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10529 :rule nary_cong :premises (@p10528 @p10527) :args (@t3746))
% 7.12/7.36  (step @p10530 :rule trans :premises (@p10529 @p10526))
% 7.12/7.36  (step @p10531 :rule evaluate :args (@t3746))
% 7.12/7.36  (step @p10532 :rule symm :premises (@p10531))
% 7.12/7.36  (step @p10533 :rule evaluate :args (@t1077))
% 7.12/7.36  (step @p10534 :rule trans :premises (@p10533 @p10532))
% 7.12/7.36  (step @p10535 :rule trans :premises (@p10534 @p10530))
% 7.12/7.36  (step @p10536 :rule nary_cong :premises (@p356 @p10535) :args (@t1078))
% 7.12/7.36  (step @p10537 :rule trans :premises (@p10536 @p10525))
% 7.12/7.36  (step @p10538 :rule arith_poly_norm :args ((= (* @t1281 -973905149572199/50000000000000000) @t3747)))
% 7.12/7.36  (step @p10539 :rule evaluate :args ((* -1/1 973905149572199/50000000000000000)))
% 7.12/7.36  (step @p10540 :rule evaluate :args (@t1073))
% 7.12/7.36  (step @p10541 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10542 :rule nary_cong :premises (@p10541 @p10540) :args (@t3748))
% 7.12/7.36  (step @p10543 :rule trans :premises (@p10542 @p10539))
% 7.12/7.36  (step @p10544 :rule evaluate :args (@t3748))
% 7.12/7.36  (step @p10545 :rule symm :premises (@p10544))
% 7.12/7.36  (step @p10546 :rule evaluate :args (@t1074))
% 7.12/7.36  (step @p10547 :rule trans :premises (@p10546 @p10545))
% 7.12/7.36  (step @p10548 :rule trans :premises (@p10547 @p10543))
% 7.12/7.36  (step @p10549 :rule nary_cong :premises (@p448 @p10548) :args (@t1075))
% 7.12/7.36  (step @p10550 :rule trans :premises (@p10549 @p10538))
% 7.12/7.36  (step @p10551 :rule arith_poly_norm :args ((= (* @t1299 -31302652531023939/200000000000000000) @t3749)))
% 7.12/7.36  (step @p10552 :rule evaluate :args ((* -1/1 31302652531023939/200000000000000000)))
% 7.12/7.36  (step @p10553 :rule evaluate :args (@t1070))
% 7.12/7.36  (step @p10554 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10555 :rule nary_cong :premises (@p10554 @p10553) :args (@t3750))
% 7.12/7.36  (step @p10556 :rule trans :premises (@p10555 @p10552))
% 7.12/7.36  (step @p10557 :rule evaluate :args (@t3750))
% 7.12/7.36  (step @p10558 :rule symm :premises (@p10557))
% 7.12/7.36  (step @p10559 :rule evaluate :args (@t1071))
% 7.12/7.36  (step @p10560 :rule trans :premises (@p10559 @p10558))
% 7.12/7.36  (step @p10561 :rule trans :premises (@p10560 @p10556))
% 7.12/7.36  (step @p10562 :rule nary_cong :premises (@p540 @p10561) :args (@t1072))
% 7.12/7.36  (step @p10563 :rule trans :premises (@p10562 @p10551))
% 7.12/7.36  (step @p10564 :rule arith_poly_norm :args ((= (* @t1317 47701233745661459/1000000000000000000) @t3751)))
% 7.12/7.36  (step @p10565 :rule evaluate :args (@t1068))
% 7.12/7.36  (step @p10566 :rule nary_cong :premises (@p623 @p10565) :args (@t1069))
% 7.12/7.36  (step @p10567 :rule trans :premises (@p10566 @p10564))
% 7.12/7.36  (step @p10568 :rule arith_poly_norm :args ((= (* @t1334 260761643232579/8000000000000000) @t3752)))
% 7.12/7.36  (step @p10569 :rule evaluate :args (@t1066))
% 7.12/7.36  (step @p10570 :rule nary_cong :premises (@p724 @p10569) :args (@t1067))
% 7.12/7.36  (step @p10571 :rule trans :premises (@p10570 @p10568))
% 7.12/7.36  (step @p10572 :rule arith_poly_norm :args ((= (* @t1353 62041920553589897/1000000000000000000) @t3753)))
% 7.12/7.36  (step @p10573 :rule evaluate :args (@t1064))
% 7.12/7.36  (step @p10574 :rule nary_cong :premises (@p816 @p10573) :args (@t1065))
% 7.12/7.36  (step @p10575 :rule trans :premises (@p10574 @p10572))
% 7.12/7.36  (step @p10576 :rule arith_poly_norm :args ((= (* @t1371 -38154398646496189/500000000000000000) @t3754)))
% 7.12/7.36  (step @p10577 :rule evaluate :args ((* -1/1 38154398646496189/500000000000000000)))
% 7.12/7.36  (step @p10578 :rule evaluate :args (@t1061))
% 7.12/7.36  (step @p10579 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10580 :rule nary_cong :premises (@p10579 @p10578) :args (@t3755))
% 7.12/7.36  (step @p10581 :rule trans :premises (@p10580 @p10577))
% 7.12/7.36  (step @p10582 :rule evaluate :args (@t3755))
% 7.12/7.36  (step @p10583 :rule symm :premises (@p10582))
% 7.12/7.36  (step @p10584 :rule evaluate :args (@t1062))
% 7.12/7.36  (step @p10585 :rule trans :premises (@p10584 @p10583))
% 7.12/7.36  (step @p10586 :rule trans :premises (@p10585 @p10581))
% 7.12/7.36  (step @p10587 :rule nary_cong :premises (@p899 @p10586) :args (@t1063))
% 7.12/7.36  (step @p10588 :rule trans :premises (@p10587 @p10576))
% 7.12/7.36  (step @p10589 :rule arith_poly_norm :args ((= (* @t1388 -41180941315936609/1000000000000000000) @t3756)))
% 7.12/7.36  (step @p10590 :rule evaluate :args ((* -1/1 41180941315936609/1000000000000000000)))
% 7.12/7.36  (step @p10591 :rule evaluate :args (@t1058))
% 7.12/7.36  (step @p10592 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10593 :rule nary_cong :premises (@p10592 @p10591) :args (@t3757))
% 7.12/7.36  (step @p10594 :rule trans :premises (@p10593 @p10590))
% 7.12/7.36  (step @p10595 :rule evaluate :args (@t3757))
% 7.12/7.36  (step @p10596 :rule symm :premises (@p10595))
% 7.12/7.36  (step @p10597 :rule evaluate :args (@t1059))
% 7.12/7.36  (step @p10598 :rule trans :premises (@p10597 @p10596))
% 7.12/7.36  (step @p10599 :rule trans :premises (@p10598 @p10594))
% 7.12/7.36  (step @p10600 :rule nary_cong :premises (@p973 @p10599) :args (@t1060))
% 7.12/7.36  (step @p10601 :rule trans :premises (@p10600 @p10589))
% 7.12/7.36  (step @p10602 :rule arith_poly_norm :args ((= (* @t1404 82016785298440781/1000000000000000000) @t3758)))
% 7.12/7.36  (step @p10603 :rule evaluate :args (@t1056))
% 7.12/7.36  (step @p10604 :rule nary_cong :premises (@p1056 @p10603) :args (@t1057))
% 7.12/7.36  (step @p10605 :rule trans :premises (@p10604 @p10602))
% 7.12/7.36  (step @p10606 :rule arith_poly_norm :args ((= (* @t1421 -167978421384639531/1000000000000000000) @t3759)))
% 7.12/7.36  (step @p10607 :rule evaluate :args ((* -1/1 167978421384639531/1000000000000000000)))
% 7.12/7.36  (step @p10608 :rule evaluate :args (@t1053))
% 7.12/7.36  (step @p10609 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10610 :rule nary_cong :premises (@p10609 @p10608) :args (@t3760))
% 7.12/7.36  (step @p10611 :rule trans :premises (@p10610 @p10607))
% 7.12/7.36  (step @p10612 :rule evaluate :args (@t3760))
% 7.12/7.36  (step @p10613 :rule symm :premises (@p10612))
% 7.12/7.36  (step @p10614 :rule evaluate :args (@t1054))
% 7.12/7.36  (step @p10615 :rule trans :premises (@p10614 @p10613))
% 7.12/7.36  (step @p10616 :rule trans :premises (@p10615 @p10611))
% 7.12/7.36  (step @p10617 :rule nary_cong :premises (@p1157 @p10616) :args (@t1055))
% 7.12/7.36  (step @p10618 :rule trans :premises (@p10617 @p10606))
% 7.12/7.36  (step @p10619 :rule arith_poly_norm :args ((= (* @t1440 137274148471937169/1000000000000000000) @t3761)))
% 7.12/7.36  (step @p10620 :rule evaluate :args (@t1051))
% 7.12/7.36  (step @p10621 :rule nary_cong :premises (@p1249 @p10620) :args (@t1052))
% 7.12/7.36  (step @p10622 :rule trans :premises (@p10621 @p10619))
% 7.12/7.36  (step @p10623 :rule arith_poly_norm :args ((= (* @t1458 25808407376374791/250000000000000000) @t3762)))
% 7.12/7.36  (step @p10624 :rule evaluate :args (@t1049))
% 7.12/7.36  (step @p10625 :rule nary_cong :premises (@p1368 @p10624) :args (@t1050))
% 7.12/7.36  (step @p10626 :rule trans :premises (@p10625 @p10623))
% 7.12/7.36  (step @p10627 :rule arith_poly_norm :args ((= (* @t1479 12614942080412439/200000000000000000) @t3763)))
% 7.12/7.36  (step @p10628 :rule evaluate :args (@t1047))
% 7.12/7.36  (step @p10629 :rule nary_cong :premises (@p1469 @p10628) :args (@t1048))
% 7.12/7.36  (step @p10630 :rule trans :premises (@p10629 @p10627))
% 7.12/7.36  (step @p10631 :rule arith_poly_norm :args ((= (* @t1498 -2814848531574779/125000000000000000) @t3764)))
% 7.12/7.36  (step @p10632 :rule evaluate :args ((* -1/1 2814848531574779/125000000000000000)))
% 7.12/7.36  (step @p10633 :rule evaluate :args (@t1044))
% 7.12/7.36  (step @p10634 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10635 :rule nary_cong :premises (@p10634 @p10633) :args (@t3765))
% 7.12/7.36  (step @p10636 :rule trans :premises (@p10635 @p10632))
% 7.12/7.36  (step @p10637 :rule evaluate :args (@t3765))
% 7.12/7.36  (step @p10638 :rule symm :premises (@p10637))
% 7.12/7.36  (step @p10639 :rule evaluate :args (@t1045))
% 7.12/7.36  (step @p10640 :rule trans :premises (@p10639 @p10638))
% 7.12/7.36  (step @p10641 :rule trans :premises (@p10640 @p10636))
% 7.12/7.36  (step @p10642 :rule nary_cong :premises (@p1570 @p10641) :args (@t1046))
% 7.12/7.36  (step @p10643 :rule trans :premises (@p10642 @p10631))
% 7.12/7.36  (step @p10644 :rule arith_poly_norm :args ((= (* @t1517 17053245295130099/125000000000000000) @t3766)))
% 7.12/7.36  (step @p10645 :rule evaluate :args (@t1042))
% 7.12/7.36  (step @p10646 :rule nary_cong :premises (@p1644 @p10645) :args (@t1043))
% 7.12/7.36  (step @p10647 :rule trans :premises (@p10646 @p10644))
% 7.12/7.36  (step @p10648 :rule arith_poly_norm :args ((= (* @t1533 14212027467929829/250000000000000000) @t3767)))
% 7.12/7.36  (step @p10649 :rule evaluate :args (@t1040))
% 7.12/7.36  (step @p10650 :rule nary_cong :premises (@p1736 @p10649) :args (@t1041))
% 7.12/7.36  (step @p10651 :rule trans :premises (@p10650 @p10648))
% 7.12/7.36  (step @p10652 :rule arith_poly_norm :args ((= (* @t1551 -18891916829478779/125000000000000000) @t3768)))
% 7.12/7.36  (step @p10653 :rule evaluate :args ((* -1/1 18891916829478779/125000000000000000)))
% 7.12/7.36  (step @p10654 :rule evaluate :args (@t1037))
% 7.12/7.36  (step @p10655 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10656 :rule nary_cong :premises (@p10655 @p10654) :args (@t3769))
% 7.12/7.36  (step @p10657 :rule trans :premises (@p10656 @p10653))
% 7.12/7.36  (step @p10658 :rule evaluate :args (@t3769))
% 7.12/7.36  (step @p10659 :rule symm :premises (@p10658))
% 7.12/7.36  (step @p10660 :rule evaluate :args (@t1038))
% 7.12/7.36  (step @p10661 :rule trans :premises (@p10660 @p10659))
% 7.12/7.36  (step @p10662 :rule trans :premises (@p10661 @p10657))
% 7.12/7.36  (step @p10663 :rule nary_cong :premises (@p1828 @p10662) :args (@t1039))
% 7.12/7.36  (step @p10664 :rule trans :premises (@p10663 @p10652))
% 7.12/7.36  (step @p10665 :rule arith_poly_norm :args ((= (* @t1569 64636879471871189/1000000000000000000) @t3770)))
% 7.12/7.36  (step @p10666 :rule evaluate :args (@t1035))
% 7.12/7.36  (step @p10667 :rule nary_cong :premises (@p1929 @p10666) :args (@t1036))
% 7.12/7.36  (step @p10668 :rule trans :premises (@p10667 @p10665))
% 7.12/7.36  (step @p10669 :rule arith_poly_norm :args ((= (* @t1588 4196527556351387/500000000000000000) @t3771)))
% 7.12/7.36  (step @p10670 :rule evaluate :args (@t1033))
% 7.12/7.36  (step @p10671 :rule nary_cong :premises (@p2039 @p10670) :args (@t1034))
% 7.12/7.36  (step @p10672 :rule trans :premises (@p10671 @p10669))
% 7.12/7.36  (step @p10673 :rule arith_poly_norm :args ((= (* @t1608 -10823758054406581/125000000000000000) @t3772)))
% 7.12/7.36  (step @p10674 :rule evaluate :args ((* -1/1 10823758054406581/125000000000000000)))
% 7.12/7.36  (step @p10675 :rule evaluate :args (@t1030))
% 7.12/7.36  (step @p10676 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10677 :rule nary_cong :premises (@p10676 @p10675) :args (@t3773))
% 7.12/7.36  (step @p10678 :rule trans :premises (@p10677 @p10674))
% 7.12/7.36  (step @p10679 :rule evaluate :args (@t3773))
% 7.12/7.36  (step @p10680 :rule symm :premises (@p10679))
% 7.12/7.36  (step @p10681 :rule evaluate :args (@t1031))
% 7.12/7.36  (step @p10682 :rule trans :premises (@p10681 @p10680))
% 7.12/7.36  (step @p10683 :rule trans :premises (@p10682 @p10678))
% 7.12/7.36  (step @p10684 :rule nary_cong :premises (@p2131 @p10683) :args (@t1032))
% 7.12/7.36  (step @p10685 :rule trans :premises (@p10684 @p10673))
% 7.12/7.36  (step @p10686 :rule arith_poly_norm :args ((= (* @t1233 27061152757942769/1000000000000000000) @t3774)))
% 7.12/7.36  (step @p10687 :rule evaluate :args (@t1028))
% 7.12/7.36  (step @p10688 :rule nary_cong :premises (@p2268 @p10687) :args (@t1029))
% 7.12/7.36  (step @p10689 :rule trans :premises (@p10688 @p10686))
% 7.12/7.36  (step @p10690 :rule arith_poly_norm :args ((= (* @t1638 -58025456623786803/500000000000000000) @t3775)))
% 7.12/7.36  (step @p10691 :rule evaluate :args ((* -1/1 58025456623786803/500000000000000000)))
% 7.12/7.36  (step @p10692 :rule evaluate :args (@t1025))
% 7.12/7.36  (step @p10693 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10694 :rule nary_cong :premises (@p10693 @p10692) :args (@t3776))
% 7.12/7.36  (step @p10695 :rule trans :premises (@p10694 @p10691))
% 7.12/7.36  (step @p10696 :rule evaluate :args (@t3776))
% 7.12/7.36  (step @p10697 :rule symm :premises (@p10696))
% 7.12/7.36  (step @p10698 :rule evaluate :args (@t1026))
% 7.12/7.36  (step @p10699 :rule trans :premises (@p10698 @p10697))
% 7.12/7.36  (step @p10700 :rule trans :premises (@p10699 @p10695))
% 7.12/7.36  (step @p10701 :rule nary_cong :premises (@p2360 @p10700) :args (@t1027))
% 7.12/7.36  (step @p10702 :rule trans :premises (@p10701 @p10690))
% 7.12/7.36  (step @p10703 :rule arith_poly_norm :args ((= (* @t1656 120861687905538667/1000000000000000000) @t3777)))
% 7.12/7.36  (step @p10704 :rule evaluate :args (@t1023))
% 7.12/7.36  (step @p10705 :rule nary_cong :premises (@p2470 @p10704) :args (@t1024))
% 7.12/7.36  (step @p10706 :rule trans :premises (@p10705 @p10703))
% 7.12/7.36  (step @p10707 :rule arith_poly_norm :args ((= (* @t1676 -141158103785410327/1000000000000000000) @t3778)))
% 7.12/7.36  (step @p10708 :rule evaluate :args ((* -1/1 141158103785410327/1000000000000000000)))
% 7.12/7.36  (step @p10709 :rule evaluate :args (@t1020))
% 7.12/7.36  (step @p10710 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10711 :rule nary_cong :premises (@p10710 @p10709) :args (@t3779))
% 7.12/7.36  (step @p10712 :rule trans :premises (@p10711 @p10708))
% 7.12/7.36  (step @p10713 :rule evaluate :args (@t3779))
% 7.12/7.36  (step @p10714 :rule symm :premises (@p10713))
% 7.12/7.36  (step @p10715 :rule evaluate :args (@t1021))
% 7.12/7.36  (step @p10716 :rule trans :premises (@p10715 @p10714))
% 7.12/7.36  (step @p10717 :rule trans :premises (@p10716 @p10712))
% 7.12/7.36  (step @p10718 :rule nary_cong :premises (@p2571 @p10717) :args (@t1022))
% 7.12/7.36  (step @p10719 :rule trans :premises (@p10718 @p10707))
% 7.12/7.36  (step @p10720 :rule arith_poly_norm :args ((= (* @t1695 4501265651469327/1000000000000000000) @t3780)))
% 7.12/7.36  (step @p10721 :rule evaluate :args (@t1018))
% 7.12/7.36  (step @p10722 :rule nary_cong :premises (@p2672 @p10721) :args (@t1019))
% 7.12/7.36  (step @p10723 :rule trans :premises (@p10722 @p10720))
% 7.12/7.36  (step @p10724 :rule arith_poly_norm :args ((= (* @t1714 -29715055654963729/200000000000000000) @t3781)))
% 7.12/7.36  (step @p10725 :rule evaluate :args ((* -1/1 29715055654963729/200000000000000000)))
% 7.12/7.36  (step @p10726 :rule evaluate :args (@t1015))
% 7.12/7.36  (step @p10727 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10728 :rule nary_cong :premises (@p10727 @p10726) :args (@t3782))
% 7.12/7.36  (step @p10729 :rule trans :premises (@p10728 @p10725))
% 7.12/7.36  (step @p10730 :rule evaluate :args (@t3782))
% 7.12/7.36  (step @p10731 :rule symm :premises (@p10730))
% 7.12/7.36  (step @p10732 :rule evaluate :args (@t1016))
% 7.12/7.36  (step @p10733 :rule trans :premises (@p10732 @p10731))
% 7.12/7.36  (step @p10734 :rule trans :premises (@p10733 @p10729))
% 7.12/7.36  (step @p10735 :rule nary_cong :premises (@p2746 @p10734) :args (@t1017))
% 7.12/7.36  (step @p10736 :rule trans :premises (@p10735 @p10724))
% 7.12/7.36  (step @p10737 :rule arith_poly_norm :args ((= (* @t1730 53818386782144609/500000000000000000) @t3783)))
% 7.12/7.36  (step @p10738 :rule evaluate :args (@t1013))
% 7.12/7.36  (step @p10739 :rule nary_cong :premises (@p2838 @p10738) :args (@t1014))
% 7.12/7.36  (step @p10740 :rule trans :premises (@p10739 @p10737))
% 7.12/7.36  (step @p10741 :rule arith_poly_norm :args ((= (* @t1748 34663514171589399/200000000000000000) @t3784)))
% 7.12/7.36  (step @p10742 :rule evaluate :args (@t1011))
% 7.12/7.36  (step @p10743 :rule nary_cong :premises (@p2930 @p10742) :args (@t1012))
% 7.12/7.36  (step @p10744 :rule trans :premises (@p10743 @p10741))
% 7.12/7.36  (step @p10745 :rule arith_poly_norm :args ((= (* @t1766 -21100256864215361/200000000000000000) @t3785)))
% 7.12/7.36  (step @p10746 :rule evaluate :args ((* -1/1 21100256864215361/200000000000000000)))
% 7.12/7.36  (step @p10747 :rule evaluate :args (@t1008))
% 7.12/7.36  (step @p10748 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10749 :rule nary_cong :premises (@p10748 @p10747) :args (@t3786))
% 7.12/7.36  (step @p10750 :rule trans :premises (@p10749 @p10746))
% 7.12/7.36  (step @p10751 :rule evaluate :args (@t3786))
% 7.12/7.36  (step @p10752 :rule symm :premises (@p10751))
% 7.12/7.36  (step @p10753 :rule evaluate :args (@t1009))
% 7.12/7.36  (step @p10754 :rule trans :premises (@p10753 @p10752))
% 7.12/7.36  (step @p10755 :rule trans :premises (@p10754 @p10750))
% 7.12/7.36  (step @p10756 :rule nary_cong :premises (@p3049 @p10755) :args (@t1010))
% 7.12/7.36  (step @p10757 :rule trans :premises (@p10756 @p10745))
% 7.12/7.36  (step @p10758 :rule arith_poly_norm :args ((= (* @t1787 -1411483070956763/20000000000000000) @t3787)))
% 7.12/7.36  (step @p10759 :rule evaluate :args ((* -1/1 1411483070956763/20000000000000000)))
% 7.12/7.36  (step @p10760 :rule evaluate :args (@t1005))
% 7.12/7.36  (step @p10761 :rule refl :args (-1/1))
% 7.12/7.36  (step @p10762 :rule nary_cong :premises (@p10761 @p10760) :args (@t3788))
% 7.12/7.36  (step @p10763 :rule trans :premises (@p10762 @p10759))
% 7.12/7.36  (step @p10764 :rule evaluate :args (@t3788))
% 7.12/7.36  (step @p10765 :rule symm :premises (@p10764))
% 7.12/7.36  (step @p10766 :rule evaluate :args (@t1006))
% 7.12/7.36  (step @p10767 :rule trans :premises (@p10766 @p10765))
% 7.12/7.36  (step @p10768 :rule trans :premises (@p10767 @p10763))
% 7.12/7.36  (step @p10769 :rule nary_cong :premises (@p3114 @p10768) :args (@t1007))
% 7.12/7.36  (step @p10770 :rule trans :premises (@p10769 @p10758))
% 7.12/7.36  (step @p10771 :rule arith_poly_norm :args ((= (* @t1802 28528892674031421/250000000000000000) @t3789)))
% 7.12/7.36  (step @p10772 :rule evaluate :args (@t1003))
% 7.12/7.36  (step @p10773 :rule nary_cong :premises (@p3206 @p10772) :args (@t1004))
% 7.12/7.36  (step @p10774 :rule trans :premises (@p10773 @p10771))
% 7.12/7.36  (step @p10775 :rule arith_poly_norm :args ((= (* @t1820 59991453404205669/1000000000000000000) @t3790)))
% 7.12/7.36  (step @p10776 :rule evaluate :args (@t1001))
% 7.12/7.36  (step @p10777 :rule nary_cong :premises (@p3316 @p10776) :args (@t1002))
% 7.12/7.36  (step @p10778 :rule trans :premises (@p10777 @p10775))
% 7.12/7.36  (step @p10779 :rule evaluate :args (@t1000))
% 7.12/7.36  (step @p10780 :rule nary_cong :premises (@p10779 @p10778 @p10774 @p10770 @p10757 @p10744 @p10740 @p10736 @p10723 @p10719 @p10706 @p10702 @p10689 @p10685 @p10672 @p10668 @p10664 @p10651 @p10647 @p10643 @p10630 @p10626 @p10622 @p10618 @p10605 @p10601 @p10588 @p10575 @p10571 @p10567 @p10563 @p10550 @p10537) :args (@t3791))
% 7.12/7.36  (step @p10781 :rule arith_poly_norm :args ((= @t1079 @t3791)))
% 7.12/7.36  (step @p10782 :rule trans :premises (@p10781 @p10780))
% 7.12/7.36  (step @p10783 :rule refl :args (|tptp.'Y_1'|))
% 7.12/7.36  (step @p10784 :rule cong :premises (@p10783 @p10782) :args (@t1080))
% 7.12/7.36  (step @p10785 :rule eq_resolve :premises (@p21 @p10784))
% 7.12/7.36  (assume-push @p14510 @t1248)
% 7.12/7.36  (assume-push @p14511 @t1932)
% 7.12/7.36  (assume-push @p14512 @t1181)
% 7.12/7.36  (assume-push @p14513 @t1184)
% 7.12/7.36  (assume-push @p14514 @t1249)
% 7.12/7.36  (assume-push @p14515 @t1929)
% 7.12/7.36  (assume-push @p14516 @t1195)
% 7.12/7.36  (assume-push @p14517 @t1199)
% 7.12/7.36  (assume-push @p14518 @t1203)
% 7.12/7.36  (assume-push @p14519 @t3793)
% 7.12/7.36  (assume-push @p14520 @t2845)
% 7.12/7.36  (assume-push @p14521 @t3270)
% 7.12/7.36  (assume-push @p14522 @t2611)
% 7.12/7.36  (assume-push @p14523 @t3304)
% 7.12/7.36  (assume-push @p14524 @t1234)
% 7.12/7.36  (assume-push @p14525 @t3080)
% 7.12/7.36  (assume-push @p14526 @t3218)
% 7.12/7.36  (assume-push @p14527 @t2936)
% 7.12/7.36  (assume-push @p14528 @t3185)
% 7.12/7.36  (assume-push @p14529 @t3178)
% 7.12/7.36  (assume-push @p14530 @t3137)
% 7.12/7.36  (assume-push @p14531 @t2794)
% 7.12/7.36  (assume-push @p14532 @t2544)
% 7.12/7.36  (assume-push @p14533 @t2502)
% 7.12/7.36  (assume-push @p14534 @t2457)
% 7.12/7.36  (assume-push @p14535 @t2409)
% 7.12/7.36  (assume-push @p14536 @t2717)
% 7.12/7.36  (assume-push @p14537 @t2356)
% 7.12/7.36  (assume-push @p14538 @t2305)
% 7.12/7.36  (assume-push @p14539 @t2253)
% 7.12/7.36  (assume-push @p14540 @t2890)
% 7.12/7.36  (assume-push @p14541 @t2201)
% 7.12/7.36  (assume-push @p14542 @t2149)
% 7.12/7.36  (assume-push @p14543 @t3035)
% 7.12/7.36  (assume-push @p14544 @t2115)
% 7.12/7.36  (assume-push @p14545 @t2971)
% 7.12/7.36  (assume-push @p14546 @t2063)
% 7.12/7.36  (assume-push @p14547 @t2014)
% 7.12/7.36  (assume-push @p14548 @t1979)
% 7.12/7.36  (assume-push @p14549 @t2804)
% 7.12/7.36  (assume-push @p14550 @t1908)
% 7.12/7.36  (assume-push @p14551 @t1841)
% 7.12/7.36  (assume-push @p14552 @t2502)
% 7.12/7.36  (assume-push @p14553 @t3793)
% 7.12/7.36  (assume-push @p14554 @t2544)
% 7.12/7.36  (assume-push @p14555 @t2794)
% 7.12/7.36  (assume-push @p14556 @t3137)
% 7.12/7.36  (assume-push @p14557 @t3178)
% 7.12/7.36  (assume-push @p14558 @t3185)
% 7.12/7.36  (assume-push @p14559 @t2936)
% 7.12/7.36  (assume-push @p14560 @t3218)
% 7.12/7.36  (assume-push @p14561 @t3080)
% 7.12/7.36  (assume-push @p14562 @t1234)
% 7.12/7.36  (assume-push @p14563 @t3304)
% 7.12/7.36  (assume-push @p14564 @t2611)
% 7.12/7.36  (assume-push @p14565 @t3270)
% 7.12/7.36  (assume-push @p14566 @t1841)
% 7.12/7.36  (assume-push @p14567 @t1908)
% 7.12/7.36  (assume-push @p14568 @t2804)
% 7.12/7.36  (assume-push @p14569 @t1979)
% 7.12/7.36  (assume-push @p14570 @t2014)
% 7.12/7.36  (assume-push @p14571 @t2063)
% 7.12/7.36  (assume-push @p14572 @t2971)
% 7.12/7.36  (assume-push @p14573 @t2115)
% 7.12/7.36  (assume-push @p14574 @t3035)
% 7.12/7.36  (assume-push @p14575 @t2149)
% 7.12/7.36  (assume-push @p14576 @t2201)
% 7.12/7.36  (assume-push @p14577 @t2890)
% 7.12/7.36  (assume-push @p14578 @t2253)
% 7.12/7.36  (assume-push @p14579 @t2305)
% 7.12/7.36  (assume-push @p14580 @t2356)
% 7.12/7.36  (assume-push @p14581 @t2717)
% 7.12/7.36  (assume-push @p14582 @t2409)
% 7.12/7.36  (assume-push @p14583 @t2457)
% 7.12/7.36  (assume-push @p14584 @t2845)
% 7.12/7.36  (assume-push @p14585 @t1199)
% 7.12/7.36  (assume-push @p14586 @t1932)
% 7.12/7.36  (assume-push @p14587 @t1181)
% 7.12/7.36  (assume-push @p14588 @t1249)
% 7.12/7.36  (assume-push @p14589 @t1248)
% 7.12/7.36  (assume-push @p14590 @t1184)
% 7.12/7.36  (assume-push @p14591 @t1929)
% 7.12/7.36  (assume-push @p14592 @t1203)
% 7.12/7.36  (assume-push @p14593 @t1195)
% 7.12/7.36  (step @p10870 :rule arith_poly_norm :args (@t3795))
% 7.12/7.36  (step @p10871 :rule arith_poly_norm_rel :premises (@p10870) :args (@t3798))
% 7.12/7.36  (step @p10872 :rule arith-elim-leq :args (|tptp.'Y_1'| -9882619152687477/10000000000000000))
% 7.12/7.36  (step @p10873 :rule trans :premises (@p10872 @p10871))
% 7.12/7.36  (step @p10874 :rule cong :premises (@p10873) :args ((not @t3799)))
% 7.12/7.36  (step @p10875 :rule symm :premises (@p10872))
% 7.12/7.36  (step @p10876 :rule cong :premises (@p10875) :args ((not @t3797)))
% 7.12/7.36  (step @p10877 :rule arith-elim-gt :args (|tptp.'Y_1'| -9882619152687477/10000000000000000))
% 7.12/7.36  (step @p10878 :rule trans :premises (@p10877 @p10876))
% 7.12/7.36  (step @p10879 :rule trans :premises (@p10878 @p10874))
% 7.12/7.36  (step @p10880 :rule symm :premises (@p10879))
% 7.12/7.36  (step @p10881 :rule trans :premises (@p10874 @p10880))
% 7.12/7.36  (assume-push @p14594 @t3799)
% 7.12/7.36  (step @p10883 :rule evaluate :args ((<= 0/1 -2300754699367722150010296009756089172555307081572257989/2500000000000000000000000000000000000000000000000000000)))
% 7.12/7.36  (step @p10884 :rule evaluate :args ((+ -9882619152687477/10000000000000000 -16650052863625511520120614051644904128266783240971/250000000000000000000000000000000000000000000000000 -45325195557995505995837998354598593791018339387/20000000000000000000000000000000000000000000000000 266874849959452473621107562320357935182041525721/200000000000000000000000000000000000000000000000000 5272789641544512888754664660204423543885558531619/62500000000000000000000000000000000000000000000000 1560061854033771250860100996420798527102218556561/250000000000000000000000000000000000000000000000000 1731357086223207289290408512572499951643392116983/1000000000000000000000000000000000000000000000000000 -507138340174817969965832803571371427918481045307989/2500000000000000000000000000000000000000000000000000000 1164373994955143600938827835897479172641960032079/250000000000000000000000000000000000000000000000000 -9489701713464234057302110401519831688518320441799/500000000000000000000000000000000000000000000000000 0/1 112523074392836895216463944173579/20000000000000000000000000000000000 -149387850048623973195601417986483/10000000000000000000000000000000000 -1238311191739393540460972202635631/50000000000000000000000000000000000 -2272857254884619714509268622530167/200000000000000000000000000000000000 -536804217653514413476582250247303/1000000000000000000000000000000000000 114010392127162192922439927235497/7812500000000000000000000000000000 786888942260702722185492845216817/31250000000000000000000000000000000 6045528795351583330064113025965583/125000000000000000000000000000000000 -3232988394295874597854594094198301/250000000000000000000000000000000000 19182734630400509001012722695449/6250000000000000000000000000000000 124630074584471501220230183161881/10000000000000000000000000000000000 -1592999207357351825302601430038293/500000000000000000000000000000000000 8125862002152674537474618328380327/1000000000000000000000000000000000000 2690590848004040192474863000249211/250000000000000000000000000000000000 -2519994734489179325186950169407057/200000000000000000000000000000000000 7509516450345937912202881689969/2000000000000000000000000000000000 -197221969640035189605897534116139/50000000000000000000000000000000000 242078683530208344723728670539437/7812500000000000000000000000000000 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 -2318902408805029/1000000000000000000 -72880614138851676510480531993141/3906250000000000000000000000000000)))
% 7.12/7.36  (step @p10885 :rule evaluate :args (@t3800))
% 7.12/7.36  (step @p10886 :rule evaluate :args (@t3801))
% 7.12/7.36  (step @p10887 :rule evaluate :args (@t3802))
% 7.12/7.36  (step @p10888 :rule evaluate :args (@t3803))
% 7.12/7.36  (step @p10889 :rule evaluate :args (@t3804))
% 7.12/7.36  (step @p10890 :rule evaluate :args (@t3805))
% 7.12/7.36  (step @p10891 :rule evaluate :args (@t3806))
% 7.12/7.36  (step @p10892 :rule evaluate :args (@t3807))
% 7.12/7.36  (step @p10893 :rule evaluate :args (@t3808))
% 7.12/7.36  (step @p10894 :rule evaluate :args (@t3809))
% 7.12/7.36  (step @p10895 :rule evaluate :args (@t3810))
% 7.12/7.36  (step @p10896 :rule evaluate :args (@t3811))
% 7.12/7.36  (step @p10897 :rule evaluate :args (@t3812))
% 7.12/7.36  (step @p10898 :rule evaluate :args (@t3813))
% 7.12/7.36  (step @p10899 :rule evaluate :args (@t3814))
% 7.12/7.36  (step @p10900 :rule evaluate :args (@t3815))
% 7.12/7.36  (step @p10901 :rule evaluate :args (@t3816))
% 7.12/7.36  (step @p10902 :rule evaluate :args (@t3817))
% 7.12/7.36  (step @p10903 :rule evaluate :args (@t3818))
% 7.12/7.36  (step @p10904 :rule evaluate :args (@t3819))
% 7.12/7.36  (step @p10905 :rule evaluate :args (@t3820))
% 7.12/7.36  (step @p10906 :rule evaluate :args (@t3821))
% 7.12/7.36  (step @p10907 :rule evaluate :args (@t3822))
% 7.12/7.36  (step @p10908 :rule evaluate :args (@t3823))
% 7.12/7.36  (step @p10909 :rule evaluate :args (@t3824))
% 7.12/7.36  (step @p10910 :rule evaluate :args (@t3825))
% 7.12/7.36  (step @p10911 :rule evaluate :args (@t3826))
% 7.12/7.36  (step @p10912 :rule evaluate :args (@t3827))
% 7.12/7.36  (step @p10913 :rule evaluate :args (@t3828))
% 7.12/7.36  (step @p10914 :rule evaluate :args (@t3829))
% 7.12/7.36  (step @p10915 :rule evaluate :args (@t3830))
% 7.12/7.36  (step @p10916 :rule evaluate :args (@t3831))
% 7.12/7.36  (step @p10917 :rule evaluate :args (@t3832))
% 7.12/7.36  (step @p10918 :rule evaluate :args (@t3833))
% 7.12/7.36  (step @p10919 :rule evaluate :args (@t3834))
% 7.12/7.36  (step @p10920 :rule evaluate :args (@t3835))
% 7.12/7.36  (step @p10921 :rule evaluate :args (@t3836))
% 7.12/7.36  (step @p10922 :rule evaluate :args (@t3837))
% 7.12/7.36  (step @p10923 :rule evaluate :args (@t3838))
% 7.12/7.36  (step @p10924 :rule evaluate :args (@t3839))
% 7.12/7.36  (step @p10925 :rule evaluate :args (@t3840))
% 7.12/7.36  (step @p10926 :rule evaluate :args (@t3841))
% 7.12/7.36  (step @p10927 :rule refl :args (-9882619152687477/10000000000000000))
% 7.12/7.36  (step @p10928 :rule nary_cong :premises (@p10927 @p10926 @p10925 @p10924 @p10923 @p10922 @p10921 @p10920 @p10919 @p10918 @p10917 @p10916 @p10915 @p10914 @p10913 @p10912 @p10911 @p10910 @p10909 @p10908 @p10907 @p10906 @p10905 @p10904 @p10903 @p10902 @p10901 @p10900 @p10899 @p10898 @p10897 @p10896 @p10895 @p10894 @p10893 @p10892 @p10891 @p10890 @p10889 @p10888 @p10887 @p10886 @p10885) :args (@t3842))
% 7.12/7.36  (step @p10929 :rule trans :premises (@p10928 @p10884))
% 7.12/7.36  (step @p10930 :rule arith_poly_norm :args ((= (+ |tptp.'Y_1'| @t3903 @t3902 @t3901 @t3900 @t3899 @t3898 @t3897 @t3896 @t3895 @t3894 @t3893 @t3891 @t3889 @t3887 @t3885 @t3883 @t3881 @t3879 @t3877 @t3875 @t3873 @t3871 @t3869 @t3867 @t3865 @t3863 @t3861 @t3859 @t3857 @t3856 @t3855 @t3854 @t3853 @t3852 @t3851 @t3850 @t3849 @t3848 @t3847 @t3846 @t3845 @t3844) 0/1)))
% 7.12/7.36  (step @p10931 :rule arith_poly_norm :args ((= @t3904 @t3844)))
% 7.12/7.36  (step @p10932 :rule arith_poly_norm :args ((= @t3906 @t3845)))
% 7.12/7.36  (step @p10933 :rule refl :args (@t3846))
% 7.12/7.36  (step @p10934 :rule refl :args (@t3847))
% 7.12/7.36  (step @p10935 :rule refl :args (@t3848))
% 7.12/7.36  (step @p10936 :rule refl :args (@t3849))
% 7.12/7.36  (step @p10937 :rule refl :args (@t3850))
% 7.12/7.36  (step @p10938 :rule refl :args (@t3851))
% 7.12/7.36  (step @p10939 :rule refl :args (@t3852))
% 7.12/7.36  (step @p10940 :rule refl :args (@t3853))
% 7.12/7.36  (step @p10941 :rule refl :args (@t3854))
% 7.12/7.36  (step @p10942 :rule refl :args (@t3855))
% 7.12/7.36  (step @p10943 :rule refl :args (@t3856))
% 7.12/7.36  (step @p10944 :rule refl :args (@t3857))
% 7.12/7.36  (step @p10945 :rule arith_poly_norm :args ((= @t3907 @t3859)))
% 7.12/7.36  (step @p10946 :rule arith_poly_norm :args ((= @t3908 @t3861)))
% 7.12/7.36  (step @p10947 :rule arith_poly_norm :args ((= @t3909 @t3863)))
% 7.12/7.36  (step @p10948 :rule arith_poly_norm :args ((= @t3910 @t3865)))
% 7.12/7.36  (step @p10949 :rule arith_poly_norm :args ((= @t3911 @t3867)))
% 7.12/7.36  (step @p10950 :rule arith_poly_norm :args ((= @t3912 @t3869)))
% 7.12/7.36  (step @p10951 :rule arith_poly_norm :args ((= @t3913 @t3871)))
% 7.12/7.36  (step @p10952 :rule arith_poly_norm :args ((= @t3914 @t3873)))
% 7.12/7.36  (step @p10953 :rule arith_poly_norm :args ((= @t3915 @t3875)))
% 7.12/7.36  (step @p10954 :rule arith_poly_norm :args ((= @t3916 @t3877)))
% 7.12/7.36  (step @p10955 :rule arith_poly_norm :args ((= @t3917 @t3879)))
% 7.12/7.36  (step @p10956 :rule arith_poly_norm :args ((= @t3918 @t3881)))
% 7.12/7.36  (step @p10957 :rule arith_poly_norm :args ((= @t3919 @t3883)))
% 7.12/7.36  (step @p10958 :rule arith_poly_norm :args ((= @t3920 @t3885)))
% 7.12/7.36  (step @p10959 :rule arith_poly_norm :args ((= @t3921 @t3887)))
% 7.12/7.36  (step @p10960 :rule arith_poly_norm :args ((= @t3922 @t3889)))
% 7.12/7.36  (step @p10961 :rule arith_poly_norm :args ((= @t3923 @t3891)))
% 7.12/7.36  (step @p10962 :rule arith_poly_norm :args ((= @t3924 @t3893)))
% 7.12/7.36  (step @p10963 :rule refl :args (@t3894))
% 7.12/7.36  (step @p10964 :rule refl :args (@t3895))
% 7.12/7.36  (step @p10965 :rule refl :args (@t3896))
% 7.12/7.36  (step @p10966 :rule refl :args (@t3897))
% 7.12/7.36  (step @p10967 :rule refl :args (@t3898))
% 7.12/7.36  (step @p10968 :rule refl :args (@t3899))
% 7.12/7.36  (step @p10969 :rule refl :args (@t3900))
% 7.12/7.36  (step @p10970 :rule refl :args (@t3901))
% 7.12/7.36  (step @p10971 :rule refl :args (@t3902))
% 7.12/7.36  (step @p10972 :rule refl :args (@t3903))
% 7.12/7.36  (step @p10973 :rule nary_cong :premises (@p10783 @p10972 @p10971 @p10970 @p10969 @p10968 @p10967 @p10966 @p10965 @p10964 @p10963 @p10962 @p10961 @p10960 @p10959 @p10958 @p10957 @p10956 @p10955 @p10954 @p10953 @p10952 @p10951 @p10950 @p10949 @p10948 @p10947 @p10946 @p10945 @p10944 @p10943 @p10942 @p10941 @p10940 @p10939 @p10938 @p10937 @p10936 @p10935 @p10934 @p10933 @p10932 @p10931) :args (@t3925))
% 7.12/7.36  (step @p10974 :rule trans :premises (@p10973 @p10930))
% 7.12/7.36  (step @p10975 :rule cong :premises (@p10974 @p10929) :args ((<= @t3925 @t3842)))
% 7.12/7.36  (step @p10976 :rule trans :premises (@p10975 @p10883))
% 7.12/7.36  (step @p10977 :rule arith_mult_pos :args (5562993448975339765711437806813373/250000000000000000000000000000000000 @t3467))
% 7.12/7.36  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.36  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.36  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.36  (step @p10978 :rule eq_resolve :premises (@p14533 @p9128))
% 7.12/7.36  (step @p10979 :rule evaluate :args ((> 5562993448975339765711437806813373/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p10980 :rule true_elim :premises (@p10979))
% 7.12/7.36  (step @p10981 :rule and_intro :premises (@p10980 @p10978))
% 7.12/7.36  (step @p10982 :rule modus_ponens :premises (@p10981 @p10977))
% 7.12/7.36  (step @p10983 :rule arith_mult_neg :args (-1/1 @t3926))
% 7.12/7.36  (step @p10984 :rule arith_poly_norm :args (@t3927))
% 7.12/7.36  (step @p10985 :rule arith_poly_norm_rel :premises (@p10984) :args (@t3928))
% 7.12/7.36  (step @p10986 :rule symm :premises (@p10985))
% 7.12/7.36  (step @p10987 :rule eq_resolve :premises (@p10785 @p10986))
% 7.12/7.36  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.36  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.36  (step @p10988 :rule and_intro :premises (@p3443 @p10987))
% 7.12/7.36  (step @p10989 :rule modus_ponens :premises (@p10988 @p10983))
% 7.12/7.36  (step @p10990 :rule arith_mult_pos :args (973905149572199/50000000000000000 @t2544))
% 7.12/7.36  (step @p10991 :rule evaluate :args ((> 973905149572199/50000000000000000 0/1)))
% 7.12/7.36  (step @p10992 :rule true_elim :premises (@p10991))
% 7.12/7.36  (step @p10993 :rule and_intro :premises (@p10992 @p14532))
% 7.12/7.36  (step @p10994 :rule modus_ponens :premises (@p10993 @p10990))
% 7.12/7.36  (step @p10995 :rule arith_mult_neg :args (-47701233745661459/1000000000000000000 @t2794))
% 7.12/7.36  (step @p10996 :rule evaluate :args ((< -47701233745661459/1000000000000000000 0/1)))
% 7.12/7.36  (step @p10997 :rule true_elim :premises (@p10996))
% 7.12/7.36  (step @p10998 :rule and_intro :premises (@p10997 @p14531))
% 7.12/7.36  (step @p10999 :rule modus_ponens :premises (@p10998 @p10995))
% 7.12/7.36  (step @p11000 :rule arith_mult_pos :args (167978421384639531/1000000000000000000 @t3137))
% 7.12/7.36  (step @p11001 :rule evaluate :args ((> 167978421384639531/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11002 :rule true_elim :premises (@p11001))
% 7.12/7.36  (step @p11003 :rule and_intro :premises (@p11002 @p14530))
% 7.12/7.36  (step @p11004 :rule modus_ponens :premises (@p11003 @p11000))
% 7.12/7.36  (step @p11005 :rule arith_mult_neg :args (-137274148471937169/1000000000000000000 @t3178))
% 7.12/7.36  (step @p11006 :rule evaluate :args ((< -137274148471937169/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11007 :rule true_elim :premises (@p11006))
% 7.12/7.36  (step @p11008 :rule and_intro :premises (@p11007 @p14529))
% 7.12/7.36  (step @p11009 :rule modus_ponens :premises (@p11008 @p11005))
% 7.12/7.36  (step @p11010 :rule arith_mult_neg :args (-25808407376374791/250000000000000000 @t3185))
% 7.12/7.36  (step @p11011 :rule evaluate :args ((< -25808407376374791/250000000000000000 0/1)))
% 7.12/7.36  (step @p11012 :rule true_elim :premises (@p11011))
% 7.12/7.36  (step @p11013 :rule and_intro :premises (@p11012 @p14528))
% 7.12/7.36  (step @p11014 :rule modus_ponens :premises (@p11013 @p11010))
% 7.12/7.36  (step @p11015 :rule arith_mult_pos :args (2814848531574779/125000000000000000 @t2936))
% 7.12/7.36  (step @p11016 :rule evaluate :args ((> 2814848531574779/125000000000000000 0/1)))
% 7.12/7.36  (step @p11017 :rule true_elim :premises (@p11016))
% 7.12/7.36  (step @p11018 :rule and_intro :premises (@p11017 @p14527))
% 7.12/7.36  (step @p11019 :rule modus_ponens :premises (@p11018 @p11015))
% 7.12/7.36  (step @p11020 :rule arith_mult_neg :args (-64636879471871189/1000000000000000000 @t3218))
% 7.12/7.36  (step @p11021 :rule evaluate :args ((< -64636879471871189/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11022 :rule true_elim :premises (@p11021))
% 7.12/7.36  (step @p11023 :rule and_intro :premises (@p11022 @p14526))
% 7.12/7.36  (step @p11024 :rule modus_ponens :premises (@p11023 @p11020))
% 7.12/7.36  (step @p11025 :rule arith_mult_neg :args (-4196527556351387/500000000000000000 @t3080))
% 7.12/7.36  (step @p11026 :rule evaluate :args ((< -4196527556351387/500000000000000000 0/1)))
% 7.12/7.36  (step @p11027 :rule true_elim :premises (@p11026))
% 7.12/7.36  (step @p11028 :rule and_intro :premises (@p11027 @p14525))
% 7.12/7.36  (step @p11029 :rule modus_ponens :premises (@p11028 @p11025))
% 7.12/7.36  (step @p11030 :rule arith_mult_neg :args (-27061152757942769/1000000000000000000 @t1234))
% 7.12/7.36  (step @p11031 :rule evaluate :args ((< -27061152757942769/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11032 :rule true_elim :premises (@p11031))
% 7.12/7.36  (step @p11033 :rule and_intro :premises (@p11032 @p14524))
% 7.12/7.36  (step @p11034 :rule modus_ponens :premises (@p11033 @p11030))
% 7.12/7.36  (step @p11035 :rule arith_mult_pos :args (58025456623786803/500000000000000000 @t3304))
% 7.12/7.36  (step @p11036 :rule evaluate :args ((> 58025456623786803/500000000000000000 0/1)))
% 7.12/7.36  (step @p11037 :rule true_elim :premises (@p11036))
% 7.12/7.36  (step @p11038 :rule and_intro :premises (@p11037 @p14523))
% 7.12/7.36  (step @p11039 :rule modus_ponens :premises (@p11038 @p11035))
% 7.12/7.36  (step @p11040 :rule arith_mult_pos :args (141158103785410327/1000000000000000000 @t2611))
% 7.12/7.36  (step @p11041 :rule evaluate :args ((> 141158103785410327/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11042 :rule true_elim :premises (@p11041))
% 7.12/7.36  (step @p11043 :rule and_intro :premises (@p11042 @p14522))
% 7.12/7.36  (step @p11044 :rule modus_ponens :premises (@p11043 @p11040))
% 7.12/7.36  (step @p11045 :rule arith_mult_pos :args (21100256864215361/200000000000000000 @t3270))
% 7.12/7.36  (step @p11046 :rule evaluate :args ((> 21100256864215361/200000000000000000 0/1)))
% 7.12/7.36  (step @p11047 :rule true_elim :premises (@p11046))
% 7.12/7.36  (step @p11048 :rule and_intro :premises (@p11047 @p14521))
% 7.12/7.36  (step @p11049 :rule modus_ponens :premises (@p11048 @p11045))
% 7.12/7.36  (step @p11050 :rule arith_mult_pos :args (3096272345364545976881403348971/1562500000000000000000000000000000 @t2650))
% 7.12/7.36  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.36  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.36  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.36  (step @p11051 :rule eq_resolve :premises (@p14551 @p6105))
% 7.12/7.36  (step @p11052 :rule evaluate :args ((> 3096272345364545976881403348971/1562500000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11053 :rule true_elim :premises (@p11052))
% 7.12/7.36  (step @p11054 :rule and_intro :premises (@p11053 @p11051))
% 7.12/7.36  (step @p11055 :rule modus_ponens :premises (@p11054 @p11050))
% 7.12/7.36  (step @p11056 :rule arith_mult_neg :args (-3746718371010261067023651430032261/100000000000000000000000000000000000 @t3240))
% 7.12/7.36  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.36  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.36  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.36  (step @p11057 :rule eq_resolve :premises (@p14550 @p8402))
% 7.12/7.36  (step @p11058 :rule evaluate :args ((< -3746718371010261067023651430032261/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11059 :rule true_elim :premises (@p11058))
% 7.12/7.36  (step @p11060 :rule and_intro :premises (@p11059 @p11057))
% 7.12/7.36  (step @p11061 :rule modus_ponens :premises (@p11060 @p11056))
% 7.12/7.36  (step @p11062 :rule arith_mult_pos :args (4440333176707484123889952423131/800000000000000000000000000000000 @t3002))
% 7.12/7.36  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.36  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.36  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.36  (step @p11063 :rule eq_resolve :premises (@p14549 @p7460))
% 7.12/7.36  (step @p11064 :rule evaluate :args ((> 4440333176707484123889952423131/800000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11065 :rule true_elim :premises (@p11064))
% 7.12/7.36  (step @p11066 :rule and_intro :premises (@p11065 @p11063))
% 7.12/7.36  (step @p11067 :rule modus_ponens :premises (@p11066 @p11062))
% 7.12/7.36  (step @p11068 :rule arith_mult_pos :args (2293277102915979991591969174371029/250000000000000000000000000000000000 @t3422))
% 7.12/7.36  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.36  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.36  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.36  (step @p11069 :rule eq_resolve :premises (@p14548 @p8993))
% 7.12/7.36  (step @p11070 :rule evaluate :args ((> 2293277102915979991591969174371029/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11071 :rule true_elim :premises (@p11070))
% 7.12/7.36  (step @p11072 :rule and_intro :premises (@p11071 @p11069))
% 7.12/7.36  (step @p11073 :rule modus_ponens :premises (@p11072 @p11068))
% 7.12/7.36  (step @p11074 :rule arith_mult_neg :args (-10277906248282806086543671642471631/500000000000000000000000000000000000 @t3425))
% 7.12/7.36  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.36  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.36  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.36  (step @p11075 :rule eq_resolve :premises (@p14547 @p9002))
% 7.12/7.36  (step @p11076 :rule evaluate :args ((< -10277906248282806086543671642471631/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11077 :rule true_elim :premises (@p11076))
% 7.12/7.36  (step @p11078 :rule and_intro :premises (@p11077 @p11075))
% 7.12/7.36  (step @p11079 :rule modus_ponens :premises (@p11078 @p11074))
% 7.12/7.36  (step @p11080 :rule arith_mult_neg :args (-5056643244059946630381004912958783/500000000000000000000000000000000000 @t3428))
% 7.12/7.36  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.36  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.36  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.36  (step @p11081 :rule eq_resolve :premises (@p14546 @p9011))
% 7.12/7.36  (step @p11082 :rule evaluate :args ((< -5056643244059946630381004912958783/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11083 :rule true_elim :premises (@p11082))
% 7.12/7.36  (step @p11084 :rule and_intro :premises (@p11083 @p11081))
% 7.12/7.36  (step @p11085 :rule modus_ponens :premises (@p11084 @p11080))
% 7.12/7.36  (step @p11086 :rule arith_mult_pos :args (5420926624123781445368347419633739/250000000000000000000000000000000000 @t3431))
% 7.12/7.36  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.36  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.36  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.36  (step @p11087 :rule eq_resolve :premises (@p14545 @p9020))
% 7.12/7.36  (step @p11088 :rule evaluate :args ((> 5420926624123781445368347419633739/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11089 :rule true_elim :premises (@p11088))
% 7.12/7.36  (step @p11090 :rule and_intro :premises (@p11089 @p11087))
% 7.12/7.36  (step @p11091 :rule modus_ponens :premises (@p11090 @p11086))
% 7.12/7.36  (step @p11092 :rule arith_mult_pos :args (649265744961680644221318262756239/100000000000000000000000000000000000 @t3434))
% 7.12/7.36  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.36  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.36  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.36  (step @p11093 :rule eq_resolve :premises (@p14544 @p9029))
% 7.12/7.36  (step @p11094 :rule evaluate :args ((> 649265744961680644221318262756239/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11095 :rule true_elim :premises (@p11094))
% 7.12/7.36  (step @p11096 :rule and_intro :premises (@p11095 @p11093))
% 7.12/7.36  (step @p11097 :rule modus_ponens :premises (@p11096 @p11092))
% 7.12/7.36  (step @p11098 :rule arith_mult_pos :args (1282904352192397463835451102762563/31250000000000000000000000000000000 @t3437))
% 7.12/7.36  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.36  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.36  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.36  (step @p11099 :rule eq_resolve :premises (@p14543 @p9038))
% 7.12/7.36  (step @p11100 :rule evaluate :args ((> 1282904352192397463835451102762563/31250000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11101 :rule true_elim :premises (@p11100))
% 7.12/7.36  (step @p11102 :rule and_intro :premises (@p11101 @p11099))
% 7.12/7.36  (step @p11103 :rule modus_ponens :premises (@p11102 @p11098))
% 7.12/7.36  (step @p11104 :rule arith_mult_pos :args (2249843868065818017791913466863837/250000000000000000000000000000000000 @t3440))
% 7.12/7.36  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.36  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.36  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.36  (step @p11105 :rule eq_resolve :premises (@p14542 @p9047))
% 7.12/7.36  (step @p11106 :rule evaluate :args ((> 2249843868065818017791913466863837/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11107 :rule true_elim :premises (@p11106))
% 7.12/7.36  (step @p11108 :rule and_intro :premises (@p11107 @p11105))
% 7.12/7.36  (step @p11109 :rule modus_ponens :premises (@p11108 @p11104))
% 7.12/7.36  (step @p11110 :rule arith_mult_pos :args (2079361131471692568817152418895941/62500000000000000000000000000000000 @t3443))
% 7.12/7.36  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.36  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.36  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.36  (step @p11111 :rule eq_resolve :premises (@p14541 @p9056))
% 7.12/7.36  (step @p11112 :rule evaluate :args ((> 2079361131471692568817152418895941/62500000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11113 :rule true_elim :premises (@p11112))
% 7.12/7.36  (step @p11114 :rule and_intro :premises (@p11113 @p11111))
% 7.12/7.36  (step @p11115 :rule modus_ponens :premises (@p11114 @p11110))
% 7.12/7.36  (step @p11116 :rule arith_mult_pos :args (429240115880370829253192655979979/15625000000000000000000000000000000 @t3446))
% 7.12/7.36  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.36  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.36  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.36  (step @p11117 :rule eq_resolve :premises (@p14540 @p9065))
% 7.12/7.36  (step @p11118 :rule evaluate :args ((> 429240115880370829253192655979979/15625000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11119 :rule true_elim :premises (@p11118))
% 7.12/7.36  (step @p11120 :rule and_intro :premises (@p11119 @p11117))
% 7.12/7.36  (step @p11121 :rule modus_ponens :premises (@p11120 @p11116))
% 7.12/7.36  (step @p11122 :rule arith_mult_pos :args (1956128197560482280753370459902879/250000000000000000000000000000000000 @t3449))
% 7.12/7.36  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.36  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.36  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.36  (step @p11123 :rule eq_resolve :premises (@p14539 @p9074))
% 7.12/7.36  (step @p11124 :rule evaluate :args ((> 1956128197560482280753370459902879/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11125 :rule true_elim :premises (@p11124))
% 7.12/7.36  (step @p11126 :rule and_intro :premises (@p11125 @p11123))
% 7.12/7.36  (step @p11127 :rule modus_ponens :premises (@p11126 @p11122))
% 7.12/7.36  (step @p11128 :rule arith_mult_neg :args (-650298138820230824443000423845981/500000000000000000000000000000000000 @t3452))
% 7.12/7.36  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.36  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.36  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.36  (step @p11129 :rule eq_resolve :premises (@p14538 @p9083))
% 7.12/7.36  (step @p11130 :rule evaluate :args ((< -650298138820230824443000423845981/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11131 :rule true_elim :premises (@p11130))
% 7.12/7.36  (step @p11132 :rule and_intro :premises (@p11131 @p11129))
% 7.12/7.36  (step @p11133 :rule modus_ponens :premises (@p11132 @p11128))
% 7.12/7.36  (step @p11134 :rule arith_mult_neg :args (-1020179581575874068535921661756009/25000000000000000000000000000000000 @t3455))
% 7.12/7.36  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.36  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.36  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.36  (step @p11135 :rule eq_resolve :premises (@p14537 @p9092))
% 7.12/7.36  (step @p11136 :rule evaluate :args ((< -1020179581575874068535921661756009/25000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11137 :rule true_elim :premises (@p11136))
% 7.12/7.36  (step @p11138 :rule and_intro :premises (@p11137 @p11135))
% 7.12/7.36  (step @p11139 :rule modus_ponens :premises (@p11138 @p11134))
% 7.12/7.36  (step @p11140 :rule arith_mult_neg :args (-111597762780068022995038131872307/100000000000000000000000000000000000 @t3458))
% 7.12/7.36  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.36  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.36  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.36  (step @p11141 :rule eq_resolve :premises (@p14536 @p9101))
% 7.12/7.36  (step @p11142 :rule evaluate :args ((< -111597762780068022995038131872307/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11143 :rule true_elim :premises (@p11142))
% 7.12/7.36  (step @p11144 :rule and_intro :premises (@p11143 @p11141))
% 7.12/7.36  (step @p11145 :rule modus_ponens :premises (@p11144 @p11140))
% 7.12/7.36  (step @p11146 :rule arith_mult_neg :args (-5120980892316858678230499859283583/200000000000000000000000000000000000 @t3461))
% 7.12/7.36  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.36  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.36  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.36  (step @p11147 :rule eq_resolve :premises (@p14535 @p9110))
% 7.12/7.36  (step @p11148 :rule evaluate :args ((< -5120980892316858678230499859283583/200000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11149 :rule true_elim :premises (@p11148))
% 7.12/7.36  (step @p11150 :rule and_intro :premises (@p11149 @p11147))
% 7.12/7.36  (step @p11151 :rule modus_ponens :premises (@p11150 @p11146))
% 7.12/7.36  (step @p11152 :rule arith_mult_neg :args (-102138732031318483123648345422823/10000000000000000000000000000000000 @t3464))
% 7.12/7.36  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.36  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.36  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.36  (step @p11153 :rule eq_resolve :premises (@p14534 @p9119))
% 7.12/7.36  (step @p11154 :rule evaluate :args ((< -102138732031318483123648345422823/10000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11155 :rule true_elim :premises (@p11154))
% 7.12/7.36  (step @p11156 :rule and_intro :premises (@p11155 @p11153))
% 7.12/7.36  (step @p11157 :rule modus_ponens :premises (@p11156 @p11152))
% 7.12/7.36  (step @p11158 :rule arith_mult_neg :args (-59991453404205669/1000000000000000000 @t2845))
% 7.12/7.36  (step @p11159 :rule evaluate :args ((< -59991453404205669/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11160 :rule true_elim :premises (@p11159))
% 7.12/7.36  (step @p11161 :rule and_intro :premises (@p11160 @p14520))
% 7.12/7.36  (step @p11162 :rule modus_ponens :premises (@p11161 @p11158))
% 7.12/7.36  (step @p11163 :rule arith_mult_neg :args (-38572632450167247615284628697073691/1000000000000000000000000000000000000 @t1199))
% 7.12/7.36  (step @p11164 :rule evaluate :args ((< -38572632450167247615284628697073691/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11165 :rule true_elim :premises (@p11164))
% 7.12/7.36  (step @p11166 :rule and_intro :premises (@p11165 @p166))
% 7.12/7.36  (step @p11167 :rule modus_ponens :premises (@p11166 @p11163))
% 7.12/7.36  (step @p11168 :rule arith_mult_pos :args (39864563458339527932447035012360551/500000000000000000000000000000000000 @t1965))
% 7.12/7.36  (step @p3676 :rule symm :premises (@p3605))
% 7.12/7.36  (step @p3677 :rule eq_resolve :premises (@p3610 @p3676))
% 7.12/7.36  (step @p11169 :rule evaluate :args ((> 39864563458339527932447035012360551/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11170 :rule true_elim :premises (@p11169))
% 7.12/7.36  (step @p11171 :rule and_intro :premises (@p11170 @p3677))
% 7.12/7.36  (step @p11172 :rule modus_ponens :premises (@p11171 @p11168))
% 7.12/7.36  (step @p11173 :rule arith_mult_neg :args (-32937676373747014539161861114512989/500000000000000000000000000000000000 @t1181))
% 7.12/7.36  (step @p11174 :rule evaluate :args ((< -32937676373747014539161861114512989/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11175 :rule true_elim :premises (@p11174))
% 7.12/7.36  (step @p11176 :rule and_intro :premises (@p11175 @p81))
% 7.12/7.36  (step @p11177 :rule modus_ponens :premises (@p11176 @p11173))
% 7.12/7.36  (step @p11178 :rule arith_mult_pos :args (4988008977575936671241691152675513/1000000000000000000000000000000000000 @t1900))
% 7.12/7.36  (step @p3466 :rule symm :premises (@p250))
% 7.12/7.36  (step @p3467 :rule eq_resolve :premises (@p255 @p3466))
% 7.12/7.36  (step @p11179 :rule evaluate :args ((> 4988008977575936671241691152675513/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11180 :rule true_elim :premises (@p11179))
% 7.12/7.36  (step @p11181 :rule and_intro :premises (@p11180 @p3467))
% 7.12/7.36  (step @p11182 :rule modus_ponens :premises (@p11181 @p11178))
% 7.12/7.36  (step @p11183 :rule arith_mult_pos :args (19760523600421823197601613246497991/500000000000000000000000000000000000 @t1899))
% 7.12/7.36  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.36  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.36  (step @p11184 :rule evaluate :args ((> 19760523600421823197601613246497991/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11185 :rule true_elim :premises (@p11184))
% 7.12/7.36  (step @p11186 :rule and_intro :premises (@p11185 @p3460))
% 7.12/7.36  (step @p11187 :rule modus_ponens :premises (@p11186 @p11183))
% 7.12/7.36  (step @p11188 :rule arith_mult_pos :args (42200526825357474738809133509128041/250000000000000000000000000000000000 @t1898))
% 7.12/7.36  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.36  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.36  (step @p11189 :rule evaluate :args ((> 42200526825357474738809133509128041/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11190 :rule true_elim :premises (@p11189))
% 7.12/7.36  (step @p11191 :rule and_intro :premises (@p11190 @p3453))
% 7.12/7.36  (step @p11192 :rule modus_ponens :premises (@p11191 @p11188))
% 7.12/7.36  (step @p11193 :rule arith_mult_pos :args (5942606155689346152560749845042319/200000000000000000000000000000000000 @t1966))
% 7.12/7.36  (step @p3711 :rule symm :premises (@p3578))
% 7.12/7.36  (step @p3712 :rule eq_resolve :premises (@p3583 @p3711))
% 7.12/7.36  (step @p11194 :rule evaluate :args ((> 5942606155689346152560749845042319/200000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11195 :rule true_elim :premises (@p11194))
% 7.12/7.36  (step @p11196 :rule and_intro :premises (@p11195 @p3712))
% 7.12/7.36  (step @p11197 :rule modus_ponens :premises (@p11196 @p11193))
% 7.12/7.36  (step @p11198 :rule arith_mult_neg :args (-2332577228819400609540416818527213/40000000000000000000000000000000000 @t1203))
% 7.12/7.36  (step @p11199 :rule evaluate :args ((< -2332577228819400609540416818527213/40000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11200 :rule true_elim :premises (@p11199))
% 7.12/7.36  (step @p11201 :rule and_intro :premises (@p11200 @p185))
% 7.12/7.36  (step @p11202 :rule modus_ponens :premises (@p11201 @p11198))
% 7.12/7.36  (step @p11203 :rule arith_mult_neg :args (-16669568736299077803964069760285053/250000000000000000000000000000000000 @t1195))
% 7.12/7.36  (step @p11204 :rule evaluate :args ((< -16669568736299077803964069760285053/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11205 :rule true_elim :premises (@p11204))
% 7.12/7.36  (step @p11206 :rule and_intro :premises (@p11205 @p147))
% 7.12/7.36  (step @p11207 :rule modus_ponens :premises (@p11206 @p11203))
% 7.12/7.36  (step @p11208 :rule arith_sum_ub :premises (@p14594 @p11207 @p11202 @p11197 @p11192 @p11187 @p11182 @p11177 @p11172 @p11167 @p11162 @p11157 @p11151 @p11145 @p11139 @p11133 @p11127 @p11121 @p11115 @p11109 @p11103 @p11097 @p11091 @p11085 @p11079 @p11073 @p11067 @p11061 @p11055 @p11049 @p11044 @p11039 @p11034 @p11029 @p11024 @p11019 @p11014 @p11009 @p11004 @p10999 @p10994 @p10989 @p10982))
% 7.12/7.36  (step @p11209 false :rule eq_resolve :premises (@p11208 @p10976))
% 7.12/7.36  (step-pop @p14595 :rule scope :premises (@p11209))
% 7.12/7.36  (step @p11210 :rule process_scope :premises (@p14595) :args (false))
% 7.12/7.36  (step @p11212 :rule eq_resolve :premises (@p11210 @p10881))
% 7.12/7.36  (step @p11213 :rule eq_resolve :premises (@p11212 @p10879))
% 7.12/7.36  (step-pop @p14596 :rule scope :premises (@p11213))
% 7.12/7.36  (step-pop @p14597 :rule scope :premises (@p14596))
% 7.12/7.36  (step-pop @p14598 :rule scope :premises (@p14597))
% 7.12/7.36  (step-pop @p14599 :rule scope :premises (@p14598))
% 7.12/7.36  (step-pop @p14600 :rule scope :premises (@p14599))
% 7.12/7.36  (step-pop @p14601 :rule scope :premises (@p14600))
% 7.12/7.36  (step-pop @p14602 :rule scope :premises (@p14601))
% 7.12/7.36  (step-pop @p14603 :rule scope :premises (@p14602))
% 7.12/7.36  (step-pop @p14604 :rule scope :premises (@p14603))
% 7.12/7.36  (step-pop @p14605 :rule scope :premises (@p14604))
% 7.12/7.36  (step-pop @p14606 :rule scope :premises (@p14605))
% 7.12/7.36  (step-pop @p14607 :rule scope :premises (@p14606))
% 7.12/7.36  (step-pop @p14608 :rule scope :premises (@p14607))
% 7.12/7.36  (step-pop @p14609 :rule scope :premises (@p14608))
% 7.12/7.36  (step-pop @p14610 :rule scope :premises (@p14609))
% 7.12/7.36  (step-pop @p14611 :rule scope :premises (@p14610))
% 7.12/7.36  (step-pop @p14612 :rule scope :premises (@p14611))
% 7.12/7.36  (step-pop @p14613 :rule scope :premises (@p14612))
% 7.12/7.36  (step-pop @p14614 :rule scope :premises (@p14613))
% 7.12/7.36  (step-pop @p14615 :rule scope :premises (@p14614))
% 7.12/7.36  (step-pop @p14616 :rule scope :premises (@p14615))
% 7.12/7.36  (step-pop @p14617 :rule scope :premises (@p14616))
% 7.12/7.36  (step-pop @p14618 :rule scope :premises (@p14617))
% 7.12/7.36  (step-pop @p14619 :rule scope :premises (@p14618))
% 7.12/7.36  (step-pop @p14620 :rule scope :premises (@p14619))
% 7.12/7.36  (step-pop @p14621 :rule scope :premises (@p14620))
% 7.12/7.36  (step-pop @p14622 :rule scope :premises (@p14621))
% 7.12/7.36  (step-pop @p14623 :rule scope :premises (@p14622))
% 7.12/7.36  (step-pop @p14624 :rule scope :premises (@p14623))
% 7.12/7.36  (step-pop @p14625 :rule scope :premises (@p14624))
% 7.12/7.36  (step-pop @p14626 :rule scope :premises (@p14625))
% 7.12/7.36  (step-pop @p14627 :rule scope :premises (@p14626))
% 7.12/7.36  (step-pop @p14628 :rule scope :premises (@p14627))
% 7.12/7.36  (step-pop @p14629 :rule scope :premises (@p14628))
% 7.12/7.36  (step-pop @p14630 :rule scope :premises (@p14629))
% 7.12/7.36  (step-pop @p14631 :rule scope :premises (@p14630))
% 7.12/7.36  (step-pop @p14632 :rule scope :premises (@p14631))
% 7.12/7.36  (step-pop @p14633 :rule scope :premises (@p14632))
% 7.12/7.36  (step-pop @p14634 :rule scope :premises (@p14633))
% 7.12/7.36  (step-pop @p14635 :rule scope :premises (@p14634))
% 7.12/7.36  (step-pop @p14636 :rule scope :premises (@p14635))
% 7.12/7.36  (step-pop @p14637 :rule scope :premises (@p14636))
% 7.12/7.36  (step @p11214 :rule process_scope :premises (@p14637) :args (@t3929))
% 7.12/7.36  (step @p11257 :rule and_intro :premises (@p14533 @p10785 @p14532 @p14531 @p14530 @p14529 @p14528 @p14527 @p14526 @p14525 @p14524 @p14523 @p14522 @p14521 @p14551 @p14550 @p14549 @p14548 @p14547 @p14546 @p14545 @p14544 @p14543 @p14542 @p14541 @p14540 @p14539 @p14538 @p14537 @p14536 @p14535 @p14534 @p14520 @p166 @p3610 @p81 @p255 @p246 @p90 @p3583 @p185 @p147))
% 7.12/7.36  (step @p11258 :rule modus_ponens :premises (@p11257 @p11214))
% 7.12/7.36  (step-pop @p14638 :rule scope :premises (@p11258))
% 7.12/7.36  (step-pop @p14639 :rule scope :premises (@p14638))
% 7.12/7.36  (step-pop @p14640 :rule scope :premises (@p14639))
% 7.12/7.36  (step-pop @p14641 :rule scope :premises (@p14640))
% 7.12/7.36  (step-pop @p14642 :rule scope :premises (@p14641))
% 7.12/7.36  (step-pop @p14643 :rule scope :premises (@p14642))
% 7.12/7.36  (step-pop @p14644 :rule scope :premises (@p14643))
% 7.12/7.36  (step-pop @p14645 :rule scope :premises (@p14644))
% 7.12/7.36  (step-pop @p14646 :rule scope :premises (@p14645))
% 7.12/7.36  (step-pop @p14647 :rule scope :premises (@p14646))
% 7.12/7.36  (step-pop @p14648 :rule scope :premises (@p14647))
% 7.12/7.36  (step-pop @p14649 :rule scope :premises (@p14648))
% 7.12/7.36  (step-pop @p14650 :rule scope :premises (@p14649))
% 7.12/7.36  (step-pop @p14651 :rule scope :premises (@p14650))
% 7.12/7.36  (step-pop @p14652 :rule scope :premises (@p14651))
% 7.12/7.36  (step-pop @p14653 :rule scope :premises (@p14652))
% 7.12/7.36  (step-pop @p14654 :rule scope :premises (@p14653))
% 7.12/7.36  (step-pop @p14655 :rule scope :premises (@p14654))
% 7.12/7.36  (step-pop @p14656 :rule scope :premises (@p14655))
% 7.12/7.36  (step-pop @p14657 :rule scope :premises (@p14656))
% 7.12/7.36  (step-pop @p14658 :rule scope :premises (@p14657))
% 7.12/7.36  (step-pop @p14659 :rule scope :premises (@p14658))
% 7.12/7.36  (step-pop @p14660 :rule scope :premises (@p14659))
% 7.12/7.36  (step-pop @p14661 :rule scope :premises (@p14660))
% 7.12/7.36  (step-pop @p14662 :rule scope :premises (@p14661))
% 7.12/7.36  (step-pop @p14663 :rule scope :premises (@p14662))
% 7.12/7.36  (step-pop @p14664 :rule scope :premises (@p14663))
% 7.12/7.36  (step-pop @p14665 :rule scope :premises (@p14664))
% 7.12/7.36  (step-pop @p14666 :rule scope :premises (@p14665))
% 7.12/7.36  (step-pop @p14667 :rule scope :premises (@p14666))
% 7.12/7.36  (step-pop @p14668 :rule scope :premises (@p14667))
% 7.12/7.36  (step-pop @p14669 :rule scope :premises (@p14668))
% 7.12/7.36  (step-pop @p14670 :rule scope :premises (@p14669))
% 7.12/7.36  (step-pop @p14671 :rule scope :premises (@p14670))
% 7.12/7.36  (step-pop @p14672 :rule scope :premises (@p14671))
% 7.12/7.36  (step-pop @p14673 :rule scope :premises (@p14672))
% 7.12/7.36  (step-pop @p14674 :rule scope :premises (@p14673))
% 7.12/7.36  (step-pop @p14675 :rule scope :premises (@p14674))
% 7.12/7.36  (step-pop @p14676 :rule scope :premises (@p14675))
% 7.12/7.36  (step-pop @p14677 :rule scope :premises (@p14676))
% 7.12/7.36  (step-pop @p14678 :rule scope :premises (@p14677))
% 7.12/7.36  (step-pop @p14679 :rule scope :premises (@p14678))
% 7.12/7.36  (step @p11259 :rule process_scope :premises (@p14679) :args (@t3929))
% 7.12/7.36  (step @p11302 :rule implies_elim :premises (@p11259))
% 7.12/7.36  (step @p11303 :rule cnf_and_neg :args (@t3930))
% 7.12/7.36  (step @p11304 :rule resolution :premises (@p11303 @p11302) :args (true @t3930))
% 7.12/7.36  (step @p11305 :rule reordering :premises (@p11304) :args ((or @t1866 @t1938 @t1998 @t1863 @t1862 @t1935 @t1860 @t1933 @t1858 @t3929 @t3931 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621)))
% 7.12/7.36  (assume-push @p14680 @t1175)
% 7.12/7.36  (assume-push @p14681 @t1178)
% 7.12/7.36  (assume-push @p14682 @t1857)
% 7.12/7.36  (assume-push @p14683 @t1930)
% 7.12/7.36  (assume-push @p14684 @t1187)
% 7.12/7.36  (assume-push @p14685 @t1191)
% 7.12/7.36  (assume-push @p14686 @t1927)
% 7.12/7.36  (assume-push @p14687 @t1855)
% 7.12/7.36  (assume-push @p14688 @t1251)
% 7.12/7.36  (assume-push @p14689 @t3793)
% 7.12/7.36  (assume-push @p14690 @t2845)
% 7.12/7.36  (assume-push @p14691 @t3270)
% 7.12/7.36  (assume-push @p14692 @t2611)
% 7.12/7.36  (assume-push @p14693 @t3304)
% 7.12/7.36  (assume-push @p14694 @t1234)
% 7.12/7.36  (assume-push @p14695 @t3080)
% 7.12/7.36  (assume-push @p14696 @t3218)
% 7.12/7.36  (assume-push @p14697 @t2936)
% 7.12/7.36  (assume-push @p14698 @t3185)
% 7.12/7.36  (assume-push @p14699 @t3178)
% 7.12/7.36  (assume-push @p14700 @t3137)
% 7.12/7.36  (assume-push @p14701 @t2794)
% 7.12/7.36  (assume-push @p14702 @t2544)
% 7.12/7.36  (assume-push @p14703 @t2502)
% 7.12/7.36  (assume-push @p14704 @t2457)
% 7.12/7.36  (assume-push @p14705 @t2409)
% 7.12/7.36  (assume-push @p14706 @t2717)
% 7.12/7.36  (assume-push @p14707 @t2356)
% 7.12/7.36  (assume-push @p14708 @t2305)
% 7.12/7.36  (assume-push @p14709 @t2253)
% 7.12/7.36  (assume-push @p14710 @t2890)
% 7.12/7.36  (assume-push @p14711 @t2201)
% 7.12/7.36  (assume-push @p14712 @t2149)
% 7.12/7.36  (assume-push @p14713 @t3035)
% 7.12/7.36  (assume-push @p14714 @t2115)
% 7.12/7.36  (assume-push @p14715 @t2971)
% 7.12/7.36  (assume-push @p14716 @t2063)
% 7.12/7.36  (assume-push @p14717 @t2014)
% 7.12/7.36  (assume-push @p14718 @t1979)
% 7.12/7.36  (assume-push @p14719 @t2804)
% 7.12/7.36  (assume-push @p14720 @t1908)
% 7.12/7.36  (assume-push @p14721 @t1841)
% 7.12/7.36  (assume-push @p14722 @t2502)
% 7.12/7.36  (assume-push @p14723 @t3793)
% 7.12/7.36  (assume-push @p14724 @t2544)
% 7.12/7.36  (assume-push @p14725 @t2794)
% 7.12/7.36  (assume-push @p14726 @t3137)
% 7.12/7.36  (assume-push @p14727 @t3178)
% 7.12/7.36  (assume-push @p14728 @t3185)
% 7.12/7.36  (assume-push @p14729 @t2936)
% 7.12/7.36  (assume-push @p14730 @t3218)
% 7.12/7.36  (assume-push @p14731 @t3080)
% 7.12/7.36  (assume-push @p14732 @t1234)
% 7.12/7.36  (assume-push @p14733 @t3304)
% 7.12/7.36  (assume-push @p14734 @t2611)
% 7.12/7.36  (assume-push @p14735 @t3270)
% 7.12/7.36  (assume-push @p14736 @t1841)
% 7.12/7.36  (assume-push @p14737 @t1908)
% 7.12/7.36  (assume-push @p14738 @t2804)
% 7.12/7.36  (assume-push @p14739 @t1979)
% 7.12/7.36  (assume-push @p14740 @t2014)
% 7.12/7.36  (assume-push @p14741 @t2063)
% 7.12/7.36  (assume-push @p14742 @t2971)
% 7.12/7.36  (assume-push @p14743 @t2115)
% 7.12/7.36  (assume-push @p14744 @t3035)
% 7.12/7.36  (assume-push @p14745 @t2149)
% 7.12/7.36  (assume-push @p14746 @t2201)
% 7.12/7.36  (assume-push @p14747 @t2890)
% 7.12/7.36  (assume-push @p14748 @t2253)
% 7.12/7.36  (assume-push @p14749 @t2305)
% 7.12/7.36  (assume-push @p14750 @t2356)
% 7.12/7.36  (assume-push @p14751 @t2717)
% 7.12/7.36  (assume-push @p14752 @t2409)
% 7.12/7.36  (assume-push @p14753 @t2457)
% 7.12/7.36  (assume-push @p14754 @t2845)
% 7.12/7.36  (assume-push @p14755 @t1855)
% 7.12/7.36  (assume-push @p14756 @t1178)
% 7.12/7.36  (assume-push @p14757 @t1857)
% 7.12/7.36  (assume-push @p14758 @t1187)
% 7.12/7.36  (assume-push @p14759 @t1175)
% 7.12/7.36  (assume-push @p14760 @t1930)
% 7.12/7.36  (assume-push @p14761 @t1191)
% 7.12/7.36  (assume-push @p14762 @t1251)
% 7.12/7.36  (assume-push @p14763 @t1927)
% 7.12/7.36  (step @p11390 :rule arith-elim-lt :args (|tptp.'Y_1'| 10117380847312523/10000000000000000))
% 7.12/7.36  (step @p11391 :rule symm :premises (@p11390))
% 7.12/7.36  (assume-push @p14764 @t3932)
% 7.12/7.36  (step @p11393 :rule evaluate :args ((<= 0/1 -539324512644015315876259923863929874303304522390393/500000000000000000000000000000000000000000000000000)))
% 7.12/7.36  (step @p11394 :rule evaluate :args ((+ -10117380847312523/10000000000000000 16669568736299077803964069760285053/250000000000000000000000000000000000 47657772786814906605378415173125806791018339387/20000000000000000000000000000000000000000000000000 -254989637648073781315986062630273297182041525721/200000000000000000000000000000000000000000000000000 -5251689378131834151385260093449859523385558531619/62500000000000000000000000000000000000000000000000 -1540301330433349427662499383174300536102218556561/250000000000000000000000000000000000000000000000000 -1721381068268055415947925130267148925643392116983/1000000000000000000000000000000000000000000000000000 167303020782457616483955008193897355751323986159/500000000000000000000000000000000000000000000000000 -1124509431496804073006380800885118621641960032079/250000000000000000000000000000000000000000000000000 9528274345914401304917395030216905379518320441799/500000000000000000000000000000000000000000000000000 0/1 -112523074392836895216463944173579/20000000000000000000000000000000000 149387850048623973195601417986483/10000000000000000000000000000000000 1238311191739393540460972202635631/50000000000000000000000000000000000 2272857254884619714509268622530167/200000000000000000000000000000000000 536804217653514413476582250247303/1000000000000000000000000000000000000 -114010392127162192922439927235497/7812500000000000000000000000000000 -786888942260702722185492845216817/31250000000000000000000000000000000 -6045528795351583330064113025965583/125000000000000000000000000000000000 3232988394295874597854594094198301/250000000000000000000000000000000000 -19182734630400509001012722695449/6250000000000000000000000000000000 -124630074584471501220230183161881/10000000000000000000000000000000000 1592999207357351825302601430038293/500000000000000000000000000000000000 -8125862002152674537474618328380327/1000000000000000000000000000000000000 -2690590848004040192474863000249211/250000000000000000000000000000000000 2519994734489179325186950169407057/200000000000000000000000000000000000 -7509516450345937912202881689969/2000000000000000000000000000000000 197221969640035189605897534116139/50000000000000000000000000000000000 -242078683530208344723728670539437/7812500000000000000000000000000000 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 0/1 2318902408805029/1000000000000000000 72880614138851676510480531993141/3906250000000000000000000000000000)))
% 7.12/7.36  (step @p11395 :rule evaluate :args (@t3933))
% 7.12/7.36  (step @p11396 :rule refl :args (2318902408805029/1000000000000000000))
% 7.12/7.36  (step @p11397 :rule evaluate :args (@t3934))
% 7.12/7.36  (step @p11398 :rule evaluate :args (@t3935))
% 7.12/7.36  (step @p11399 :rule evaluate :args (@t3936))
% 7.12/7.36  (step @p11400 :rule evaluate :args (@t3937))
% 7.12/7.36  (step @p11401 :rule evaluate :args (@t3938))
% 7.12/7.36  (step @p11402 :rule evaluate :args (@t3939))
% 7.12/7.36  (step @p11403 :rule evaluate :args (@t3940))
% 7.12/7.36  (step @p11404 :rule evaluate :args (@t3941))
% 7.12/7.36  (step @p11405 :rule evaluate :args (@t3942))
% 7.12/7.36  (step @p11406 :rule evaluate :args (@t3943))
% 7.12/7.36  (step @p11407 :rule evaluate :args (@t3944))
% 7.12/7.36  (step @p11408 :rule evaluate :args (@t3945))
% 7.12/7.36  (step @p11409 :rule evaluate :args (@t3946))
% 7.12/7.36  (step @p11410 :rule evaluate :args (@t3947))
% 7.12/7.36  (step @p11411 :rule evaluate :args (@t3948))
% 7.12/7.36  (step @p11412 :rule evaluate :args (@t3949))
% 7.12/7.36  (step @p11413 :rule evaluate :args (@t3950))
% 7.12/7.36  (step @p11414 :rule evaluate :args (@t3951))
% 7.12/7.36  (step @p11415 :rule evaluate :args (@t3952))
% 7.12/7.36  (step @p11416 :rule evaluate :args (@t3953))
% 7.12/7.36  (step @p11417 :rule evaluate :args (@t3954))
% 7.12/7.36  (step @p11418 :rule evaluate :args (@t3955))
% 7.12/7.36  (step @p11419 :rule evaluate :args (@t3956))
% 7.12/7.36  (step @p11420 :rule evaluate :args (@t3957))
% 7.12/7.36  (step @p11421 :rule evaluate :args (@t3958))
% 7.12/7.36  (step @p11422 :rule evaluate :args (@t3959))
% 7.12/7.36  (step @p11423 :rule evaluate :args (@t3960))
% 7.12/7.36  (step @p11424 :rule evaluate :args (@t3961))
% 7.12/7.36  (step @p11425 :rule evaluate :args (@t3962))
% 7.12/7.36  (step @p11426 :rule evaluate :args (@t3963))
% 7.12/7.36  (step @p11427 :rule evaluate :args (@t3964))
% 7.12/7.36  (step @p11428 :rule evaluate :args (@t3965))
% 7.12/7.36  (step @p11429 :rule evaluate :args (@t3966))
% 7.12/7.36  (step @p11430 :rule evaluate :args (@t3967))
% 7.12/7.36  (step @p11431 :rule evaluate :args (@t3968))
% 7.12/7.36  (step @p11432 :rule evaluate :args (@t3969))
% 7.12/7.36  (step @p11433 :rule evaluate :args (@t3970))
% 7.12/7.36  (step @p11434 :rule evaluate :args (@t3971))
% 7.12/7.36  (step @p11435 :rule evaluate :args (@t3972))
% 7.12/7.36  (step @p11436 :rule evaluate :args (@t3973))
% 7.12/7.36  (step @p11437 :rule evaluate :args (@t3974))
% 7.12/7.36  (step @p11438 :rule nary_cong :premises (@p11437 @p11436 @p11435 @p11434 @p11433 @p11432 @p11431 @p11430 @p11429 @p11428 @p11427 @p11426 @p11425 @p11424 @p11423 @p11422 @p11421 @p11420 @p11419 @p11418 @p11417 @p11416 @p11415 @p11414 @p11413 @p11412 @p11411 @p11410 @p11409 @p11408 @p11407 @p11406 @p11405 @p11404 @p11403 @p11402 @p11401 @p11400 @p11399 @p11398 @p11397 @p11396 @p11395) :args (@t3975))
% 7.12/7.36  (step @p11439 :rule trans :premises (@p11438 @p11394))
% 7.12/7.36  (step @p11440 :rule arith_poly_norm :args ((= @t3985 0/1)))
% 7.12/7.36  (step @p11441 :rule arith_poly_norm :args ((= @t3986 @t3985)))
% 7.12/7.36  (step @p11442 :rule trans :premises (@p11441 @p11440))
% 7.12/7.36  (step @p11443 :rule cong :premises (@p11442 @p11439) :args ((<= @t3986 @t3975)))
% 7.12/7.36  (step @p11444 :rule trans :premises (@p11443 @p11393))
% 7.12/7.36  (step @p11445 :rule arith_mult_neg :args (-5562993448975339765711437806813373/250000000000000000000000000000000000 @t3467))
% 7.12/7.36  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.36  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.36  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.36  (step @p11446 :rule eq_resolve :premises (@p14703 @p9128))
% 7.12/7.36  (step @p11447 :rule evaluate :args ((< -5562993448975339765711437806813373/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11448 :rule true_elim :premises (@p11447))
% 7.12/7.36  (step @p11449 :rule and_intro :premises (@p11448 @p11446))
% 7.12/7.36  (step @p11450 :rule modus_ponens :premises (@p11449 @p11445))
% 7.12/7.36  (step @p10984 :rule arith_poly_norm :args (@t3927))
% 7.12/7.36  (step @p10985 :rule arith_poly_norm_rel :premises (@p10984) :args (@t3928))
% 7.12/7.36  (step @p10986 :rule symm :premises (@p10985))
% 7.12/7.36  (step @p10987 :rule eq_resolve :premises (@p10785 @p10986))
% 7.12/7.36  (step @p11451 :rule arith_mult_neg :args (-973905149572199/50000000000000000 @t2544))
% 7.12/7.36  (step @p11452 :rule evaluate :args ((< -973905149572199/50000000000000000 0/1)))
% 7.12/7.36  (step @p11453 :rule true_elim :premises (@p11452))
% 7.12/7.36  (step @p11454 :rule and_intro :premises (@p11453 @p14702))
% 7.12/7.36  (step @p11455 :rule modus_ponens :premises (@p11454 @p11451))
% 7.12/7.36  (step @p11456 :rule arith_mult_pos :args (47701233745661459/1000000000000000000 @t2794))
% 7.12/7.36  (step @p11457 :rule evaluate :args ((> 47701233745661459/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11458 :rule true_elim :premises (@p11457))
% 7.12/7.36  (step @p11459 :rule and_intro :premises (@p11458 @p14701))
% 7.12/7.36  (step @p11460 :rule modus_ponens :premises (@p11459 @p11456))
% 7.12/7.36  (step @p11461 :rule arith_mult_neg :args (-167978421384639531/1000000000000000000 @t3137))
% 7.12/7.36  (step @p11462 :rule evaluate :args ((< -167978421384639531/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11463 :rule true_elim :premises (@p11462))
% 7.12/7.36  (step @p11464 :rule and_intro :premises (@p11463 @p14700))
% 7.12/7.36  (step @p11465 :rule modus_ponens :premises (@p11464 @p11461))
% 7.12/7.36  (step @p11466 :rule arith_mult_pos :args (137274148471937169/1000000000000000000 @t3178))
% 7.12/7.36  (step @p11467 :rule evaluate :args ((> 137274148471937169/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11468 :rule true_elim :premises (@p11467))
% 7.12/7.36  (step @p11469 :rule and_intro :premises (@p11468 @p14699))
% 7.12/7.36  (step @p11470 :rule modus_ponens :premises (@p11469 @p11466))
% 7.12/7.36  (step @p11471 :rule arith_mult_pos :args (25808407376374791/250000000000000000 @t3185))
% 7.12/7.36  (step @p11472 :rule evaluate :args ((> 25808407376374791/250000000000000000 0/1)))
% 7.12/7.36  (step @p11473 :rule true_elim :premises (@p11472))
% 7.12/7.36  (step @p11474 :rule and_intro :premises (@p11473 @p14698))
% 7.12/7.36  (step @p11475 :rule modus_ponens :premises (@p11474 @p11471))
% 7.12/7.36  (step @p11476 :rule arith_mult_neg :args (-2814848531574779/125000000000000000 @t2936))
% 7.12/7.36  (step @p11477 :rule evaluate :args ((< -2814848531574779/125000000000000000 0/1)))
% 7.12/7.36  (step @p11478 :rule true_elim :premises (@p11477))
% 7.12/7.36  (step @p11479 :rule and_intro :premises (@p11478 @p14697))
% 7.12/7.36  (step @p11480 :rule modus_ponens :premises (@p11479 @p11476))
% 7.12/7.36  (step @p11481 :rule arith_mult_pos :args (64636879471871189/1000000000000000000 @t3218))
% 7.12/7.36  (step @p11482 :rule evaluate :args ((> 64636879471871189/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11483 :rule true_elim :premises (@p11482))
% 7.12/7.36  (step @p11484 :rule and_intro :premises (@p11483 @p14696))
% 7.12/7.36  (step @p11485 :rule modus_ponens :premises (@p11484 @p11481))
% 7.12/7.36  (step @p11486 :rule arith_mult_pos :args (4196527556351387/500000000000000000 @t3080))
% 7.12/7.36  (step @p11487 :rule evaluate :args ((> 4196527556351387/500000000000000000 0/1)))
% 7.12/7.36  (step @p11488 :rule true_elim :premises (@p11487))
% 7.12/7.36  (step @p11489 :rule and_intro :premises (@p11488 @p14695))
% 7.12/7.36  (step @p11490 :rule modus_ponens :premises (@p11489 @p11486))
% 7.12/7.36  (step @p11491 :rule arith_mult_pos :args (27061152757942769/1000000000000000000 @t1234))
% 7.12/7.36  (step @p11492 :rule evaluate :args ((> 27061152757942769/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11493 :rule true_elim :premises (@p11492))
% 7.12/7.36  (step @p11494 :rule and_intro :premises (@p11493 @p14694))
% 7.12/7.36  (step @p11495 :rule modus_ponens :premises (@p11494 @p11491))
% 7.12/7.36  (step @p11496 :rule arith_mult_neg :args (-58025456623786803/500000000000000000 @t3304))
% 7.12/7.36  (step @p11497 :rule evaluate :args ((< -58025456623786803/500000000000000000 0/1)))
% 7.12/7.36  (step @p11498 :rule true_elim :premises (@p11497))
% 7.12/7.36  (step @p11499 :rule and_intro :premises (@p11498 @p14693))
% 7.12/7.36  (step @p11500 :rule modus_ponens :premises (@p11499 @p11496))
% 7.12/7.36  (step @p11501 :rule arith_mult_neg :args (-141158103785410327/1000000000000000000 @t2611))
% 7.12/7.36  (step @p11502 :rule evaluate :args ((< -141158103785410327/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11503 :rule true_elim :premises (@p11502))
% 7.12/7.36  (step @p11504 :rule and_intro :premises (@p11503 @p14692))
% 7.12/7.36  (step @p11505 :rule modus_ponens :premises (@p11504 @p11501))
% 7.12/7.36  (step @p11506 :rule arith_mult_neg :args (-21100256864215361/200000000000000000 @t3270))
% 7.12/7.36  (step @p11507 :rule evaluate :args ((< -21100256864215361/200000000000000000 0/1)))
% 7.12/7.36  (step @p11508 :rule true_elim :premises (@p11507))
% 7.12/7.36  (step @p11509 :rule and_intro :premises (@p11508 @p14691))
% 7.12/7.36  (step @p11510 :rule modus_ponens :premises (@p11509 @p11506))
% 7.12/7.36  (step @p11511 :rule arith_mult_neg :args (-3096272345364545976881403348971/1562500000000000000000000000000000 @t2650))
% 7.12/7.36  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.36  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.36  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.36  (step @p11512 :rule eq_resolve :premises (@p14721 @p6105))
% 7.12/7.36  (step @p11513 :rule evaluate :args ((< -3096272345364545976881403348971/1562500000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11514 :rule true_elim :premises (@p11513))
% 7.12/7.36  (step @p11515 :rule and_intro :premises (@p11514 @p11512))
% 7.12/7.36  (step @p11516 :rule modus_ponens :premises (@p11515 @p11511))
% 7.12/7.36  (step @p11517 :rule arith_mult_pos :args (3746718371010261067023651430032261/100000000000000000000000000000000000 @t3240))
% 7.12/7.36  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.36  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.36  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.36  (step @p11518 :rule eq_resolve :premises (@p14720 @p8402))
% 7.12/7.36  (step @p11519 :rule evaluate :args ((> 3746718371010261067023651430032261/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11520 :rule true_elim :premises (@p11519))
% 7.12/7.36  (step @p11521 :rule and_intro :premises (@p11520 @p11518))
% 7.12/7.36  (step @p11522 :rule modus_ponens :premises (@p11521 @p11517))
% 7.12/7.36  (step @p11523 :rule arith_mult_neg :args (-4440333176707484123889952423131/800000000000000000000000000000000 @t3002))
% 7.12/7.36  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.36  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.36  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.36  (step @p11524 :rule eq_resolve :premises (@p14719 @p7460))
% 7.12/7.36  (step @p11525 :rule evaluate :args ((< -4440333176707484123889952423131/800000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11526 :rule true_elim :premises (@p11525))
% 7.12/7.36  (step @p11527 :rule and_intro :premises (@p11526 @p11524))
% 7.12/7.36  (step @p11528 :rule modus_ponens :premises (@p11527 @p11523))
% 7.12/7.36  (step @p11529 :rule arith_mult_neg :args (-2293277102915979991591969174371029/250000000000000000000000000000000000 @t3422))
% 7.12/7.36  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.36  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.36  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.36  (step @p11530 :rule eq_resolve :premises (@p14718 @p8993))
% 7.12/7.36  (step @p11531 :rule evaluate :args ((< -2293277102915979991591969174371029/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11532 :rule true_elim :premises (@p11531))
% 7.12/7.36  (step @p11533 :rule and_intro :premises (@p11532 @p11530))
% 7.12/7.36  (step @p11534 :rule modus_ponens :premises (@p11533 @p11529))
% 7.12/7.36  (step @p11535 :rule arith_mult_pos :args (10277906248282806086543671642471631/500000000000000000000000000000000000 @t3425))
% 7.12/7.36  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.36  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.36  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.36  (step @p11536 :rule eq_resolve :premises (@p14717 @p9002))
% 7.12/7.36  (step @p11537 :rule evaluate :args ((> 10277906248282806086543671642471631/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11538 :rule true_elim :premises (@p11537))
% 7.12/7.36  (step @p11539 :rule and_intro :premises (@p11538 @p11536))
% 7.12/7.36  (step @p11540 :rule modus_ponens :premises (@p11539 @p11535))
% 7.12/7.36  (step @p11541 :rule arith_mult_pos :args (5056643244059946630381004912958783/500000000000000000000000000000000000 @t3428))
% 7.12/7.36  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.36  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.36  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.36  (step @p11542 :rule eq_resolve :premises (@p14716 @p9011))
% 7.12/7.36  (step @p11543 :rule evaluate :args ((> 5056643244059946630381004912958783/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11544 :rule true_elim :premises (@p11543))
% 7.12/7.36  (step @p11545 :rule and_intro :premises (@p11544 @p11542))
% 7.12/7.36  (step @p11546 :rule modus_ponens :premises (@p11545 @p11541))
% 7.12/7.36  (step @p11547 :rule arith_mult_neg :args (-5420926624123781445368347419633739/250000000000000000000000000000000000 @t3431))
% 7.12/7.36  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.36  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.36  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.36  (step @p11548 :rule eq_resolve :premises (@p14715 @p9020))
% 7.12/7.36  (step @p11549 :rule evaluate :args ((< -5420926624123781445368347419633739/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11550 :rule true_elim :premises (@p11549))
% 7.12/7.36  (step @p11551 :rule and_intro :premises (@p11550 @p11548))
% 7.12/7.36  (step @p11552 :rule modus_ponens :premises (@p11551 @p11547))
% 7.12/7.36  (step @p11553 :rule arith_mult_neg :args (-649265744961680644221318262756239/100000000000000000000000000000000000 @t3434))
% 7.12/7.36  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.36  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.36  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.36  (step @p11554 :rule eq_resolve :premises (@p14714 @p9029))
% 7.12/7.36  (step @p11555 :rule evaluate :args ((< -649265744961680644221318262756239/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11556 :rule true_elim :premises (@p11555))
% 7.12/7.36  (step @p11557 :rule and_intro :premises (@p11556 @p11554))
% 7.12/7.36  (step @p11558 :rule modus_ponens :premises (@p11557 @p11553))
% 7.12/7.36  (step @p11559 :rule arith_mult_neg :args (-1282904352192397463835451102762563/31250000000000000000000000000000000 @t3437))
% 7.12/7.36  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.36  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.36  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.36  (step @p11560 :rule eq_resolve :premises (@p14713 @p9038))
% 7.12/7.36  (step @p11561 :rule evaluate :args ((< -1282904352192397463835451102762563/31250000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11562 :rule true_elim :premises (@p11561))
% 7.12/7.36  (step @p11563 :rule and_intro :premises (@p11562 @p11560))
% 7.12/7.36  (step @p11564 :rule modus_ponens :premises (@p11563 @p11559))
% 7.12/7.36  (step @p11565 :rule arith_mult_neg :args (-2249843868065818017791913466863837/250000000000000000000000000000000000 @t3440))
% 7.12/7.36  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.36  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.36  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.36  (step @p11566 :rule eq_resolve :premises (@p14712 @p9047))
% 7.12/7.36  (step @p11567 :rule evaluate :args ((< -2249843868065818017791913466863837/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11568 :rule true_elim :premises (@p11567))
% 7.12/7.36  (step @p11569 :rule and_intro :premises (@p11568 @p11566))
% 7.12/7.36  (step @p11570 :rule modus_ponens :premises (@p11569 @p11565))
% 7.12/7.36  (step @p11571 :rule arith_mult_neg :args (-2079361131471692568817152418895941/62500000000000000000000000000000000 @t3443))
% 7.12/7.36  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.36  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.36  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.36  (step @p11572 :rule eq_resolve :premises (@p14711 @p9056))
% 7.12/7.36  (step @p11573 :rule evaluate :args ((< -2079361131471692568817152418895941/62500000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11574 :rule true_elim :premises (@p11573))
% 7.12/7.36  (step @p11575 :rule and_intro :premises (@p11574 @p11572))
% 7.12/7.36  (step @p11576 :rule modus_ponens :premises (@p11575 @p11571))
% 7.12/7.36  (step @p11577 :rule arith_mult_neg :args (-429240115880370829253192655979979/15625000000000000000000000000000000 @t3446))
% 7.12/7.36  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.36  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.36  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.36  (step @p11578 :rule eq_resolve :premises (@p14710 @p9065))
% 7.12/7.36  (step @p11579 :rule evaluate :args ((< -429240115880370829253192655979979/15625000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11580 :rule true_elim :premises (@p11579))
% 7.12/7.36  (step @p11581 :rule and_intro :premises (@p11580 @p11578))
% 7.12/7.36  (step @p11582 :rule modus_ponens :premises (@p11581 @p11577))
% 7.12/7.36  (step @p11583 :rule arith_mult_neg :args (-1956128197560482280753370459902879/250000000000000000000000000000000000 @t3449))
% 7.12/7.36  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.36  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.36  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.36  (step @p11584 :rule eq_resolve :premises (@p14709 @p9074))
% 7.12/7.36  (step @p11585 :rule evaluate :args ((< -1956128197560482280753370459902879/250000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11586 :rule true_elim :premises (@p11585))
% 7.12/7.36  (step @p11587 :rule and_intro :premises (@p11586 @p11584))
% 7.12/7.36  (step @p11588 :rule modus_ponens :premises (@p11587 @p11583))
% 7.12/7.36  (step @p11589 :rule arith_mult_pos :args (650298138820230824443000423845981/500000000000000000000000000000000000 @t3452))
% 7.12/7.36  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.36  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.36  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.36  (step @p11590 :rule eq_resolve :premises (@p14708 @p9083))
% 7.12/7.36  (step @p11591 :rule evaluate :args ((> 650298138820230824443000423845981/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11592 :rule true_elim :premises (@p11591))
% 7.12/7.36  (step @p11593 :rule and_intro :premises (@p11592 @p11590))
% 7.12/7.36  (step @p11594 :rule modus_ponens :premises (@p11593 @p11589))
% 7.12/7.36  (step @p11595 :rule arith_mult_pos :args (1020179581575874068535921661756009/25000000000000000000000000000000000 @t3455))
% 7.12/7.36  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.36  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.36  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.36  (step @p11596 :rule eq_resolve :premises (@p14707 @p9092))
% 7.12/7.36  (step @p11597 :rule evaluate :args ((> 1020179581575874068535921661756009/25000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11598 :rule true_elim :premises (@p11597))
% 7.12/7.36  (step @p11599 :rule and_intro :premises (@p11598 @p11596))
% 7.12/7.36  (step @p11600 :rule modus_ponens :premises (@p11599 @p11595))
% 7.12/7.36  (step @p11601 :rule arith_mult_pos :args (111597762780068022995038131872307/100000000000000000000000000000000000 @t3458))
% 7.12/7.36  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.36  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.36  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.36  (step @p11602 :rule eq_resolve :premises (@p14706 @p9101))
% 7.12/7.36  (step @p11603 :rule evaluate :args ((> 111597762780068022995038131872307/100000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11604 :rule true_elim :premises (@p11603))
% 7.12/7.36  (step @p11605 :rule and_intro :premises (@p11604 @p11602))
% 7.12/7.36  (step @p11606 :rule modus_ponens :premises (@p11605 @p11601))
% 7.12/7.36  (step @p11607 :rule arith_mult_pos :args (5120980892316858678230499859283583/200000000000000000000000000000000000 @t3461))
% 7.12/7.36  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.36  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.36  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.36  (step @p11608 :rule eq_resolve :premises (@p14705 @p9110))
% 7.12/7.36  (step @p11609 :rule evaluate :args ((> 5120980892316858678230499859283583/200000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11610 :rule true_elim :premises (@p11609))
% 7.12/7.36  (step @p11611 :rule and_intro :premises (@p11610 @p11608))
% 7.12/7.36  (step @p11612 :rule modus_ponens :premises (@p11611 @p11607))
% 7.12/7.36  (step @p11613 :rule arith_mult_pos :args (102138732031318483123648345422823/10000000000000000000000000000000000 @t3464))
% 7.12/7.36  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.36  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.36  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.36  (step @p11614 :rule eq_resolve :premises (@p14704 @p9119))
% 7.12/7.36  (step @p11615 :rule evaluate :args ((> 102138732031318483123648345422823/10000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11616 :rule true_elim :premises (@p11615))
% 7.12/7.36  (step @p11617 :rule and_intro :premises (@p11616 @p11614))
% 7.12/7.36  (step @p11618 :rule modus_ponens :premises (@p11617 @p11613))
% 7.12/7.36  (step @p11619 :rule arith_mult_pos :args (59991453404205669/1000000000000000000 @t2845))
% 7.12/7.36  (step @p11620 :rule evaluate :args ((> 59991453404205669/1000000000000000000 0/1)))
% 7.12/7.36  (step @p11621 :rule true_elim :premises (@p11620))
% 7.12/7.36  (step @p11622 :rule and_intro :premises (@p11621 @p14690))
% 7.12/7.36  (step @p11623 :rule modus_ponens :premises (@p11622 @p11619))
% 7.12/7.36  (step @p11624 :rule arith_mult_pos :args (38572632450167247615284628697073691/1000000000000000000000000000000000000 @t1867))
% 7.12/7.36  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.36  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.36  (step @p11625 :rule evaluate :args ((> 38572632450167247615284628697073691/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11626 :rule true_elim :premises (@p11625))
% 7.12/7.36  (step @p11627 :rule and_intro :premises (@p11626 @p3503))
% 7.12/7.36  (step @p11628 :rule modus_ponens :premises (@p11627 @p11624))
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% 7.12/7.36  (step @p11630 :rule evaluate :args ((< -39864563458339527932447035012360551/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11631 :rule true_elim :premises (@p11630))
% 7.12/7.36  (step @p11632 :rule and_intro :premises (@p11631 @p62))
% 7.12/7.36  (step @p11633 :rule modus_ponens :premises (@p11632 @p11629))
% 7.12/7.36  (step @p11634 :rule arith_mult_pos :args (32937676373747014539161861114512989/500000000000000000000000000000000000 @t1901))
% 7.12/7.36  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.36  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.36  (step @p11635 :rule evaluate :args ((> 32937676373747014539161861114512989/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11636 :rule true_elim :premises (@p11635))
% 7.12/7.36  (step @p11637 :rule and_intro :premises (@p11636 @p3479))
% 7.12/7.36  (step @p11638 :rule modus_ponens :premises (@p11637 @p11634))
% 7.12/7.36  (step @p11639 :rule arith_mult_neg :args (-4988008977575936671241691152675513/1000000000000000000000000000000000000 @t1187))
% 7.12/7.36  (step @p11640 :rule evaluate :args ((< -4988008977575936671241691152675513/1000000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11641 :rule true_elim :premises (@p11640))
% 7.12/7.36  (step @p11642 :rule and_intro :premises (@p11641 @p109))
% 7.12/7.36  (step @p11643 :rule modus_ponens :premises (@p11642 @p11639))
% 7.12/7.36  (step @p11644 :rule arith_mult_neg :args (-19760523600421823197601613246497991/500000000000000000000000000000000000 @t1175))
% 7.12/7.36  (step @p11645 :rule evaluate :args ((< -19760523600421823197601613246497991/500000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11646 :rule true_elim :premises (@p11645))
% 7.12/7.36  (step @p11647 :rule and_intro :premises (@p11646 @p43))
% 7.12/7.36  (step @p11648 :rule modus_ponens :premises (@p11647 @p11644))
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% 7.12/7.36  (step @p11650 :rule evaluate :args ((< -42200526825357474738809133509128041/250000000000000000000000000000000000 0/1)))
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% 7.12/7.36  (step @p11652 :rule and_intro :premises (@p11651 @p3601))
% 7.12/7.36  (step @p11653 :rule modus_ponens :premises (@p11652 @p11649))
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% 7.12/7.36  (step @p11655 :rule evaluate :args ((< -5942606155689346152560749845042319/200000000000000000000000000000000000 0/1)))
% 7.12/7.36  (step @p11656 :rule true_elim :premises (@p11655))
% 7.12/7.36  (step @p11657 :rule and_intro :premises (@p11656 @p128))
% 7.12/7.36  (step @p11658 :rule modus_ponens :premises (@p11657 @p11654))
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% 7.12/7.36  (step @p4049 :rule symm :premises (@p259))
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% 7.12/7.36  (step @p11660 :rule evaluate :args ((> 2332577228819400609540416818527213/40000000000000000000000000000000000 0/1)))
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% 7.12/7.36  (step @p11662 :rule and_intro :premises (@p11661 @p4058))
% 7.12/7.36  (step @p11663 :rule modus_ponens :premises (@p11662 @p11659))
% 7.12/7.36  (step @p11664 :rule arith_mult_pos :args (16669568736299077803964069760285053/250000000000000000000000000000000000 @t1941))
% 7.12/7.36  (step @p3722 :rule symm :premises (@p3569))
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% 7.12/7.36  (step @p11665 :rule evaluate :args ((> 16669568736299077803964069760285053/250000000000000000000000000000000000 0/1)))
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% 7.12/7.36  (step @p11667 :rule and_intro :premises (@p11666 @p3731))
% 7.12/7.36  (step @p11668 :rule modus_ponens :premises (@p11667 @p11664))
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% 7.12/7.36  (step @p3442 :rule evaluate :args (@t1897))
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% 7.12/7.36  (step @p11670 :rule and_intro :premises (@p3443 @p14764))
% 7.12/7.36  (step @p11671 :rule modus_ponens :premises (@p11670 @p11669))
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% 7.12/7.36  (step @p11677 :rule eq_resolve :premises (@p11676 @p11390))
% 7.12/7.36  (step-pop @p14766 :rule scope :premises (@p11677))
% 7.12/7.36  (step-pop @p14767 :rule scope :premises (@p14766))
% 7.12/7.36  (step-pop @p14768 :rule scope :premises (@p14767))
% 7.12/7.36  (step-pop @p14769 :rule scope :premises (@p14768))
% 7.12/7.36  (step-pop @p14770 :rule scope :premises (@p14769))
% 7.12/7.36  (step-pop @p14771 :rule scope :premises (@p14770))
% 7.12/7.36  (step-pop @p14772 :rule scope :premises (@p14771))
% 7.12/7.36  (step-pop @p14773 :rule scope :premises (@p14772))
% 7.12/7.36  (step-pop @p14774 :rule scope :premises (@p14773))
% 7.12/7.36  (step-pop @p14775 :rule scope :premises (@p14774))
% 7.12/7.36  (step-pop @p14776 :rule scope :premises (@p14775))
% 7.12/7.36  (step-pop @p14777 :rule scope :premises (@p14776))
% 7.12/7.36  (step-pop @p14778 :rule scope :premises (@p14777))
% 7.12/7.36  (step-pop @p14779 :rule scope :premises (@p14778))
% 7.12/7.36  (step-pop @p14780 :rule scope :premises (@p14779))
% 7.12/7.36  (step-pop @p14781 :rule scope :premises (@p14780))
% 7.12/7.36  (step-pop @p14782 :rule scope :premises (@p14781))
% 7.12/7.36  (step-pop @p14783 :rule scope :premises (@p14782))
% 7.12/7.36  (step-pop @p14784 :rule scope :premises (@p14783))
% 7.12/7.36  (step-pop @p14785 :rule scope :premises (@p14784))
% 7.12/7.36  (step-pop @p14786 :rule scope :premises (@p14785))
% 7.12/7.36  (step-pop @p14787 :rule scope :premises (@p14786))
% 7.12/7.36  (step-pop @p14788 :rule scope :premises (@p14787))
% 7.12/7.36  (step-pop @p14789 :rule scope :premises (@p14788))
% 7.12/7.36  (step-pop @p14790 :rule scope :premises (@p14789))
% 7.12/7.36  (step-pop @p14791 :rule scope :premises (@p14790))
% 7.12/7.36  (step-pop @p14792 :rule scope :premises (@p14791))
% 7.12/7.36  (step-pop @p14793 :rule scope :premises (@p14792))
% 7.12/7.36  (step-pop @p14794 :rule scope :premises (@p14793))
% 7.12/7.36  (step-pop @p14795 :rule scope :premises (@p14794))
% 7.12/7.36  (step-pop @p14796 :rule scope :premises (@p14795))
% 7.12/7.36  (step-pop @p14797 :rule scope :premises (@p14796))
% 7.12/7.36  (step-pop @p14798 :rule scope :premises (@p14797))
% 7.12/7.36  (step-pop @p14799 :rule scope :premises (@p14798))
% 7.12/7.36  (step-pop @p14800 :rule scope :premises (@p14799))
% 7.12/7.36  (step-pop @p14801 :rule scope :premises (@p14800))
% 7.12/7.36  (step-pop @p14802 :rule scope :premises (@p14801))
% 7.12/7.36  (step-pop @p14803 :rule scope :premises (@p14802))
% 7.12/7.36  (step-pop @p14804 :rule scope :premises (@p14803))
% 7.12/7.36  (step-pop @p14805 :rule scope :premises (@p14804))
% 7.12/7.36  (step-pop @p14806 :rule scope :premises (@p14805))
% 7.12/7.36  (step-pop @p14807 :rule scope :premises (@p14806))
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% 7.12/7.36  (step-pop @p14809 :rule scope :premises (@p14808))
% 7.12/7.36  (step-pop @p14810 :rule scope :premises (@p14809))
% 7.12/7.36  (step-pop @p14811 :rule scope :premises (@p14810))
% 7.12/7.36  (step-pop @p14812 :rule scope :premises (@p14811))
% 7.12/7.36  (step-pop @p14813 :rule scope :premises (@p14812))
% 7.12/7.36  (step-pop @p14814 :rule scope :premises (@p14813))
% 7.12/7.36  (step-pop @p14815 :rule scope :premises (@p14814))
% 7.12/7.36  (step-pop @p14816 :rule scope :premises (@p14815))
% 7.12/7.36  (step-pop @p14817 :rule scope :premises (@p14816))
% 7.12/7.36  (step-pop @p14818 :rule scope :premises (@p14817))
% 7.12/7.36  (step-pop @p14819 :rule scope :premises (@p14818))
% 7.12/7.36  (step-pop @p14820 :rule scope :premises (@p14819))
% 7.12/7.36  (step-pop @p14821 :rule scope :premises (@p14820))
% 7.12/7.36  (step-pop @p14822 :rule scope :premises (@p14821))
% 7.12/7.36  (step-pop @p14823 :rule scope :premises (@p14822))
% 7.12/7.36  (step-pop @p14824 :rule scope :premises (@p14823))
% 7.12/7.36  (step-pop @p14825 :rule scope :premises (@p14824))
% 7.12/7.36  (step-pop @p14826 :rule scope :premises (@p14825))
% 7.12/7.36  (step-pop @p14827 :rule scope :premises (@p14826))
% 7.12/7.36  (step-pop @p14828 :rule scope :premises (@p14827))
% 7.12/7.36  (step-pop @p14829 :rule scope :premises (@p14828))
% 7.12/7.36  (step-pop @p14830 :rule scope :premises (@p14829))
% 7.12/7.36  (step-pop @p14831 :rule scope :premises (@p14830))
% 7.12/7.36  (step-pop @p14832 :rule scope :premises (@p14831))
% 7.12/7.36  (step-pop @p14833 :rule scope :premises (@p14832))
% 7.12/7.36  (step-pop @p14834 :rule scope :premises (@p14833))
% 7.12/7.36  (step-pop @p14835 :rule scope :premises (@p14834))
% 7.12/7.36  (step-pop @p14836 :rule scope :premises (@p14835))
% 7.12/7.36  (step-pop @p14837 :rule scope :premises (@p14836))
% 7.12/7.36  (step-pop @p14838 :rule scope :premises (@p14837))
% 7.12/7.36  (step-pop @p14839 :rule scope :premises (@p14838))
% 7.12/7.36  (step-pop @p14840 :rule scope :premises (@p14839))
% 7.12/7.36  (step-pop @p14841 :rule scope :premises (@p14840))
% 7.12/7.36  (step-pop @p14842 :rule scope :premises (@p14841))
% 7.12/7.36  (step-pop @p14843 :rule scope :premises (@p14842))
% 7.12/7.36  (step-pop @p14844 :rule scope :premises (@p14843))
% 7.12/7.36  (step-pop @p14845 :rule scope :premises (@p14844))
% 7.12/7.36  (step-pop @p14846 :rule scope :premises (@p14845))
% 7.12/7.36  (step-pop @p14847 :rule scope :premises (@p14846))
% 7.12/7.36  (step-pop @p14848 :rule scope :premises (@p14847))
% 7.12/7.36  (step-pop @p14849 :rule scope :premises (@p14848))
% 7.12/7.36  (step @p11723 :rule process_scope :premises (@p14849) :args (@t3987))
% 7.12/7.36  (step @p11766 :rule implies_elim :premises (@p11723))
% 7.12/7.36  (step @p11767 :rule cnf_and_neg :args (@t3988))
% 7.12/7.36  (step @p11768 :rule resolution :premises (@p11767 @p11766) :args (true @t3988))
% 7.12/7.36  (step @p11769 :rule reordering :premises (@p11768) :args ((or @t1939 @t1865 @t1864 @t1937 @t1936 @t1861 @t1934 @t1859 @t2033 @t3987 @t3931 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621)))
% 7.12/7.36  (step @p11770 :rule arith_poly_norm :args ((= (* -14853792042431133/10000000000000000 (- -14853792042431133/10000000000000000 @t3358)) (* -14853792042431133/10000000000000000 (- |tptp.'Y_2'| 14853792042431133/10000000000000000)))))
% 7.12/7.36  (step @p11771 :rule arith_poly_norm_rel :premises (@p11770) :args ((= (>= -14853792042431133/10000000000000000 @t3358) @t3313)))
% 7.12/7.36  (step @p11772 :rule arith-elim-leq :args (@t3358 -14853792042431133/10000000000000000))
% 7.12/7.36  (step @p11773 :rule trans :premises (@p11772 @p11771))
% 7.12/7.36  (step @p11774 :rule evaluate :args (@t3355))
% 7.12/7.36  (step @p11775 :rule evaluate :args (@t64))
% 7.12/7.36  (step @p11776 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11777 :rule nary_cong :premises (@p11776 @p11775) :args (@t3989))
% 7.12/7.36  (step @p11778 :rule trans :premises (@p11777 @p11774))
% 7.12/7.36  (step @p11779 :rule evaluate :args (@t3989))
% 7.12/7.36  (step @p11780 :rule symm :premises (@p11779))
% 7.12/7.36  (step @p11781 :rule evaluate :args (@t65))
% 7.12/7.36  (step @p11782 :rule trans :premises (@p11781 @p11780))
% 7.12/7.36  (step @p11783 :rule trans :premises (@p11782 @p11778))
% 7.12/7.36  (step @p11784 :rule nary_cong :premises (@p39 @p3323) :args (@t66))
% 7.12/7.36  (step @p11785 :rule cong :premises (@p11784 @p11783) :args (@t67))
% 7.12/7.36  (step @p11786 :rule trans :premises (@p11785 @p11773))
% 7.12/7.36  (step @p9364 :rule arith_poly_norm :args (@t3502))
% 7.12/7.36  (step @p9365 :rule arith_poly_norm_rel :premises (@p9364) :args (@t3505))
% 7.12/7.36  (step @p9366 :rule arith-elim-leq :args (|tptp.'Y_2'| -5146207957568867/10000000000000000))
% 7.12/7.36  (step @p9367 :rule trans :premises (@p9366 @p9365))
% 7.12/7.36  (step @p11787 :rule evaluate :args ((* -1/1 5146207957568867/10000000000000000)))
% 7.12/7.36  (step @p11788 :rule evaluate :args (@t68))
% 7.12/7.36  (step @p11789 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11790 :rule nary_cong :premises (@p11789 @p11788) :args (@t3990))
% 7.12/7.36  (step @p11791 :rule trans :premises (@p11790 @p11787))
% 7.12/7.36  (step @p11792 :rule evaluate :args (@t3990))
% 7.12/7.36  (step @p11793 :rule symm :premises (@p11792))
% 7.12/7.36  (step @p11794 :rule evaluate :args (@t69))
% 7.12/7.36  (step @p11795 :rule trans :premises (@p11794 @p11793))
% 7.12/7.36  (step @p11796 :rule trans :premises (@p11795 @p11791))
% 7.12/7.36  (step @p11797 :rule arith_poly_norm :args ((= @t70 |tptp.'Y_2'|)))
% 7.12/7.36  (step @p11798 :rule cong :premises (@p11797 @p11796) :args (@t71))
% 7.12/7.36  (step @p11799 :rule trans :premises (@p11798 @p9367))
% 7.12/7.36  (step @p11800 :rule arith_poly_norm :args ((= (* -10117380847312523/10000000000000000 (- -10117380847312523/10000000000000000 @t3794)) (* -10117380847312523/10000000000000000 (- |tptp.'Y_1'| 10117380847312523/10000000000000000)))))
% 7.12/7.36  (step @p11801 :rule arith_poly_norm_rel :premises (@p11800) :args ((= (>= -10117380847312523/10000000000000000 @t3794) @t3932)))
% 7.12/7.36  (step @p11802 :rule arith-elim-leq :args (@t3794 -10117380847312523/10000000000000000))
% 7.12/7.36  (step @p11803 :rule trans :premises (@p11802 @p11801))
% 7.12/7.36  (step @p11804 :rule evaluate :args (@t3974))
% 7.12/7.36  (step @p11805 :rule evaluate :args (@t72))
% 7.12/7.36  (step @p11806 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11807 :rule nary_cong :premises (@p11806 @p11805) :args (@t3991))
% 7.12/7.36  (step @p11808 :rule trans :premises (@p11807 @p11804))
% 7.12/7.36  (step @p11809 :rule evaluate :args (@t3991))
% 7.12/7.36  (step @p11810 :rule symm :premises (@p11809))
% 7.12/7.36  (step @p11811 :rule evaluate :args (@t73))
% 7.12/7.36  (step @p11812 :rule trans :premises (@p11811 @p11810))
% 7.12/7.36  (step @p11813 :rule trans :premises (@p11812 @p11808))
% 7.12/7.36  (step @p11814 :rule nary_cong :premises (@p39 @p10783) :args (@t74))
% 7.12/7.36  (step @p11815 :rule cong :premises (@p11814 @p11813) :args (@t75))
% 7.12/7.36  (step @p11816 :rule trans :premises (@p11815 @p11803))
% 7.12/7.36  (step @p10870 :rule arith_poly_norm :args (@t3795))
% 7.12/7.36  (step @p10871 :rule arith_poly_norm_rel :premises (@p10870) :args (@t3798))
% 7.12/7.36  (step @p10872 :rule arith-elim-leq :args (|tptp.'Y_1'| -9882619152687477/10000000000000000))
% 7.12/7.36  (step @p10873 :rule trans :premises (@p10872 @p10871))
% 7.12/7.36  (step @p11817 :rule evaluate :args ((* -1/1 9882619152687477/10000000000000000)))
% 7.12/7.36  (step @p11818 :rule evaluate :args (@t76))
% 7.12/7.36  (step @p11819 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11820 :rule nary_cong :premises (@p11819 @p11818) :args (@t3992))
% 7.12/7.36  (step @p11821 :rule trans :premises (@p11820 @p11817))
% 7.12/7.36  (step @p11822 :rule evaluate :args (@t3992))
% 7.12/7.36  (step @p11823 :rule symm :premises (@p11822))
% 7.12/7.36  (step @p11824 :rule evaluate :args (@t77))
% 7.12/7.36  (step @p11825 :rule trans :premises (@p11824 @p11823))
% 7.12/7.36  (step @p11826 :rule trans :premises (@p11825 @p11821))
% 7.12/7.36  (step @p11827 :rule arith_poly_norm :args ((= @t78 |tptp.'Y_1'|)))
% 7.12/7.36  (step @p11828 :rule cong :premises (@p11827 @p11826) :args (@t79))
% 7.12/7.36  (step @p11829 :rule trans :premises (@p11828 @p10873))
% 7.12/7.36  (step @p11830 :rule arith_poly_norm :args ((= (* -50354310818207/50000000000000 (- -50354310818207/50000000000000 @t3694)) (* -50354310818207/50000000000000 (- |tptp.'Y_0'| 50354310818207/50000000000000)))))
% 7.12/7.36  (step @p11831 :rule arith_poly_norm_rel :premises (@p11830) :args ((= (>= -50354310818207/50000000000000 @t3694) @t3650)))
% 7.12/7.36  (step @p11832 :rule arith-elim-leq :args (@t3694 -50354310818207/50000000000000))
% 7.12/7.36  (step @p11833 :rule trans :premises (@p11832 @p11831))
% 7.12/7.36  (step @p11834 :rule evaluate :args (@t3692))
% 7.12/7.36  (step @p11835 :rule evaluate :args (@t80))
% 7.12/7.36  (step @p11836 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11837 :rule nary_cong :premises (@p11836 @p11835) :args (@t3993))
% 7.12/7.36  (step @p11838 :rule trans :premises (@p11837 @p11834))
% 7.12/7.36  (step @p11839 :rule evaluate :args (@t3993))
% 7.12/7.36  (step @p11840 :rule symm :premises (@p11839))
% 7.12/7.36  (step @p11841 :rule evaluate :args (@t81))
% 7.12/7.36  (step @p11842 :rule trans :premises (@p11841 @p11840))
% 7.12/7.36  (step @p11843 :rule trans :premises (@p11842 @p11838))
% 7.12/7.36  (step @p11844 :rule nary_cong :premises (@p39 @p10054) :args (@t82))
% 7.12/7.36  (step @p11845 :rule cong :premises (@p11844 @p11843) :args (@t83))
% 7.12/7.36  (step @p11846 :rule trans :premises (@p11845 @p11833))
% 7.12/7.36  (step @p11847 :rule arith_poly_norm :args ((= (* -4964568918179299/5000000000000000 (- -4964568918179299/5000000000000000 |tptp.'Y_0'|)) (* -4964568918179299/5000000000000000 (- @t3694 4964568918179299/5000000000000000)))))
% 7.12/7.36  (step @p11848 :rule arith_poly_norm_rel :premises (@p11847) :args ((= (>= -4964568918179299/5000000000000000 |tptp.'Y_0'|) @t3994)))
% 7.12/7.36  (step @p11849 :rule arith-elim-leq :args (|tptp.'Y_0'| -4964568918179299/5000000000000000))
% 7.12/7.36  (step @p11850 :rule trans :premises (@p11849 @p11848))
% 7.12/7.36  (step @p11851 :rule evaluate :args ((* -1/1 4964568918179299/5000000000000000)))
% 7.12/7.36  (step @p11852 :rule evaluate :args (@t84))
% 7.12/7.36  (step @p11853 :rule refl :args (-1/1))
% 7.12/7.36  (step @p11854 :rule nary_cong :premises (@p11853 @p11852) :args (@t3995))
% 7.12/7.36  (step @p11855 :rule trans :premises (@p11854 @p11851))
% 7.12/7.36  (step @p11856 :rule evaluate :args (@t3995))
% 7.12/7.36  (step @p11857 :rule symm :premises (@p11856))
% 7.12/7.36  (step @p11858 :rule evaluate :args (@t85))
% 7.12/7.36  (step @p11859 :rule trans :premises (@p11858 @p11857))
% 7.12/7.36  (step @p11860 :rule trans :premises (@p11859 @p11855))
% 7.12/7.36  (step @p11861 :rule arith_poly_norm :args ((= @t86 |tptp.'Y_0'|)))
% 7.12/7.36  (step @p11862 :rule cong :premises (@p11861 @p11860) :args (@t87))
% 7.12/7.36  (step @p11863 :rule trans :premises (@p11862 @p11850))
% 7.12/7.36  (step @p11864 :rule nary_cong :premises (@p11863 @p11846 @p11829 @p11816 @p11799 @p11786) :args (@t88))
% 7.12/7.36  (step @p11865 :rule eq_resolve :premises (@p19 @p11864))
% 7.12/7.36  (step @p11866 :rule chain_m_resolution :premises (@p11865 @p11769 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p10785 @p264 @p3356 @p3574 @p128 @p109 @p3601 @p3365 @p62 @p43 @p11305 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p10785 @p185 @p166 @p147 @p3583 @p255 @p90 @p81 @p3610 @p246 @p10524 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p10056 @p264 @p3356 @p147 @p3583 @p255 @p3601 @p81 @p3610 @p43 @p9279 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p3325 @p264 @p166 @p147 @p128 @p255 @p90 @p81 @p62 @p246 @p9795 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p3325 @p185 @p3356 @p3574 @p3583 @p109 @p3601 @p3365 @p3610 @p43) :args ((or @t3994 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3484 @t3480 @t3477 @t3475 @t2991) (@list true false false false false false false false false false false false false false false false false false false false false false false false false true false false false false false false false false false false false false false false false false false false false false false false false false true false false false false false false false false false false false false false false false false false false false false false false false false true false false false false false false false false false false false false false false false false false false false false false false false false true false false false false false false false false false false false false false false false false false false false false false false false false) (@list @t3932 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3793 @t1251 @t1855 @t1927 @t1191 @t1187 @t1930 @t1857 @t1178 @t1175 @t3796 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3793 @t1203 @t1199 @t1195 @t1929 @t1249 @t1184 @t1181 @t1932 @t1248 @t3650 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3649 @t1251 @t1855 @t1195 @t1929 @t1249 @t1930 @t1181 @t1932 @t1175 @t3313 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3312 @t1251 @t1199 @t1195 @t1191 @t1249 @t1184 @t1181 @t1178 @t1248 @t3503 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3312 @t1203 @t1855 @t1927 @t1929 @t1187 @t1930 @t1857 @t1932 @t1175)))
% 7.12/7.36  (step @p11867 :rule refl :args (@t3230))
% 7.12/7.36  (step @p11868 :rule refl :args (@t3472))
% 7.12/7.36  (step @p11869 :rule refl :args (@t3473))
% 7.12/7.36  (step @p11870 :rule refl :args (@t3474))
% 7.12/7.36  (step @p11871 :rule refl :args (@t3475))
% 7.12/7.36  (step @p11872 :rule refl :args (@t3476))
% 7.12/7.36  (step @p11873 :rule refl :args (@t3477))
% 7.12/7.36  (step @p11874 :rule refl :args (@t3478))
% 7.12/7.36  (step @p11875 :rule refl :args (@t3479))
% 7.12/7.36  (step @p11876 :rule refl :args (@t3480))
% 7.12/7.36  (step @p11877 :rule refl :args (@t3481))
% 7.12/7.36  (step @p11878 :rule refl :args (@t3482))
% 7.12/7.36  (step @p11879 :rule refl :args (@t3483))
% 7.12/7.36  (step @p11880 :rule refl :args (@t3484))
% 7.12/7.36  (step @p11881 :rule refl :args (@t3485))
% 7.12/7.36  (step @p11882 :rule refl :args (@t3486))
% 7.12/7.36  (step @p11883 :rule refl :args (@t3487))
% 7.12/7.36  (step @p11884 :rule refl :args (@t3488))
% 7.12/7.36  (step @p11885 :rule refl :args (@t3489))
% 7.12/7.36  (step @p11886 :rule refl :args (@t3490))
% 7.12/7.36  (step @p11887 :rule refl :args (@t3491))
% 7.12/7.36  (step @p11888 :rule refl :args (@t3492))
% 7.12/7.36  (step @p11889 :rule refl :args (@t3493))
% 7.12/7.36  (step @p11890 :rule refl :args (@t3494))
% 7.12/7.36  (step @p11891 :rule refl :args (@t3495))
% 7.12/7.36  (step @p11892 :rule refl :args (@t3496))
% 7.12/7.36  (step @p11893 :rule refl :args (@t3497))
% 7.12/7.36  (step @p11894 :rule refl :args (@t3498))
% 7.12/7.36  (step @p11895 :rule refl :args (@t3499))
% 7.12/7.36  (step @p11896 :rule refl :args (@t3500))
% 7.12/7.36  (step @p11897 :rule bool-double-not-elim :args (@t3313))
% 7.12/7.36  (step @p11898 :rule refl :args (@t3501))
% 7.12/7.36  (step @p11899 :rule refl :args (@t3744))
% 7.12/7.36  (step @p11900 :rule refl :args (@t3996))
% 7.12/7.36  (step @p11901 :rule nary_cong :premises (@p3375 @p3374 @p3373 @p3372 @p3615 @p3369 @p3368 @p11900 @p11899 @p11898 @p11897 @p11896 @p11895 @p11894 @p11893 @p11892 @p11891 @p11890 @p11889 @p11888 @p11887 @p11886 @p11885 @p11884 @p11883 @p11882 @p11881 @p11880 @p11879 @p11878 @p11877 @p11876 @p11875 @p11874 @p11873 @p11872 @p11871 @p11870 @p11869 @p11868 @p7432 @p8374 @p6067 @p11867) :args ((or @t1866 @t1865 @t1864 @t1863 @t1936 @t1860 @t1859 @t3996 @t3744 @t3501 (not @t3470) @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621 @t3230)))
% 7.12/7.36  (assume-push @p14850 @t1187)
% 7.12/7.36  (assume-push @p14851 @t1908)
% 7.12/7.36  (assume-push @p14852 @t1195)
% 7.12/7.36  (assume-push @p14853 @t1855)
% 7.12/7.36  (assume-push @p14854 @t1234)
% 7.12/7.36  (assume-push @p14855 @t2544)
% 7.12/7.36  (assume-push @p14856 @t2611)
% 7.12/7.36  (assume-push @p14857 @t2794)
% 7.12/7.36  (assume-push @p14858 @t3649)
% 7.12/7.36  (assume-push @p14859 @t3994)
% 7.12/7.36  (assume-push @p14860 @t2936)
% 7.12/7.36  (assume-push @p14861 @t3080)
% 7.12/7.36  (assume-push @p14862 @t2804)
% 7.12/7.36  (assume-push @p14863 @t3218)
% 7.12/7.36  (assume-push @p14864 @t2845)
% 7.12/7.36  (assume-push @p14865 @t3270)
% 7.12/7.36  (assume-push @p14866 @t2457)
% 7.12/7.36  (assume-push @p14867 @t3304)
% 7.12/7.36  (assume-push @p14868 @t1841)
% 7.12/7.36  (assume-push @p14869 @t1979)
% 7.12/7.36  (assume-push @p14870 @t2014)
% 7.12/7.36  (assume-push @p14871 @t2063)
% 7.12/7.36  (assume-push @p14872 @t2971)
% 7.12/7.36  (assume-push @p14873 @t2115)
% 7.12/7.36  (assume-push @p14874 @t2149)
% 7.12/7.36  (assume-push @p14875 @t2201)
% 7.12/7.36  (assume-push @p14876 @t2890)
% 7.12/7.36  (assume-push @p14877 @t2253)
% 7.12/7.36  (assume-push @p14878 @t2305)
% 7.12/7.36  (assume-push @p14879 @t2356)
% 7.12/7.36  (assume-push @p14880 @t2717)
% 7.12/7.36  (assume-push @p14881 @t2409)
% 7.12/7.36  (assume-push @p14882 @t2502)
% 7.12/7.36  (assume-push @p14883 @t3178)
% 7.12/7.36  (assume-push @p14884 @t3137)
% 7.12/7.36  (assume-push @p14885 @t3035)
% 7.12/7.36  (assume-push @p14886 @t3185)
% 7.12/7.36  (assume-push @p14887 @t3470)
% 7.12/7.36  (assume-push @p14888 @t3312)
% 7.12/7.36  (assume-push @p14889 @t1178)
% 7.12/7.36  (assume-push @p14890 @t1248)
% 7.12/7.36  (assume-push @p14891 @t1857)
% 7.12/7.36  (assume-push @p14892 @t1184)
% 7.12/7.36  (assume-push @p14893 @t3228)
% 7.12/7.36  (step @p8405 :rule arith-elim-lt :args (@t1299 0/1))
% 7.12/7.36  (step @p8406 :rule symm :premises (@p8405))
% 7.12/7.36  (assume-push @p14894 @t3228)
% 7.12/7.36  (step @p3396 :rule evaluate :args (@t1868))
% 7.12/7.36  (step @p11947 :rule evaluate :args ((>= 0/1 -20767960951275352611454360674735091239975115604346927031653921198384645021796650758608857272334616003/30967120014417050675618407485369572652908324690423798236669917747022800000000000000000000000000000000)))
% 7.12/7.36  (step @p11948 :rule evaluate :args ((+ 0/1 29207772374330380201289146250686688633596123700802640501498628966394400027610543635877665590450325747/590310725274825028503975892689857478696064939411203653886520307052622125000000000000000000000000000000 8017429466145480971513747298042823153938392076508291362407712321700909468002333398555727989123163817/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000000000000000000 47031171109437596625342517708381135830268750680654335308920507288493155648133477618269529949529604253/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000000000000000000 -14918259790496594715018344886545637828072132955739518924269219168408075608235587338860264918965753/2784484553183136926905546663631403201396532733071715348521322203078406250000000000000000000000000000 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% 7.12/7.36  (step @p11949 :rule evaluate :args (@t3997))
% 7.12/7.36  (step @p11950 :rule evaluate :args (@t3998))
% 7.12/7.36  (step @p11951 :rule evaluate :args (@t3999))
% 7.12/7.36  (step @p11952 :rule evaluate :args (@t4000))
% 7.12/7.36  (step @p11953 :rule evaluate :args (@t4001))
% 7.12/7.36  (step @p11954 :rule evaluate :args (@t4002))
% 7.12/7.36  (step @p11955 :rule evaluate :args (@t4003))
% 7.12/7.36  (step @p11956 :rule evaluate :args (@t4004))
% 7.12/7.36  (step @p11957 :rule evaluate :args (@t4005))
% 7.12/7.36  (step @p11958 :rule evaluate :args (@t4006))
% 7.12/7.36  (step @p11959 :rule evaluate :args (@t4007))
% 7.12/7.36  (step @p11960 :rule evaluate :args (@t4008))
% 7.12/7.36  (step @p11961 :rule evaluate :args (@t4009))
% 7.12/7.36  (step @p11962 :rule evaluate :args (@t4010))
% 7.12/7.36  (step @p11963 :rule evaluate :args (@t4011))
% 7.12/7.36  (step @p11964 :rule evaluate :args (@t4012))
% 7.12/7.36  (step @p11965 :rule evaluate :args (@t4013))
% 7.12/7.36  (step @p11966 :rule evaluate :args (@t4014))
% 7.12/7.36  (step @p11967 :rule evaluate :args (@t4015))
% 7.12/7.36  (step @p11968 :rule evaluate :args (@t4016))
% 7.12/7.36  (step @p11969 :rule evaluate :args (@t4017))
% 7.12/7.36  (step @p11970 :rule evaluate :args (@t4018))
% 7.12/7.36  (step @p11971 :rule evaluate :args (@t4019))
% 7.12/7.36  (step @p11972 :rule evaluate :args (@t4020))
% 7.12/7.36  (step @p11973 :rule evaluate :args (@t4021))
% 7.12/7.36  (step @p11974 :rule evaluate :args (@t4022))
% 7.12/7.36  (step @p11975 :rule evaluate :args (@t4023))
% 7.12/7.36  (step @p11976 :rule evaluate :args (@t4024))
% 7.12/7.36  (step @p11977 :rule evaluate :args (@t4025))
% 7.12/7.36  (step @p11978 :rule evaluate :args (@t4026))
% 7.12/7.36  (step @p11979 :rule evaluate :args (@t4027))
% 7.12/7.36  (step @p11980 :rule evaluate :args (@t4028))
% 7.12/7.36  (step @p11981 :rule evaluate :args (@t4029))
% 7.12/7.36  (step @p11982 :rule evaluate :args (@t4030))
% 7.12/7.36  (step @p11983 :rule evaluate :args (@t4031))
% 7.12/7.36  (step @p11984 :rule evaluate :args (@t4032))
% 7.12/7.36  (step @p11985 :rule evaluate :args (@t4033))
% 7.12/7.36  (step @p11986 :rule evaluate :args (@t4034))
% 7.12/7.36  (step @p11987 :rule evaluate :args (@t4035))
% 7.12/7.36  (step @p11988 :rule evaluate :args (@t4036))
% 7.12/7.36  (step @p11989 :rule evaluate :args (@t4037))
% 7.12/7.36  (step @p11990 :rule evaluate :args (@t4038))
% 7.12/7.36  (step @p11991 :rule evaluate :args (@t4039))
% 7.12/7.36  (step @p11992 :rule evaluate :args (@t1240))
% 7.12/7.36  (step @p11993 :rule nary_cong :premises (@p11992 @p11991 @p11990 @p11989 @p11988 @p11987 @p11986 @p11985 @p11984 @p11983 @p11982 @p11981 @p11980 @p11979 @p11978 @p11977 @p11976 @p11975 @p11974 @p11973 @p11972 @p11971 @p11970 @p11969 @p11968 @p11967 @p11966 @p11965 @p11964 @p11963 @p11962 @p11961 @p11960 @p11959 @p11958 @p11957 @p11956 @p11955 @p11954 @p11953 @p11952 @p11951 @p11950 @p11949) :args (@t4040))
% 7.12/7.36  (step @p11994 :rule trans :premises (@p11993 @p11948))
% 7.12/7.36  (step @p11995 :rule arith_poly_norm :args ((= (+ @t4084 @t4083 @t4082 @t4081 @t4080 @t4079 @t4078 @t4077 @t4076 @t4075 @t4074 @t4073 @t4072 @t4071 @t4070 @t4069 @t4068 @t4067 @t4066 @t4065 @t4064 @t4063 @t4062 @t4061 @t4060 @t4059 @t4058 @t4057 @t4056 @t4055 @t4054 @t4053 @t4052 @t4051 @t4050 @t4049 @t4048 @t4047 @t4046 @t4045 @t4044 @t4043 @t4042 @t4041) 0/1)))
% 7.12/7.36  (step @p11996 :rule refl :args (@t4041))
% 7.12/7.36  (step @p11997 :rule arith_poly_norm :args ((= @t4085 @t4042)))
% 7.12/7.36  (step @p11998 :rule refl :args (@t4043))
% 7.12/7.36  (step @p11999 :rule refl :args (@t4044))
% 7.12/7.36  (step @p12000 :rule refl :args (@t4045))
% 7.12/7.36  (step @p12001 :rule refl :args (@t4046))
% 7.12/7.36  (step @p12002 :rule refl :args (@t4047))
% 7.12/7.36  (step @p12003 :rule refl :args (@t4048))
% 7.12/7.36  (step @p12004 :rule arith_poly_norm :args ((= @t4086 @t4049)))
% 7.12/7.36  (step @p12005 :rule refl :args (@t4050))
% 7.12/7.36  (step @p12006 :rule refl :args (@t4051))
% 7.12/7.36  (step @p12007 :rule refl :args (@t4052))
% 7.12/7.36  (step @p12008 :rule arith_poly_norm :args ((= @t4087 @t4053)))
% 7.12/7.36  (step @p12009 :rule refl :args (@t4054))
% 7.12/7.36  (step @p12010 :rule refl :args (@t4055))
% 7.12/7.36  (step @p12011 :rule refl :args (@t4056))
% 7.12/7.36  (step @p12012 :rule arith_poly_norm :args ((= @t4088 @t4057)))
% 7.12/7.36  (step @p12013 :rule refl :args (@t4058))
% 7.12/7.36  (step @p12014 :rule arith_poly_norm :args ((= @t4089 @t4059)))
% 7.12/7.36  (step @p12015 :rule arith_poly_norm :args ((= @t4090 @t4060)))
% 7.12/7.36  (step @p12016 :rule arith_poly_norm :args ((= @t4091 @t4061)))
% 7.12/7.36  (step @p12017 :rule arith_poly_norm :args ((= @t4092 @t4062)))
% 7.12/7.36  (step @p12018 :rule arith_poly_norm :args ((= @t4093 @t4063)))
% 7.12/7.36  (step @p12019 :rule arith_poly_norm :args ((= @t4094 @t4064)))
% 7.12/7.36  (step @p12020 :rule arith_poly_norm :args ((= @t4095 @t4065)))
% 7.12/7.36  (step @p12021 :rule arith_poly_norm :args ((= @t4096 @t4066)))
% 7.12/7.36  (step @p12022 :rule arith_poly_norm :args ((= @t4097 @t4067)))
% 7.12/7.36  (step @p12023 :rule arith_poly_norm :args ((= @t4098 @t4068)))
% 7.12/7.36  (step @p12024 :rule arith_poly_norm :args ((= @t4099 @t4069)))
% 7.12/7.36  (step @p12025 :rule arith_poly_norm :args ((= @t4100 @t4070)))
% 7.12/7.36  (step @p12026 :rule arith_poly_norm :args ((= @t4101 @t4071)))
% 7.12/7.36  (step @p12027 :rule arith_poly_norm :args ((= @t4102 @t4072)))
% 7.12/7.36  (step @p12028 :rule arith_poly_norm :args ((= @t4103 @t4073)))
% 7.12/7.36  (step @p12029 :rule refl :args (@t4074))
% 7.12/7.36  (step @p12030 :rule refl :args (@t4075))
% 7.12/7.36  (step @p12031 :rule arith_poly_norm :args ((= @t4104 @t4076)))
% 7.12/7.36  (step @p12032 :rule refl :args (@t4077))
% 7.12/7.36  (step @p12033 :rule refl :args (@t4078))
% 7.12/7.36  (step @p12034 :rule arith_poly_norm :args ((= @t4105 @t4079)))
% 7.12/7.36  (step @p12035 :rule refl :args (@t4080))
% 7.12/7.36  (step @p12036 :rule refl :args (@t4081))
% 7.12/7.36  (step @p12037 :rule refl :args (@t4082))
% 7.12/7.36  (step @p12038 :rule refl :args (@t4083))
% 7.12/7.36  (step @p12039 :rule refl :args (@t4084))
% 7.12/7.36  (step @p12040 :rule nary_cong :premises (@p12039 @p12038 @p12037 @p12036 @p12035 @p12034 @p12033 @p12032 @p12031 @p12030 @p12029 @p12028 @p12027 @p12026 @p12025 @p12024 @p12023 @p12022 @p12021 @p12020 @p12019 @p12018 @p12017 @p12016 @p12015 @p12014 @p12013 @p12012 @p12011 @p12010 @p12009 @p12008 @p12007 @p12006 @p12005 @p12004 @p12003 @p12002 @p12001 @p12000 @p11999 @p11998 @p11997 @p11996) :args (@t4106))
% 7.12/7.36  (step @p12041 :rule trans :premises (@p12040 @p11995))
% 7.12/7.36  (step @p12042 :rule cong :premises (@p12041 @p11994) :args (@t4107))
% 7.12/7.36  (step @p12043 :rule trans :premises (@p12042 @p11947))
% 7.12/7.36  (step @p12044 :rule cong :premises (@p12043) :args ((not @t4107)))
% 7.12/7.36  (step @p12045 :rule trans :premises (@p12044 @p3396))
% 7.12/7.36  (step @p12046 :rule arith-elim-lt :args (@t4106 @t4040))
% 7.12/7.36  (step @p12047 :rule trans :premises (@p12046 @p12045))
% 7.12/7.36  (step @p12048 :rule arith_mult_neg :args (-518285201611997723727002737570406191981680372419632770727657810869442716835820994338273/1888994320879440091212722856607543931827407806115851692436864982568390800000000000000000 @t1187))
% 7.12/7.36  (step @p12049 :rule evaluate :args ((< -518285201611997723727002737570406191981680372419632770727657810869442716835820994338273/1888994320879440091212722856607543931827407806115851692436864982568390800000000000000000 0/1)))
% 7.12/7.36  (step @p12050 :rule true_elim :premises (@p12049))
% 7.12/7.36  (step @p12051 :rule and_intro :premises (@p12050 @p109))
% 7.12/7.36  (step @p12052 :rule modus_ponens :premises (@p12051 @p12048))
% 7.12/7.36  (step @p12053 :rule arith_mult_neg :args (-217040254825010596729569055147210375139977765770498936443857749945984845558266953776319/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 @t3240))
% 7.12/7.36  (step @p8400 :rule arith_poly_norm :args (@t3239))
% 7.12/7.36  (step @p8401 :rule arith_poly_norm_rel :premises (@p8400) :args (@t3241))
% 7.12/7.36  (step @p8402 :rule symm :premises (@p8401))
% 7.12/7.36  (step @p12054 :rule eq_resolve :premises (@p14851 @p8402))
% 7.12/7.36  (step @p12055 :rule evaluate :args ((< -217040254825010596729569055147210375139977765770498936443857749945984845558266953776319/787080967033100038005301190253143304928086585881604871848693742736829500000000000000000 0/1)))
% 7.12/7.36  (step @p12056 :rule true_elim :premises (@p12055))
% 7.12/7.36  (step @p12057 :rule and_intro :premises (@p12056 @p12054))
% 7.12/7.36  (step @p12058 :rule modus_ponens :premises (@p12057 @p12053))
% 7.12/7.36  (step @p12059 :rule arith_mult_neg :args (-35284694729630695020739479631344204210166544384185604961274726692821563326861422391617/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 @t1195))
% 7.12/7.36  (step @p12060 :rule evaluate :args ((< -35284694729630695020739479631344204210166544384185604961274726692821563326861422391617/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 0/1)))
% 7.12/7.36  (step @p12061 :rule true_elim :premises (@p12060))
% 7.12/7.36  (step @p12062 :rule and_intro :premises (@p12061 @p147))
% 7.12/7.36  (step @p12063 :rule modus_ponens :premises (@p12062 @p12059))
% 7.12/7.36  (step @p12064 :rule arith_mult_pos :args (37416520616176079324213771646198744545594600347519765404920500874778798259413639294301/154835600072085253378092037426847863264541623452118991183349588735114000000000000000000 @t1867))
% 7.12/7.36  (step @p3494 :rule symm :premises (@p3351))
% 7.12/7.36  (step @p3503 :rule eq_resolve :premises (@p3356 @p3494))
% 7.12/7.36  (step @p12065 :rule evaluate :args ((> 37416520616176079324213771646198744545594600347519765404920500874778798259413639294301/154835600072085253378092037426847863264541623452118991183349588735114000000000000000000 0/1)))
% 7.12/7.36  (step @p12066 :rule true_elim :premises (@p12065))
% 7.12/7.36  (step @p12067 :rule and_intro :premises (@p12066 @p3503))
% 7.12/7.36  (step @p12068 :rule modus_ponens :premises (@p12067 @p12064))
% 7.12/7.36  (step @p12069 :rule arith_mult_neg :args (-854282504036909813556883863916005168194556348035068942188848307326311/3148323868132400152021204761012573219712346343526419487394774970947318 @t1234))
% 7.12/7.36  (step @p12070 :rule evaluate :args ((< -854282504036909813556883863916005168194556348035068942188848307326311/3148323868132400152021204761012573219712346343526419487394774970947318 0/1)))
% 7.12/7.36  (step @p12071 :rule true_elim :premises (@p12070))
% 7.12/7.36  (step @p12072 :rule and_intro :premises (@p12071 @p14854))
% 7.12/7.36  (step @p12073 :rule modus_ponens :premises (@p12072 @p12069))
% 7.12/7.36  (step @p12074 :rule arith_mult_neg :args (-4775507640606407906738407492760170542077234819863770850046776764906781/9444971604397200456063614283037719659137039030579258462184324912841954 @t2544))
% 7.12/7.36  (step @p12075 :rule evaluate :args ((< -4775507640606407906738407492760170542077234819863770850046776764906781/9444971604397200456063614283037719659137039030579258462184324912841954 0/1)))
% 7.12/7.36  (step @p12076 :rule true_elim :premises (@p12075))
% 7.12/7.36  (step @p12077 :rule and_intro :premises (@p12076 @p14855))
% 7.12/7.36  (step @p12078 :rule modus_ponens :premises (@p12077 @p12074))
% 7.12/7.36  (step @p12079 :rule arith_mult_neg :args (-2091776420247480039941880904522550341185609705461666254756004722989023/4722485802198600228031807141518859829568519515289629231092162456420977 @t2611))
% 7.12/7.36  (step @p12080 :rule evaluate :args ((< -2091776420247480039941880904522550341185609705461666254756004722989023/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12081 :rule true_elim :premises (@p12080))
% 7.12/7.36  (step @p12082 :rule and_intro :premises (@p12081 @p14856))
% 7.12/7.36  (step @p12083 :rule modus_ponens :premises (@p12082 @p12079))
% 7.12/7.36  (step @p12084 :rule arith_mult_pos :args (225859866091713767453391623043704130667712473719810511072900796067605/4722485802198600228031807141518859829568519515289629231092162456420977 @t2794))
% 7.12/7.36  (step @p12085 :rule evaluate :args ((> 225859866091713767453391623043704130667712473719810511072900796067605/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12086 :rule true_elim :premises (@p12085))
% 7.12/7.36  (step @p12087 :rule and_intro :premises (@p12086 @p14857))
% 7.12/7.36  (step @p12088 :rule modus_ponens :premises (@p12087 @p12084))
% 7.12/7.36  (step @p12089 :rule arith_mult_neg :args (-12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 @t3740))
% 7.12/7.36  (step @p10202 :rule arith_poly_norm :args (@t3739))
% 7.12/7.36  (step @p10203 :rule arith_poly_norm_rel :premises (@p10202) :args (@t3741))
% 7.12/7.36  (step @p10204 :rule symm :premises (@p10203))
% 7.12/7.36  (step @p10205 :rule eq_resolve :premises (@p10056 @p10204))
% 7.12/7.36  (step @p12090 :rule evaluate :args ((< -12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12091 :rule true_elim :premises (@p12090))
% 7.12/7.36  (step @p12092 :rule and_intro :premises (@p12091 @p10205))
% 7.12/7.36  (step @p12093 :rule modus_ponens :premises (@p12092 @p12089))
% 7.12/7.36  (step @p12094 :rule arith_mult_pos :args (12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 (<= |tptp.'Y_0'| -4964568918179299/5000000000000000)))
% 7.12/7.36  (step @p12095 :rule symm :premises (@p11850))
% 7.12/7.36  (step @p12096 :rule eq_resolve :premises (@p14859 @p12095))
% 7.12/7.36  (step @p12097 :rule evaluate :args ((> 12232772293869367619176461528202746676729064199626974000000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12098 :rule true_elim :premises (@p12097))
% 7.12/7.36  (step @p12099 :rule and_intro :premises (@p12098 @p12096))
% 7.12/7.36  (step @p12100 :rule modus_ponens :premises (@p12099 @p12094))
% 7.12/7.36  (step @p12101 :rule arith_mult_neg :args (-911063131448549276125185619570631571178958455751281393850197110871657/3148323868132400152021204761012573219712346343526419487394774970947318 @t2936))
% 7.12/7.36  (step @p12102 :rule evaluate :args ((< -911063131448549276125185619570631571178958455751281393850197110871657/3148323868132400152021204761012573219712346343526419487394774970947318 0/1)))
% 7.12/7.36  (step @p12103 :rule true_elim :premises (@p12102))
% 7.12/7.36  (step @p12104 :rule and_intro :premises (@p12103 @p14860))
% 7.12/7.36  (step @p12105 :rule modus_ponens :premises (@p12104 @p12101))
% 7.12/7.36  (step @p12106 :rule arith_mult_neg :args (-2811910249461800746616376752907380171775629840072103298201650489182167/4722485802198600228031807141518859829568519515289629231092162456420977 @t3080))
% 7.12/7.36  (step @p12107 :rule evaluate :args ((< -2811910249461800746616376752907380171775629840072103298201650489182167/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12108 :rule true_elim :premises (@p12107))
% 7.12/7.36  (step @p12109 :rule and_intro :premises (@p12108 @p14861))
% 7.12/7.36  (step @p12110 :rule modus_ponens :premises (@p12109 @p12106))
% 7.12/7.36  (step @p12111 :rule arith_mult_pos :args (306700531106419215879450400215909051537323858283780969996639824722441308148962557531/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 @t3002))
% 7.12/7.36  (step @p7458 :rule arith_poly_norm :args (@t3001))
% 7.12/7.36  (step @p7459 :rule arith_poly_norm_rel :premises (@p7458) :args (@t3003))
% 7.12/7.36  (step @p7460 :rule symm :premises (@p7459))
% 7.12/7.36  (step @p12112 :rule eq_resolve :premises (@p14862 @p7460))
% 7.12/7.36  (step @p12113 :rule evaluate :args ((> 306700531106419215879450400215909051537323858283780969996639824722441308148962557531/314832386813240015202120476101257321971234634352641948739477497094731800000000000000000 0/1)))
% 7.12/7.36  (step @p12114 :rule true_elim :premises (@p12113))
% 7.12/7.36  (step @p12115 :rule and_intro :premises (@p12114 @p12112))
% 7.12/7.36  (step @p12116 :rule modus_ponens :premises (@p12115 @p12111))
% 7.12/7.36  (step @p12117 :rule arith_mult_pos :args (1046489987480549532140882871234841286354973670613145466057530379524047/4722485802198600228031807141518859829568519515289629231092162456420977 @t3218))
% 7.12/7.36  (step @p12118 :rule evaluate :args ((> 1046489987480549532140882871234841286354973670613145466057530379524047/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12119 :rule true_elim :premises (@p12118))
% 7.12/7.36  (step @p12120 :rule and_intro :premises (@p12119 @p14863))
% 7.12/7.36  (step @p12121 :rule modus_ponens :premises (@p12120 @p12117))
% 7.12/7.36  (step @p12122 :rule arith_mult_neg :args (-280145265917808768130301811315918504879818964632210155377012307371989/4722485802198600228031807141518859829568519515289629231092162456420977 @t2845))
% 7.12/7.36  (step @p12123 :rule evaluate :args ((< -280145265917808768130301811315918504879818964632210155377012307371989/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12124 :rule true_elim :premises (@p12123))
% 7.12/7.36  (step @p12125 :rule and_intro :premises (@p12124 @p14864))
% 7.12/7.36  (step @p12126 :rule modus_ponens :premises (@p12125 @p12122))
% 7.12/7.36  (step @p12127 :rule arith_mult_pos :args (664296847848341182197964766969585314349593514178261114103393920367519/9444971604397200456063614283037719659137039030579258462184324912841954 @t3270))
% 7.12/7.36  (step @p12128 :rule evaluate :args ((> 664296847848341182197964766969585314349593514178261114103393920367519/9444971604397200456063614283037719659137039030579258462184324912841954 0/1)))
% 7.12/7.36  (step @p12129 :rule true_elim :premises (@p12128))
% 7.12/7.36  (step @p12130 :rule and_intro :premises (@p12129 @p14865))
% 7.12/7.36  (step @p12131 :rule modus_ponens :premises (@p12130 @p12127))
% 7.12/7.36  (step @p12132 :rule arith_mult_neg :args (-16711192265760512591926025997443739004933730806891123968730782930912807530247912888403/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 @t3464))
% 7.12/7.36  (step @p9117 :rule arith_poly_norm :args (@t3465))
% 7.12/7.36  (step @p9118 :rule arith_poly_norm_rel :premises (@p9117) :args (@t3466))
% 7.12/7.36  (step @p9119 :rule symm :premises (@p9118))
% 7.12/7.36  (step @p12133 :rule eq_resolve :premises (@p14866 @p9119))
% 7.12/7.36  (step @p12134 :rule evaluate :args ((< -16711192265760512591926025997443739004933730806891123968730782930912807530247912888403/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 0/1)))
% 7.12/7.36  (step @p12135 :rule true_elim :premises (@p12134))
% 7.12/7.36  (step @p12136 :rule and_intro :premises (@p12135 @p12133))
% 7.12/7.36  (step @p12137 :rule modus_ponens :premises (@p12136 @p12132))
% 7.12/7.36  (step @p12138 :rule arith_mult_neg :args (-355562412893016711245737631849984148653070883080484516708314835935626/1574161934066200076010602380506286609856173171763209743697387485473659 @t3304))
% 7.12/7.36  (step @p12139 :rule evaluate :args ((< -355562412893016711245737631849984148653070883080484516708314835935626/1574161934066200076010602380506286609856173171763209743697387485473659 0/1)))
% 7.12/7.36  (step @p12140 :rule true_elim :premises (@p12139))
% 7.12/7.36  (step @p12141 :rule and_intro :premises (@p12140 @p14867))
% 7.12/7.36  (step @p12142 :rule modus_ponens :premises (@p12141 @p12138))
% 7.12/7.36  (step @p12143 :rule arith_mult_neg :args (-43579736610038426094765639473703254241174866213563460262904277800062638409462115151/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 @t2650))
% 7.12/7.36  (step @p6103 :rule arith_poly_norm :args (@t2651))
% 7.12/7.36  (step @p6104 :rule arith_poly_norm_rel :premises (@p6103) :args (@t2652))
% 7.12/7.36  (step @p6105 :rule symm :premises (@p6104))
% 7.12/7.36  (step @p12144 :rule eq_resolve :premises (@p14868 @p6105))
% 7.12/7.36  (step @p12145 :rule evaluate :args ((< -43579736610038426094765639473703254241174866213563460262904277800062638409462115151/29515536263741251425198794634492873934803246970560182694326015352631106250000000000000 0/1)))
% 7.12/7.36  (step @p12146 :rule true_elim :premises (@p12145))
% 7.12/7.36  (step @p12147 :rule and_intro :premises (@p12146 @p12144))
% 7.12/7.36  (step @p12148 :rule modus_ponens :premises (@p12147 @p12143))
% 7.12/7.36  (step @p12149 :rule arith_mult_pos :args (6952792680514237924919634951532797678393813519890400799917091056920628824132070950173/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 @t3422))
% 7.12/7.36  (step @p8991 :rule arith_poly_norm :args (@t3423))
% 7.12/7.36  (step @p8992 :rule arith_poly_norm_rel :premises (@p8991) :args (@t3424))
% 7.12/7.36  (step @p8993 :rule symm :premises (@p8992))
% 7.12/7.36  (step @p12150 :rule eq_resolve :premises (@p14869 @p8993))
% 7.12/7.36  (step @p12151 :rule evaluate :args ((> 6952792680514237924919634951532797678393813519890400799917091056920628824132070950173/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 0/1)))
% 7.12/7.36  (step @p12152 :rule true_elim :premises (@p12151))
% 7.12/7.36  (step @p12153 :rule and_intro :premises (@p12152 @p12150))
% 7.12/7.36  (step @p12154 :rule modus_ponens :premises (@p12153 @p12149))
% 7.12/7.36  (step @p12155 :rule arith_mult_pos :args (151587153959761855352683440136121698563934337383028352985741120268768747808875713264271/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 @t3425))
% 7.12/7.36  (step @p9000 :rule arith_poly_norm :args (@t3426))
% 7.12/7.36  (step @p9001 :rule arith_poly_norm_rel :premises (@p9000) :args (@t3427))
% 7.12/7.36  (step @p9002 :rule symm :premises (@p9001))
% 7.12/7.36  (step @p12156 :rule eq_resolve :premises (@p14870 @p9002))
% 7.12/7.36  (step @p12157 :rule evaluate :args ((> 151587153959761855352683440136121698563934337383028352985741120268768747808875713264271/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 0/1)))
% 7.12/7.36  (step @p12158 :rule true_elim :premises (@p12157))
% 7.12/7.36  (step @p12159 :rule and_intro :premises (@p12158 @p12156))
% 7.12/7.36  (step @p12160 :rule modus_ponens :premises (@p12159 @p12155))
% 7.12/7.36  (step @p12161 :rule arith_mult_neg :args (-556250638125451411346082351171581939315282823542756247356663744129392700455633900966237/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 @t3428))
% 7.12/7.36  (step @p9009 :rule arith_poly_norm :args (@t3429))
% 7.12/7.36  (step @p9010 :rule arith_poly_norm_rel :premises (@p9009) :args (@t3430))
% 7.12/7.36  (step @p9011 :rule symm :premises (@p9010))
% 7.12/7.36  (step @p12162 :rule eq_resolve :premises (@p14871 @p9011))
% 7.12/7.36  (step @p12163 :rule evaluate :args ((< -556250638125451411346082351171581939315282823542756247356663744129392700455633900966237/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 0/1)))
% 7.12/7.36  (step @p12164 :rule true_elim :premises (@p12163))
% 7.12/7.36  (step @p12165 :rule and_intro :premises (@p12164 @p12162))
% 7.12/7.36  (step @p12166 :rule modus_ponens :premises (@p12165 @p12161))
% 7.12/7.36  (step @p12167 :rule arith_mult_neg :args (-1509808496484270726605262555806906458834066344812141669247538351236677323061608570183/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 @t3431))
% 7.12/7.36  (step @p9018 :rule arith_poly_norm :args (@t3432))
% 7.12/7.36  (step @p9019 :rule arith_poly_norm_rel :premises (@p9018) :args (@t3433))
% 7.12/7.36  (step @p9020 :rule symm :premises (@p9019))
% 7.12/7.36  (step @p12168 :rule eq_resolve :premises (@p14872 @p9020))
% 7.12/7.36  (step @p12169 :rule evaluate :args ((< -1509808496484270726605262555806906458834066344812141669247538351236677323061608570183/147577681318706257125993973172464369674016234852800913471630076763155531250000000000000 0/1)))
% 7.12/7.36  (step @p12170 :rule true_elim :premises (@p12169))
% 7.12/7.36  (step @p12171 :rule and_intro :premises (@p12170 @p12168))
% 7.12/7.36  (step @p12172 :rule modus_ponens :premises (@p12171 @p12167))
% 7.12/7.36  (step @p12173 :rule arith_mult_neg :args (-83341076923841214231066199177717857132219638927661824482206659216160778328088502519/6451483336336885557420501559451994302689234310504957965972899530629750000000000000000 @t3434))
% 7.12/7.36  (step @p9027 :rule arith_poly_norm :args (@t3435))
% 7.12/7.36  (step @p9028 :rule arith_poly_norm_rel :premises (@p9027) :args (@t3436))
% 7.12/7.36  (step @p9029 :rule symm :premises (@p9028))
% 7.12/7.36  (step @p12174 :rule eq_resolve :premises (@p14873 @p9029))
% 7.12/7.36  (step @p12175 :rule evaluate :args ((< -83341076923841214231066199177717857132219638927661824482206659216160778328088502519/6451483336336885557420501559451994302689234310504957965972899530629750000000000000000 0/1)))
% 7.12/7.36  (step @p12176 :rule true_elim :premises (@p12175))
% 7.12/7.36  (step @p12177 :rule and_intro :premises (@p12176 @p12174))
% 7.12/7.36  (step @p12178 :rule modus_ponens :premises (@p12177 @p12173))
% 7.12/7.36  (step @p12179 :rule arith_mult_pos :args (40453119691277924034055379886808362252131912805722210565599953450129687926535179899183/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 @t3440))
% 7.12/7.36  (step @p9045 :rule arith_poly_norm :args (@t3441))
% 7.12/7.36  (step @p9046 :rule arith_poly_norm_rel :premises (@p9045) :args (@t3442))
% 7.12/7.36  (step @p9047 :rule symm :premises (@p9046))
% 7.12/7.36  (step @p12180 :rule eq_resolve :premises (@p14874 @p9047))
% 7.12/7.36  (step @p12181 :rule evaluate :args ((> 40453119691277924034055379886808362252131912805722210565599953450129687926535179899183/3148323868132400152021204761012573219712346343526419487394774970947318000000000000000000 0/1)))
% 7.12/7.36  (step @p12182 :rule true_elim :premises (@p12181))
% 7.12/7.36  (step @p12183 :rule and_intro :premises (@p12182 @p12180))
% 7.12/7.36  (step @p12184 :rule modus_ponens :premises (@p12183 @p12179))
% 7.12/7.36  (step @p12185 :rule arith_mult_pos :args (1608459348547626288960683496331903145656959726901634864367075573079959523069830427393/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3443))
% 7.12/7.36  (step @p9054 :rule arith_poly_norm :args (@t3444))
% 7.12/7.36  (step @p9055 :rule arith_poly_norm_rel :premises (@p9054) :args (@t3445))
% 7.12/7.36  (step @p9056 :rule symm :premises (@p9055))
% 7.12/7.36  (step @p12186 :rule eq_resolve :premises (@p14875 @p9056))
% 7.12/7.36  (step @p12187 :rule evaluate :args ((> 1608459348547626288960683496331903145656959726901634864367075573079959523069830427393/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 0/1)))
% 7.12/7.36  (step @p12188 :rule true_elim :premises (@p12187))
% 7.12/7.36  (step @p12189 :rule and_intro :premises (@p12188 @p12186))
% 7.12/7.36  (step @p12190 :rule modus_ponens :premises (@p12189 @p12185))
% 7.12/7.36  (step @p12191 :rule arith_mult_neg :args (-60585397604361122715516604868376626708119879107297297235983111276049224533622061321631/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 @t3446))
% 7.12/7.36  (step @p9063 :rule arith_poly_norm :args (@t3447))
% 7.12/7.36  (step @p9064 :rule arith_poly_norm_rel :premises (@p9063) :args (@t3448))
% 7.12/7.36  (step @p9065 :rule symm :premises (@p9064))
% 7.12/7.36  (step @p12192 :rule eq_resolve :premises (@p14876 @p9065))
% 7.12/7.36  (step @p12193 :rule evaluate :args ((< -60585397604361122715516604868376626708119879107297297235983111276049224533622061321631/1180621450549650057007951785379714957392129878822407307773040614105244250000000000000000 0/1)))
% 7.12/7.36  (step @p12194 :rule true_elim :premises (@p12193))
% 7.12/7.36  (step @p12195 :rule and_intro :premises (@p12194 @p12192))
% 7.12/7.36  (step @p12196 :rule modus_ponens :premises (@p12195 @p12191))
% 7.12/7.36  (step @p12197 :rule arith_mult_neg :args (-487300116569760251161537415147319786881409628710586984204887304636339149308795979141/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 @t3449))
% 7.12/7.36  (step @p9072 :rule arith_poly_norm :args (@t3450))
% 7.12/7.36  (step @p9073 :rule arith_poly_norm_rel :premises (@p9072) :args (@t3451))
% 7.12/7.36  (step @p9074 :rule symm :premises (@p9073))
% 7.12/7.36  (step @p12198 :rule eq_resolve :premises (@p14877 @p9074))
% 7.12/7.36  (step @p12199 :rule evaluate :args ((< -487300116569760251161537415147319786881409628710586984204887304636339149308795979141/31483238681324001520212047610125732197123463435264194873947749709473180000000000000000 0/1)))
% 7.12/7.36  (step @p12200 :rule true_elim :premises (@p12199))
% 7.12/7.36  (step @p12201 :rule and_intro :premises (@p12200 @p12198))
% 7.12/7.36  (step @p12202 :rule modus_ponens :premises (@p12201 @p12197))
% 7.12/7.36  (step @p12203 :rule arith_mult_pos :args (5633989908698209756363930259162920727795425984319099825177964304745805694376583360691/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 @t3452))
% 7.12/7.36  (step @p9081 :rule arith_poly_norm :args (@t3453))
% 7.12/7.36  (step @p9082 :rule arith_poly_norm_rel :premises (@p9081) :args (@t3454))
% 7.12/7.36  (step @p9083 :rule symm :premises (@p9082))
% 7.12/7.36  (step @p12204 :rule eq_resolve :premises (@p14878 @p9083))
% 7.12/7.36  (step @p12205 :rule evaluate :args ((> 5633989908698209756363930259162920727795425984319099825177964304745805694376583360691/39354048351655001900265059512657165246404329294080243592434687136841475000000000000000 0/1)))
% 7.12/7.36  (step @p12206 :rule true_elim :premises (@p12205))
% 7.12/7.36  (step @p12207 :rule and_intro :premises (@p12206 @p12204))
% 7.12/7.36  (step @p12208 :rule modus_ponens :premises (@p12207 @p12203))
% 7.12/7.36  (step @p12209 :rule arith_mult_neg :args (-1339092184196476264658735988977141458382947451228642930193771064867765825085231196021/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3455))
% 7.12/7.36  (step @p9090 :rule arith_poly_norm :args (@t3456))
% 7.12/7.36  (step @p9091 :rule arith_poly_norm_rel :premises (@p9090) :args (@t3457))
% 7.12/7.36  (step @p9092 :rule symm :premises (@p9091))
% 7.12/7.36  (step @p12210 :rule eq_resolve :premises (@p14879 @p9092))
% 7.12/7.36  (step @p12211 :rule evaluate :args ((< -1339092184196476264658735988977141458382947451228642930193771064867765825085231196021/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 0/1)))
% 7.12/7.36  (step @p12212 :rule true_elim :premises (@p12211))
% 7.12/7.36  (step @p12213 :rule and_intro :premises (@p12212 @p12210))
% 7.12/7.36  (step @p12214 :rule modus_ponens :premises (@p12213 @p12209))
% 7.12/7.36  (step @p12215 :rule arith_mult_pos :args (594267797765641575225038567307480337307845869171679411396285764853258523485813529829/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 @t3458))
% 7.12/7.36  (step @p9099 :rule arith_poly_norm :args (@t3459))
% 7.12/7.36  (step @p9100 :rule arith_poly_norm_rel :premises (@p9099) :args (@t3460))
% 7.12/7.36  (step @p9101 :rule symm :premises (@p9100))
% 7.12/7.36  (step @p12216 :rule eq_resolve :premises (@p14880 @p9101))
% 7.12/7.36  (step @p12217 :rule evaluate :args ((> 594267797765641575225038567307480337307845869171679411396285764853258523485813529829/125932954725296006080848190440502928788493853741056779495790998837892720000000000000000 0/1)))
% 7.12/7.36  (step @p12218 :rule true_elim :premises (@p12217))
% 7.12/7.36  (step @p12219 :rule and_intro :premises (@p12218 @p12216))
% 7.12/7.36  (step @p12220 :rule modus_ponens :premises (@p12219 @p12215))
% 7.12/7.36  (step @p12221 :rule arith_mult_neg :args (-482552926021048602369981748315145312743837743229328297317876903213667776299330467384431/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 @t3461))
% 7.12/7.36  (step @p9108 :rule arith_poly_norm :args (@t3462))
% 7.12/7.36  (step @p9109 :rule arith_poly_norm_rel :premises (@p9108) :args (@t3463))
% 7.12/7.36  (step @p9110 :rule symm :premises (@p9109))
% 7.12/7.36  (step @p12222 :rule eq_resolve :premises (@p14881 @p9110))
% 7.12/7.36  (step @p12223 :rule evaluate :args ((< -482552926021048602369981748315145312743837743229328297317876903213667776299330467384431/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 0/1)))
% 7.12/7.36  (step @p12224 :rule true_elim :premises (@p12223))
% 7.12/7.36  (step @p12225 :rule and_intro :premises (@p12224 @p12222))
% 7.12/7.36  (step @p12226 :rule modus_ponens :premises (@p12225 @p12221))
% 7.12/7.36  (step @p12227 :rule arith_mult_neg :args (-126435558997984424740252720539447612825390233842933415726776632445541369384733760719439/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 @t3467))
% 7.12/7.36  (step @p9126 :rule arith_poly_norm :args (@t3468))
% 7.12/7.36  (step @p9127 :rule arith_poly_norm_rel :premises (@p9126) :args (@t3469))
% 7.12/7.36  (step @p9128 :rule symm :premises (@p9127))
% 7.12/7.36  (step @p12228 :rule eq_resolve :premises (@p14882 @p9128))
% 7.12/7.36  (step @p12229 :rule evaluate :args ((< -126435558997984424740252720539447612825390233842933415726776632445541369384733760719439/4722485802198600228031807141518859829568519515289629231092162456420977000000000000000000 0/1)))
% 7.12/7.36  (step @p12230 :rule true_elim :premises (@p12229))
% 7.12/7.36  (step @p12231 :rule and_intro :premises (@p12230 @p12228))
% 7.12/7.36  (step @p12232 :rule modus_ponens :premises (@p12231 @p12227))
% 7.12/7.36  (step @p12233 :rule arith_mult_pos :args (893376914372000676632278088610550575452277281813021374032670657161605/9444971604397200456063614283037719659137039030579258462184324912841954 @t3178))
% 7.12/7.36  (step @p12234 :rule evaluate :args ((> 893376914372000676632278088610550575452277281813021374032670657161605/9444971604397200456063614283037719659137039030579258462184324912841954 0/1)))
% 7.12/7.36  (step @p12235 :rule true_elim :premises (@p12234))
% 7.12/7.36  (step @p12236 :rule and_intro :premises (@p12235 @p14883))
% 7.12/7.36  (step @p12237 :rule modus_ponens :premises (@p12236 @p12233))
% 7.12/7.36  (step @p12238 :rule arith_mult_neg :args (-465577777449711226930330316317408179695261010732543571337857713087870/1574161934066200076010602380506286609856173171763209743697387485473659 @t3137))
% 7.12/7.36  (step @p12239 :rule evaluate :args ((< -465577777449711226930330316317408179695261010732543571337857713087870/1574161934066200076010602380506286609856173171763209743697387485473659 0/1)))
% 7.12/7.36  (step @p12240 :rule true_elim :premises (@p12239))
% 7.12/7.36  (step @p12241 :rule and_intro :premises (@p12240 @p14884))
% 7.12/7.36  (step @p12242 :rule modus_ponens :premises (@p12241 @p12238))
% 7.12/7.36  (step @p12243 :rule arith_mult_pos :args (8111467386747122754511405589237638458691031177820940826920320941540011111432122810173/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 @t3437))
% 7.12/7.36  (step @p9036 :rule arith_poly_norm :args (@t3438))
% 7.12/7.36  (step @p9037 :rule arith_poly_norm_rel :premises (@p9036) :args (@t3439))
% 7.12/7.36  (step @p9038 :rule symm :premises (@p9037))
% 7.12/7.36  (step @p12244 :rule eq_resolve :premises (@p14885 @p9038))
% 7.12/7.36  (step @p12245 :rule evaluate :args ((> 8111467386747122754511405589237638458691031177820940826920320941540011111432122810173/78708096703310003800530119025314330492808658588160487184869374273682950000000000000000 0/1)))
% 7.12/7.36  (step @p12246 :rule true_elim :premises (@p12245))
% 7.12/7.36  (step @p12247 :rule and_intro :premises (@p12246 @p12244))
% 7.12/7.36  (step @p12248 :rule modus_ponens :premises (@p12247 @p12243))
% 7.12/7.36  (step @p12249 :rule arith_mult_pos :args (3299449984198852737880345191782322859466782773935914974972334557529817/9444971604397200456063614283037719659137039030579258462184324912841954 @t3185))
% 7.12/7.36  (step @p12250 :rule evaluate :args ((> 3299449984198852737880345191782322859466782773935914974972334557529817/9444971604397200456063614283037719659137039030579258462184324912841954 0/1)))
% 7.12/7.36  (step @p12251 :rule true_elim :premises (@p12250))
% 7.12/7.36  (step @p12252 :rule and_intro :premises (@p12251 @p14886))
% 7.12/7.36  (step @p12253 :rule modus_ponens :premises (@p12252 @p12249))
% 7.12/7.36  (step @p12254 :rule arith_mult_pos :args (7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 (< |tptp.'Y_2'| 14853792042431133/10000000000000000)))
% 7.12/7.36  (step @p8848 :rule arith-elim-lt :args (|tptp.'Y_2'| 14853792042431133/10000000000000000))
% 7.12/7.36  (step @p8849 :rule symm :premises (@p8848))
% 7.12/7.36  (step @p12255 :rule eq_resolve :premises (@p14887 @p8849))
% 7.12/7.36  (step @p12256 :rule evaluate :args ((> 7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12257 :rule true_elim :premises (@p12256))
% 7.12/7.36  (step @p12258 :rule and_intro :premises (@p12257 @p12255))
% 7.12/7.36  (step @p12259 :rule modus_ponens :premises (@p12258 @p12254))
% 7.12/7.36  (step @p12260 :rule arith_mult_neg :args (-7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 @t3420))
% 7.12/7.36  (step @p8968 :rule arith_poly_norm :args (@t3419))
% 7.12/7.36  (step @p8969 :rule arith_poly_norm_rel :premises (@p8968) :args (@t3421))
% 7.12/7.36  (step @p8970 :rule symm :premises (@p8969))
% 7.12/7.36  (step @p8971 :rule eq_resolve :premises (@p3325 @p8970))
% 7.12/7.36  (step @p12261 :rule evaluate :args ((< -7090515636247193465920262248994694253633136567279507500000000000000000/4722485802198600228031807141518859829568519515289629231092162456420977 0/1)))
% 7.12/7.36  (step @p12262 :rule true_elim :premises (@p12261))
% 7.12/7.36  (step @p12263 :rule and_intro :premises (@p12262 @p8971))
% 7.12/7.36  (step @p12264 :rule modus_ponens :premises (@p12263 @p12260))
% 7.12/7.36  (step @p12265 :rule arith_mult_neg :args (-28029667484136741708864609817683951213847213159782101100199108682259865887162135972821/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 @t1178))
% 7.12/7.36  (step @p12266 :rule evaluate :args ((< -28029667484136741708864609817683951213847213159782101100199108682259865887162135972821/295155362637412514251987946344928739348032469705601826943260153526311062500000000000000 0/1)))
% 7.12/7.36  (step @p12267 :rule true_elim :premises (@p12266))
% 7.12/7.36  (step @p12268 :rule and_intro :premises (@p12267 @p62))
% 7.12/7.36  (step @p12269 :rule modus_ponens :premises (@p12268 @p12265))
% 7.12/7.36  (step @p12270 :rule arith_mult_pos :args (595720332665348555487331628941960915348832609230575428069819319592655213103935392167643/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 @t1899))
% 7.12/7.36  (step @p3459 :rule symm :premises (@p241))
% 7.12/7.36  (step @p3460 :rule eq_resolve :premises (@p246 @p3459))
% 7.12/7.36  (step @p12271 :rule evaluate :args ((> 595720332665348555487331628941960915348832609230575428069819319592655213103935392167643/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 0/1)))
% 7.12/7.36  (step @p12272 :rule true_elim :premises (@p12271))
% 7.12/7.36  (step @p12273 :rule and_intro :premises (@p12272 @p3460))
% 7.12/7.36  (step @p12274 :rule modus_ponens :premises (@p12273 @p12270))
% 7.12/7.36  (step @p12275 :rule arith_mult_pos :args (1578426353990450534695891812617853975056973993072476144243421323877004278738871597200107/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 @t1901))
% 7.12/7.36  (step @p3478 :rule symm :premises (@p3360))
% 7.12/7.36  (step @p3479 :rule eq_resolve :premises (@p3365 @p3478))
% 7.12/7.36  (step @p12276 :rule evaluate :args ((> 1578426353990450534695891812617853975056973993072476144243421323877004278738871597200107/9444971604397200456063614283037719659137039030579258462184324912841954000000000000000000 0/1)))
% 7.12/7.36  (step @p12277 :rule true_elim :premises (@p12276))
% 7.12/7.36  (step @p12278 :rule and_intro :premises (@p12277 @p3479))
% 7.12/7.36  (step @p12279 :rule modus_ponens :premises (@p12278 @p12275))
% 7.12/7.36  (step @p12280 :rule arith_mult_pos :args (233763048667880130017008812385453204917488415733115424319861423504622363427358320207833/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 @t1898))
% 7.12/7.36  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.36  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.36  (step @p12281 :rule evaluate :args ((> 233763048667880130017008812385453204917488415733115424319861423504622363427358320207833/2361242901099300114015903570759429914784259757644814615546081228210488500000000000000000 0/1)))
% 7.12/7.36  (step @p12282 :rule true_elim :premises (@p12281))
% 7.12/7.36  (step @p12283 :rule and_intro :premises (@p12282 @p3453))
% 7.12/7.36  (step @p12284 :rule modus_ponens :premises (@p12283 @p12280))
% 7.12/7.36  (step @p12285 :rule arith_mult_neg :args (-1/1 @t3228))
% 7.12/7.36  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.36  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.36  (step @p12286 :rule and_intro :premises (@p3443 @p14893))
% 7.12/7.36  (step @p12287 :rule modus_ponens :premises (@p12286 @p12285))
% 7.12/7.36  (step @p12288 :rule arith_sum_ub :premises (@p12287 @p12284 @p12279 @p12274 @p12269 @p12264 @p12259 @p12253 @p12248 @p12242 @p12237 @p12232 @p12226 @p12220 @p12214 @p12208 @p12202 @p12196 @p12190 @p12184 @p12178 @p12172 @p12166 @p12160 @p12154 @p12148 @p12142 @p12137 @p12131 @p12126 @p12121 @p12116 @p12110 @p12105 @p12100 @p12093 @p12088 @p12083 @p12078 @p12073 @p12068 @p12063 @p12058 @p12052))
% 7.12/7.36  (step @p12289 false :rule eq_resolve :premises (@p12288 @p12047))
% 7.12/7.36  (step-pop @p14895 :rule scope :premises (@p12289))
% 7.12/7.36  (step @p12290 :rule process_scope :premises (@p14895) :args (false))
% 7.12/7.36  (step @p12292 :rule eq_resolve :premises (@p12290 @p8406))
% 7.12/7.36  (step @p12293 :rule eq_resolve :premises (@p12292 @p8405))
% 7.12/7.36  (step @p12294 false :rule contra :premises (@p14893 @p12293))
% 7.12/7.36  (step-pop @p14896 :rule scope :premises (@p12294))
% 7.12/7.36  (step-pop @p14897 :rule scope :premises (@p14896))
% 7.12/7.36  (step-pop @p14898 :rule scope :premises (@p14897))
% 7.12/7.36  (step-pop @p14899 :rule scope :premises (@p14898))
% 7.12/7.36  (step-pop @p14900 :rule scope :premises (@p14899))
% 7.12/7.36  (step-pop @p14901 :rule scope :premises (@p14900))
% 7.12/7.36  (step-pop @p14902 :rule scope :premises (@p14901))
% 7.12/7.36  (step-pop @p14903 :rule scope :premises (@p14902))
% 7.12/7.36  (step-pop @p14904 :rule scope :premises (@p14903))
% 7.12/7.36  (step-pop @p14905 :rule scope :premises (@p14904))
% 7.12/7.36  (step-pop @p14906 :rule scope :premises (@p14905))
% 7.12/7.36  (step-pop @p14907 :rule scope :premises (@p14906))
% 7.12/7.36  (step-pop @p14908 :rule scope :premises (@p14907))
% 7.12/7.36  (step-pop @p14909 :rule scope :premises (@p14908))
% 7.12/7.36  (step-pop @p14910 :rule scope :premises (@p14909))
% 7.12/7.36  (step-pop @p14911 :rule scope :premises (@p14910))
% 7.12/7.36  (step-pop @p14912 :rule scope :premises (@p14911))
% 7.12/7.36  (step-pop @p14913 :rule scope :premises (@p14912))
% 7.12/7.36  (step-pop @p14914 :rule scope :premises (@p14913))
% 7.12/7.36  (step-pop @p14915 :rule scope :premises (@p14914))
% 7.12/7.36  (step-pop @p14916 :rule scope :premises (@p14915))
% 7.12/7.36  (step-pop @p14917 :rule scope :premises (@p14916))
% 7.12/7.36  (step-pop @p14918 :rule scope :premises (@p14917))
% 7.12/7.36  (step-pop @p14919 :rule scope :premises (@p14918))
% 7.12/7.36  (step-pop @p14920 :rule scope :premises (@p14919))
% 7.12/7.36  (step-pop @p14921 :rule scope :premises (@p14920))
% 7.12/7.36  (step-pop @p14922 :rule scope :premises (@p14921))
% 7.12/7.36  (step-pop @p14923 :rule scope :premises (@p14922))
% 7.12/7.36  (step-pop @p14924 :rule scope :premises (@p14923))
% 7.12/7.36  (step-pop @p14925 :rule scope :premises (@p14924))
% 7.12/7.36  (step-pop @p14926 :rule scope :premises (@p14925))
% 7.12/7.36  (step-pop @p14927 :rule scope :premises (@p14926))
% 7.12/7.36  (step-pop @p14928 :rule scope :premises (@p14927))
% 7.12/7.36  (step-pop @p14929 :rule scope :premises (@p14928))
% 7.12/7.36  (step-pop @p14930 :rule scope :premises (@p14929))
% 7.12/7.36  (step-pop @p14931 :rule scope :premises (@p14930))
% 7.12/7.36  (step-pop @p14932 :rule scope :premises (@p14931))
% 7.12/7.36  (step-pop @p14933 :rule scope :premises (@p14932))
% 7.12/7.36  (step-pop @p14934 :rule scope :premises (@p14933))
% 7.12/7.36  (step-pop @p14935 :rule scope :premises (@p14934))
% 7.12/7.36  (step-pop @p14936 :rule scope :premises (@p14935))
% 7.12/7.36  (step-pop @p14937 :rule scope :premises (@p14936))
% 7.12/7.36  (step-pop @p14938 :rule scope :premises (@p14937))
% 7.12/7.36  (step-pop @p14939 :rule scope :premises (@p14938))
% 7.12/7.36  (step @p12295 :rule process_scope :premises (@p14939) :args (false))
% 7.12/7.36  (assume-push @p14940 @t1248)
% 7.12/7.36  (assume-push @p14941 @t1178)
% 7.12/7.36  (assume-push @p14942 @t1857)
% 7.12/7.36  (assume-push @p14943 @t1184)
% 7.12/7.36  (assume-push @p14944 @t1187)
% 7.12/7.36  (assume-push @p14945 @t1195)
% 7.12/7.36  (assume-push @p14946 @t1855)
% 7.12/7.36  (assume-push @p14947 @t3994)
% 7.12/7.36  (assume-push @p14948 @t3649)
% 7.12/7.36  (assume-push @p14949 @t3312)
% 7.12/7.36  (assume-push @p14950 @t3470)
% 7.12/7.36  (assume-push @p14951 @t2845)
% 7.12/7.36  (assume-push @p14952 @t3270)
% 7.12/7.36  (assume-push @p14953 @t2611)
% 7.12/7.36  (assume-push @p14954 @t3304)
% 7.12/7.36  (assume-push @p14955 @t1234)
% 7.12/7.36  (assume-push @p14956 @t3080)
% 7.12/7.36  (assume-push @p14957 @t3218)
% 7.12/7.36  (assume-push @p14958 @t2936)
% 7.12/7.36  (assume-push @p14959 @t3185)
% 7.12/7.36  (assume-push @p14960 @t3178)
% 7.12/7.36  (assume-push @p14961 @t3137)
% 7.12/7.36  (assume-push @p14962 @t2794)
% 7.12/7.36  (assume-push @p14963 @t2544)
% 7.12/7.36  (assume-push @p14964 @t2502)
% 7.12/7.36  (assume-push @p14965 @t2457)
% 7.12/7.36  (assume-push @p14966 @t2409)
% 7.12/7.36  (assume-push @p14967 @t2717)
% 7.12/7.36  (assume-push @p14968 @t2356)
% 7.12/7.36  (assume-push @p14969 @t2305)
% 7.12/7.36  (assume-push @p14970 @t2253)
% 7.12/7.36  (assume-push @p14971 @t2890)
% 7.12/7.36  (assume-push @p14972 @t2201)
% 7.12/7.36  (assume-push @p14973 @t2149)
% 7.12/7.36  (assume-push @p14974 @t3035)
% 7.12/7.36  (assume-push @p14975 @t2115)
% 7.12/7.36  (assume-push @p14976 @t2971)
% 7.12/7.36  (assume-push @p14977 @t2063)
% 7.12/7.36  (assume-push @p14978 @t2014)
% 7.12/7.36  (assume-push @p14979 @t1979)
% 7.12/7.36  (assume-push @p14980 @t2804)
% 7.12/7.36  (assume-push @p14981 @t1908)
% 7.12/7.36  (assume-push @p14982 @t1841)
% 7.12/7.36  (assume-push @p14983 @t3228)
% 7.12/7.36  (step @p12384 :rule and_intro :premises (@p109 @p14981 @p147 @p3356 @p14955 @p14963 @p14953 @p14962 @p10056 @p14947 @p14958 @p14956 @p14980 @p14957 @p14951 @p14952 @p14965 @p14954 @p14982 @p14979 @p14978 @p14977 @p14976 @p14975 @p14973 @p14972 @p14971 @p14970 @p14969 @p14968 @p14967 @p14966 @p14964 @p14960 @p14961 @p14974 @p14959 @p14950 @p3325 @p62 @p246 @p3365 @p90 @p14983))
% 7.12/7.36  (step-pop @p14984 :rule scope :premises (@p12384))
% 7.12/7.36  (step-pop @p14985 :rule scope :premises (@p14984))
% 7.12/7.36  (step-pop @p14986 :rule scope :premises (@p14985))
% 7.12/7.36  (step-pop @p14987 :rule scope :premises (@p14986))
% 7.12/7.36  (step-pop @p14988 :rule scope :premises (@p14987))
% 7.12/7.36  (step-pop @p14989 :rule scope :premises (@p14988))
% 7.12/7.36  (step-pop @p14990 :rule scope :premises (@p14989))
% 7.12/7.36  (step-pop @p14991 :rule scope :premises (@p14990))
% 7.12/7.36  (step-pop @p14992 :rule scope :premises (@p14991))
% 7.12/7.36  (step-pop @p14993 :rule scope :premises (@p14992))
% 7.12/7.36  (step-pop @p14994 :rule scope :premises (@p14993))
% 7.12/7.36  (step-pop @p14995 :rule scope :premises (@p14994))
% 7.12/7.36  (step-pop @p14996 :rule scope :premises (@p14995))
% 7.12/7.36  (step-pop @p14997 :rule scope :premises (@p14996))
% 7.12/7.36  (step-pop @p14998 :rule scope :premises (@p14997))
% 7.12/7.36  (step-pop @p14999 :rule scope :premises (@p14998))
% 7.12/7.36  (step-pop @p15000 :rule scope :premises (@p14999))
% 7.12/7.36  (step-pop @p15001 :rule scope :premises (@p15000))
% 7.12/7.36  (step-pop @p15002 :rule scope :premises (@p15001))
% 7.12/7.36  (step-pop @p15003 :rule scope :premises (@p15002))
% 7.12/7.36  (step-pop @p15004 :rule scope :premises (@p15003))
% 7.12/7.36  (step-pop @p15005 :rule scope :premises (@p15004))
% 7.12/7.36  (step-pop @p15006 :rule scope :premises (@p15005))
% 7.12/7.36  (step-pop @p15007 :rule scope :premises (@p15006))
% 7.12/7.36  (step-pop @p15008 :rule scope :premises (@p15007))
% 7.12/7.36  (step-pop @p15009 :rule scope :premises (@p15008))
% 7.12/7.36  (step-pop @p15010 :rule scope :premises (@p15009))
% 7.12/7.36  (step-pop @p15011 :rule scope :premises (@p15010))
% 7.12/7.36  (step-pop @p15012 :rule scope :premises (@p15011))
% 7.12/7.36  (step-pop @p15013 :rule scope :premises (@p15012))
% 7.12/7.36  (step-pop @p15014 :rule scope :premises (@p15013))
% 7.12/7.36  (step-pop @p15015 :rule scope :premises (@p15014))
% 7.12/7.36  (step-pop @p15016 :rule scope :premises (@p15015))
% 7.12/7.36  (step-pop @p15017 :rule scope :premises (@p15016))
% 7.12/7.36  (step-pop @p15018 :rule scope :premises (@p15017))
% 7.12/7.36  (step-pop @p15019 :rule scope :premises (@p15018))
% 7.12/7.36  (step-pop @p15020 :rule scope :premises (@p15019))
% 7.12/7.36  (step-pop @p15021 :rule scope :premises (@p15020))
% 7.12/7.36  (step-pop @p15022 :rule scope :premises (@p15021))
% 7.12/7.36  (step-pop @p15023 :rule scope :premises (@p15022))
% 7.12/7.36  (step-pop @p15024 :rule scope :premises (@p15023))
% 7.12/7.36  (step-pop @p15025 :rule scope :premises (@p15024))
% 7.12/7.36  (step-pop @p15026 :rule scope :premises (@p15025))
% 7.12/7.36  (step-pop @p15027 :rule scope :premises (@p15026))
% 7.12/7.36  (step @p12385 :rule process_scope :premises (@p15027) :args (@t4108))
% 7.12/7.36  (step @p12430 :rule implies_elim :premises (@p12385))
% 7.12/7.36  (step @p12431 :rule resolution :premises (@p12430 @p12295) :args (true @t4108))
% 7.12/7.36  (step @p12432 :rule not_and :premises (@p12431))
% 7.12/7.36  (step @p12433 :rule eq_resolve :premises (@p12432 @p11901))
% 7.12/7.36  (step @p12434 :rule reordering :premises (@p12433) :args ((or @t3313 @t1866 @t1865 @t1864 @t1863 @t1936 @t1860 @t1859 @t3996 @t3744 @t3501 @t3500 @t3499 @t3498 @t3497 @t3496 @t3495 @t3494 @t3493 @t3492 @t3491 @t3490 @t3489 @t3488 @t3487 @t3486 @t3485 @t3484 @t3483 @t3482 @t3481 @t3480 @t3479 @t3478 @t3477 @t3476 @t3475 @t3474 @t3473 @t3472 @t2991 @t3229 @t2621 @t3230)))
% 7.12/7.36  (step @p12435 :rule chain_m_resolution :premises (@p12434 @p6046 @p6424 @p7076 @p6733 @p7246 @p6755 @p7410 @p7652 @p8027 @p6908 @p8586 @p8741 @p8763 @p8353 @p7824 @p8176 @p8198 @p8438 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p3325 @p10056 @p3356 @p147 @p109 @p90 @p3365 @p62 @p246 @p11866 @p8763 @p8741 @p8586 @p8353 @p8198 @p8176 @p8027 @p7824 @p7652 @p7410 @p7076 @p6733 @p6908 @p6755 @p7246 @p6424 @p6046 @p9279 @p8763 @p8741 @p8586 @p8353 @p8198 @p8176 @p8027 @p7824 @p7652 @p7410 @p7246 @p7076 @p6908 @p6755 @p6733 @p6424 @p6046 @p5747 @p5587 @p5425 @p5247 @p5078 @p4902 @p4742 @p4573 @p4406 @p4260 @p4100 @p3926 @p3773 @p3545 @p3325 @p264 @p166 @p147 @p128 @p255 @p90 @p81 @p62 @p246) :args (@t3496 (@list false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false true false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false false) (@list @t2544 @t2611 @t2845 @t2717 @t2890 @t2794 @t2936 @t2971 @t3080 @t2804 @t3218 @t3270 @t3304 @t3185 @t3035 @t3137 @t3178 @t3228 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3312 @t3649 @t1855 @t1195 @t1187 @t1184 @t1857 @t1178 @t1248 @t3994 @t3304 @t3270 @t3218 @t3185 @t3178 @t3137 @t3080 @t3035 @t2971 @t2936 @t2845 @t2717 @t2804 @t2794 @t2890 @t2611 @t2544 @t3313 @t3304 @t3270 @t3218 @t3185 @t3178 @t3137 @t3080 @t3035 @t2971 @t2936 @t2890 @t2845 @t2804 @t2794 @t2717 @t2611 @t2544 @t2502 @t2457 @t2409 @t2356 @t2305 @t2253 @t2201 @t2149 @t2115 @t2063 @t2014 @t1979 @t1908 @t1841 @t3312 @t1251 @t1199 @t1195 @t1191 @t1249 @t1184 @t1181 @t1178 @t1248)))
% 7.12/7.36  (step @p12436 :rule cnf_or_pos :args (@t1245))
% 7.12/7.36  (step @p12437 :rule reordering :premises (@p12436) :args ((or @t1238 @t1234 (not @t1245))))
% 7.12/7.36  (step @p12438 :rule chain_m_resolution :premises (@p12437 @p12435 @p237) :args (@t1238 @t2610 (@list @t1234 @t1245)))
% 7.12/7.36  (assume-push @p15028 @t1238)
% 7.12/7.36  (assume-push @p15029 @t1199)
% 7.12/7.36  (assume-push @p15030 @t1175)
% 7.12/7.36  (assume-push @p15031 @t1178)
% 7.12/7.36  (assume-push @p15032 @t1181)
% 7.12/7.36  (assume-push @p15033 @t1184)
% 7.12/7.36  (assume-push @p15034 @t1187)
% 7.12/7.36  (assume-push @p15035 @t1191)
% 7.12/7.36  (assume-push @p15036 @t1195)
% 7.12/7.36  (assume-push @p15037 @t1203)
% 7.12/7.36  (step @p4935 :rule arith-elim-lt :args (|tptp.'X_8'| 19431380448199/500000000000000))
% 7.12/7.36  (step @p4936 :rule symm :premises (@p4935))
% 7.12/7.36  (assume-push @p15038 @t1203)
% 7.12/7.36  (step @p12450 :rule evaluate :args ((<= 0/1 -3353049801381873632235080474026244997/1258547529872531270000000000000000000)))
% 7.12/7.36  (step @p12451 :rule evaluate :args ((+ -19431380448199/500000000000000 -301758269984834346362652522832987/251709505974506254000000000000000 -9430930606932621104952533389517/251709505974506254000000000000000 -3021666147995617924628143855989/251709505974506254000000000000000 26952628554846512911810437024931/62927376493626563500000000000000 -1761744051189134353343396837099997/1258547529872531270000000000000000000 -3394005581023543891896762677753/125854752987253127000000000000000 -56574572563433099919786755831/1258547529872531270000000000000 -54843689278261836329684294932131/125854752987253127000000000000000 -326284828368465285/251709505974506254)))
% 7.12/7.36  (step @p12452 :rule evaluate :args (@t4109))
% 7.12/7.36  (step @p12453 :rule evaluate :args (@t4110))
% 7.12/7.36  (step @p12454 :rule evaluate :args (@t4111))
% 7.12/7.36  (step @p12455 :rule evaluate :args (@t4112))
% 7.12/7.36  (step @p12456 :rule evaluate :args (@t4113))
% 7.12/7.36  (step @p12457 :rule evaluate :args (@t4114))
% 7.12/7.36  (step @p12458 :rule evaluate :args (@t4115))
% 7.12/7.36  (step @p12459 :rule evaluate :args (@t4116))
% 7.12/7.36  (step @p12460 :rule evaluate :args (@t4117))
% 7.12/7.36  (step @p4949 :rule evaluate :args (@t1204))
% 7.12/7.36  (step @p12461 :rule nary_cong :premises (@p4949 @p12460 @p12459 @p12458 @p12457 @p12456 @p12455 @p12454 @p12453 @p12452) :args (@t4118))
% 7.12/7.36  (step @p12462 :rule trans :premises (@p12461 @p12451))
% 7.12/7.36  (step @p12463 :rule arith_poly_norm :args ((= (+ @t1202 @t4127 @t4126 @t4125 @t4124 @t4123 @t4122 @t4121 @t4120 @t4119) 0/1)))
% 7.12/7.36  (step @p12464 :rule arith_poly_norm :args ((= @t4129 @t4119)))
% 7.12/7.36  (step @p12465 :rule refl :args (@t4120))
% 7.12/7.36  (step @p12466 :rule refl :args (@t4121))
% 7.12/7.36  (step @p12467 :rule refl :args (@t4122))
% 7.12/7.36  (step @p12468 :rule refl :args (@t4123))
% 7.12/7.36  (step @p12469 :rule refl :args (@t4124))
% 7.12/7.36  (step @p12470 :rule refl :args (@t4125))
% 7.12/7.36  (step @p12471 :rule refl :args (@t4126))
% 7.12/7.36  (step @p12472 :rule refl :args (@t4127))
% 7.12/7.36  (step @p4962 :rule refl :args (@t1202))
% 7.12/7.36  (step @p12473 :rule nary_cong :premises (@p4962 @p12472 @p12471 @p12470 @p12469 @p12468 @p12467 @p12466 @p12465 @p12464) :args (@t4130))
% 7.12/7.36  (step @p12474 :rule trans :premises (@p12473 @p12463))
% 7.12/7.36  (step @p12475 :rule cong :premises (@p12474 @p12462) :args ((<= @t4130 @t4118)))
% 7.12/7.36  (step @p12476 :rule trans :premises (@p12475 @p12450))
% 7.12/7.36  (step @p12477 :rule arith_mult_pos :args (222922230078116679/251709505974506254 (<= @t4128 -9887419041468645/6755219093276263)))
% 7.12/7.36  (step @p12478 :rule arith_poly_norm :args ((= (* -9887419041468645/6755219093276263 (- -9887419041468645/6755219093276263 @t4128)) (* -9887419041468645/6755219093276263 @t1237))))
% 7.12/7.36  (step @p12479 :rule arith_poly_norm_rel :premises (@p12478) :args ((= (>= -9887419041468645/6755219093276263 @t4128) @t1238)))
% 7.12/7.36  (step @p12480 :rule arith-elim-leq :args (@t4128 -9887419041468645/6755219093276263))
% 7.12/7.36  (step @p12481 :rule trans :premises (@p12480 @p12479))
% 7.12/7.36  (step @p12482 :rule symm :premises (@p12481))
% 7.12/7.36  (step @p12483 :rule eq_resolve :premises (@p15028 @p12482))
% 7.12/7.36  (step @p12484 :rule evaluate :args ((> 222922230078116679/251709505974506254 0/1)))
% 7.12/7.36  (step @p12485 :rule true_elim :premises (@p12484))
% 7.12/7.36  (step @p12486 :rule and_intro :premises (@p12485 @p12483))
% 7.12/7.36  (step @p12487 :rule modus_ponens :premises (@p12486 @p12477))
% 7.12/7.36  (step @p12488 :rule arith_mult_neg :args (-222922230078116679/251709505974506254 @t1199))
% 7.12/7.36  (step @p12489 :rule evaluate :args ((< -222922230078116679/251709505974506254 0/1)))
% 7.12/7.36  (step @p12490 :rule true_elim :premises (@p12489))
% 7.12/7.36  (step @p12491 :rule and_intro :premises (@p12490 @p166))
% 7.12/7.36  (step @p12492 :rule modus_ponens :premises (@p12491 @p12488))
% 7.12/7.36  (step @p12493 :rule arith_mult_neg :args (-36289755589868050/125854752987253127 @t1175))
% 7.12/7.36  (step @p12494 :rule evaluate :args ((< -36289755589868050/125854752987253127 0/1)))
% 7.12/7.36  (step @p12495 :rule true_elim :premises (@p12494))
% 7.12/7.36  (step @p12496 :rule and_intro :premises (@p12495 @p43))
% 7.12/7.36  (step @p12497 :rule modus_ponens :premises (@p12496 @p12493))
% 7.12/7.36  (step @p12498 :rule arith_mult_neg :args (-120319623004474657/251709505974506254 @t1178))
% 7.12/7.36  (step @p12499 :rule evaluate :args ((< -120319623004474657/251709505974506254 0/1)))
% 7.12/7.36  (step @p12500 :rule true_elim :premises (@p12499))
% 7.12/7.36  (step @p12501 :rule and_intro :premises (@p12500 @p62))
% 7.12/7.36  (step @p12502 :rule modus_ponens :premises (@p12501 @p12498))
% 7.12/7.36  (step @p12503 :rule arith_mult_neg :args (-114421945285064997/251709505974506254 @t1181))
% 7.12/7.36  (step @p12504 :rule evaluate :args ((< -114421945285064997/251709505974506254 0/1)))
% 7.12/7.36  (step @p12505 :rule true_elim :premises (@p12504))
% 7.12/7.36  (step @p12506 :rule and_intro :premises (@p12505 @p81))
% 7.12/7.36  (step @p12507 :rule modus_ponens :premises (@p12506 @p12503))
% 7.12/7.36  (step @p12508 :rule arith_mult_pos :args (215714109924082409/251709505974506254 @t1898))
% 7.12/7.36  (step @p3452 :rule symm :premises (@p85))
% 7.12/7.36  (step @p3453 :rule eq_resolve :premises (@p90 @p3452))
% 7.12/7.36  (step @p12509 :rule evaluate :args ((> 215714109924082409/251709505974506254 0/1)))
% 7.12/7.36  (step @p12510 :rule true_elim :premises (@p12509))
% 7.12/7.36  (step @p12511 :rule and_intro :premises (@p12510 @p3453))
% 7.12/7.36  (step @p12512 :rule modus_ponens :premises (@p12511 @p12508))
% 7.12/7.36  (step @p12513 :rule arith_mult_neg :args (-8755817146637979/251709505974506254 @t1187))
% 7.12/7.36  (step @p12514 :rule evaluate :args ((< -8755817146637979/251709505974506254 0/1)))
% 7.12/7.36  (step @p12515 :rule true_elim :premises (@p12514))
% 7.12/7.36  (step @p12516 :rule and_intro :premises (@p12515 @p109))
% 7.12/7.36  (step @p12517 :rule modus_ponens :premises (@p12516 @p12513))
% 7.12/7.36  (step @p12518 :rule arith_mult_neg :args (-219790524805509563/251709505974506254 @t1191))
% 7.12/7.36  (step @p12519 :rule evaluate :args ((< -219790524805509563/251709505974506254 0/1)))
% 7.12/7.36  (step @p12520 :rule true_elim :premises (@p12519))
% 7.12/7.36  (step @p12521 :rule and_intro :premises (@p12520 @p128))
% 7.12/7.36  (step @p12522 :rule modus_ponens :premises (@p12521 @p12518))
% 7.12/7.36  (step @p12523 :rule arith_mult_neg :args (-302111967118618541/251709505974506254 @t1195))
% 7.12/7.36  (step @p12524 :rule evaluate :args ((< -302111967118618541/251709505974506254 0/1)))
% 7.12/7.36  (step @p12525 :rule true_elim :premises (@p12524))
% 7.12/7.36  (step @p12526 :rule and_intro :premises (@p12525 @p147))
% 7.12/7.36  (step @p12527 :rule modus_ponens :premises (@p12526 @p12523))
% 7.12/7.36  (step @p5028 :rule arith_mult_neg :args (-1/1 @t1203))
% 7.12/7.36  (step @p3442 :rule evaluate :args (@t1897))
% 7.12/7.36  (step @p3443 :rule true_elim :premises (@p3442))
% 7.12/7.36  (step @p5029 :rule and_intro :premises (@p3443 @p185))
% 7.12/7.36  (step @p5030 :rule modus_ponens :premises (@p5029 @p5028))
% 7.12/7.36  (step @p12528 :rule arith_sum_ub :premises (@p5030 @p12527 @p12522 @p12517 @p12512 @p12507 @p12502 @p12497 @p12492 @p12487))
% 7.12/7.36  (step @p12529 false :rule eq_resolve :premises (@p12528 @p12476))
% 7.12/7.36  (step-pop @p15039 :rule scope :premises (@p12529))
% 7.12/7.36  (step @p12530 :rule process_scope :premises (@p15039) :args (false))
% 7.12/7.36  (step @p12532 :rule eq_resolve :premises (@p12530 @p4936))
% 7.12/7.36  (step @p12533 :rule eq_resolve :premises (@p12532 @p4935))
% 7.12/7.36  (step @p12534 false :rule contra :premises (@p185 @p12533))
% 7.12/7.36  (step-pop @p15040 :rule scope :premises (@p12534))
% 7.12/7.36  (step-pop @p15041 :rule scope :premises (@p15040))
% 7.12/7.36  (step-pop @p15042 :rule scope :premises (@p15041))
% 7.12/7.36  (step-pop @p15043 :rule scope :premises (@p15042))
% 7.12/7.36  (step-pop @p15044 :rule scope :premises (@p15043))
% 7.12/7.36  (step-pop @p15045 :rule scope :premises (@p15044))
% 7.12/7.36  (step-pop @p15046 :rule scope :premises (@p15045))
% 7.12/7.36  (step-pop @p15047 :rule scope :premises (@p15046))
% 7.12/7.36  (step-pop @p15048 :rule scope :premises (@p15047))
% 7.12/7.36  (step-pop @p15049 :rule scope :premises (@p15048))
% 7.12/7.36  (step @p12535 :rule process_scope :premises (@p15049) :args (false))
% 7.12/7.36  (assume-push @p15050 @t1175)
% 7.12/7.36  (assume-push @p15051 @t1178)
% 7.12/7.36  (assume-push @p15052 @t1181)
% 7.12/7.36  (assume-push @p15053 @t1184)
% 7.12/7.36  (assume-push @p15054 @t1187)
% 7.12/7.36  (assume-push @p15055 @t1191)
% 7.12/7.36  (assume-push @p15056 @t1195)
% 7.12/7.36  (assume-push @p15057 @t1199)
% 7.12/7.36  (assume-push @p15058 @t1203)
% 7.12/7.36  (assume-push @p15059 @t1238)
% 7.12/7.36  (step @p12556 :rule and_intro :premises (@p15059 @p166 @p43 @p62 @p81 @p90 @p109 @p128 @p147 @p185))
% 7.12/7.36  (step-pop @p15060 :rule scope :premises (@p12556))
% 7.12/7.36  (step-pop @p15061 :rule scope :premises (@p15060))
% 7.12/7.36  (step-pop @p15062 :rule scope :premises (@p15061))
% 7.12/7.36  (step-pop @p15063 :rule scope :premises (@p15062))
% 7.12/7.36  (step-pop @p15064 :rule scope :premises (@p15063))
% 7.12/7.36  (step-pop @p15065 :rule scope :premises (@p15064))
% 7.12/7.36  (step-pop @p15066 :rule scope :premises (@p15065))
% 7.12/7.36  (step-pop @p15067 :rule scope :premises (@p15066))
% 7.12/7.36  (step-pop @p15068 :rule scope :premises (@p15067))
% 7.12/7.36  (step-pop @p15069 :rule scope :premises (@p15068))
% 7.12/7.36  (step @p12557 :rule process_scope :premises (@p15069) :args (@t4131))
% 7.12/7.36  (step @p12568 :rule implies_elim :premises (@p12557))
% 7.12/7.36  (step @p12569 :rule resolution :premises (@p12568 @p12535) :args (true @t4131))
% 7.12/7.36  (step @p12570 :rule not_and :premises (@p12569))
% 7.12/7.36  (step @p12571 false :rule chain_m_resolution :premises (@p12570 @p12438 @p185 @p166 @p147 @p128 @p109 @p90 @p81 @p62 @p43) :args (false @t3032 (@list @t1238 @t1203 @t1199 @t1195 @t1191 @t1187 @t1184 @t1181 @t1178 @t1175)))
% 7.12/7.36  )
% 7.12/7.36  % SZS output end Proof
% 7.12/7.36  % cvc5 exiting
%------------------------------------------------------------------------------